Датчик S+S Regeltechnik KLQ-CO2-W-LCD-TYR-2

Цена: 46737 руб.

В наличии 18 шт.

Описание

S+S Regeltechnik KLQ-CO2-W-LCD-TYR-2 преобразователь качества воздуха (VOC) и содержания углекислого газа в вентиляционных шахтах и каналах. Датчик оснащается активным и релейным выходом (в зависимости от модификации). Выходной сигнал 0-10 В. Корпус датчика со степенью защиты IP65 выполнен из прочного пластика. От корпуса отходит металлическая трубка с чувствительным элементом. Длина трубки 190 мм, диаметр 20 мм. Уровень чувствительности содержания примесей настраивается с помощью переключателя – LOW, MEDIUM (по умолчанию), HIGH. Диапазон измерения VOC 0…100%. Погрешность ±20%. Диапазон измерения углекислого газа поддается 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”>

Схема подключения датчика:

AAAuiiA7yBJ2ZA2RLYJh3yMQMOwQ9kVWQRBEEAErKKXYgl9acTlUe1ItRZ/f3x9Gp2NyE8KeG57PucczmcydO4n5cO+dO/PM/wGCILzi/9a6AQiCLAyUFkF4BkqLIDwDpUUQnoHSIgjP0ChteoHC2cPHwsbhtLW9jzC0/sbQajYLQfiOd9A5/1AxfVlxtcfJ3Ts8LhkAppWzTu7eafml6nsNTE6HxSa5+vibW9nZnHE5dyFu5p9XKmW4pfURhlrancmva6m+drOqsy9GKtu65ZPl+zgIYvhs27pt9+6vSPrJi7ltW7d9ZPJB2+0xAOgZe2BiZOzuG6iyy0Pl7JZNW0yMjE2MjD94732S+PLLPSrFuKX9aMOHz/99J+fzHV8MTj5alg+DIOsBVlpTcysTI+PkS4XkpSZpo9NlJkbGweejaY6Tu7eJkXFOZT1bjEPaWYANxu+pZKbIi8ceP3sNEBGfQnJ6x6eS5UUkXX9jSCiW+AhDknIKnryYI5mS1MyLRRW0htahn0Mk8QOT0+RlXKbcK1DkIwyVFpZxfubmWyMhknh2o29dLKrwFYWTw9HMvvtTbOEUeTHJz61uJAedA4hKvkjLS1Iz2fKk2bTwa4ALKRmeASL/UHFuTRPZpaK9p7F/mNYQmZRO03EZl3yEISGShNKWTtr+srbu/wpkylXaAwAF9a0JsjySbuwfFiekqX9YhKdQaS+kZJgYGds5udK3NEnr4uVrYmR867c/aE7F1R4TI+MQSQJbjEPaaeXsB9r6kpjm5eqbklAHDCzKLw8hUA6B6d2L37q8LLV+p6Bi6kZPx46AgpuWP7jt27vqQ7Crz9dmzfoWi9BgCxF3NsnQQVV3sabt6xsnNMfPvDZUkvUFjZOeZU1pNtx/YdyldA9jU1tyq8fKWkqcNB4BEYHkXKFzddPXLclBSOy7h08PBRku/k7k0Oau3gnF1eR+vfsX1HZkklKf/dd3tbh0bZwjZnXLyDzpW2dBZevrL/wKH8uhYAYP8WAMAnm7eQhIPAIyD0fO31gdKWzn37DxJv0wsU7J/MPXu+Je2nh5gD2PnFrm+/+4HWFpkszamoz6ms/9Bkg6bvH+EL27Zu+/STT2Mv5nzw3vu7d3/1mnlLk7R2Tq4mRsbTylma03DzjomRMXtvDJzSjj1+ZmJkrKkpM/+8+uqrr7MU1db2TiRHkpZFbq8J9Ke8Y/sODz+hvKqBvNyz51s7J1fyey1p7ugZe0DyFa3XnD181A+k6UdvetqKKAQAt377g/7oi5uuOrl7k/TA5LSKtAmyvLPBYWz9O7bvoOmTZpYq0m7a+PHU85fk3SxFtad/MGiWduMHH9LMRFke+TbmlVYUFStOSCPt7xl7cOS4KS380Yb/KkR4yrat28hNqYmRscppSZO0FjYOKtI23xoxMTL2DBCxxTiknfzzby3SAkCiLG/TRxsnZpTkZZBYYm5lGxabRLatWz4hx9yxfUdVZ6/NGRcAyK9r8T0X4SDwIL/XaeXsuQtxAm+/EElCoiyP+s+i6Ue//8ChprfXqLMA27d9RtJapPXwEx47aaZSvyZpPf2DY6Qy9lqjpLnD3tkNACRpWfQCe/j3p1Taj0w+oB/f1lHgey6CtP+kmWVcppxs27ZuY6V9/i/s239wYkZJ/+h89dXX9IgorQGwbeu27ds+y6mo3/TRxk82bxn+/Sl9S5O01vZOVFpfUbi7b2Dt9QETI+OAsEi2GIe0cwAmRsYqHVGStKzytuskHRqd8NGGD+ndXUBYpFegSNF6jW4kn1jx3Xd7AcDe2a3+xhCV1tZJECJJqL8xVNHe4+jmtSBp9+0/2D06QTKVr+DTTz4l6ezyOne/IJJWkdbRzWvvvgMq9W/5eDNNs9KeDQ5LlOVt2vgxfbegvtXWUQAAZW3d+/YfrOrsLW3ptHdxJ9K+Btj00Ub243fe/ZW038zSJkVeTLbtn25npfULibhUeXlaOUulDYtJNDEy/uLznTu/2KX9jybCC+g9bU5FvYmRMfsL1H5P23d/CgByKus3bfz400+2mhgZi+NT2WLcvcef7/iC7EmxsHEgF7q941N79nxb2tK5/8Ah8pY4IY3tksksqSQJIm1YbFJafuk333wHAFTar7/+9uHba4Da6wMLkva4qXlD308ks/nWCD1BxWVcEkXGkLT65XGKvNjM0oatX5O0pIUqV7xuZwNIOqei3t030EcYUn9jiD3T0sK3fvuD/HXTcnmcmltC7vxZaTdv3HT/6V8kvW3rNvUvBOEXbO/x2eAwEyNjehuoSdoQSbyJkbEkLYu87Bqd2LTxYxMjY/rDJnBL6+x51s7JtaS5o/Pur5d7b+dU1n/6yVbS53nc1DyvthkAzrh6kp7P6ms39+7/cXDy0UuA+p5B+kSXSHvrtz+2f7pdKJYAI+2JU6djpNkPlbP3n/7l7he0IGlFUbE+wpCZf149/xdCJPEuXr4AcO/hzIlTp+VVDfceztx7OFPZcWPvvgPK1wCMh77nIrwCRaS21NySUxbWtHJ1aY+dNJMWls0CTMwoLWwd0vJK1FtIpT1uap4iL54FGJx85BUoCotN0tJ+J3fvXTt3FzW2AyPttHJ2z55vaGGU1gBgpQWAw0dPmBgZJ2bnw1tp2Y3cjt17OPORyQcmRsYbjN/bsX3H5o2bTIyMP9rwoYmRMXnAS+CWdhYgICzS9LTVd9/vO3j4mLmVLRH1cu9tDz8hKfNQOUvuVwEgPiv3uKn59z/sP2VhTX6OAEDuAwHA1du/Y2QcAMTxqeSiuv3OL5Z2Z37Yu9/cyi4tv1SlR5tQ0tzBDhlx8fIl/W9zAF6Boh8PHdn/42EXL19yA3Dw8NFDR46fNLOk2959B8gtbmSylF7Je/gJq6/d7BgZ9woUTf75N608MDyKPIWmhXvGHtg6Cfbu//HQkeNBYgnnt0T/1vz0v8cOAo99+w/+eOiIjzBEe/sjk6XkDw35nl19/EmCZgIAuRpHeI2to4B2sgDAQ+WsuZWtuZUtOVexv9WTZpb0FNIz9sDVx9/0tNW+/QdPWVj7isKf/wsV7T1szQYy9vjg4aP04SdB0XqN/coQxGAwEGnpQyDKxIyysuPGmjQGQVYUA5EWQdYPKC2C8AyUFkF4BkqLIDwDpUUQDhKz853cvekg4KnnL509fOhwCJUJ7pTXALEXc7wCRRa2DpZ2Z3yEIS2D97QdRZbn5O6tZCYT+IrCndy9L/fe1lIGpUUQDhwEHiZGxnSA/bGTZiZGxnS6iMrACcqPh46oTGHf+MGHzQN3NR1FkpppYmRMn308eTFH9gqKuEDLfPnlnk8/2cruhdIiCAestBHxKSZGxvYu7vRdTmkb+4dNjIxNza3o+Tn5UqH6HB0WlfkAlyovE+EPHHwzv/WhctbEyNjawZndC6VFEA6otHU9AxuM31OJ+cIp7cWiChMjY5XITyZGxuykS3U+NNlAp6B7BYo2GL/n6OZFo1AQjeMyLrG7oLQIwgGRVpKaufOLXR+abGi+NcK+yyltUk6BemiYD002qM8wYzl89ASdB7pnz7f79h+UFpabGBmTsCc+wlATI+MmJl4KoLQIwgmRlmzqQ8E5pY2RytSl3fjBh3v2fEtfPnkxN62cZae5C8USEyPjyo4b08pZEyNjX1F41+iEiZExCTn03ff7Nn20UeVAKC2CcECklRaWf/f9PraviMApbVymnEqbX9dy6MjxiRnlxx9+tG//QVqG/iGgXVxFDW0mRsZRyRfJlTA50KefbD120uw1gImRMTsdjYDSIggH9J721m9/bN64afPGTewMc233tHklANA69POePd9s3fKJiZHxCTMLWkYUGRN8Pjr4fDR9gvMSwMTI2NZJQK6ESYgjawfnjR98WNx01cTImJ2sTkBpEYQDtvc4r7bZxMj4m2+/p+9ySlvR3mNiZGxl50hz9u47YGJkfPjYSe3H+uab73bt3L13/48/7N1PcuIyLpGqTIyMa7r6VcqjtAjCgcpz2sDwKDYMKhu0jWxkOMQ333xHXn76yaekzAbj9z5434Qz3ijF3S+I7OUXEkFymgfukhzOuJwoLYJwII5PPWlmqWRW5BB4+500syTz0W0dBSqz2EncsjmAwPAoCxuH/QcOHTtp5uTu3TJ4j0ZH0kRJUweppKqzl2aaW9meNLOksVZYUFoE4RkoLYLwDJQWQXgGSosgPAOlRRCegdIiCM9AaRGEZ6C0CMIzUFoE4RkoLYLwDJQWQXgGSosgPAOlRRCegdIiCM9AaRGEZ6C0CMIzDEpaDz9hiCR+KZtfSMTFooqlt6T2+sC33/1g6ySwdRLYOgpsnQS941Pz7/YuKfLiqs4+9XwHgcfSW8hTrO2d1roJa49BSesrCl9iDVPPX8ZIZUtvSe31AXFCGn2pfA1sdC8dWRZpY6TZ7N8Ld7+ghTZDr0BpAaVVYYWkBYCgiAtdoxMLqmRZpA2LTeoYGacvbZ1UQ/jyC5QWUFoVVk5av5AIEoMzOv2/+pMvFbJpJ3dvDz9hdnkdyUmRF2eWVPqei3D2PCstLKMlHQQetdcHXL39ndy9G9/Gns+tabr/9C+SfgmQWVIJAE39w0eOm7qdDSB1ihPSvv762+Dz0ST00UuAgNDzLl6+8Vm5tPLYizlVnX2eASIXL9/a6wPqH62srbukucMvJMLdNzC3upHs4u4bGBgeNfe2zGuAgNDzAm8/r0BR99s/VWRH33MRzh4+7Mdhv5Carn4ayz9GKnPx8nX18S9p6qAFUFpYP9IOTE6fT0y3dRLYObmeuxCn6Q5zhaQd/v0pDTnNnuvo0om51Y0R8SkkXdlxgyRS5MWnre1J+tyFOBov20HgQcP20R+xOCGNnlEnZpSB4VEkreVMa+/sNvz7UwCQldUmZufTymlLrOwcHzKx8NVbFSJJMLeybbs9BgAdI+NO7t4kP6ey/tZvfwDAHAD94Cofp/DyFfUmyRQ1xU1XAaB16OeihjaS6ertT/+/UFpYD9J2j04cPnpi+7bP2ICXn2377PCxE1du/6xSeBmlZTui3P2C6K+fU9rodBlZu4UlRV5cUN9K0k9ezHkHnSNpB4EHPcFKC8sVV7pg4dL2jk+JomJpvs0ZF1o51fRS5WV5VYP2VrFhfjmvvQNCz089f6nl43BKy1LU0EavPlBaMHhpS5s7vvh8p0qIWrp98cWuvNpmtvzKXR5TOKVVvgLPAJGrt39YbBKNuKlyT0vPYw4CDxqfvrzturSwHBYubUV7D7u+G12uhr1hVrReSy9QqLRfU6vYfZWvIDQ6wTvonI8wdP+BQ/cezmjZUZO0ibI8r0CRjzDU0u5MRnElyURpwbCl7f/tj107d2sylmyf7/iCXat7NaRlVnNy9fFXeXfs8TN3vyBy1tUiLb19LW66ShaPiUyWkstUUsm80tb3DLIRtO2d3WjlNHPR0p6ysG4dGiVpoVgyj7TMF5JZWkWkDYtNoocubelEaVkMWdrjpubajSXboaMn6C6rIK25lR1N04VJWWq6+lNzS0CrtLRvJjQ6ofPurwAgU9TQS9mS5g4qbYw0u+HmHVoJlXYOwNHNi+bT9LJIe+ykGc08ZWGtXVp338CZf94EBQ8SS4i0tk4CepUelXyRSksv49czBivt1POXn+/4Qhdpt2/7bOzxM7rXSkubUVzp7ht4qfJyQFjkd9/vI5lJOQWeASJZWW10uszKzpH07mqR1tXbPy2v5EJKhouXLy1gZmmTlleSXqCwd3Gn0vaMPTC3sqOh6z39gy+kZJCr6wRZXkDo+ezyOjsn1/Y7v9DKaYWLltYvJCIgLFJe1RAiSfj662+1S9sxMm5h45BdXheVfPG4qTmRNq+22dZJIFPUJMjyjhw3pdL6isIjk9KV9PZgXWKw0maUVOpiLNliL+aQvZZLWgCgy8CoM/z707K2buVrGJicppkz/7yqaO9hn7I8eTHH/jjpqm2kK7X2+kBdj+ojmarOPvLIhHhCmFbOsiu+sesjD04+KmvrZjuI2X71OQB6Dpy3VSr7tg6NljR3DP/+lP5B1LLjLEBZW/fg5CPlK6CNGXv8rKS5o/nWyBzA8AAAi8leKC2i/xistC8Bdn6xSxdjP9/xBV3REKVF9B+DlRYALG3P6CItO/8GpUX0H0OW9iXAnj3fajf2q6Zrt5UVpE/zFkaQGgZ+zBnj3faDL2yy/31PUMsuVXX9oQSQJNB4ZHkQceRY3trUOq46IXB/sgdxlZoWpVyKttpsO5ZIoadqH09YyBSwsAcwC2joLdu7+irm4wfm/n5zttHQXqDyFXX1p2XB4ZWA+aZ9LqCDvVjj4mXV5WqFoV4jLl9ME1+zCZ/YDrEMOXlvASQF7VEBqdEBqdkF1epzrf7C1rKy1lidLyfaY7hZWWxWA+4OJYL9LqyDJKOwsgLSxPzM5nT0pZimpJWlZJM/esbjLJDgBS5MUV7T0yRU3sxRwyMZVQ2tJ567c/4rNy6Ry3ooY2SVpWlqKalpEWlu3ddyAxO3/u7S70rbHHzxJkeXRIIAB03v117PGznIr62Is5PWMPOD9Iw807cRmXkuVF08zcWlqt4krXS4C0/NK0vBL1fUuaOmKksoabdyqu9pCcaeUsHTKp0jz1z8JK23n3VzK9kf2ARY3t7OGW8peOR6C077Bc0j55MWdh41DT1d88cNfZ8yzJPBscpmi9duu3P5JyCkIk8SSTlZaO3U2RFx88fExxpauxf9jcyo4+kfr+h/0hkoSesQfJ8qLXACny4rT80r77U6UtnZZ2Z0iZaeWshY3DtNr03XsPZ2zOuLQO/axovUbn9KTIi4+dNKvp6m+/84vNGRc6NYfSMngvMDyqY2S8sX/Y3MqWtoRW6yDw8PATtt0eK6hvZedLAUBqbklEfErHyLg4IW3nF7tIZu31ATrhnq2H87Ow0tKrD/YDRiVfrOnqJwUySyrJhCeDx6CkdfY8W9XZt5RNXtWwLNIKxZLByUdaCtD5aJqkDY9LJumWwXtRyRdJevfurzRV6CMMUTeKTfsIQ+mEvuRLhRXtPeRA9Mw2MDlNpxlwklvdmFvTpFKtg8Cj/sYQZ/mTZpY0TadGaJKW87NwSgvv/iXyPfcmiIe9i7uWxhsSBiXt5d7b+XUtS9xob9BSoKcyFQrqW6WFZekFimMnTpEcTdKS8EsEt7MBJMFOPSVUdtyQFpanFyjMrWzpJAFOadnM+p7BBFkeqN08O3v4qLe5/c4vmaVV6QUK33MR9NKalZbzkwIAPWECY5QWadU/y7zSAjNZT+Dtp6klBoZBSas/cEpram6VU1HfMTLeMTJOoyVpkpYNqUHnyqucl9x9A+My5S2D9zpGxt3OBugu7eXe26QDVss8O0KWotrTP7i+Z7BjZDxZXrQgadlINGdcPUlCk7Scn0UXaRNkeZd7b+dU1Kvc3xowKO2KEBB6XuWhSMfIeEBYJH1Jp7+zvz9WWnF8Kkm33R6jaRVpT5w6TdOObl7apfUMENEb3fQCBekBmldaWycBnU+XlleyIGnZ5u3d/yNJ9Iw9oPfzAHD0uKmWz5KYnU9vWTVJTFXJBYoh4DxIBBaVeE+AAA+eb0hmjDRbWlhOxGCl/fHQkcu9t/vuT1nbO3EGhQMAcyu7osb2mX9elbdd3/7pdiqtvbPb5d7bKrv03Z9yEHiMPX5Wf2PI2sGZHki7tJFJ6ZFJ6RMzyrbbY4ePnliQtPFZufFZufef/hWflfvZ9s/YZtd235p6/jJEEn/krbScn6X51oh30Dny8dmmsh8QAJw9fOg8rfUASrtSTP75d4xUFhGfQgP/Dv/+VJyQJoqKrey4QXt0ACA1t6S+ZxAAaJDU5oG7ffenEmV5IZJ4tkuW3YsQlykPEksySyrL267TU+LEjDJGmv1SbZeu0YmwmEQ6458ciL0ioE+SWGRltUFiSYw0u3ngLg1DRaulbeZEpqgRRcaUt11nbzhfA8RIZWGxSV2jE2zzOD9LQX1rTkW9SlPZDwgAkclS+khpPYDSIqvBivYSscGu1gMoLbIarJy0FVd7zl2IW6HK9ROUFlkNwmISV6Laup4B+kB7/YDSIgjPQGkRhGegtAjCM1BaBOEZKC2C8AyUFkF4xnqRNjW32MXN0+GMk739GUdn18T1Ha8E4TWGL+0swBlnQUJ8fFVFBd2SEpNs7M5oCjqzdDQtwCVOSDt20uzNYtNOAlsnARl/xy5Cbe3gLPD2Y1evWQTs5CE6vneJUWwoDTfvCMWSpdeDLA7Dl9bZzTP30iXWWLIV5OW5uHmu0EG1SMsZ9EilfPPAXXYG+SJY9tBT9TeGLhZVLKVJyHJh4NLKqy6LwyPUjSVb1PnI3OqGlTjuEqUFgIDQ83R0/iJYdmmrOvvYebDIGmLg0nr5BVaUlWmStqKszNWTI1bD0lm6tNLCsqKGNvWSmSWVAm8/d7+grreThwovXxF4+7l6+8dlymkxVtro9DcBdFLkxbKyWs8AkaObl6yslmROPX8pU9SIE9JcvHzjMi4BQNfohIef0NXbP/h8NIkONwvg6OZletqKzOydev6SLmANAJK0LIG3X5BYQqfmlLV1lzR3+J6LcPbwkRaWafmikEVg4NJ6evtqMpZsnt5nV+K4WqSNz8qlIanogq7q5XMq6rPL61R2T5TlJV8qJGmqIp1ql5pbQteAZqVlg6cdfrvsvY8wlCwh3zP2YPun24d/fwoAJEJ6jDSblGm/8wudXM6eaXvGHoTFJr35RPGpJGREz9gDV29/eiAamuPchbjCy1c0f1XIgjF0aX38tEvr5rEis7q0SBsQFpkiLyYbDZnPKS2ZR8pC4yFx8hrAw09I0pqkpar/9L/HosgYAOgZe6BlahuNSqVJWjamjI8wlMR/T5EX06m5T17MeQed09JsZKEYuLTzXh47u2oMvLAUluPyuFz98pjTrsLLV3yEIT7CUM8AEZ0Bp0laNpASie3KGkhouz3mFxLhIwz1EYYeOPgmLI4madkmRafLyDLz8wbEQJaCgUtbdPlKpPi8JmnPR4jzalVjQSwLS5c2RJLQ2D+sUkxd2qrOPnp2BWbaqiZp2VDgngEiUJP2NcCJU6f/C3Az35mWDVwqjk8lYTpQ2hXFwKUFACeBe3ZWlrqx8pycFeqFguWQlkY8Y6ExDSmJ2fn0jrH+xhCVlr2QZqUNirhA0hVXe8jtsYq0HSPj/qFi+vKbb78nieZbI5K0LJJmd2EPxMZAR2lXDsOXFgAcXdwixWL2Ojk+Ns5hJdeDqb0+YGHjkJidT7fytusAIE5I8wuJYPPJqYktT8KdcUYA7xqdsLJzvFhUIUnNJPHihn9/esLMgpxC7V3cqbS+ovDIpHTla4B3pTW3sr2QkpGWV0JX5VW/PDa3so1KviivavAMEO0/cIjmnzCzkBaWq+xS3zPoIPDIqaj3EYbSsG8o7YqyLqQFgEuV9W6ePo5OLmecXJxdPS4Wlq/0EWuvD7Bb3/0pAJiYUark05X7VEpqoaqzr3ngLn05C1Dedp2EGmUX/qFl6CI9T17MvQZov/MLWV6AQlceYBtf1tb9ktmX0PT2ip3dRfkaFFe6aCxIeiDKvJ8IWRDrRVoEMRhQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQrRUZxpbPnWUc3L7+QCLpyNCeDk49kipqlHEumqKnq7F1KDQiPQGlXhBR5cYw0m6THHj+LTErXUrh1aFSckLbQQ+TXtUzTdJzy68hUsh9mLO4nbsGXtQ3nZ9eRuzDkFpVwQrO0fdCy9O2rDYpI6R8YXutSxY2zstbseqzr7E7Pzlbcw6BKVdESztzmh6a+zxs0RZXpaimuaoSNtw807sxRxF6zV2r1kAaWF5Ynb+2ONnANA9OmFuZSeKjFFc6QKAzru/PlT+d7otqG+NkWa3DN6jOYorXc//hdTckuRLhZpOyw19P8VIs0uaOmhOU/8wW7iuZwAAytuuf//D/sTs/M67v5JDjz1+JlPUxF7MufXbH7RwaUsnTVd23ACA1wC+onA7J1dpYZmmLwfRBZR2RSiob7W0O9Nw845K/uDkI1snQUPfT/l1LfRszEqbW93oHypuHfo5RioLi0kkmU9ezFnYONR09TcP3HX2PEsyA8IiKztuvAYAgBR5cVVnH8n3DxVnllZ1j074isKJ0gDgIPDw8BO23/mlpqv/pJmleoPlVQ1BYknP2IO0vJLQ6ASSKU5IoyfziRllYHgUALwGMLO0mX77NyJFXnzw8DHFla7G/mFzKzvl25t3WycBrdzdN/DNp6tpikxKf/7vgr5LRBWUdqVoHrgbJJZY2Tla2TmWtXWTTF9ROP25J8ryarr64V1pbR3/+607unmRhFAsGZx8pFI/e3lMpX2onPUMENEy1BwHgcf9p3+RdHqBorjpqkpt7KUB/bvAKS28e3mcIi8Oj0sm6ZbBe1HJF1UODYy0KpfHgeFReLW8CFDa1cDe2e2n/z0GAAsbh/QCBdkCwiJTc0vgXWkPHDxCC1jYOvSOT5Hd1evklLb62s1keREtw0pLMxWt19QvUM+4etJ0ZLK07fYY6CxtbnUjfel2NkDl0KBZWmRxoLSrQVFje3qBAgCs7Z06Rsbp9hIA3pXW3MqWLUAydcYjjScAACAASURBVJe2qrMvRV5My2iSljSGhZ7VAeBCSkbr0M+gs7R5tc30pauPv8qhAaVdblDaFWFa+U53T2J2flFjOwB4B517qFTtCeoYGY+ITyFpzh6sgNDzpP+JRZyQRtQCRtqJGaWPMJSWoRfb80prYetA067e/vRWuaK9h2Q29P30n7QOzrRwirxYHJ9K0m23x2iaFdvcypYkaq8PxGflqn9AZEGgtCuCp39wYHhU/Y2hgcnpzNIqC5s3SnSPTlg7OHfe/bVn7IGPMJS6fdrannTGZhRXBokl9x7OXO697RUoIu/ef/qXha1D2+2xwclHnv7BJLP62k3/UDEZtsF2RHkFigovX5l6/lIUGVNQ30oy55U2o7hSnJD2UDl7qfJyUMQFkjn1/KW5lW3f/amByWk7J1cqbXhccnZ5HUmnyIt/PHTkcu/tvvtT1vZO9E+Sf6g4o7jyyYu57PK6bVu30QOdtrYn1/wAUNTYTnqkkQWB0q4Utd23YqQyUVRsTmU9m993fyoyKT0yWco+ZW3qH5akZZF0VWdviCQ+UZanZIZRTf75d4xUFhGf0j06QTPzapvz61oAoHngLnsqlhaWi6JiqcYAQIoRfvrf49ahUfUGK650iSJj2GdRAHDrtz/CYpNipNk//e8xPesCQIq8uHngLkkoWq8lyvJCJPHsQyYAyCypFEXFKq50sf1eDTfv0JNtRXtPU/+weksQ7aC0yJJgT/LI6oDSIksCpV19UFpkSeTVNjffGlnrVqwvUFoE4RkoLYLwDJQWQXgGSosgPAOlXRfUdt+SpGZqKcAOckL0HEOTduzxM0u7MyGS+JXbXL39tbchu7xOpUP1UuVl9Wl6hLza5lWYy04GFXaNTqhMFegdn0rLKwGAi0UVmaVVOtYWIknQXiD5UqGTu/dCGzlvtQjB0KTtHp1Iyy9d0UP4isK1F2jqHw4SS9gcOoxRnbhMee31N0P52Agyy4vNGReSMDW3YvMjk9LJOKeWwXvB56N1rG3eyBXOHj4Lb+M71a7cV2EAoLQLZl5pAeDEqdM0/VrrxScr7cpFkKFzbpw9fNgZC9ThjpFxOrR4XrRL23xr5EJKxiIayVa7hsF09B9DljY0OsHc2k6Xzd0viNYQFpPIeVVMf+u6SOsjDKXD4nMq6+kAffWQLlRalQgyANBw805cxqVkeZHKnKGM4sr4rNz7T/8qaf6vHs4gNRQqbW5NE5nECwAPlbP0lKiLtPS4rF3q0XOCIi5Y2TnSGYJFDW2StCy2wLRytv3OL/QlDUxDq1X/KhAWQ5b2wMEj27d9duLU6R8PHf3I5AMTI2NN254936rvzqK40kV/QLpIW9HeQycAOLp5kQArnCFd2DMtG0GmZfBeYHhUx8h4Y/+wuZUtnTzgdjZAXtXQOjTq4Sc8dtKMZHIGqWFhZ7fS035qbkluTRNJzyst53E5o+eUtnSKomKfvJgDgBR5cVp+ad/9qdKWTjrrsPb6ADurlraN/VvAfhWICgYuLdXyk81bjp00O3L85McfblwFaQHA3MpOJcEZ0kWXy+Pc6kZi19Tzl3SWufIVHDh4hKQ5g9SwsNLSwuxFu3ZpNR2XM3pOU/8w5+WxjzCE/OnRRVq8PNbCepGWbh9/+NHhoyeOnTTfuuWTFZXW2fPs83+hor0nRiojOZwhXbRI237nl8zSqvQChe+5iIziSgCo6eqPTpfRAqcsrOknVQ9Sw8JKm16gILEmWNW1S6vpuJzRc1Skrey4IS0sTy9QmFvZ3ns4AyjtkjFkafcfOKTlknjDe+/vO3Dw6HHT7ds+rLr+nu8Vm5rwFUtrza5oVKm1vTJC0sPxscNjA5TXI4Q7pokjZLUe3pH1zfM9gxMp4sLyLSVl+7SWOgAxMRgjNIDQsr7fN/QeDtl1fbzE6F1y6tpuNyRs9hpXX3DYzLlLcM3usYGXc7G4DSLguGLK0oKk7HjihXnwBaQ4gkgbMjis4y11FaALBzcjWztKEvOUO6JGbnk6tKeDeCjK2TgN7RpeWVEGnvP/2Lxluahf8uU7WEWaa1sS8tbB3onTZBu7SajssZPYeVlu1Fd3TzItL2jD0IkcTT/KPHTdUbyX4ViAqGLO0Kobu0ZJgHfckZ0qX51gj96bMRZCKT0iOT0idmlG23xw4fPUGkBQBnz7OKK13Dvz/1EYbSnztnkBoW+pyWECOV0X0JDX0/0R6suEy5eg2cx+