Датчик S+S Regeltechnik HTF200-LM235Z-ПВХ-1,5M

Цена: 2171 руб.

В наличии 15 шт.

Описание

Канальный/погружной датчик температуры S+S Regeltechnik HTF200-LM235Z-ПВХ-1,5M с пассивным выходом рассчитан на измерение температуры в диапазоне от -50 до +180°C. Температура ограничена материалом из которого изготовлен соединительный кабель.
В зависимости от типа термосопротивления, датчик может работать в связке с контроллерами практически всех популярных производителей.

Устройство датчика

Датчик HTF200-LM235Z-ПВХ-1,5M выполнен в виде гильзы с запаянным внутри термосопротивлением. От гильзы отходит соединительный кабель из материала на выбор – ПВХ или силикон. стандартная длина кабеля 1,5 м, также доступны длины 3, 5, 8 и 10 метров. Термоэлемент датчика надежно защищен от повреждения, попадания пыли и влаги внутрь гильзы. В стандартной комплектации степень защиты IP65 (по запросу датчик со степенью защиты IP54 или IP68).

Монтаж и условия подключения

Подключение датчика осуществляется по двухпроводной схеме (опционально четырехпроводное подключение). Установка должна проходить в обесточенном состоянии, а подключение должно осуществляться к безопасно малому напряжению.

Аксессуары

Для удобства установки датчик температуры HTF комплектуется монтажными фланцами MF-06-K. Также датчик можно смонтировать в погружные гильзы G1/2″ из стали (TH-VA 200ММ) или никелированной латуни (TH-MS 200ММ).
ВНИМАНИЕ! Гильзы не входят в комплект поставки.

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” 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Схема подключения датчика:

AAAsTdHYc4cSWGO3E0RiAQF9zdXcblPL8f9MxsdpNsCCGEZOr1qKXkdHX1u05VV1f/P0AgEKrN//vZBiAQiJ8MUgEEQtVBKoBAqDpIBRAIVQepAAKh6iAVQCBUHaQCCISqg1QAgVB1kAogEKrO11WARqMRBEGn0zEMYzAYBAKBmPdgGEaj0UiSnB0VwHF8OgkhEIj5xjQfXqQCCMRvC4Zh0wmGVACB+G1RU1ObTrCvq8A05QSBQMw3mEzmdIIhXwCB+G1RV1efTrCvqwBBENPMUjbNcAgEYk6Y5sP7nSogAYCG6rc62hy/kJXc6dqGQCDmgjlSAe5wh5udkbmJbsCa9VOUKiAQXwc5jnPBnKiAYHT3piWnYnZcunDUK2TVMIBo+gYiEIgfzFyoQNq1c8HedpLx5tTkc54rV48BiFRI5GUA0hnGm0kc8Uzy+jfSWUqHYjpXojLVYV4yFyrQVP26tfYFwFBa6lnP1Wv6AIRfTEY2OdRlY2zBorNpC3CSYKvTSFMz67EpPgB0NDcwMXUOi40ROI7jekaGla2tEoC9oWEXLpxTprB57dr0jCwAaGmssjI3aOtoB4DeniErS7u3byoBAMRCfzdnOr6ARtIZTAzH6RjJScu8ScWPiQjdtG71hjUrSYJG4Opbt26e4Mnt5XL716xfgRF0gsBYLE7cibPU8bbmGk2ODoFrYBihjhMG5rbvapsV9ogS489ocEg6pkbg6itWrewYGFZebXjYPiaOMXGCuYCuScP0mKyyZy8AAMSixZ4e6dk5ypAent6ZGbnU9vtXz+0szVjqGINGONg5FxU+UoSS1H94YWtjxWAwmCTD3Nyyuq71s6XcWVejyyCZJEOdTiMZNDpO4+hZNHeNUGffvih1trNi4ySBkVbW9kWPS5URnz4uIHAWQWiSOIOOEX9irLBDx6lTiYk3li4NpiTv5MmLmzfvVpbAjRtn/yToakwWTjAwjCBJrdS0bMpgPy/v9OQUAOhsqfPxdicIgk5XZ7E1zl66LpIBgOzJ4yJjK4cxRY15WvjIxc5BLOIBwLtXrx2sbJgkiyDZplZ2VfXKMucHeDpnZGYraoTE18MnKzWT2gv0W5KZkkVtP8zLZZG0pHT57rvXpVbWpjTaAiaDsLaxe1lVPyP9/vWYm3EBABADDCWnnPFeu274v8YFxBLuqIOZ/ZtnldT+sycVVpb2fAkAQFdjk6m2VkdbOwDwJ0aClwTsPnRoCuBeUdHS5UuoGyYYnXCwsquuaQAAADsedpmy7duWEz5Kg7tERAKitqbK2sC8vewEA7S31OjoWDU39ADDFm/QOCD4YJxeI1upKc13tZ+UlACARDG/ZsmZXZCxfke/uvXtiY2PlO8MjzgYmr1+9BwAQcJd6uyekpSm6ThIfX/+0lHQAAIko2Df40pmrVGudm5TmYGVHqSTwJ/0WOp47d26cyxMIJ89fPOezZM3U50p5oKHRQkevuaWT2m1va+LoWje0jQEAgMjPx//s6QsyCQBAVlq6o71T/9A4VQIlj+5b2jiPKRLdE3l4T+Rhajs55UZISCCA+NmzUmsnj9aeMUVuU6nJF4JWreYp9v38lqakUAIn8fPwuZdxE4TCTSHL9u0Np27i40dF2trGDfUtAKKykiJDS5dhReRXT8qsDQ1E3FGQ8P08/c+fucLl8oUiyanT530Dg+X1SjS+2NMpI+eWspoFevjmpqQDgEzG83Dzzk7LBQAQjK8O8tMgyWvpmTIAEPH8PVzizpwQykQy4eSFMyd9l6z7bOn9fsylCownJp3xXL1m+D+D8caHrUwcXpZWUfsVTypMDC24IgCAnqZmU03N7s4eAACQhe3dte/wsSmA7sFeY1ODpu4uAKh8U+Vq7zo5RbUdwuHeRntri+ycOxaOHh8au+SZTA4Futql5+YqvV7fRUHZqbeo7QMH9m3YsEFxZrLgdlpQyHohAAB39/bV529cVw5qbN20MykhFUDS2daopWPZ1SuvqvvCDu2NkD8bj/PyF3t5KzzeyYKCbO8Va0cUKew/EBYRESXf6e11NzYtf/YSAEAwHrTIPjVLaaHU08uPUoHx3h4rY+eGml7qBLe319Hcoqm1CwAGmhqtdXW6uqjygbqGeh0Ll+7Jz5TyUH2jhaZeV9cQlXhzUy1Hx761SwAA40N95uaONXXysuL299ubmrW1U2mKSksLdYxtxxVFsPNAzIHoY9R2auq1kKW+Pd1ti9zdikpfK1pRKcBoatJZ/xWrlIa4uftkZtwGAJCKFnv43LyWDEMjzsYmjx49pwKIxZNui7yflT4HEJSVFBlaug4J5HErHjxxNDUF4Xhbc52JoVV7K3UJ0NLYYWVp3zc4BgAgHAl2d0jJyFaogDjQKzArJQMAAPgBfoszU7IB4PXjwpXe3g5WNjeybkoAejtazXW127ooZZS0Ndbpm7m2D6lEV2XOVEAKMJGYdM595YrRL3aUJQBiweSYualTRVkNdaj0QZm1hf2ESAoAnfV1ppqanS0dACAdHV3u538pMUMCACBetSoo/d4dMUBCYtrOHfs+zjf+1AkWQYYdOfl3N4Q/vNjNITE7R1G1wHdRUFaSXAV27dsfeeiQ4sxE2ZN7JtYLx7kAwslgb5fk3JvKWHv3hEZHRgGI2poqDQysmtuHAWCcK/BevObslTQqTEJCUkjISkWMqZLS+5oW9v2Khzs0LCoyQuEL9He7mRiXV7wAABCOLXa1z8y6qWzN3L0C01KzAWR9La3aGradnfIkZEMDLmampeWvAKCvudFck93Z3kGdam5q5xi51HQq2+C/GaxrsNTUaW+jnm1JS3Odhq5DcwcPAJrra3T07Zo7FO9zh4ccDAxePH8DAADikpJ8XXPHEYVZuw9ERcQeobZTEs57utlv27U74lDcR1nJAMZSE8/7rVo7Qd0PEPp4B2SkUr6AbIW7d97VJOgfcjU2r3j5QfHMiXy9ArPTcgCEz548MLJwVfoCLx6V2RgZS7jDHa0N+roWnR1yj6O9vsdEx7KtbYC6vyHeTgmJyTJ5jiJfn+C0ZMrtF/q6+d5MyQWJJHLb5oqC+wFeXgnZd8QA/W3tploanZ0K/6i1jaXrVNf55c7rb8ScqYAMYDgl9bz32jUjXwwjAhBOjQ5ZWbiWP6ujDr14XGFuZDEmEANAX0uzPoPBwpk4ndBcsMBIQ7OqsVMGACDOzb6xbvsWPsCaDbvT0u5+nOi7sqdsksgrqVD64cAbWuqz8GpGBlXTJWJ+oOfSzERqXEB6ICIyLPqgwubJ0sf3jCxcxqcABNwgD8fE7BxlOgdCI6OjIgB4na1VBKGpRtciGRo0nKWhZ1XV0EeFSU7JCF4SoogxXvosX8faqU8hJKFhUdFRCsUZ6ltoaPCs/CUAgGRysas9TrDUGZo0jE4QBM7QSk/LAYC2mlojA9eWNkXtHB5cZG5eUvYCADrragxIjEkyaHScpNNIgq3OMmvp/8w4X191ra2uQVsr1eBLWlobOHoOdc3jANDZ2sTRsm7vUTT3gwNuZmYvX7wFAAD+06cFetYuPYpncm9YVGhkDLWdmngBp/2P5GgVl734KCspwHhq4gWv5SsVvoDY1zsgN+MmAIBEFOzoakFjmv5vgaE68fJNtcJWUYB3YEZyJoCsrvKtprZ5S5f8aU+9nmpnaiUTTrY015OEPoYbqauzSYytQdPWJPTa2/sBAPjDAS6WJJvzB8lUI/5isHA6jZWWTOmOMNDN71ZSTsPLdyu9vWFi0M9zYUL2LQlAR32TLkHgOMlgsnFMbcECGqllW98lABVgLnsEY4lJp9xWhIz814iwQDA5ZmXhWv5M7gu8elJua249xZcAQHd9o4mGVntbNxXyYOT+xau3UBWytuqlpaV5bUOnla1fVe3ARwkKd25c52DnGLhi/aTSAxGNLPVfdDk9Q1EvpQHeQbcoHxVg374DYeGKEQSYKnuSb2DmJJAA8LjLfNxuZGYpVSAsPDIyMhxA2N5Uo61v1apwvqOijoes3ErlduV68tJlSl+AX/qsSNvKcUBR2fd+nFdvn7eJxcuKtwAAoolAV7uUzBxFQImbq+ftzNsA0NXQqK1l09ahsGJkxN7Q8MXrDwDQ29hopq3Z3qHo+ADAF4p6oKHZQlOvp3uQCtLYXKdh6NTSzQeA1oZaPV37xqZxefTBYWdjs/LSlwAAwCspua9j5Tyg8AX2hkaERcl9mcSk+KXLArNysl3cPFv7hj/KdzIj5XLQuo2jin1Pd5/0pAwAAKl46SLf/Kvp0D/iYmD09NlrxfUKfDw8c9KyAEDIG1+xPMTGxm7Ths2rVqzlMHXNTa2Eoqn6xjo9Q5fW9s94OiAeC/JwSMzMVj7B3m4+2SnUYKFosatn7rWMw/tjHt6+C4KRZf6uV9NSZQCddS1mWnoKZfyv0vv9mDMVkACMJCad8lqz+su+gBRANN7fY2nu9PZNE3WorPChlaHZFF8GAF0NjRY6eu0dlB/Lf/QoT9fCbohqFMVcf/dFoXvCTUzdO/uUrZ/oeUm+tblJTW39Qg+/+w/KFLZM+CyyvZ6Tq5zF6Ovhn5aYTm2H7z+wdfMWxRlB/r2bAcvWiwFALNy9afWF6wlKH3HDlu2X4i8DiFubqrX0rFq6KJ8XioueGhnZCCUAAAvqgeA3qYGC11tpQqMjAxt2h3WOfyZ56SnocVUQ7+rm5JLaVtHM1vfrrGLCwCTg/3Wps6NtXJfZrJvxNnCoaWR6mVMlTy+a7XIt18k79N9rJhXE68tX7EMAKJioldv2PKRJ827ceXMup27/x4d9A7KTqNaZmmwu9/tq6nQN+hiZPSk9DmVrFTKXejsWlpSLi81/kT+3VtX46/k3Su8lVNgZmrN5U+0dnbo6ts1N8lr00Df8M4dewdHxwAAxKNLfBZeSU2Tl55UsNhncU5SFoAMpMJVnv6bg9cEuPkDTwj84UB325Rb2VKA3qYOcy3D3h5KGaGzu2vjrtCeMdQj+JtZ6RFMJKec816z6ssqAACTN1Ov+/oEjU/JG+5XTytszG3HBQAA3Y1NJhoaXd3UwJg0OiYsYOVaRd2S3Ig7xvjjr/Ub9/79AkI0vmaJT2paIgDcv1e40MV9jCsEAJBO+Xs4JeXcVN5hPgnHT5m8KwXTv0tTgVz0sBYGK4f/3adYeOn6EuIfHaOe/FS/ompgCgrq7O0sH1UWkFgLSrtV5D26SlW97aRUQcXblmKyVFLfXVJvraFRUVACDl87ds2rw35jBVO5vrqmysbOUvBQBgbMLV1Lb8ZS0AgEgQ5OmSlJ1FWSiTCrw8vFOTqfZT6u/pe/F8PBUpN+2mk63L+AQPAIQjA67W5snJqdSp/PxCfXOn9pG/e0JKeptbjHT0Wjv6qZJsbqpj6Vu39vEBAISiYE//62evgEQGAJlpt2ysnScn+AAgHes7sH3T4ZPnlSUcundPTFQ0tX0jOS14yTIZwODwkLe378VLcguHuls9FjomZGRRd1Qmk/h5B2XJS1sc6OF7JzUThPy1wQFh4dE8GQBAWVmZqYVjU2vfp5aXPqywMLURgXh0aszO0jY3Tf5mp6DgiYm5Xe/wMACAdNJnkW3KzVvK+xvkvThLPi4gC3Z211VnJ11LAQAQjAd7OV9PT5MCiCe4LlbWyYlpUhkAQNGjh5pmdh2jnym93485UwEAmEpMOhewdtXnfDgKcez+rZr4XzQaRifYBItNEASxgEZgTF1zxwkxtNQ16LIYBEGo0WkESdM31Hv84pXSZ2t6UWGlo3M+/u8x/ILbGW6O1jwBFwCEXJ6bq/vlawkAAFK+v5drUnqWIq7MY5HPrSyqRyCK2L97aaBfgL83Rldjk8SWTVtHJ+RVYXy8f+X69TSSzWAwWCxW5MHjVM1ub6lnaejSSA0cJ3EcNzA0e/rstcIKYcq1ixpsDp2OExjp5xfQOTgCACWPCjUYGE4nMDqDSbJYGKG5QE2DRiwgdMtf14NItNjHLTkzXdmJCQgIylbMaKh8/drGwhzDMJLB0tM1zs97oAglefaowN7Wjk7HWQSuydFKSL/z2ZeyPe0tRnr6rR3yFw2drU1ahtYNHfK3N7UvX9ubmpHq6kySYWRklVf4CACEU2O2RnpsujqGs/7ASDVsgdqC/9PhMOi0vw4cPCQESEjNXB6ymkrh7es3psYmT8tKBwf7bcxNjh8+9PFsUQ93n3T5fAFYEhh0JzsXQNZU9d7b25dgaWAYxuZoXk3I/KzlFU+fW5rbjE1NAsCTB8WOFpa4+gIGg8ViaycrFAFkvADvRUkZGVTpSURSP+8g+UgEiAOcFrqY2oxQ7z7FQn835/RcecTyRw+sLKwxjMAJdYLFTMq9pyJT3edSBb6KLCp0b3TE/n8dfVZapmPm9Lkm7R9M9XQ7WVq9qqn9Dh9OBiCNiAgLDQ2feRrTo7zkkZWZMVf48dMhmRodNLd2eVLx4Ufn/u1IeRP9dhZWSi8dAABkALywsB37Dh+eUpku9G/JvFIBCD2wJzo68l8Hnzx+aGKzaPg/VeBdxbOovfv8fHz53/WpkgxAtj/0QETMoa+H/T7Knz42NzOZ5H88BC2dnBw0tbB99vL9F6P9NMS88UFrS7sXz9/+8zg/NHzH7thY9J3oL838UoGZIokJC9u7eAAAISqg1QAgVB1kAogEKoOUgEEQtVBKoBAqDpIBRAIVUelVABNcv0PpNNeJXWm66lOF3Sb5pq5UIHy0kerQ5YyGAySpbVlV9SH+nYAEHKHfJxtNWgL8L9wEtem4ZoMLYMPtQ0A0NpQE7ZjmwFHg4UxfL0CbyRlKj4V5p47FcvUNn1bK/949uyRQ7osxoc6akkS2f07OXSMQSc02Bxttb/oDELH0NC2Z4D67F/S1Vy9a8dOLS0dnCQ8fAPik/9ea6ggK2nf5rUPHhaErF7FYbH9/RY/fCpf/er86YMaxB8M/C+MwVRnaC5gsC/EXwYQnjl5mNQ2el4pX/Hy3JE4bZLzoaaesuTJg9urly/RwEhNnBHoH3z3Qanya+eRnq4jEZF2FlYYDV+zesOte/mfW+6X/+HDC4yhdzY+BQBAyt2xcTWB009duSGfHy2ZSrl+3cnOnkajmVvbHT51hfqAWDA17