WMnsNKa25lV9TYPvPPq/K269s/3U6kJfm13bemnr8MkcQfeVtbjDRbWlhO/lSxXwWiAkq7YHSXtr5nkEROpXCGdCmob82peBOShkaQAQBZWW2QWBIjzW4euEtugAmxF3NCoxN6x6fY60nOIDUURzcvGvcYAKaevyRR/ykR8Sn0QdQnm7dwfhx6XHlVA81Uj54zrZyt7xmkBeIy5UFiSWZJZXnbdXrt8BogRioLi03qGp2gPdgAkJpbQvdlvwqExdCkvfdw5sSp0z7CkJXbFjfcZyWwc3LVseTkn39r/1tGH0EBwP4fDy+pWcgKY2jSGjy0Pywtv1RaWL4Sh8BlO/QclJZnyMpqndy9Bd5+cRmX1rotyNqA0iIIz0BpEYRnoLQIwjNQWgThGSjt+oIOhF4K7DhkZPUxNGkn//zbzsl1RcPN+AhDdGyMovVaWExioixPdaTfGtF591fvoHML3Wtw8lH1tZtsTlVnHx3Rhaw+hiat/oyIcvHyjU6X9d2fqrjac9LMUmVo1Iry5MUcu04XJbO0iqy4uSACwiLZUdME09NWnIWRVQClXTC6SJtf1xIQFklfPlTO6j56aeloWrt5cevu2DoKAsOjVBbIPWlmufj2IUvDkKUtqG+NkWarb+Vt10mBhpt3nDy8ndx12uiYXl2kDZEkqARkpKFh2DHAbGQGkt869DOJ+UCuqGf+ecWuHzn8+1OVU6jyFbwGaOofnmMypYVlosiYnrEHKq1ipZ2YUQJA7/gUtfE1gPqqPFWdfQmyvIabd6KSL7L5KO0aYsjSegedU58Z+xpAFBVLCgSFX9i88ePDR08cPHx04wcfaZl8a2JkvKD5tP6hYjqNVgV2AppMUUPXbj163NTdLyhFXuzsefY1QIq82N7FPSw2SZKWlSDLAwAfYYgoMkackEZr6Bl7cOS4aUDo+dTcEmsHZ3rnGSJJcPX2pytKU1hpHQQeXoGiRFleRHyKjzBEWlguFEtS5MUWtg63fvuD7uIZICIzkFQCSqK0a4ghS6vJLhpfNyj8wjsRLY6dPHbS7JPNW5Yurad/8NTzl5xvaZJ2x/YdbH9ViryYvcCu6xmgHb+lLZ3J8iIA6Bl7wM6kpVGadLk8dhB4kFWhAeBCSsbZ4DCSnlbOsmHuaP3B56PZWeko7RqC0qrK+eH7G348dPTEqdPbt21ftLS+ovDh359yvqVJWpVTGVlhnb6MTpfl17UMTE4PTE633R4jEZt6xh6wAb4XKi3NL2nqYDsCaBia4qarSTkFJN0yeI9eoQBKu6agtNouifcdOHjSzGLnzt0LlVYUGcNGCQUAGgBNk7QqwSVUOo1IPI3E7Hyykb16xh6ExSbRMnR67UKlVbReY0PP0JY4unmxB/3m2+9pGZR2DTFkaeMyLnFOiKUz2ooa2g8fPaHLduS46eDkI7KXLtKm5ZcmyvLYHHqdyXYjJ18q1FHatLySsrZulaNokrb62s1lkfaEmUVVZx/d3P2C6m8MkbdQ2jXEkKVdIXR8TnvspFlj/zBJu3j50i7ruIxLMkUNSR8+ekJHaV8CnLa2J+mm/mESVkqTtM//Bfa+lJJeoKDNmFfanMp6GnCc0H7nF3rri9KuISjtgtE93EyQWGLt4Gzv4q4yoig0OsHRzctHGJpRXHm59zbJZPUDgKLGdpXIZk39w45uXmdcPem95f2nf2WWVNIC7P1tXKbcM0Ck0p7a7ls0epM4PpXmN/YPs4sVkJZEJqWrR64h0t57OEPDICOrj6FJO/b4ma2jYEWHMXr4Cdf6Uy4eexf3pVfiIwxlHwshq4yhSYsgBg9KiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ6B0iIIz0BpEYRnoLQIwjNQWgThGSgtgvAMQ5P2tQ6b7uVXouTrRZVck6au9Idak4+vXp53GJS0MdJs76Bz8y7lnpidT8pfLKrQXjIyKZ2UrOrsnbdaUrJ7dGLekh0j4wDwUDk7b8na6wOk2oj4FO0lc2uaSMm4jEvaS8ZIZaRkTkW99pJhsUmkZP2NoXmbqnyl68cfmJwGgFmAeUtWtPeQBlxIydBeUqaoISWT5UXzVusdFJKSW7xyv8OVxqCkTcsv7R6dWOtWIPpO9+iEvKphrVuxeFBaZN2B0uoRKC2iCyitHoHSIrqA0uoRayWtLt2V63DTW1BaPYJT2vy6Fq9AkY8wZClbXKZc00GDz0fP2125PrdTFtZKvXQXpdUjOKUNkSQsvWYtlfiKwpdev0ESI5VNPX+51q3gAKXVI1BavQKlXSFQWp3QXdrkS4VRyRdv/fYHzcmrbWYLvAao6eon6VmA/LoWzo2WH5ic5iyguNJFyzz/d/56AKCooY2zDKuWpqoK6lvZqppvjXAWq+2+RcugtCvEepf23sOZ/LqWpJwCOvaIEx2ltbBxqOy40XZ7zMndu6HvJ5Jp7+wmTkhjj0hHGqXll14sqqjq7FPZJKmZ1EnvoHPqBao6+5w9fGidMVKZvKpBvUxidj79dXaPTgSERaqXKWnqYD9djFSWU1GfXV7HbjkV9aHRCex36+x5lrNVrt7+bFX6Ke29hzOFl6+sdSsWz/qVNj4r74e9+7dv+8zEyNjEyPgjkw27d39lZmlz67eH6oV1kTYxO7+y4wbNd3TzIgmBt5/A2+/5v2/yVaTl7O5WXOmi0vqKwuVVDRY2Duzm6OalYhqnHpd7b7PSpuWXcn4Elaqyy+vId0K3TzZvySiuYJuq6aZAl1YhS8SgpOWE0zcLG/tNGz9W+WmSbecXuzKKK3WphEB/vs6eZ9l8J3dvkhB4+/30v8e02CKkFSekqjRy794Dqynttq3bUFr9YT1Ka2l3ZoPxe5zGku2z7TtKmzu1V0KhP1+Btx+bTy8USX5A6Pne8SlAaZEls+6kzatt3rJpsxZjyfbNN99rqYRFk7RegSI2/yUAuQtFadec5/8C7XHgIwYlbevQqPrDfBXfjhw3nddYEyPjD97fkPV2tpd6JSyapHU7G6CSL0nNrL52cxHSRsSnqDTv2+9+WDlpi5s7Dh4+dvS4Kd0OHTmeWVplMNJi77EeoUtH1Jdf7tFFWhMj49PW9poqYaE/XxcvXzaf3uKyMls7OAAAuWgm2jgKSYKXNUlSL41MXKi3ncfkuLXkEpenx8rJs7J9dlUOjtPrCvNL2jk9t3rhJR2l/PHSUsxIV6M938s+/7ZxcSVqSmpldXkfSKpfNR4+borSwKuZoaiRKq0fMK+1rgJ1f7NJR2hOnTnNWogL7y2gZvOfo5mXrKJAx98OS1Ey2fE1Xf2ZJpZYGA0q7TKC0PECXe9r9Px7WUdqI+FRNlbAsZewxSqvp3WUBpeUBukgbEp2w4b335zV2164vp5WzmiphQWkXWhVtj+7mtN0eK2vrlhaUVXbc6Bl7oONeKC0P0HEY4/c/7Ndu7KaPNp6LitVeCQWlXWhVtD3zmpOWX+oddC5ILMmtbixr61Zc6Spt6ZQpanxF4b7nInKrG7XvjtLyAB2lvfXbw2+V6TsRs/+Mje2W3eSigo7UKrou3RYk5aXolngKhJwzMbQnnbdYG3n8r0IxaUlgfoPmFgWjlrZmmz/dPtrK4bjN/76quvL6RkqJdHaVdN2lkAVx9/doqfdvJqm0WRMZxvobQ8YKFT87pGJwIjok5Z2Jw4ddrexU1aWKapJEq7OtLOAjh7np3555WmvTjpHZ/yDBCp52tq5MDktMokZ36xrqXVHZR2daR1cvee5Sw9H92jE+rnW0MNKmJQ0nL+hUZpSVr/pY2RyjQNPNSF3OpGla4plJavhEgSJv/8e4nRQEXvdiazoLQLrYq2h5V28s+/hWKJpsKEeUM7egedY19q+a9h4wHxDoOSdvLPv9Uz63oGlh4NVEu/BUq70Kpoe9hvVRQVS4N7qNBw846PMDQg9HyIJD4o4oJfSIQm5VqHfk7NLZm3kdgRpUesSbDyJUp7Zejn1ne37tGJRUh7/+lfKvV0jIyrS9s9OqFSTPlKL6T1EYZwFovPylUPOi0US1Ri1nHWg9LyAD5KG5chV3lQvOOzHYuQtrLjhko9W7dsLW/vUZF2+7btKsXS8krWXNqm/mHOkRLFTVeT5UXq+bMAYTGJrUM/q78VFpOofNuzgdLyAMOQdtfO3csi7fZPt6tL+8XnO/VQ2uRLhX33p9TLuPr4q2c6unmRajkf85S2dJa2dGpvJEqrR6C0PJU2MDyKs4D6adbJ3Xtw8hFJc46p6B2fos/bUVoegNLyVFrO2hRXukqaO9gcZw8faiwAJMuL1Hukpp6/jJFma28kSqtH8FHanIp6M0sbNqbxaRv7RUjb2D9setqKrcfcyrb62k0Vac0sbdkyZpY2pS3X9FPahpt32GnJLl6+P/3vMVsgMild/SHQxIwyKadAeyNRWj2Cj9Lm1Ta3qnUgJ+UUUGl9hCHqBVqHfnb3C6L1xEhliitd6mUySypZaUMkCepl6noGVEzjrEqSmsl+t64+/pytYu8zdZeWc7w3MJfNrt7+KsYCE6SW5XLv7ZzKepJGaXkA76SAAAO/P1V5q6Spg8rJkl6goJfQKC0P4J20LL3jUxMzSi0FOu/+WtHeo9Q6lr5jZFzReu2hcv4BvO13ftFSqPb6AN0u997WXlXX6ATnOrS6S/sSgMbNUsHV258Nl0eb5x8q5izvFxJB0ygtD+CvtKm5JR+8b8Ku06WCvYv7V1997ex5ducXuy5VXuYs4+jmdfDwUXe/oF07d6uvbMLy5MXc9k+3axoVWHt94IvPdzoIPMhGAzhzMgfw2fbPONVc4OCKUE0lw2KTgsSSooa2qs6+3OpGH2Eo7WpSYRYg+Hw0fYnS8gCeSnup8rK5la2vKFyTtCVNHUePm5L0rd/GTzFvUyRY3tX3/9LUnff/rX5o2btBwxMDwqRBKv6d3a6wO2TgIdGx8ancB6wrIgaRVXusjlbsPNO5zlqzr78uta6nq4Fze893AGAMLjkkmCoOW/Rj+XqNeRZZBWHJ/qIwxR3+iAFR9hKGcButF1BwPDo7SXpDdy8Vm56u9a2DrcVuuuWGmWLi35QxMiidckLekuoi83b9yk/psbe/yMff7x+Y4v7j/9i7O2WYBtW7dpCSKuu7SvAXZs36GpqoXO8nH2PHs+MX3Lx5vHHj/T5eiUscfPPtm8JTE7X2XKAc7y0YihfjU6slwfX4u0LJd7b+/e9aX2Mj1jD3bt3K35QAmabggJtdcHTE9bBZ+PPmVhHRAWqeWcFBabpGVqzkKlzattMjF6z8TImF5W6MjBw8dMjIw/NNnQfmeczdfyX6PLbb/egtIulVWW9uuvv2XXgFfH0c1r29ZtWkIWbtu67aFy9tZvfxQ1tHEWqL0+8JHJB5mlVZ13f/URhnA+WSFs2bTl4OFjBw8fi06Xqb+7UGk9/YPpkI/IZKmmHVUIDI+ie9HlRQl4T6