m5vp4nRSXV1NkFnqP2fBkk6uQdOUt8rSPmXLp51cXEiSDad0Ni2K7K+Wf6FMogGdm9cRltAx3ENAmfRCfb/h2ms3xcJAEKh0N3Zd5Gzv0QKACCdHPBwtnb3D5J/9inhJcRf93T3YbCYts7Ox89fn1B8yHHp8GEjJvP9B/nicadOH6dz9F7XNAPA2zfPSW2juAvXAABAsGvDRm22zslLNygzh/vbomKizS1smCQjJCQkr7jkS1ULMSv8aBWQdrRUmxoaODm5nDt/+dDR00wtM2t7j4mpSQDpi8d5T+7cDPYM1GGbpGXcv13wZEwgAoBVywJtTfRL8gvq3n44ffyUlqZe+u08AAAjTuTlFxfkFXs4BxrrOwyMULWSt3qpj5mJaWHBw6AAAbtGT+sY6AO750wcJLeOXtdSSJ3D11Dk9hmZVbRMAvH/71EATc7S1OX/6TPyp0zbm1oS26btmKqTQa5GLhZFJWlJy4f28fTv2aGro3n7w6J8/aJACcD98qKCzDU+cTwWA2jdlukyMJLATVxIFAACS3NR4DsnesH7rxcuXNm3f9Rehtz/6BABIRVxXK7uFlrb3b958UpxfnJtuY2Lk4rWEKwWQiS+fOkKS5Iq1G85ejI+IPMjhGPv7hwhFMgAJSPq3r/bX0TZITr1TXPQ4ITkD07VYsyscAERC7kJbL2/XYBnVSE8NuttZOHsE8AAAwc9OuEiTnYYn8S9vomCNMllZlFbWUkABAuHPFBisd66Eh+QfHEqkg9Vp8VlIC5RgOdjXp63DCDh0XAQBMXDgVhXP039bLn72LR44YsrXeyFtgft6dNDpL996DCurs9lW7zfXsewenAACkU1lp15KTEqhT3d3dbAOb7eHy7wWunDiojavn3JR/YZqelvR/dM49+WKYYoDxvHtp6mz9mw9fyi9LOnz13CF1lt6LGrlXcvlonAFLu7KmGQByM5I0iAUPS+QSk3fnphpTN+12EQAM9jYZG5seOXqSitXf2qLFZu2KOfTPr3FkABPv3pWqaxqevJIOAEfC9pnoclhM8tiFqwAAkvH1y3wtrF36xsQAMDo5ZW3r7rTQRyYVyoRcTwc3PxcfiUgMADA16GZr6eQWNCkEEPHWLw0wsrRXfjO/d/NufQ39/oFRAADZ0La1AXqGFj1DIgDo6elj6Vuv2RkGIJOKuAstF/kvXCamnJbJPl8nG2ePAJ4UQCLYtWals7PnGF9ud8iyTVYWrlyBFEB2/VisMUGrqaHutfjc2ZPqbKNXNR0A0g8fXqiz9c9cSQEQnYjZY6Gng2PMwxeviwFGBlrN9BjHT8RRUtLS0sY2sNoXc+pztQsxO/xQFZACjJ07EUUwdSsb5KuAScWyyXHeRwFEoWu2WmmYjQz945vBsYGBhoaGjvbmkZ56PR18454DUgCA8UunIwm2ztt6+RKRl46d0WVov62hFibi37uVvICpffehfN27bcs3m2qa9w9NKvIS9Pf1NDc29Xa0dLS1cwxt1l1heE+LhDBixGTS3VanGrql4t0DA8eY1al0IEMHLrdsIfLL2s4ldy+ySDF+MiNXSN39TJl/q8eOykLqlRXdcqA7h8+oQem/GumuqnSKuqXhHapnEXEwCklW9LaQRzb+jB6pqGmurK0sJ8XU32+n2hnywUPP72XYm6lu6JKyldrZ1uttanDseyWYxj5y4DAPCG3OxMHVwDRhXd89FRvogvAwApd8LVyjVg0WIp1XPg9XvZm3v4h3AlANyJRTYWC32XDio+urxw6Kg+U4tapwikQzs2LNHSM+8ZEQPAyNAwR9dy3fYDACAVTHjbegQ4B8s77BMDHjaWLp6L+TIA/pSnrZWNvVvpm9r65qbKysrFvisNda2HRyYA4MrhKHM2VltNqYDs7MnjGMfkdW07AHz4UKHO0jsTn9rb025rpnM8OkxTU/Pk1SQhQO27Z5rE//aGHqhqaqmsfP/g4WOGrvmaHRFotODH8UNVQAAwcuX8IQbH6FVl9+ciyQBEe0I22GhZDA8pl34X7d+5m6QRGIYxSJqfh522BrZ62y4JAAD38pkoNYyhxtChkyy6OqZB5+iwjd7WtAAAnAwCAFGDkzt0kdS3jrAfKtUNGL8eF/7FAXZ2hTZBskkZw1Ektpsb7qkYAuBh3XJ/FfFddJwMAkLx+9/xPpsHRiwkAkrqqCoJk0xmaOMHAMRqHpGP4gpXbd3yyxuVEdc0zNTbz2IX4i2cuByzyLCvOIzG1s9eTAAD4I67W5i5eS0Y/HUnjcd1tvL2cg4UCGQDARLeXvbmTZ9CkBGBq3MPG0s7NX6k48cdOGLA0P1RT/27gbVkdrG1i2zMmAoD+rjYtHYutOyMAAERT7pbOGn+ymBiLiWM6tD81aTQXr2VTIoCpcQ9rMwZDewGpRccxjEZnYdo6miYjo+MAcPVYjI7a/5gkS12dzqL/ycTUCY5xVWM3AK+mqoLQMDp08urxU2eDAn1ePslj4n8cv3hZAlD9vkKD+EOdJP+HkySToU7D/iA11uwM/Vz9QcwOP1QFJABDZ+PCmRyD94qefF9P/717eb1DyqUoxbtDNtjoWA4OUIv2SToa3xvo6EZHylcBfv/ykbYGtn7XASEAAO/ciQiCrXU6PvleQXFhftGOdds1Cb0P1ZQKcPPvptE5euWVrVTSe1dustQ0plSgr7XGWBOLjpQv/v/y9au/2GZr9x6mnqKEuCPGBKHwBUTvP7z4H0f/cHya4ipG79xN+ZOtn/lA0SOQDF05E83maJ6NT7p7r7DofuGOtZu1mBo19S0AcOH4UV0GUVUvXzqxsurtAo7x8UspAFD9/hmTyT5LNekKRJ/5WRO3uqqExiY27trv6uL7MO9h3dsXmmzs2IVLUgAQjLvbWTl7BI0pNODF8zePix6BmAs8rrudr7fLMrkvMNXrYWuy0GfxlBRgatzTzsLFO0i5jviluNNaBLuytgEAQDq5ZW2IzUKfMREAwFBvu76+5eZt+wFkUsGEl62Lm4Xz/Vt5+XfvPMjJtDEwcnIL5skAeFPeDlaL3Lx5n3tpcPVYjAmJX7pwuaCw+MH9nO2b1hEsw/fVbQDi969LGGz9zbsO2rv55xXk170p1WMvOHruvASg8k2FNlP97OXLSoGb3f+lIT7lh6qADGCi8G4ak6VVrPDSz549y+ZoPiiTd91BKtq1epOFjkXfIKUCour3ZSwG8/wF+ap1o71NxvrsdTv3iwEA+GdORMhl0sgAACAASURBVBEaBsoeweWjp/VJ7ZpquSd/LGq/sZVT96j8mdq1cqO5lsnACB8A6t5WaGL/u3TpEnWqp6+Xaei4erd8NZFrR6MN6Gq3bt+XAADI0jOS/mLr5crHF6QAY3l5mX+y9LKKXyqOjFw8GUWydN7VKUYojsXpMThVdY0AkJN6RYuxIK/oIXXq3t2bdA2T28UVADA62KGrrXMyTt7LHR8e2LlrT1x8wie+APf9ywccDsvQzMbFI3hqSlb9+oUWBz984aIIAIC3dc0yUyu7/gkhAIilEje3IGtLF97EqFTAdbX28nVdJpX34Xvc7U1dfYPHxQBi/prFvoYWdt2jAgCQSkQ7t+w2NjAfGhkGAP5wp525ofJfRsNDvdraxtu27QMA4dSIq6VzkFuwiCrXiREfB/tFnkumJAAAK6HUBa/aaUZGhoG9o7eARxRbLGN890yL9OXo4XAQz3dZjpso8ek//UYHB0YtOeqLPX0j+pXYhZ40ePDgrbm6sM9IxtbVxOnzp/4sQJS2srEwvL9v6/lwPZvGKdsY6Jwm+XjA21Gxsb2ju45N66WZB/90TsAR0OsXbbbikAgOjMyYOkpuGrmjYq7qUjx03Z2pXvPwBAYVa6sSbH03dp5t0H+cVF+XdvBbh6GGkYJGXeGxgXTgz0WhnqLHR2yc7NKSy6H3vk8J9Mg417D1ENTtLJw9rq/2dtYxd34fzJU0ctrExZBmZN/eMKG7n5+TkLWHo3iyldkAGMXDwdzdQwVKpA/IlTmhheU1sPAFXvyrTYNDt7x+Onzp4/FWdtbsbQMqlt6wcAqYi7fvUqU0Oj5BtXC+/fOXL4IE6wTly+8cn6SPy6D89InKATGqcuJQNAfdU7Fkk7l5AgAgCQZqVdw3By+er15y6cDwuLYDINNm/eDwAiHtfDyddnoeKJ5Q+62hk7uPtxZQAgvXzmKMZgB4WsPXv27MGYWBzXWLJkNQDwp4Yjd2/SJOg30nIoS7q62wwMzbZt3wMAIBZ4O3r7uS2WN85To64Wpu7ewXwZAMhyM1LoBDs06vC9vLspScn6Oua+nsuEIhkAXI6LM2SxAAAaYUFBWGRcWqs/TOXUv7ag1EzJi5mC/wrOTpupVrCYJBMlirN24se/H647MbV6y1MLYcGFT2EaSPHhf5+vuwOGw3N9d7N7O2bVp/+XoSVQXPnztJsLXe1StU4MRJHZKorXkPUoG7rT1HnSRZen9iLBpG12QTHNoCXI2uqWv5oa4LAB4V3vfxcGcySRdX54ybNzfuOHDm8g0qnfhjB42YRHZu1spN6xks3GmR88OKj3+tIb55M02dyblXrPxvJ//86YMMtvab6lZq/0LcKQOOVnUtNRImKX1SuHz5chaLw2YxVoas+HgRsaG+3pPHjjrb2zBI3NPT8/T5S5PiT0e+hDVvyzU0tEytHPrHBADw/vULFhM7eemiIoDgxo0bTk4udDrd3NwyMvLI4NA4AEiFAmcbFy9XP0WoUa+Fti7u3tTavjIx7/Lly07OCzGMMDI02x8W3dU7BAB9Xe2Bnm4ZyQlKx7u3v0dP33jrtt0AIODxF9l7eLj4CAQiAAD+hJeLo9NCD6r9lwp5qelpAcFLmGyWhYVV6IGY1hb5HISLJ05qMhg1DZSnJoi/EMfmaL//UAsAVe9f4DhpbGbdNTwBALVvX2syieMXzlMFMTbYe/TocVs7JwaL6R8QdOLs5dEp9LP7H8jvMXdQJhNPudk6+i70Ef2jtojjL1wkWIavPrT9d/Qbp47pYuo1ddVfCPBpr/cX6qjOk8H12fqrOmL2+T1UAET8CScbB283339V+ZMnjjM4BlV1nf8d/eqxGFMN8kNt5bc8MfPk6UIgvpffRAW+D+mV44cMWNi76vfoyUaoIEgFAABGettb6iu5fBX5XT0C8Q+QCiAQqg5SAQRC1UEqgECoOkgFEAhVB6kAAqHqIBVAIFQdpAIIhKqDVACBUHWQCiAQqg5SAQRC1UEqgECoOkgFEAhVB6kAAqHqIBVAIFQdpAIIhKqDVACBUHWQCiAQqg5SAQRC1UEqgECoOkgFEAhVB6mAHIIgWCwWjUbDcZzJZBKzBJ1OJ0mSyWSqqakRBKGmpvazLxSB+DdIBeQwGIzfJhcE4ptAKiBnbuz/1UsJ8VuCVEAOhmG/TS4IxDeBVEDO3NiP4/gc5IJAfBNIBeSgHgFCZUEqIAepAEJlQSogB6kAQmVBKiDnm+wfGho6e/ZsUFAQhmFRUVENDQ0/IhcEYm5AKiBn+vbX19c7ODhERERUV1c3NDRcvXqVJMm4uLjZzQWBmDOQCsiZvv329vZXr179+EhXVxebze7q6prFXBCIOQOpgJxp2t/d3b1t27ZPj4eHh2dlZc1WLgjEXIJUQM532p+dnR0dHf2jc0EgfgRIBeR8p/3BwcG3bt36ajA0awgxD0EqIOd77H/y5AmbzZ6cnPxqSJIkZ5wLAvGDQCogZ8b2C4VCR0fHe/fuTSewurr6zHJBIH4cSAXkzNj+0NDQ7du3TzMwjuMHDx6MiIiIQqgkp0+fnlk1+6EgFZAzM/srKioYDMbAwMA0w5Mkefv27YcPHxYgVBKCIPr6+mZQ034oSAXkzMD+yclJR0fHvLy8H5oL4ncCx/GOjo6fbcW/QSogZwb2x8bGbt68+Zui0On0b80F8TtBEMR0ZpfNMUgF5Hyr/aWlpTiOj4yMfFMs9I5AxcEwrLOz82db8W+QCsj5JvvFYrG9vX1OTs4PzQXx+4HjOPIF5i/fZP+JEyeCg4N/dC6I3w+kAvOa6dtfW1uL4/jM/LpfvZQQ3wlSgXnNNO2XSCSOjo7R0dE9PT2dnZ3t7e0DAwPd3d1dXV18Pn+2ckH8riAVmNdM0/7h4WGCIDAFDAaDTqfTaDQmk4m+KUR8FaQC8xq04hhiDkAqMK9BKoCYA5AKzGuQCiDmAKQC85q5sR/NHVRxkArMa+Zm/Q/0hzIVB6nAvGZuVACtNaTiIBWY18zNDH8ajTYHuSDmLUgF5jV0Op0gCBzHcRyntmcFFotFp9PpdDqO4wwGA/UIVBykAvOauXk+f+kVx3g8XkVFxc+24tcGqcC8hsFgzEEuGhoac5DLD2JoaIgkybKysp9tyC8MUoF5zdzY/6uPDmZnZ2MYNv3/MiL+BVKBeQ2aNTRNoqKiHB0dv3V5FQQFUoF5DVKB6bN169atW7f+bCt+SZAKzGuQCkyfkZERR0fHsLCwn23IrwdSgXnNDOwXCARzkMv8pL6+nsVi5ebm/mxDfjGQCsxrvtX+oaEhe3v7af6SaMa5/BQIgqDWTaA2qNUTaDQai8UiCEJdXZ2aUkHNraAmWVCrLcxgngWdTidJkk6nU5MpMAz71QdQ/xukAvOab7L/1atX1BNSWFj443L5WZAkOc018+Pj42k02sTExGxl/fDhw/37989WavMQpALzmunb/+bNGwaDce3atcjIyKKioh+Uy0+ETqdPv6Zu3rzZ0dFRJpPNStZ5eXmRkZGzktT8BKnAvGaa9jc0NBAEcfXqVQCIjIwsKCj4Ebn8XEiSbG9vn2ZgHo9nZ2e3Y8cOqVT6/VkXFRUhFZh7kArImab9vb295eXl1HZ0dPS39gh+iU4vhmHTVwEAGBwcxHH8+vXr3591QUFBeHj496czb0F/JZnXzMD+iIiIb/pJIfwi/yYiCKKnp+eborx9+5bBYJSUlHxn1sXFxdHR0d+ZyHyGIIje3t6fbcW/QSogZwb2x8TE/Ja+wMy81vj4+OkPK36J394XoNFoyBeYv8zA/qioqG8dHZybb5a+E2Kmf9SMiopydnYeGxubcdbFxcUHDx6ccfT5D/IF5jUzsH8Go4N0Oj0yMjIiIiJq/hEZGRkTExMZGfk9TfrSpUs3btw4s7gAkJeXZ2trGxsb+7ML40eB/lw+r5mB/bGxsfn5+d+aS3Fx8YMHDwrmGXl5eYWFhfn5+cXFxTQabcbj2KOjo87OzidPnpxZ9Pz8/ODg4KKiop9dHj+Kbx1ImhuQCsiZgf3R0dHfelN/iR4Bm83u7u6ecfTa2loGgzGDHzoDQGFhYURExIyzRswMpAJyZqYCBd/YI/gl1hr6/nfaBQUFGIa9f/9+BhF/79HB+QlSATkzGx38Vl/glyglNTW1b31T+ClXr161t7cfHh7+plhFRUVIBeYepAJyZmD/oUOHfksVYDAYs/I2a8+ePfb29t8UJS8v7/eeLzA/QSogZwb2h4eHz2B08FtzmXswDPuecQElExMTDg4OO3funH6U/Pz82NjY788a8U0gFZAzA/sPHjz4E1UgPz+fUCydTn2Qy2Kxtm3b9v2rg2IYNltz3QcHB0mSvHHjxjTDP3jw4Pf+jmB+glRAztyMDs5iKRUUFPzrgeno6MjMzGSxWN85zP5NXxN9lVevXmEYNk1tun//flRU1GxljZgmSAXkzMD+gYGBb12EcxZL6f79+591ngcHB52dnbOzs2ecMrWsCJ1OZzKZ37pqCIZhVKwFCxaw2Wxq4RBqqRIcx9lstpqaGpW4ctkSDMOosxiGUYl8R6kgZgJSATlzY/8s5pKXl/elZrO0tHS+3Y7Y2FgHB4ehoaGfbQjiMyAVkPPLqUBxcfF/OM84jn//275ZRCaTLVmyBK1cPD9BKiDnl/tzeUFBwX/0/zEM+/Dhw8dH6uvrPxuytrZ2tkz6b4aHhx0cHGY8uRjx40AqIGdu/lM4i+sLPHjw4Euv1rlcLkEQ/xqziImJ+dR3iIiIOHLkyGyZ9FVqa2txHL9169ac5YiYDkgF5MyNLzCLuRQVFX3pjwCxsbGf+t79/f0kSZaWliqPlJeXkyT5rdP7vpP79+9/6qcgfi5IBeT8cipQXFwcExPzr4N1dXUHDx7Ecfyz43AFBQUODg7U9/8jIyMuLi7fOt9hVrh+/TpBEDQajVrvnCRJ5ZsC6sXE3Juk4iAVkDM3KsDhcGYrqfv37zs6OkZGRkZGRkZHR2/fvp0gCA6HExcXx+fzvxRr69at27ZtA4DNmzdv2bJltoz5VubhN/aqDFIBOTQajSAIOp1Ovd/+1vfkX4LFYilbOeq1+WwZXFBQsHXr1q6urq6uro6Oju7u7jt37uA4/h8SAAAoKam9q2zHhG/MUgFflU+nUEMAO/fv2cwGJOTk1+KJZPJli1bxmQyAwICfrCBiF8GpAK/Kl+acr98+fJr1659KVZWVpaTkxOfz7e3t/+eWcaI3wmkAr8qBQUFn1WBV69eMRgMHo/36amenh46nd7U1AQALS0t8/M/OYi5B6nAr0pxcfGXPsINDg5OSEj49Litre3p06eVuydPnly4cOFs/WIQ8euCVOBXpbCw8EvfEVRWVtLp9KmpqY8Pnjp1KiQk5F8hly5diqb0IpAK/Ko0NTU9fPjwS2eTkpL+9XeQa9eujY6O/ivY4ODgrPxfEPFLg1QAgVB1kAogEKoOUgEEQtVBKoBAqDpIBRAIVQepAAKh6iAVQCBUHaQCCISqg1QAgVB1kAogEKoOUgEEQtVBKoBAqDpIBRAIVQepAAKh6iAVQCBUHaQCCISqg1QAgVB1kAogEKoOUgEEQtVBKoBAqDqzpgIYhn23MQgE4idAp9OnEwz5AgjEbwuDwZhOsK+rwDQTQiAQ8w2SJKcTbFq+AIvFotFoOI4zmczZ+vM3AoH4cdBoNAaDwWQyZ0cFEAjE7w1SAQRC1UEqgECoOkgFEAhVB6kAAqHqIBVAIFQdpAIIhKqDVACBUHWQCiAQqg5SAQRC1UEqgECoOkgFEAhVB6kAAqHqIBVAIFQdpAIIhKqDVACBUHWQCiAQqg5SAQRC1UEqgECoOkgFEAhVB6kAAqHqIBVAIFQdpAIIhKqDVACBUHWQCiAQqg5SAQRC1UEqgECoOtP6TyFBEDiOMxgMGo1GEASGYTiOYxiGYRi1SwUgCIJOp5MkSUVRHkcgEHMMhmEkSWIYNjsqMM2EEAjEfIMgiOkE+7oKTPPnxwgEYr4xa74AjuPfbQwCgfgJMBiM6QRDvgAC8dsyzSYc+QIIxG/LrI0LoNFBBOIXRV1dfTrBZsEXqHzz0tBAL2j58mnZhUAg5goWizWdYNOaL/DlkzLecI/XQltDIx3flasmp20cAoGYA2atR/BfCUm4W1YtPhq1+3L8Ga9Va8YApNM3EIFA/GDmQgWS48+vCvKUTHYlJF30WL1m+L9UQPa1fKYjIF9NBPFVZrEM0e2Y78yFCtR/eNVS8xJgNDn1ksfqdUP/VS9kQu6QuakZjjHVaRiOMdmEhrmJNY8vAYC2xlo9TQaGYTSMvkD9D2NTow+1jQBwYF/o5fMX5AlIhNs2rk1KSweAxtoaWwvTzs5uAOjp6TMzs3j+4hUAgJjntdCexWLRCCZBMjE6A8e10jNyAQBAGBtxYNvGdWvXhJAEjUXg27btGOcKqLQnRnvWrF1BI3A6jmlp6x49eZ7SpPaWWhZTEyfYGIaRTIa+ifnLyhrlJSXFX9RiswiCIBjk8jWrmnp6laciDuxn4yQTJ5g4gf31lwaH9ezNO6ocAt0XpaSmK0N6efplpOdQ2x9evbI1t+Sw2Oo0zNLGsejxU2Xp1b57YWZijmNMgiDMLazeVdZ9tpS7Gup1mCSB4RiBM0g6DaOT2iaNXcPy9F9UONnYEDQ6g+SYWtgWPlKmDyWPCjGSo05waAROsJhqJCs85jB16kZiwtLly0AmAoAzZ85t2rxVChKqSJOSLqiT+P/oOE4SdDqdZGhkZt2kYvl5eN3LygWQ9Le3eHp6EySbJHEmm3Xq7CUqwKOHBYZW9qNCuQGlD0scrGyEgikAafX7d5amZkycIHHC3s65skpxsRKuv7dLWla20mwfL/+MNPluoH9wdloWtV10/7aWlsb1tExqt+79SwdbCxxbQJK4raPTi+p6FXFa56RHAAAigeMXSZVSN4w+PuNs7KCqELHz/th07dgDAmTPxe/ZEKGyZWOLlmpSRIVHk6uO1LCOVqpeyyL279TQ0Sp8+AYDxga4Na1ZGHz1F2ZaUcM5v2dKusTEAqKx8b2nnUlL2AgDaW+p19C0aWwcAgMsb9wlccjjuLJVyy9sP1vqGz8srAIDHH123ec2eg4dEinxDQ8Mjw2PkO2ODLpbmpRUvAQB4vGC3RalZNxUWiv18AtOTMgAAJOJAb/8Lp+UPSWZ6jq2N4xhXCAAgEvg4O549c1EoBQDxiVNxfktWK/P6mN66RlNN3Y72Hmq3rbVZU9+6tXscAEAkCfRecvH0NepUdlqOg53z+ASPKriykgITC8dhLgCAGCShUbEHIuX230i8vmz5YgDp+9evLG0cm7qUYsdLS7nkt2KFXEpB6ucblE49kzJxkKdPbmIq8LmbQpaFRsRypQAAjx8VaesYVn6oA5A+f/ZEz9xhRHEZzx8/tTU2AQlXKuV6e/qcPXVRyBdJxbK4Y6eWBIeI5TlM+i2yS8nIpqqZTCbz8w7OTKNUXua+yCs3PRsAQDS+MsgXo6snZt2SAYCAH7BoYVxcnEAiFgmnjh8/7h+ycepzpff7MZcqMHIj8azH6nWD/xmMNzTgYOX6vLyK2i9/XG5pbDslBADobmo11tRqb+8EAJBxI0N37I85IgHo7emyNDVq7x+SAdS8rXGxc5rkU7VGONTX7Ghrk5V5y9JmYV1TtzwT/uhiT8eknGwegAxAAuC+MDArhVIBQcS+fds2bFLYI8y7nRW4YqMYAEC0ffOKs9cTuIpzGzbvSExKB4D2pjotHcvOHvmZPaHR+yKPUNul+cVLvPxkMqpCiooe3nFbsmJUkUJ4RExkxEH5zlCPo5Fu2fNXAABTE8s9PBJSM+XVGsQ+Xv7ZaTkA0vHeHhszh4Y6+bWMdPY6W9nXNXcCwGBzk52eXhtVPgCNjfUGFs7tg/xPS7m/odmMo9PTPQAAAafUJi1Nzw8NDqa2r5+4/LyZUH93R2urq4Pn5Z/lNtEcuL5gHXrxuS7Uk9Xr/RUqjWWBizyzE/NhpFhZ2OT4kfP5G2vhO/u5lde+hJAXPa40MhqofIiXjx6amNkODXe19nZaGJs2d4qt7O9ocPcxHpgdAIAQDC0wtc1LT1T2ZJ7ugelpVIqIPX38M9NyQSQPiu+s8rP28XO7npmrgygq67ORk+3p7efitLa2qxj4do8rBLewFyqwFhK2iWP1WuG/iuMEPhTZnq2z8vkHnX54woLIxueFACgva7eysCwraUdAKQTI8sX+5+/niwFAJCsWRGYfue2COBGStamrXs+SlNy6VQcEycijpxStKsyEIwEeTjcyMxQPM+SIJ+luam3qZ3I8IiIsHBFdP6TJ3kGVi7DXAA+N9jbLTn3lqJNg337I8LCIgBEnQ2V+roWLW2jADAxyfdftuFMfCoVJvlGwvKlyxQxJh49ua9n7TKkaNn27gsLD5O3pZLeLg8Ls4rX7wAAhFNL3V0yc28rvRUvr6DMjJsA0NnQqK9n196lsH100sXYsrz8LQB019ZYaHG6urqoM21tHSwdm+aez6hAZ3W1nb5RWysVUtzYUMPSsWvu4gFAV0ubno5jcytPXlijQ86mJs9fvKFKo6Ks2NDSpUfxmmd/ZHhYTBQVMCvtmtcixy1bdx48dvqfuU2kpFzyXLl6XL4rDvAOzEnPBQCQiZe4ed6+kgC9A26m5s9fvFVEkXq5B2Qk5QCIHxfdM7ZyGRPK/cdnDx47mJmCdLypuVpX17y3R95adzX163JMW3uGAACEQ8vcbdJS5LdAJANP7+XJqXcoOwNdfe8kZoNYHLFt84ui/EBP92tp2QDQ3dhgqa3V0dFBGdnc2sQycmockCpvwW/MnKmAFGAsMeWs5+o1I18MIwYQ8ocHHczdXpc1UIeeFZdam9mO8aUA0NPcokMyMBpJ4gwNTE1Pk1Xb0UepQHb61c07d/IAQtbvSsrK+zjRN2WPNVnM/KfPhcpDwqFAT4cbmVmK50Pk7xGQlSzvNx44cCBa0b4BcMvKirQtHMcEAFJpoJvLjcxs5VMVGhYVGx0DwO1prmKRujimj9GZGM5iaZvXtcjbqISkxGUhyxU9IP7jx/f1bRYOKkzZtz80NkbuNcDwoIuBvtwXEHEXuzqq0Qk1FodG0jGCjuMa6Wk5ANDZ3Kyr59DUongQB4YWGZmXP3sDAP2NDfoEHScJdZIkSBqdTmfqWDZ2fMarHWxuNuNodXX2AQCAoKO9maPn2NA+BQDtjc26ek5KFZCO9DuZGD4rf0nZX/L4roGVy7BCxXYdOKD0BVISLjKxvzgaWo9KKz7KSgYwnpxywWvNavmoA0h83Xwzk6iuuChooZveX7iZOqavTn/xXKkCEh/PoJy02wCSmg/P9fXN2zvl/lNGYoaViRmPN9TW2UQw9NVp+jiuQdBZTHVNbY5pc9cAAIB4ZJm7DYkT6gSLRtIJBknDtDMz71EpL/Pwv5OQ1fDmw8oAPxjuX+y1KCkrVwbQVd+sSzAwjMBJgslUp2HqdC2z6o6JT0vv92POVAAAlKXfDzDFD0G2H//v1RUVGKM5NPn+ZpWzhOiABEgiVebjfSs5SxDoSGR0dFAPA6Gt/r6VlRvgAAREYeWxaymdq+lpwctHypoj0RlDzK17NwUvoCB0LDo6MOyXd6ezxMTeTjlwLeMo9FSalZSv/F1zsgMzkdQNrb0qqrY9esVIH+QRcDo1cv3gJAb2OzmZZWS4ei4/Nl+huazTV0OzuorruktaWJrevQ0i0AgI6mJn0d+7Z2eWlJR4fsjA0VvgD3yaM7RjaufXKJgN37wiNij1HbiQlXQ5YG3rmdY2Vj3Tf88U0eSU0+57lqhfKQn7tfLqW5MkGwp/+dhAzoH3I1MlbkAgAiP4+g7NRbAACCkZVBix2s7Dau37IqZJ0GqWNhasMTTDa0NWkZ2DW1f67nLp0IdndISk5VpubrFSgfHZROLvXwyL6eejAipvjOXRBNBLo7JGVkyAA66trMtA275L0k1WIuVWAiOeWc7+rVY18MIAUQ8QcH7YydK181UYeeP35qYWTGEwMA9DS3mGrrKFow0ZMnBTrWTn3UQymZ9F/kdmBXhKahS/ff8i0qe3THwd6qqrrWyy/kdoFirFs8Eey76Fp6BhVVKJj09Vqs6DfC/t27tm/eohjB5BYU5Aas2MiVAciEezaviU9KUY63bd6y4+rVqwD87pYqLS2T/kH5mQcPyk3MnCj/Jb+wwD8wQCxPTVJUeN8tIET5POzctef0qfPynf5eVyPD8opXAABC3nJPt7TMv0cHvd18bmXcAoCJgT5zY6fmBnnLKhkatdc3qq1uAICuujozLa3WTvmY3/BI/5bd4T2jyh7M3/TVN1nqGnbISxLaWpuZmrbNXXwAGBvsszFzaqiRdyumBvqtjYxr66jbIXj66L7NQp9RxbhAaFh0aNRhAJABpKanLQkOkIq4R4/Erl23Wfi3Jz1x49qpNXt2K2eL+bsH5SZT7zvEgW4+91NzYHjI2VC/7NkLRRCxm6v/o2JqcEEmnRx/dD/vyoX4+3cKczLv21g7j/Mna9uaXu/XaQAAIABJREFUtfWt2zvlN7u3a3DP7tDO3j4AANHoYk/H5IxsRZ9e7Ovmm5ueTbUKQa6u64NXern78SYmQTgW7O6QnpsrBeho7DDVMezskjchPT1dW3aH9o4oBO+3Zi5VgJucciFg1ar/KlcZ92Zyop9nAF/RcJc9emplYTvKAwDobm600NNpbmwBAABhRPg+v5XrFS2z9OLhaA0MX7lt/98iwBteE+ydlHgDAG7fyrO3cxmnhhn5U4EeC1Nybv7tC3gvzc7Mp7aj9+/VZ3PevCgHgJGB9rVrQg7JH1Rx4rUzPkEB/ZNTAFDTUG9u41Ty7DmAqLPpg4G+aUOz/PELP3gqaPkmqgo21VaZ6em8qHgOAALu2KYtG/fEHqP6FNU175ycF7189V5uxMiwi5lp6fPXAACCieBFTsnpWYp6LPP1CU5PyQUAkAiX+AReOn2Z6rBmJmU52jhPTgkBQDIy6G1vk5aSKpFJAeD+/bv6Fo5dI59Rgd7GRkOORk8vNVAr6Whv1tB3pHwBEE8Ge3leOXNeKpYAQFZqjp21E48vBADp1ODebRuOnjyvfMVz4MCBiJhYKYAE4GpiSkhICICENzHusdDz6sVrVJjhniZvD+ekmzeVdgR6hNzOKKCK1N/N805qOvBGVy/2CguPpHT00eMSY1PH2vrPODUljypMjC2nRIJxPtfWyjE1Qf4ytbiwzMTEbnRsCgCAP7LE2yUxM1uh11JfN9+slAwAABAFuizSITRTU3IAAHjjS70XJWdkA4BoasrJyiI5JU0olQBAUVGBrold75jw3xb8jsylCggTEi4EhCz/7LsripjQnRxMHceYJEMDpzM0mRpMOk7iLH1zpykxtDc26rJIEidwHCcxNRNj/acv3imaJah/UWbIYZkaT0/B/eyfZ0sBEIBAAg5Au8PX2u30gBABAJlvh63UhNVdRmma/XkqQb8nfIkXt3B/v5+fv5qC/4Q5NNbN60YWiccjulk+PdazetozEYNIzOYLKjD5+QAQBIejrqNTS0cIKN4UycyeHoWTypeKewQpoSf0lHQ5NBkEwm6RPg39I/LAUoKXvIYmLqOIOGsxgEk0PHNNX+0KDTGBp6JeWvQcRd6uuWmZWjLBl3N5/srLvUdu2bt1YmZiwWh44xjIysCgtLlMGeFeXZWlqwGEwGps5ms29k3Prs4FZXQ725nn5Xt7zda2qs1za0r22mREFa/arc0dKcQZAEzjIxti4qfAwAfN6Eub4Ok05Xo5ELcCaDxcSxBWwGnY4v2B4ZKQS4kpy6ZKn8I5GqNx9MDY2eVZRN8cYtjPWPHD7I/+j1sJdrUHriLSqvkMVLbqdnAIja6t+7e3pgDDZBMjU0ta8nZcPnePrkmaWF7SSfBwAVpWVOlnZsnKQtoLOZ+snJcm8OJJMB7k4pmTnyHGXSYL+grJQ0AAAzwy7F9HSx4/MbJa+Lkm7R9M9fXZmlu+qqn7zjsXvn9fVETk96XxdR49LLS0MJkUKpsaKQBwh4atLV1fvqz90bnPgPGxIXsrh+fP3v7zMC8sYue+Iwe5n48030CzGD/PvFIB2B8eFnX44D+PyZ6WPDaydB77TxV4+awk6kCYv28QT/w9d1oKABEREZFRMV8N+p08LysxNTHgSf7RVPPGxizNHMuevvlSrJ/I1NiouYnty4rKfx7mhoZuDT0SqxJ+8+/L/FKBmSIM37dj/94D/X3DXw/7NcKiomOPHP3+dBCIX4XfQwUQCMTMQSqAQKg6v6UKoEEgBOIb+C1VAIFAfANIBRAIVedHq4BKfJj5HUgBxF8P9Tf/3dlBXSHETPjRKiCprHxJsDWdPAOmPpnFVvP6mQ5DnUnHdXSNqtt6PjovEYz3OliYkjQGjdA9fTnln/HE1W9K9+/eoa2pxcBwY0OTsNCohsbWv08LJnPS0pYHLyEwnCRJByfHk2fPKb9vGejuMDcyw2gkTmfQ1AkawfwTJxewOKfir36cR+W7lxwmxmbhJKFO4AsYmDqDRiNxlr6pY2v/l9ZPlUrHx8+fPG1mbX+7sBgAKj+8I1l6C92DFJPqJQDSndt30THm+u3/P3t3FtfUufcN//Q9eJ/nfZ773vverSRrTBhFmQdBRkUmEUVA6lCrrVrR2m2VGdytrWO1gzLKIIPaVpmdEa1jtQ6AyBBmmackhOR//h6sJCKgJoAhkv/344FZWeu6rhWyfrnWdK2vpIoRgJHjh+IENI+iKJYVMhRLU4TlAqvEA8d6JjkFLwOQn80+xZIUKzA9f/GaeqOXDfTmpJ4MCQ4wFrJ8Hm1t5bB3T9zfj5X3ZTY31bstdtn9TUxrx5vv5EIG7H2ngPive5V8gblXYNjEb3XV3SsLmP8REASPNvkx68yY688Gnz+8YUGTDGlqRDvuP543dqlndy4vNJlHkPMIhuXz+QKKFhJCB9tF9a3cxQLyE0f20zyKpUxIkiYJnjlDsiThF/zJoAwAoLel2crU1nbh4vXrv9i05csNm7dsjtz5yedbzhaVjK3l8cPbJgyP4n/EUkY08S+W+tiYokhCYGK9uKl/0g7OKIDs5+ZeeRjJl14aWrAPDo/h1aYOu2NHxEub1KKy8WGgstbBw8H9fWAwBA9/GD0RTJ5/EZimAFFM1SRixLz6Mttu1Oev06KTmAovyPMxYsbSoQUgKTM2XXVWNyDH0XFSUwIvg8mk8wNM2yrFBIM/b2jn/XNioAOrvabBfOF5Jmgf6hA9O6qgrNTe81BeQA4scPb8+jLbyC1g1O+PrV3i23Zf+xIsCXNrXyW7f9pbJHqwDo+/WHvfMZKjz8s4+Fi/cdPzNmodH85COmxD+SvvtW3ZNO+ibaQmBx/mKFAgBkA6H+SyyMLSsrlFfyj3Q1B/l4sxYOVQ3dANDT3GRt5hSwbM2IFjsro6AQb/l8K8lYbPoq4Q1Xy8pA3O232N3G1PpxlXL0jscP/iSohcuCPhNz9xsMtgcsWUQLLE6qr3iH3p8ORZGs8ZFfTqmmKB7/fd/MxMbZxbdzSDGmjaOVF88vMBYsdXffuvlzYxOLM2VXuR5GX1uDtanlInvXqqoG5awyaVLsXpahfj2dz4XvcF938NLllibWNY1tWu2BIEPwXlNAATD46EElIbDyCFw3YeMZrb17wZr5X19sWu+2LPgjS687ynvFpSBpDPe1txAQm7d+/U+ha9yPeWMCRJZ86D9mJP98SblqovzSb3mmFP/ATyflACATL1nkZG/j0tExqGyDuOPLjRGUsc29x80A0N0ksjF3DvT7ZPjd9xuoq5UU5KRT7PwFjj6iXukbBp+R9LTU2ZrZBS0LlyjnED99cEPAWnssVY4vkJb8o4mA/OSzrf2vNsSeIwej+MYLf/gld0xJ/f6LllgJbe8+fKZOgZp7N+wtGAd722fPqo8f+N6EZc5fvMYVSv2xRr/slnkWNj7V5FGUt9vHHXHtXey+iOdZ8uYM3uPp7ufRZo7nnfewQDjx5U8oVW7oHrJ+xMy+ruX7Bh//e2rZt2xX73D3bRr7mXuTeq75ZYM/+fr/fin1Oz/q+xc9KJs2O7EXeulKcc//HZ8zr1lLIzOSYk74fjJ7jfPblY3Nervn1ZBiNdn61ZaWbj8qJlAAD6WputzRwC/MI17hormmse2ltZfkRZ5JfefPP4UyM9LQ3WZk4BvmtVKTD07EEFQ1ks81szKB19Wltl42hLmwj/qla3fBSg69iR+H/Rlt//ot7rUYBkINDJez5h+aSqXt1G0bOHrtYWFRXXAOCXA9+ZErxzxWVc1+mve7fmCSw/3akeGQUA4Nn9y+bGRut3faMa2Wn02507FtL01co/8Zp/NM77ToHBRw8q+UIb98BP+8dvdbL6B8ULmP/3y8htZRX3CNYhaOUmbvP59VCSBfnf338bl/P7H/9LYJNwIv/1RccXdOz7H4wFJnmF5eNG2Lt7oyz56L4DCbvNTZivYvdxP8B9bSJbM2sfj8Bffsrw8PShadp7ic8vyaf7J79bSaYY6vz8kwiWNo7+9shbR5wY6W4RWZk5+/utlSh/lIeePagQkMb+viFDQ0Mbt3z+T9Y46eeTY1qvAOg5fihhHjX/+2PZryZKhgIWB1oJHR78XTt2VbvalCN//PxtnCVDlF6+rgAAkD9+cu9jE6t1uxLHrIG8+n65ieCfG77e3aP8vEZPJMVbk2Rh2SVMATSODlLgFiGwcw/4rF8xbvOVPX9QYsH+762R2zsGRha7+JibWNU3NA8NiQN9fOabsHfuXM87/9v/NbNPODHZreYjI08ePCg4nbNxw6c0KTA1tbr1d/W4Pf2fDiWZEv9lRv4zwNdb/e7Lphd2C2xYvomXp9+WL7Z/8fmmRU7ORnzzA4fTJtQhA5CePZUsIIXLlq1s6hl665GEke4W0QLzsSkw/OxBhQljypCmJMHjMZTbyjXN0rEfwghAz9H9UbTA4sivrx49cOPqlflC+wUWrm09kwwcCqBI/i5+AW10ofQSN+big79u/RezcOM334/p6sue3y8zof97w9e7u5UpIE/9bp8NQZ4vuYgpgMZ57ynw9/1bhMDOY5IUUFTfLzUX/tfmHV+OACTF7rVg+OmpaU+f1pma2Ht4+A4N9vxefP7/GNvF/fJ6X2C076cDiUKaEjBChhIKhOYOLp6XbtyZWHdzfXXd0zuPKkuXLHZc6Oj1omMYAMTD/b/8ciItPUuuGoOi5UWNk9Vib/fgnoFx/f3Rxsd3bc1MWeOFJVfvvusDkHS2Niwwd/b3Xa/adiXPHlSYMGY0ZUpTPCOKtyggpLpzbJdDBtD5yw97CYKYRwpJ1pjH4zE0ydDGPMZqc2TMGzZXecr+hAXkvMKyywoAANnDR7f/ydhs2LV/TNGyqjul5oKPNu/eO6BMgZHDe/5tTVBFpZfxuAAa572nwJP7lRRr5xHw2cTBXJ/dv2hm/K9NX+2QAdytLF3A/M+nEREZGQV8gUPC9z8BwNnzZ/5LaBf309gzhfLi/OT55P+YmRonJu0/f6G0urbxtW1X2ne5tHDMCHajAH3HD35LmdqXVk46escISPqWLfZ1tPJq6xz72ysFed8XayMEpDD+22PvGuIEAIY72+oWmLv4+q0fVvcF7t9gKTM/v9CBof7vD+//FyWM2Lxz8FWPQgHQ8evBvayQ+Zgy5lEswwppmraYbxXz7ZHON+5+yFP2J1ix/D+UxwVkf/99hy+w2xCZNObgv/zFw+tmzEfrI79SHY4Zif38M0wBNKn3fnTwyf1KmrXy8l8/8UzhswfXTIQfb/z6awmAeKB1lY+Ts51V0Mqweab2Vx48BZD/dj7vn8YOia9dLzCSdiBhIfGvzOys8cUBAMBgS62DhYmPf4hqYxsFWf/Ph36YJ7A6W/YnAAz3dRf9Xnz7pnrMHClI+j2dfWwsPcekgBygL//UzzQp8PENbX7zFqmi4FLA0tzF12+DKgWGnj64wVCWy/zXygDEo8ObNqylSSYq8eCrJyPAy6MHdhsJjb8/kfGuKtRkGYeSzHj/uHDp4igAwMjjB3cEAqu1G3aN7TvcuVpkTBtt/jpKHb4/fL3TmiQvFOMeARrvfadA/9P711nWYon/GvHEFPjrFssaffrVNxIAAOlPB6KNCSOCZB2WrXwpBwDZmfO5/83afHfi3JiFJF+vC7Gl5pWUFE3ejr62pU425pY2j6q5x0uAYqg3PGQ1Ze5w9V41ALTV11oJzXzdl3R1cmNOy2urntnZePj6rR161amQNAAAz7/zFUuXxzs52h4WOTvZuj6uUAzfLRiTfxcWwNHMiu0DVi5Gl7U+yJvnnSy6O4JXG6HXvPQWeP7hqzNA0Y0JSQooWUgzNp5n5Vs7tnQOPH9wxFtKbv44aAQAYrbp/zZKmaR6bcOBnbjTc/POn/w9jdSD19zEFDv97/Wor/v+EBPlu3vzZ5s1fbP582+ZtO9Zv2vJbIXfxn+xAYhRL8hiGIgiegKVJPkVRpp7LI15yG4R0OHL9Jxa8j9l5/xRSfIZheKQxj7H59lDamG1j8OSh3cYf/z9mNMkSAj6PZgWmPIolWDPK2OavZ40TVlMOMNDWULXQwtXff5Mq74afPLxF0FbeARtV10ooap88sLW0NjVZeE05gF/vj0fi/0c4/7uTeRPKfBNx6oGEhcy83wsvqHcBEr/ZY04QQobPJz5mBaYEYcznm1jZuP1d26ReKmN/vDVpdL6kXIJ3d6DXvecUGO1teHxLQPNIkmQoIUmwFEUZkZSl9aKuXunDv+5TFLH5q91cH1U22BHss8zSdGHlPe7xZPKzRflG5tYJR1LHlCjb+WmYBf8fQuIjhuaTfIIgWSNKQBibHfzxJ+UsI4PZ6ScC/ZYwNElRlPMi96i4/dWiVw9Gk/d2pBz8LtBzsTFF0ZRwzbovMvIKX+/0S346uGc+9X/Yj/9lLjBmKJrHJ41IxogyZi0c7j1pmLCeCoD+oe6W+UJ7f98NqouCRp48uiM0sfNYFj5mV1xx6UKhmcDcwdnjSXUNgOTA9zH/oM0OnMyZUOabjP68P34+S5RdvqTemEd6u3NOHg/y92QZ/jwj0mKB456o/X8/E6nfBxjev2vbQjAAAksq3vuP8yiAZOcn6xYyZncfVBnCg/eQVnB8gZkikw93+7ovsbJ0ul8l0rNr9WXi7tZVy5YvNLFrbH7zYyKRocIUmEGyo9/uE5As38T23KVJrl+YJYr+tjoHS1OKbxy0fO0w7g+gCTAFZpK0tz0xNkZo6XSu/NZst+WVnpZax4Xzt27d1dw+2bM9kcHDFDAEH+ihGaQjmAIIGTpMAYQMHaYAQoYOUwAhQ4cpgJChwxRAyNBhCiBk6DAFEDJ0mAIIGTpMAYQMHaYAQoYOUwAhQ4cpgJChwxRAyNBhCiBk6DAFEDJ0mAIIGTpMAYQMHaYAQoYOUwAhQ4cpgJChwxRAyNBhCiBk6DAFEDJ0mAIIGTpMAQCA+3fvsTRDkxTB4wtZAU1S2qJJ6p1LMQxDUVRJUfFsry5Cr8EUAAC4VH6RoejG+oa2ltaGuvpmUZO2mkVNky7V0NAgEolaWlpEIlFTU1NkZGRxYdFsry5Cr8EUAAAZgiAoijIxMeHxeEKhkKZpmqZZln1PjUSGBlMAAODChQsEQeigori4uLKSUh1UhJDmMAUAAMrLy/l8vg4qSkhIwDOFSN9gCgAAlJSUkCSp1SLFxcVxcXHR0dAAAixY8eOHQqFQj2luLiYYZiOjo53LospgPQQpgCANinQ3Nzs7u4uFovHTY+MjCwufvcOP6YA0kOYAgBTOi4wTkxU9OWLl945G6YA0kOYAgAzkQJeHp5XLl1+52yYAkgPYQoATDsFrly5wlC0eGj4nXNiCiA9hCkAML0UEIvFnp6eGl4LhCmA9BCmAMD0UuDgwYMREREazhwXF6fJQUT0AXleXSOXy2e7FdOCKQAwjRSora1lGKaxsVHD+VmWZRiGuy8AfdC4cWVIPsFQdHn5h32fKKYAwDRSwM3NraCgQPP54+LiCgsLp1AR0lsEj/+h9+8wBQCmmgLff//92rVrtVokMTERU2COoUmqtPTDvkMMUwBgSinw9OlToVDY0tKi1VJ79uy5ePGiVosgPUfw+GVlZbPdimnBFADQPgXkcrmnp2dKSoq2FSUkJJw/f17bpZA+Y2mmqOjDPu+DKQCgfQqcPn3a09NzChXFx8d/6L1HNI6xQIjHBbQrSD9plQItLS0URT19+nQKFcXHx3/o3xg0Dm+eEe4RaFeQftIqBdasWXPo0KGpVRQfH/+h9x7ROBRFfejJjikAoE0KNDU1EQTBsixFUQRBkCTJMAw3NGBaWto7F8cUmHswBbQuSD9N/24iDWEKzD2YAloXpJ8wBdCUYQpoXZB+whRAU4YpoHVB+glTAE0ZpoDWBeknTAE0ZZgCWheknzAF0JRhCmhdkH4qLS3l8/mtzS3NoiZRQyP3H63+vYlIJBKJRK2trdz/t23bhncTzTGYAloXpJ8KCwsJgmAomqFohiBJPsHdPa75vzfhRhPg8/kURXHPFywpKZnt1Z2Ku3fvJiQkzHYr9BGmgNYF6aeysjKSJLkuQGtzS2tzS0tT84xobGxsa2trbGzk+gI7d+784w/tnlaqD/r6+hiGSU5Onu2G6CNMAa0L0k8lJSUMw+igotjY2CnfTaSb56lO1Nra6u3tvWXLllmpXf9hCmhdkH7i9gh0UFFCQsKUjwvM1qPKly5dum3btlmp+oOAKaB1QfqprKxMNykwnbGGdHMWY5wdO3a4uLhIJJLpF3X16tXa2trpl6NvMAW0Lkg/FRcX6+aXNjo6WqtvjEAgmDdvnlAopGmax+MJBAKCIHS5a8Dn82tqaqZTglgsLi8v9/T0ZBgmOjp6phqmPzAFtC5IPxUXF1MUpYOKEhISLly4MLVlZ6UvoNUIy+NIpdLk5OSlS5e6ubkVFxefPHkyPj5+ZpunDzAFtC5IP30QVw3NynEBPp+v7diKADA8PJySkkLTtLu7e1lZGfd856KiIkwB/YQpADClFGhra/Py8rp+/bpWS00nBXg83tQWnA6WZZuamjSfv6WlJTU1labpkJCQioqKsW9hCugtTAEA7VOgs7PT3d1dIBBoewnQdFLA2Nh4agtOB5/Pb25u1mTOhoaG6OhokiTDwsIePXo0cQZMAb2FKQCgZQp0d3d7eXl9+eWXU7gc+IO7j4BhGJFI9PZ5/vrrr5iYGJZlExMT//rrrzfNhimgtzAFALRJgf7+fnd395MnTwJAUlKStof6PrgUoCjqLX2B27dvr127ViAQxMXFvXPHAVNAb2EKAGiTAvfu3cvLy+P+HxMTo+0D6uZMCly5cmXNmjUMw5w4ceKdnQUOpoDewhQAmOo5gpiYGG036Q8uBRiGqaurGzulsLDQy8uLIIj09HSxWKx5UZgCegtTAGCqKRAXFzfnU4DP57e1tQHA8PBwQUGBt7e3u7t7SkqKVts/B1NAb2EKAEw1BWJjY7U9RxAdHf1hPZuIoqiHDx8mJyfz+XxPT8/pRFhpaWlMTMwMtk1PEATxYSX7RJgCADpMgfj4+ClfOzgruFESQkNDp/+Q1eLi4jk5QgHLsvhsIu0K0k86SwGapo2NjekPB0EQXBCQJMmyLJ/P525n4N7i/sMZO5LKpCiK4vF4NE2TJCkQCIyMjN4+/6S4WrgF1YtPoZwZRJJkZ2entl8evUJjCoBu+wIf1jOLaZouLy9PTEw0MjKKiIh4y+UA71RSUpKYmDiDbUMzBVMAQLfHBbQ9uTi7SJKsr68HAKlUmpqayjDMlI8OFBYWxsXFzXQD0QzAFADQYQpMZ5SRWUFRVHt7u/rl0NBQWloaTdMeHh4lJSVyuVzzooqLi7EvoJ8wBQBwj+DNJl4vwCkpKXFzc2NZNiUlpb+/X5OiSktLY2NjZ7h9aCZgCgDoMAXi4uI+rDGISZJ8yxXERUVFXl5eNE0nJye/8wqCoqIiTAH9hCkAMI2rhub83UQ0Tb/zBoFHjx6tWLHCwsIiOjr6LTMXFxfjcQH9hCkAMI2+wJy/m4ggCA3HGrp9+zZ3Z0FUVFRDQ8PEGc6fPz8nrx2cAzAFAKaaAqWlpdqOyffBpYBAINBqlJHq6urExESBQLBp06Z79+6Nfau0tHROXjU0B2AKAHwgI47NCj6fr1UKcBobG/fv38+NOPLw4UNu4hAAAjh496uHhMTAwMP2ipFJpYWGhtoO1It3AFADAFJhMcnIyRVEPHjyY7Yag9w5TAACgqKhIN+3/UFKgpKSEpun79+/PdkOQLmAKAACUlJTweLympqampqa6urqWlhbRDGlubm5tbW1sbKyrq2tubt6+fbv+j0vz6NGjefPmnTt3brYbgnQEUwAA4M6dOzRNC4VChmFYluXxeNQM4fP53H343P35DMPo/ygj8fHx6enps90KpDuYAggZOkwBhAwdpgBChg5TACFDhymAkKHDFEDI0GEKIGToMAUQMnSYAggZOkwBQ6f5aOISieSd8wwODr7pre7u7reUIBaLGxoaWltbW1pa3j7GWWtra11dXVNTU2NjI3fRd2Nj49DQ0MQ5m5qampub29vbRSIRV3hra2tDQ0N9ff2UB02YkzAFDN2PP/6oyRiqHR0dBEFMOiq52qFDhyYdWbCoqGjp0qXcw7w8PDwqKiomzrNt2zZjY2PuUWgEQZAkGRsb293dPW62lpYW7opslmW5a7QZhqFp+scffxw7m0KhuHjxIkEQNE1zj0Xj/s894MzY2FggELS2tr5zrQ0EpoChi4mJ0eQxyu3t7SRJuru7v2kGkUhEUdTE547ExsZ6enpevXp1eHi4q6uruLiYoqh33ljZ1ta2d+9eT0/Pvr6+sdMbGhoYhnlna98uKioqKipqmoXMJZgChk7DFGhsbOR+yc+ePTvpDBERERRFjRtN6OHDhyzLdnV1jZ1YUVHh7e39ln0HtS1btowbsLRsDUayAAAmZTglzD6aAodMwBUQiEfcjnJCQEB4ePvatnp4emqbv3btXVlam4XNHeDyeJo8/5qJn7JSGhobpfNNKS0vd3d21eryiIcAUMHQapkBDQwPLsgDQ19fn5eU19oDitm3buIOCFy5c0CQFAAACZ98eJFTZ4+FB4enpaW9s7ZUlNTJx5TaGpqmvJxgdTU1IiIiKktO7dhChg6zVNg7I9wZGRkVFSUTCbz8fFRL67JM8hycnI8PDze9O727du5U4Dcib2AAAfnRQIBCoX/b09DAM4+rqum3bNvXEkpKSt+8RdHd3UxT16NGjN83Q29srEomqq6vPnj1L0/SJEycmziMSibjLgUQiUUVFRVxcnFAofOdAqZGRkfjE5DfBFDB0GqZAe3v7Rx99NHZKUVERwzBjL+wpLi6Ojo5+SyE7dux4+wxjdXV1sSyryVnM8+fPCwSCtzw6nRtXcmRkRMOqDQ2mgKHTfI+AOzo4Vm9v79iXpaWlb+kLlJSUeHp6Dg8Pa962CxcuvGX3Yazw8PC3rIWXl1d+fr7m9RoaTAFDFx8fX1JS8s7ZWlpa3vknLioqelMKDA4OsixbVlamVds6Ozspipp4HfFEKSkpb+rwnzlz5i2XPCLAFEDR0dGa3EfQ1NRkZGT09nlKS0vftCkmJCRs3759Cs0jCEKTO3+Ki4snPTApFosJgsAnLL0dpoChS0xM1OQRCZqcqH/Tpnj9+nU+n6/JT/o43NFEqVT6zjmTk5MPHTo0cXpSUtLWrVu1rdfQYAoYuoSEBE2OCzQ2Nk48LjBOSUnJxL6AVCp1d3fX5CDfRCdOnNDwDL+Xl9fER6E2NDSQJKnJpcoGDlPA0MXGxmp4joAgiLfPc+HChaSkpHETDxw4EB4erlAotG3YgwcPhEKhJp351NTUSff88ZYBDWEKGLqkpCQuCAoLC0tKSgoLC4uLi0tLS8f9tE56jmCcS5cujbunsLq6WiAQHD16tLy8nCAAAu3rZtG0mSk8bT9evXS0tLi4qKSktLT548GRER4ebmNvEH/9q1azRNp6SkcNVxi/zxxx/cgh/EM2N1BlPA0BUWFsbHxyclJcXFxcXExCQlJSUkJHAAACARh+QAcAUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQzVgKTPlJsgih2cXj8TSZ7d0pMOUnySKEZtfYJ1C+BfYFEJqz5s2bp8lsmAIIzVkaduQxBRCaszTceN+dAnw+n6ZpgiBIkmRZlkYI6T2SJPl8PsMwM5MCCKG5DVMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQoXt3CpAkSdM0RVEkSZI0xacZkmJokmJJgiUJmiIoiqIohqIoiqJokqJJaiJu+th3lf+nWZJiVC8ZhmIpiqIogqJ5FM0jaYqkKeUUiqAoYmw5NEXQFKEqkFH9o0iaIGmCIGmKZimKoimCJQmapEiKIVXtHFMaw60dTTI0qXyXq5ekuaIorhBa2QblnONWh+Iao/w0KJLk06+1lqEo5eemLp9ba9WqqacTqup4JGWk/mxVjVG1R9kG5tW7FENSDEswLKH8ELiPkaZ4NEXQpIAiWFV1FEVRLMljKSOSMiIoI0r5MTIUxRAkTdIUS1Ls62s39vNX/d0JinrVJDWGYrnPZwJmzP9frfXYz1b9RxzzeRI0TY/5c/Be+xpQBEURfJrh0+pv0WvfsTGfNjPmTzzmr/9aUwmKIrjvOUnSJEmqy1HPzLXwVRWqto37v3q9Jt0cdIB7sOiMPbOYZVlNCkII6RuapjWZ7d0pwOPxpt0YhNAsmLEU0PDhxwghfTNjewQURU27MQihWTBjKaBhQQghfaPhQb13p4CGuxYIIX0zb948TWabfgooqh5UWi8wWbl+/ZBmLUMI6caMHR18e0HDXU3LPRztFpqtWL+hT9O2IYR0QRcpIB/u3rV13Q+xO1NPHAlav7EPQKFFCxFC75cuUuBU6vE1wUvlfaLM9J8DN2zsBpC/sZg5mQ9vXt2ZXwpNhYF/1rpIgWePH9RX3QcYOHXqJ/9PN3YCjL5p1v5eLzvbqzduca+G+rvcF3lWXrnNvbzz523XRS4UQdM06+bu/ehpNQAMDg46WNmZkoyAIBiapChmkavLsLT3+Yua+Qtc6hp6xxZ/88rNRXZuA4NSALhzs8LV2e7b/f8xmW/K5/M9PbAAAe595KT/lJQM8jiXkUaWRiQpI0LzDiUykAgPSHxN0bN27ctDWSEpjwGeG6zV/2Dsm4pXr7W7/Yuo4VkBRBW7ALfjzw6wgAADS/eGZlQrEsTTE0zSecnV3uV79QfWjyUymZAtqUZowJhl0dsa6xtUO1fqPR32yfxzMiWQFF8xiGoakFNysfAwAoRlYsD87PO6eaURIS4HvqdD5X4GBv88ZN6/k0xefzWYFpwg/Hpcr5FE9u3/JwsGNYYh5F2bsuuf3w+Zv+dMt9A4WUgCFIAUGYE4QJQWbkcOXD04f3XFycSZow4v3Lzd2z5OKtV2Hf2+5uM58leQxFCyg+SdILnTx7pQAA9XW1ZvPtG5t6AeDJw0cOLp7PRS+5hVqeV1ubCAken6ZpkvcvmuEHRaxXAIBUvGa536nMbABoaWgOXuZPfvyxGcuaCUyPHj7OLXvtcqWjg+vwiHLDv3ql3M5lac8wAMC9PyvdPZaQBMvweK5Ozn89e6Fqp3yVX9DZnLOqT284NHBZzuk8AAAmaZp1cltx7WPumT2926ei4AIACYCA59Yjvxo0db/nF72z3sbO7decv7tVgT7urneed648AQDEiDQpc8ePRn0ckMlDAd98eXB36ydhyor/ZHRcTq66uvuG5uaVbTW3/2OJvlFW42LqJRwAAKi6XmwnoA0cP9kuGARSpyWne3iukYoBhcVhgwIGDhwclUhiVHv7h+7BPNstUJcRHR+3+ahfI4eiRn3Z8E68uOSczef0nIap8G07PTF656cshAIDhmK83my+wLLxcAQAdPf0bNn/5/eGfuKXS039Zvty782UrANQ+rHZzdL9YeQcA2upf2Jga19XVAcBwX3fIylW79/3AbZm1T+7Z2Trdvv0YAPqGJF9+tWdPbKLqp2woMToyLmkf96Knp8fFNehmZRUAgEIaErQqIy1LOaNkIDzQNyX7tBwAYCjj5KEVq4NfDg4AQHVN3SLvwJIrtwAARsRh/oG/HDoqFotlAPsP/hr2yZbJElwBIA3yDcw7lacqX7ImaEVW3m8KABgdXR3od/TYETkoABS5uflObkEdynCWQ3ert5X53Vs3udeVFTcsHb17pAAAdrZ2oqamgCAABZesavwZ9ukgLAyODawKVZuXlDo/DZ2i8Sdsdx818tLrOxtOZ+Ni6X33CydxuScJ/Z6I1rFy3tPQZkMDIsXrXc/4cDR2SjACOyI98fCFm7RXUkW75meUhe2mnlK2nvaj/vTC5DRwbD/LwzsnMBQAFDoaHLBSZWGZm/A4BCOhziv+LEkZ9GJVKQw8GDv4SEfibVy86uTlPgVNZP/hs3dL2lA/aybZm97Y0/73Kvhvu6XB2W3Kl4DACiFzXWVk719crfvYYXrQ72i1tedqsXjY+P3xsVo3ole17z1MzCo7HlteIry2+4O3r1DUoB4MblywvNzFo6lD8vnW2tDvbeorru9toGZ0vLOhH3DYPaqie2DkubXypzoKul3t3RviD3Dzc3/4dP6tSbRFr6yTURIapXg8nJh4M/3TQMACBOjP5y/dZtYtV7Z/8oDI34hPt/5PZtmWmpqnek27/4LCX3zChA3bN6B0ubllaubfLYqH/vTvx2BABAVl56xn9VaJ8qls6fLw8JWav6avUlRG3bHR8n4RoxPORgv+xmhbIjE+QbeDZX1RcY7g8L8EvPLVAAAxXvkhv6hpsrd1a+18LVgBAEABIAv2Cz6Trfq1lA6G+Pqk5ZxRAAx0vHR3tH9cVc298/LlS0enwBd1g8oFXzYvs1tQcUOZAtcvX7F2WdYnBYDR1vpnZmbWVc9fJiYciY8/OLY+0dMqG2PztpZ2bmUyMo8Hrd8oBoCRwdBlbqdz8wfEsMhh6eWSm6r2DAQu8Sy7fkMBcPPqPRdbNynX6QLZzYrL8+3deiXQIepwsLQSNbUpV/Z5raXD0rZ+BQDA6GCYX3C+OgVGB0IDvLJOnwEAkA2tCfDOPJ0DAFevla4OWeHs7H369B8AIHpRbbNwUUNdJ7dQU12LvY1Le69ED3NAZykgA+hLSz8a8OmG7rf0Bbpave0W3vrzDvdquLvT1WnZzeuPAKCxtsrCwr5BpPwRqasSWS10rG9uVy/61e5vYhISVa+kTfW1pmaLG0QjY4u/canS2c5laEQOADcuX3WxdxyQKLengZ7ORU4+t68/aa9usDczq29qBgAARUPtc3NL1xdNg6oyhn85+ANLz49P/HFsyWkZyRFrw1Sv+jOzjq3Y8NkwAMBwzJ5tuxKT1MtfvXrV3tGuTzagAMWK5atyM3IBAGAURrvjo3fsjE8QAzTXtS8UWjaKWgFA3N2+JmTFsbRsKQDAyKn0Y8EbPlWfZ6m4etvJ0b1fzK1Fd/Sezd/sS+RSoK+vx97G+/ZNri8AYQEhBRmq3+qhvnA/34y8MwoAGB1Y5eeRkVeg2guA3VF74xPjAGQNz59ZLXCtq1e2vbFGtMDCrr61a0KIywBGVvqvOp1RoJwg7l2zPCD99NlRAFF1rZ3F/BeiFu6PPtDf62jvX3GtSjlne5OvvfW1yj+5MiuuXLZ18e0eBgCF6PlDUxPLhH3Hl/h/0tnz2lemrabRdaHDixf1XJFpp474r9swBACjAxEBHjk5Oe1dw4uclt+6oapF3B0a6J2eXyADuFZeudjWRSzmVnfk6qUSW9el/SNQ/+SFo8XCJpEyBerqGlhL5ypRFwAASEL9lp/LVK3d6ECIryoFRgfXBHjl5GbKAHbu2n7x4sXAwDU5mWcA5KKaZzZWbi9quRLg+ePnNgsd6lq637g7PHt0mQK96amHln/6WSeA7E1zDXUGejn//ge3W6VorH62YP6iW5WPAaCx9ilLz2fohTQhZAkBS5mZGC9oaFHvEsPOf+9WpYAcQNJY+5SlrEnKjqSEPIp1dPN59LTxxrU7jg6u/SOjAHDrcsUiO6deCRcTCklvt4vdkr9uVrU8rrFiGIpm+SxL8D9maFJgYV8r6lHVI71TcclYYF128e7Yhqeln1zzSahq8+hPzziycuPmYQAAWfQ3r6XAlUtXHR0dB2UDcoAA/+BzuedVbe6L2r1l1759QwB1tY3mtICiKILgmRJ8SzPzx40dUgAA+am0n4LWb1SXdu1ypaODmyoFeuJjtu5Kiuf6Hf3dL10cl3IZCqPy8GUrTY0ELJ8U8o2siHlmxLz03AIAAEl/2HKfzIJzElWZu77ZE5cQCyATPX9iLLDmE1YEYUqRQoY0NjdbWNvcNtlfbjTIZ2XuqTPKV8P9a/z9T50+KwdorxdZm5rViJoVAABycX/PInu/yuuq7bOtdZmN9Y0/78oBAOTXrpYvdF7aIwYARUvdU2PWnKStvkk4Om7LaXvW6Ghu3dAgUn7amUf9122UAIB8MGTpIobmE6wZKXCsuFmjak9nWKB3am6+DODx/UfOCxe0N3N9PWlm5kmrRUv6xNBSI1pICUk+Q1IClmZomhVY2KpWVhzqFyD8iDRlBKzRxwv5H8+n+Rk5ZwAARvoiAjzO5GXdvHN79boNPYMjAX5heVkFAKONNY+NGSuaWEiTAoaiaR5jbrawtqkD9I/OUkAO0JmTdTz4003db5tNlpl8jGXZTz/9bPumT11sbBlqwZ3bVQCKxtqnVgsd6+u63rTk3tiYmAT1jvpg7bOHttbuDfX9ADCigMjdCXviDpSXV9jZL+qTygDgRvlVF3vnIdXuyehg/yJb75uXHrysrne2sBCJmscW/upbqBj4autn7q5LV4dtloyZIS395CfrIlQ/WL1Z2T8Grls3BAAgiY/e8XXSt+prpSqu3XR2dhkaHZIDBK8ITU/JUb4x0pkUvfOrpCQxQF1tvbOVNXdcABSj/4nfF7ye20cdzUg9vmrj5gFVadcuVy5ydlcd6+qL+mbTVwkJXAoM93W5OHnfqnjEzRnmE3wuI19V10Cov8+p/LMAAAelcgcBOl96W9ncvMMdZJVXXL+0wMG7TwoA0FT7dIGF3eWrf1k5ef9WenVsZaIndU4LHFS9956MU0dXffb5gAJAOvBJoGdOdkZn35CNk1G0+VC0h6Q/2XpJ3OlwOIB/o/DQ1Z7Oyw5YuNn65dYWJMz3fw6JdA85NaJ1OL9tbOydZOFuIbeP60an9nsDfU30fZk1IMhS5zzc5I3RubUFBUMgLg7xt6NucsgLz5xTNrC8eWxg/g+hhdHhfoOZX+4/L163vfOh+A4uaNysyMUzkZKfdu3nRxXnbzxiMAENVXWVraNzUpl+5o6t71VVRzZ7+6p7jr319HxamPDkoanj+xnL+oUaTc+n5Jywtbt6209JqDo+uQHADg5qWr1hYLX7R1cBvQS1G9k513W8NAe3WdnalpoyoFmkVNX+yMae9T1nPzSqmns8PzpzW+vsHnSivUfeO0jPTVa8IBAGAEoCct/eCKTzcMAQCIY/Z8uW77TvVan/utcE3EBgAAkEdu35V8Ik35hrR3T+Tnx9MyuOMC1iYLVd9yRXlZibXLkm4pAMjLCs/5rAxXp0BJ8aWAwJWjXDtkPdH//uLbY8e47Vky0LvI0etW5d8AAPKR8IDQgjT10bu+sIBlmQXnFACgkPx7fHUzNV+06yLVu//PVEMsDoi5q/bWxcG1THBdpbO/+9O6qta7Kv9chwcMCqvEzVdjI0sMbfL/fMbwDQ3dbh5uT0qOYFN193u8jB3ru6Snk4Zrildanz4vsPuc1VfvVKmZXDkj4xAEBt9WPL+YsaGgevX7vt5Oj6vO5VH6TuWb21hf3LXu5jGMo6dXzFJ+vkACAXRwR6Z2Wd6ugfsndeeq3iL9X6Dq30WVJ68ZqysUN9F86fSz75U2lh3tkzpxe6Lu0TQ0d17WIzc1GD8khSR0fHlp3RTS+5KmRhgauzT6qPrfaELffJyCsAABgdCPPzXL/uM9/A0JcDwwqAlUHhuadyAGRNtU+tFzjX1arOazS1f7Mntr13WA/PSuosBQBgOOvUT8EbNmh+BfFgb4+Ls8+fNx8BwOBAt9tir/R0bi8ayoov29m6tHaru8awe8838YkJqlcjDc+fmJvb1TV0A8CITP7ZF1/tidl/+VKFjbUDd3i48uIVM1b4/fGfJQDyUXF2esqypauG+mCkZ8DbxTk1LUNZUUm5rfPS5m4xAMCoJCIkJC8zEwD+OF+4eNnKl6qVSU3LWLNuvUzObUp9qWkHQj/jzhSKo/duE1rZld/+GwC6uns3bt7+7feHuaXSU9NWrwrp7OwGgPrHf7k72l25cQsAWhuaHSxtGhq5XutoUmL8qrWbuE5/7bO/LWycKu49BgCxWLpl646ExG8BAEDe8OSBp6vDrUePuZ6LZKDX0W7xrZsPAABAsdJ/1Zks1W+1dCDYZ4n6TF7qyWOBK1e39g0AQNXzx06LPS5duwEAkqFuJ3vX7Mxz3IGckuKL1jYO7d2Tdw1WBq7KzVbtEcgkof6+mVm5AACjspUBAYd+5E6LyHKzMlwW+/UrDw7Kfj+dvzJwVf+QMoJuVl6zc/Thtu7mpnrz+c51L7oB4If/fL86fMOQBABAKhnel/T9+vVfqDanwcyMYyHrN8gAQDYcHuiTlZM5ChAWtmHvHuU5grtXriy2tXtWNfFEnfzqlXJzu8X9EoD+IX8np+zMXO7TKy4uXejg1t6r7PAF+60syFKt3UjfSl/35GwuFIZXLHETCOafyCgAADlAgF9QXmY2AIj7u91clmSfUiZjWcklaxvHtq4B0D+6TAFZevpPIevWSt41n9rgQJ+DreudWw+5l2VlZYsWuTK0MUmwAtY0N+/s2Jl3R+2NjlWfI1A01dWYmcynKVMjIz7NCLyWBTyrqb92tdLZcdHwiAwAKi5dsTKfv33XbiNWaMSf5+a6+NFD5eH0G1cvubg4kzRFEbSpyfzUTOVP6G9nTnt7L+UOLEmlUp+AlcdOKsMiPet0WPhaVe1DpzKPr1q7RgYAMBAfu8M7KHjp6rV8luVR5Bfbv+pVHZLs6W7ftGEty7IEjzQTGn+X+O2IAgCg5tkjC2OKIo1omjQWCK2tba/fuq9e0+SUNKHZfJpm5xmRIWFrG0XNACN3b5SxfD5Ns4TQgicwoSnCTEALSdpYYHL97p9SgBWBIdnpqqPcoAgJCsjK5tZLPjjYsWnTRoKh+TTFEwqivv1BtYHJb1y+7LbIhSJIIx4hMJmfnp0Hk1KMLA8Iys5UZjSMjqwO9FedUYdH9+8sdnElCIKiCCsb64vXuOtBFHHfRJIkbcSjCZJlBCxBfkwQBJ9n7uriNywRv6ivNTezbmrsAgDx0HBA4MrvDhyWK6TxCdFBIeGNrep9w5H0lGMhERFcxetCV+SfKQCAmpraAD9/hqIpntECoWlOehZM5uat69aL3HvFAAB/Xr7o4ryIIGmh0IQVGJ86XaCebYV/cF6Wan9KMbQqaGlOPrd24vAVgQ4Obm2dyh+ElStW56s+peuXrzjaOwlZAY/HMzWxzMrOB72kyxTQL7euVTjaOAxK3nikchrGHtDu3/31Z3v+859hrUvQ6ljySOXlCw529lLpa1MHu7vd3VxLr1/T/OwUV/Ho+Gna0mSRwfjor6Li4sdNvXLpjo3VYrFkZNJlJiN/f9f+vXk1RjWa6wNhuClQcemKi8Oi95MCY3XFRH/x78T493wnpezKpd+dXRYNil/bfof7ut0WOd+8d08P90UBJDF7d8QkJYyberPijrODu0T6vv8u6BXDTYHblTe9FnuOyN7rBjIKMJAQtzP+h+81/2mbEr3czN9BMQd+RecGw00BXfkQt09kWDAFEDJ0mAIIGTpMAYQMHaYAQoZOFykgHerfvGmjxfwFdfWNWjTNgOWdSjYX0idSM2a7Icgg6CAFFCd//ml1yMqHD//WpmEGTdLXWnrhNxt716c1Le+eG6Hp0UVfYFfkjjNjLsZEGpCCQrJy5drS8j9nuyVo7nv/KaCQBfsF52bq6RXUbzDrV7NIAUaCAlZlpZ9797wITY8u9ghC/Fa9uvMcAGA0LfWEkBXw/mVEU8KQNeuaO7g7QxTBy/zNaQGfN48ijYwJngnL5HD3wIMseLlv6ukc5dapkAX6L89TDZ4ZErQq51QmV3JpYYG5mTArT3n710Bv+4aN60mWIQieubn5/u8PyxUAAC9qn1lau9Y0KO9Iaaqpt7O0eyFq5Qp8fO+Gs5OdsUBIzPvYxWVx2bVXo2WmZ/xKM/NokhKQLMPjsTSTnc9tqPIV/j7qel+RS4L8lmYXFKgvHlqxfJX6rpsHt2+6OTkJWWOaMnZ2cL9Yfk01lwxAsjIwJD/r/Ls+eISmSwcpIF/hG/zqznMYqq25b2Fld/POUwCQSEa+3PnVXu5eQIV0lV/QWfW4TpKh0AC/tKxcBQCAJNjP81T+GfVV8iv8gwu4wV5gJGT5ynPZuQAykPdvCFkhIKhTygEhpOnJh0PWrRX19ADA06ePXVw9r165ASBrqH8unO9e26y8rrfpab2tmU1980sAGBl4GejtevLkSQAAUORlZzku9utU3QyUnHEyPGK1as2kQT5LlKNNyIZWB/icOp0/vhcx0h8R7Jeek6O+LD7IL/hc3m8AIBnoWbMq7NiRX7jpBVlnlixe2j/ADRGiAJCu8MMUQLrwvlNAASAL9g1RjUUlA+i7fPHcslVrelUbdFFx6arVKwGkAIqQwJDsVNXYO+LecD+fnILfAABGBz4JXpaak6u+Kzk0ODw7XTnnKt/ggvQcAPnti+c/CfTzWeyRefp3AAASu5pmppWeNalTCjtpWWzM7LgWk/Z1LXe3v3uUGFFPUPH1itsCzulF5N1BaVvqa9eHK4oZ7wgN907guiaAzBksAABa3SURBVFwcscInO+/M+DsBpb1hfp7ZebnqvsCqwLCctNMAMNjZ7my7uOqpcpjTgZYuFyuH6tpGVY6MBPuH5WIKoPfvfafAKMDoSv9V+Vlct3kEoDcj7eiKDZvVQ1Vcu3bNyclhWNoNMOq/LOjVvsPIwOqlbtzY8iAbCvH1Ss8tUKWAImjZCtX48PIQv5Vn0/MAIOrLz25dLAryX5aSUwAAMNIXHrQ0NTdffT/frq/3xMXEAkibGqrNLJwam5XlNf7d4GDh/KLx5cQVqKt+YTLfo7FNuW2mZqatDAtWvifuCfPzzOKGOZD2hfl5ZJyacBO7tDd0mVtObrZ6wnL/0IKcswDyhqonVgtc6+qVn4S8q9fH0fX2/YeqFJAFB36Sm3Vhsk8VoZn0vlNgBGBkue8K1bYtB+g5nflz4NqN6hG4rl6+5uzkIJH1KmBk1crwjFT1OLkv1wV45+bmAgCMDIX5eaedzlelgGxNUNjplGwAALk01Hfl7+kFT2/c2bhqpayvbUXg0lTlaFDDq5Z5puUVqFMgNi4pLiYWQNbw4qnQxPYjI3OeES3gC+YTFgtY6zqRcsy5jORfLSznExTflCXDV4UJTdyqXyj7ExmZ6WvWRyh/8KU9a/w9lU+kGOkL9/OgGcG/SIaiWWNzixRuaBpJX0SAB0HxlWOZEnyWnp+bfQ5gtLm2eoGFa6NIWbLiZZe3nePVytvKwhWy5X7hWeljj6cg9F7oYI9AEhIcnpt9TvWyNz35cMiGTUOqA/FXr9ywt3cckPQBKPz9VuafVvWBJd0Rvh7Z2dkAAINd4f5LTuWfVT8zZ2XAivwM5R7BGr+gghNZh+J/KDv7B4wMhgT5JuecVgDASF9ogFdaXoF6hI/d38TExyYAyOuqn5jOd6prVuaD6EmdnbktNz5s7dOnztYLi0tLAABGh8+fOWds6l7fpOzRp6SkrF2/TrmhSl5+Euidw50Elfav9ll8WjW6zmAAAeaKLZ9vzc1RXy8wVF5c4L8iRL2vXlh4KXhlmBxGR0AWtDw0J1N1bkzSHRHgpeoLDEQELknPzlUeY1NIg/2D8rlh7eSyCN+gLaGfBvuslPaIQTIU4r80LS9fDgAg3vn52l/ST6nv7d+6bWfKyXSA0aa65wJzp9omZT601TTamlnXiFoUAJUXL7nZ2Yqlym7HcG+/y+JVtY3KlyeT07ds36luYbifRx53jkDav265T2Ymd6oC6hpemFm71TV0g7g/3M8j99w5dRsCfFfmZ58BgJ6OlsX2S1485U5MwGBb52I7Z9UonQAyyeqV68pKKt/5ySM0Tbq4aij55x8jQlc/ePSM+5WrfvrA1truz5t3AWBIPPjFl7v3xHDjZ0JAQMjp7N+Vi0m7w/09M7kxHkf6wgK9s0+rDhyCfEVAoOrsIKxZtsL8I0EWN8y2uD880CclJ3sUAGA4K/XoipDV7X2DAPCs+qm9k/utm/cARl7UPDFd4KpOgeZnDfYWds+bWgGg9tnfjgvMLlCAAAL5OSednDz6+mXgbj/k4Alp3JzVSkgDwpYzfWM5JKhiOXhJw7+wqVlXlaBu6t3V98gAAz3vSw5/5uNjWtN7avHriD0nugiBWSD3Z9vXG9stkD1KCH5qdQ0c2MTPu8jmiaXr1qjHkkyaMXqzFOqESxhKPTVli8NDVw6b95HjIBlWIIhjIxpgiH4ufl5cpki0N13qbN3JzdotEwc4r80K587YzcqGWxft2E9yQpolmCFTHzSfq5/Iqp7bmm9uFo1xnbr8yY7cxvVYz/lGSeO0TTJCgUClty5c6fTIp+mloGh3mE7G/AAAwr9w8AAMng2mD/lMxM9XMvA3xX5Kmee/n0zkN3u0XGfEZAsrZWzqUll7npp1J+XWBulqZ+JBZC75M+31M4bpSe18/BycRhQYFpWe/cTnQ51M+sX3GI0FTocwq8lUwcEuB7+sxvOKAXQtP0waYAQmiGYAogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCCBk6TAGEDB2mAEKGDlMAIUOHKYCQocMUQMjQYQogZOgwBRAydJgCSgzDCAQCmqZJkmRZlpohXIECgYDP5zMMw7LsbK8oQuNhCijppv0f+qeE5iRMASVMAWSwMAWUMAWQwcIUUMIUQAYLU0AJUwAZLEwBJUwBZLAwBZQwBZDBwhRQmkL7v/zyyyNHjrzvWhB63zAFlLRqf2dnp7e3N5/PT0hI0KoWoVCoZbsQeu8wBZQ0b//Lly89PDwiIyMLCgri4uK0qoXH42nfNITeL0wBJQ3b39jY6O7unpqaqlAoCgsLExMT30ctCOkSpoCShu1vaWm5ceMGAAAtDQ+Pl6rRUiS1LYWhN43TAGlKbT/woUL2h4XwD0CpIcwBZSm1hfQ9rgAN3gBSZIzNX4B+rDo5y4hpoDSFNpfXFys7ZnCD/1TQtNE6WVnEFNACVMA6QCmgF7DFEA6gCmg1zAFkA5gCug1TAGkA5gCeg1TAOkApoBewxRAOoApoNcwBZAOYArotSm0v6ampri4+H3XguYSTAG9hiOOIR3AFNBrmAJIBzAF9BqmANIBTAG9himAdABTQK9hCiAdwBTQa5gCSAcwBfQapgDSAUwBvUbTNE3T3DgQfD7/TaNEEAQhFAoJgqAoSpPBQliWJQiCYRiWZRmG4fP5s72iaDZhCug13YwI+KF/SmiaMAX0GsMwc6YWpLcwBfSabv48+vklQDqjn18ATAEl3fxK40jkBg5TQK/p5s9jbGysg1qQ3sIU0Gu6+ZWeN2+eDmpBegtTQK9pdRKBQ1NTXa1oJ7BAYOU0Cvad7+3t7emJgYmqYZhqFpOiYmRiKRzHgtaE7Szy8ApoCShu0XiURubm7x8fEtLS3cy8jISE9Pz4GBgRmsBc1VBEHMdhMmgSmgpGH7Y2Njxz2bcHR0dMuWLZGRkTNYC5qrWFofLxjBFFDSsP1nzpzp6uoaN/HFixca7u996J8SmiaCp4+XkGMKKE2n/ZWVlRr29D70TwlNE03i0UE9Np32x8fH79+//33Xgj5oPx07zlC0gGEZis7MzJzt5rwGU0Bpyu1vbGykKOrPP/98r7WgD9r6teuMBcLFLq4Ej29rbcPSTEZa+mw36hVMAaUptz8sLOzw4cPvuxb04aqpqqZJatlSH39fP5qkAvz8nR2dTITGg/0anVfSAUwBpam1Py8vz9PTU/P5SZJkGEaTgQnQB437Q9MkRfD4AoalCFL9H5qkGIom+URbS+sUvnLvA6aA0hTa393dTdP09evX32st6EP34N59hqJpkuIb8RiKDvDzd1/sxtLMy/aO2W6aEqaA0hTav3XrVm2fUIZXEBsme3t7hqJZmiH5xFLvJSzL7tq1a7Yb9QqmgJK27S8vL/f09BSLxVotxbKsVvOjuaGnp2d5QCBNUhRBUgS5cePG0dHR2W7UK5gCSlq1v7u7myCIGzduaFsLpZc3kyDdaBY10STV3to22w0ZD1NASav2R0ZGxsfHv+9a0NzDUPr4BcAUUNK8/cXFxUZGRlPr0fF4vCksheYM/dxMMAWUNGy/WCz28PAoKiqaWi1CoXBqC6K5QT83E0wBJQ3bHx0dbWxsXFRUVFRUVFpaWlhYWFRUVFxcXF1dPYO1oLlKP78AmAJKGrY/PT09KioqTiUqKiohISE+Pj4vL28Ga0FzFY4voNfwCWVIB/Rz+FlMASVMAaQD+nnZGKaAEqYA0gH9vGwMU0AJUwDNFPrNuBuNBAIBn88nSdLY2JiiKO7ht5N+N/Tqa4kp8CHVgmbX1K4Q/fjjj2eqKG1hCihhCqCZMrWn3U26lG4enIcpoETTtEAg4LpnDMPM1H3mNE2re4AMw+jnbiGaWVP7AZ/0wKFujiZiCiA0w6aWApMupZvrCzAFEJphU0uBSfuJ2BdA6IM0tRQwMjKaqaK0hSmA0Ayb2qY76RaEKYDQB2lqm+7E+02Tk5PxHAFCH6SppQCf/+rhZV1dXeHh4Z6enhreqzpNmAIIzbBpniOorKykKGrbtm3ajmo5ZZgCCM2wqaUA1/k/cOAATdMFBQUz3ai3wRRAaIZNOQXc3Ny8vLxqa2tnvElvhymA0AybQgqUl5cTBBEZGamzvYCxMAXQHEFRlImJCUVR3MXaJEkmJCTk5eX19fXpviVazZ+YmEgQxCxuQZgCaI4Y9w0cGhoqLi6Oj4/n8XglJSW6bInmKfDs2TNPT083N7fW1tZZHIAEUwDNEW/6Bl69elUgEFRWVuqsJRqmwNmzZwUCQUxMDPcS+wIITddbtr3i4mJdfj/fmQJisXjr1q18Pr+0tFQ9UTcXCE0KUwDNEW/f9vh8flNTkz60pLq62sPDIzw8fGBgYOz0sVcN6RimAJoj3v4NJAhiXAp0d3dPOuebpmvuLXv4Z86coSjq8OHDE9+axWdYYgqgOeItW9Hw8DBN0729vWMnGhsbX79+fdycx44d0/Zp9Bq25OXLlzt27CAI4ubNm5ovpRuYAmiOeMtWFB0dHRYWNm7ihQsX3N3dx0bDo0eP+Hx+c3PzNFsycaSAv/76y8vLa9u2bV1dXW9aClMAoemadCsaHBxMSkqiKKqnp2fiu1u3bt25c6d6Tnd39/z8/BlvSXJyslAo/OWXX7RaSpcwBdAcQRAEQRAsy3IjPvJ4vFWrVhkbG2/ZsuVNFw5JJBIvL6/c3FwA2L59e2Rk5Iy0RP1kau7WQA8Pjzt37rxzKUwBhKZr3Dfw8ePH27Zt27x589uXunfvHsMwKSkpHh4eL1nJGWcEcHKyoqCILYtm2bhocbMQUQmi6BQDBuSldXF8Mw77w5Z8+ePRRFlZeXz1RLGIY5ePCgUCg8ffq05kthCiA0XZOO25ecnBwREfH2BcPCwuzs7I4ePTojzWhvbydJ0t3dvaamRqsFMQUQmq5Jv4FisZim6TednAOAw4cPh4eHt7S0UBR17dq1abahuLiYe6TF6OiotstiCiA0XW/6Bp4/f37x4sWTvlVZWSkQCF68eAEApaWlFEV1dHRMuQFRUVEMwxQUFMzg8wh0A1MAzRFvuQJ3yZIlhYWF4yZ2dna6ubmNvd0wISFhaqcJRCKRl5eXh4eHSCSCGX0qiW5gCqA54i1341y7do2iqHG99ImnBoeHh9UnDjVXVFRE03RsbKx6CqYAQrNj4jmCsY4cOTKut79v377BwcFxs9XW1mo15t+ZM2f4fH5ZWdnYiZgCCBmQjo6OcbcGwlTvEcYUQGjumNo9wpgCCM0d2BdAyNBNbXvGcQcRmjsIgpjCUjju4Ozj8/k0TRMEQZIky7L0DBEKhSRJ8ng8bnjsWRxVCunM1LaFqWXHjMAUUNLNXpmJiYkOakGza2p9+/+/vXvXjeKKAzD+HGQ85zpeO+lokAKRbRlIlaSwt3CBeAI6EpICiQpLK0RncesoeAREAy0FVAsSFw8WokAIabMSwe5TzBEkWAlz2T1zZs73q3c5f4bdj72dmU/7kf2jAo6fCrT4CRC8qffp4PLy8swnKYkKOH6eny1+AgRvlFL/9Q4xTdPiPCjGmCRJpJSfrqTEO4L2+Xl+tnjOeYQgzKcJFXD8vBZosfcIQZhvCamA42f+rh8lNCTTEP8boAIOFYAHRoX4AKACTsn5pZRaa6WUtTZJkp2dnYcPH858FfSVlrwjCFiN+Z89e3b16lUp5dbW1vxWQZ9k5ssLloSACji1559OpxsbGzs7O3NdBf0gFkL88SgVcJrM//jx45JfAXb9KKEhq0P8qpgKOE3mLy6G+fz587mugq6bTv7UUu3/9bHtQb5EBZwm84/H45J37/pRQj2vX78OtvMhVGaSXk+fPn257oX6iAU3v+/f39ra2tkte0YE9hhPb3948dO/bd8rdrK6tG6RPfH19aWjp79mzbc31GBZx63xHcunVrfX19OByWvMtgMKi6Crru0aNH1tofjp/QUmmpfjx1WkqZJMk/L5reLirgVJq/OGuA1tpae/To0bt375a8Y7HPRAhR/UwF6JIjR44MBgMhRJZlxU6hzFgtldVGpsJaa4zJ87zOI3UONBUo1J6/uKbNkydPytyYPYURGo/HxphT6yeHG5taql9nllZUUpdfjkxW2hAk6T+a9fv765uVnmluwmitOZM2cWbba2sipTcfrkqaWlpcuXL7c91GdUwGky/9u3b7XWhy9xcRg7i+M0nU7/uPD7wjeJUVqmYnt7+8OHD20P9RkVcBrOX/LuvCOInBIhPgCogNNw/pL7xnktEDl2EwWtyfyvXr0SQkyn07mugh7gLCNBazL/aDQq+Wuwrh8lNEQFglZv/jzPL126JKV8+vTp/FZBb1CBoJWcX2udZZlSSgihlFJKjUaj3d3d2a6CvqICQfMzf9ePEhqiAkGjAvCACgSNCsADKhA0KgAPqEDQ/Mwf5oMA3oT5AKACjp9/HmtDPAUtvKECQSvOF6C1llL+z9UmqyquXKCUyrLMGMO5hiJHBYK2uLjoYRV2E0WOCgTNz85/dhNFjgoEzc/zk9cCkaMCQfMzP58LRI4KBI13BPCACgSNXw3BAyoQNCoAD6hA0CrNP5lMbty4Me9V0D9UIGiV5r9AAA6dpWvJiRE1WQf9QgaCVn388HgshPn6scxX6rh8lNEQFglZ+/mvXro1Go3mvgl6iAkErP//a2tq9e/fqrcLO4siF+TShAk7J+d+8eTMYDGpfZG5hYaHeHdEPYW4koQJOyfnv3LkzHA5rr8IviCMX5tOECjgl5z937tzt27drr5JlWZqmMzyLCTqn9oNnfkpORQUODg4O3r9/L4T44hoklbYhhfnhECJHBZwy8z948ODwTwYrfeCXJEm1sYD5owJOmfm3t7cPbx+o9Bfv+lFCL1EBp8z8g8GgODepUqo4W6m1tnifb4y5ePHiTFYBPKMCTpn53717t7u7+/Lly729vRcvXuR5vre3lyRJnud5nk8mk5msAnhGBZza82dZ5mEVYH6ogFN7/kof+HX9KKGXqIBTe/5K3xF0/Sihl6iA42f+rh8l9BIVcKgAokUFHCqAaFEBhwogWlTA8fMLf/YRIEBUwPEzv58rIwOVUAHHz+kfun6U0EtUwLHWFtsBjDHFHoGZyLKs+NPSNLXWcq4hBIgKALGjAkDsqAAQOyoAxI4KALGjAkDsqAAQOyoAxI4KALGjAkDsqAAQOyoAxI4KALGjAkDsqAAQOyoAxI4KALGjAkDsqAAQOyoAxI4KALGjAkDsqAAQOyoAxI4KALGjAkDsqAAQOyoAxG5mFVBKNR4GQAuMMWVuxmsBoLfSNC1zs69XQErZeBgALRBClLnZ1ytgrVVKGWOMMVJKDSB4aZpqrbMsm00FAPQbFQBiRwWA2FEBIHZUAIgdFQBiRwWA2FEBIHZUAIjd37GG8q/O1prhAElFTkSuQmCC”>

Основные характеристики

Диапазон измерения: -35…+105 °C ПВХ, LiYY, 2×0,25 мм²
-50…+180°C силикон, SiHF, 2×0,25 мм²
Чувствительные элементы /выход: пассивный PT100, PT1000, NI1000, NI1000TK5000, NTC1, 8K, NTC10K, NTC20K, NTC30K, NTC50K, KTY 81-210, LM235Z FET
Тип подключения: по двухпроводной схеме (опционально – четырехпроводное подключение)
Измерительный ток: прибл. 1 мА
Защитная трубка: высококачественная сталь, 1.4571, V 4A, Ø6 мм
Соединительный кабель: длина 1,5 м (опционально 3 м, 5 м, 8 м, 10 м)
Длина гильзы: 200 мм
Монтаж ⁄ подключение: при помощи фланца из пластика (опционально – оцинкованная сталь)
Сопротивление изоляции: =100 МОм, при 20°C (500 В постоянного тока)
Влажность(относительная): <95%
Степень защиты: стандартно IP65 (влагонепроницаемая запрессовка)
опционально IP54 (гильза датчики в литой водонепроницаемой оболочке)
опционально IP68 (соединительный провод из стеклонити)

Поставщик: ООО “ОЗДС”