sRlHZZ6tFFWmt7p3nn9DcP3D13Ie6UhTXnu1HJFz39gwEgt6ZJyzUwDSegfA0mRsacZRJleQcPHxt7/Oz+07+OnTilPhdnEZErukcnzK3tNrz3/gfvmzTfGtG0L6WkqYPoam5lqx5WCqXVCEq7LPXMK21kUrq5la2OtR08fLTt9ph6/mfbPyPPPLVLy/LpJ1s5n0VZ2DgUN10l6cqOG4ePnlApsOhojHU9g3v3Hdiz5xvtDbv16x/bt33246EjXRp6H1FajaC0y1KPdmnL267v3v2Vlvuw3OrG8rbr9KWZpY3KwF0AkClqdmzfERgeFRgeZWl3Zs+ebzjP2+13fqnq7KMvN320kfO29qSZZcXVHpK+3Hv74OGjKgWWGPe4pLnj3IU4LQVczwa0DN7TUgCl1QhKuyz1aJF27PGzHZ99rv0HmlvTtP/AIXJZ23DzzqeffKrewzwwOS1T1JDtbHDYgYNHOH+7NV39n23/jMSRkBaWqZ9CCZHJUroyoKObl/roCFwWZIVAaZfKKkgbHpf8wfsm27Zuoxvn45yw2KQtH2/etXP3119/y551OdF+eSxOSCNV7d3/o5ZH364+/js/zzHV+orAxIQGlXiGWQdvXHM+gV6/xvlhZQ2hXCoEZErQm+onDO+S64+YeKtUsbGp2woivB25xx0XTo9S6tpiB664Rbv/2xosuZ83fTssoOYaUbUNKk2hVHQGnx+hDhGSgtSossmLVdSgelRWmRBbPm61/h2GOUFkFWD5QWWX7a7/wy9vhZfl0LGf8488+rgvpWNqhN+51fSOKn/z1+DVDedl19/JZKhXMAhZev0PmeiitdVZ29bJlbv/2RW9NUfe0mzaFrUitfAzvPlu+gtMvJa4C222OG9PtYHLt27r6QklHZccMzQBSXKQ8SSyo7boiiYmlEYjodR5yQZusoKGnqyKmo1zLYw8rO0S8kouJqT3S6LESS4BkgKmvrTi9QeAWKSIGarv6AsMiKqz3SwnIa8s7DTzgwOQ0AAm8/dp0nvKdFaQEAmvqHHV3c3Fzdg4XCoCCho7NANN8acAYMOyGWxtMAAEc3L5Jgpa3suEHSUckXNQ3VZGdKnLKwppEZfYQh6uOi6boEswBO7t4V7T2Jsjy2AEqL0sLFwjJ3N/dyhaKqooJu0rQ0OwentW7a2sDOa3UQeNA0He3ISktOhgAgU9RomirMVujuG0jTF1IyaOzFqs7eZHlRYnb+sROnaIHM0irT01YqtaG0613a1sF7Hu6erK50uySTCTy856/C4Fi8tK3X5q1QRVqye1TyxRhp9uDko4kZpYuXLy3AOZ8RpV3v0rq4e5WVlnJKW1VR4ePtox6z1+BZfWmtHZxpJj21DkxOnw0O6x6dUImJg9Kud2nPnHHSZGxVRUVBXl5QWORat3G1WYq0zQN31Wf5zSttsryIRAiMTpd9+eUe8q6tk4A8jQ2KuNAyeI/WjNKCepiP9UPP2IPAgEAt0lZVVAjc190VMrtuJRtqnMaLpAXYmBjKVzAH8BpAPcAVWyGVHADYPuHe8SnFla7h35/Sbiq25PDvT2nNKO26RvkKPD29tRhbUVbm6nV2rZuJvANKu96xsz+jRdqE2LjM4oq1biPyDigtBK3jB5IAcCH5YkpysiZp7ezPrHUDEVVQ2vXeEQUAji5ueZfk6sb6+voVN7atdesQVVBalBYAwMXdSxQsKikqejOyIjXN3sFRXsW9UhaytswBdN79da1bsXhQ2mWjpuum/7lwN0+fs4GihEw5n1d4QvQalBZBeAZKi6w7Bian13wW/lJAafWIqs6+8LhkSWrmvIuvU5IvFepYsnngLucSkrrXsJSjLJr8uhbdC2vqXlLJx44olHZ5iExKj0xKH3v8rGNkPDwuWVpYrsteudWNJNEyeG9Oa8kUeTG72Id6DYuGDYyu6SiLhh0FOS/W9tzTqlTyUVqUdnk4bW2/lN3DYpPY0BDqLLtOFFYJlHYVQGn1BXsXd/VMNgiGyto8ylcAAGR9kDkAr0BRXm0zO5T3+b/QPHCXviQ6TT1/qTLRnK4wQsbWTz1/ye5FGP79KYnzor4cyeSff584dbpjZHxWh6O0Dv385MV/FwTNA3dVrg5mARr6fmI/BZG2d3xKfSGLwclHKn+nVOSkzUZpVUFplwVrB+eixnaVTK9AEfXW3tktLa+EpNPyS8nNHgnRMvz7U1sngSQtq/7GECkQFpvkIwxJvlRo7eBMAjKlyIttzrhExKckyvJOWVjTFWhpkBeVAso378OFlAwfYUhcptzVx1992dvLvbf3/3g4p7KeDNPXdJSjx03d/YJS5MXOnmdfA7QOjVrZOcZn5do7u9G71pKmDlsnQWpuSWh0giQti2Q6CDw8A0SJsryI+JQzrp70uD7CkNDohNiLOXQRMHhXTi3NRmlBVla79EqQ1wABoedNT1udcfVMzM4nmaUtnam5b0S1d3aj4VpogirHXh63DN4LkcSr1J8iL469mEPSl3tv0+lvrLRsgfC4ZNIqqkrn3V/3Hzik3nKVy2POo+zYvoONWUrbD8xUWM6LWweBBz3zX0jJINfeNV39ktRMklnW1k2/LlqD9majtMjyk1/XYufkStJkKmlJc0eWotozQEQy6Z0ep7SxF3PUL3FT5MV0OVkAoOEdWGnVCzT0/cTObj1hZqHeWhVpOY9iYePA7mJuZTcwOU02Dz8h6XAODI9KkOWxs+3g3XvakqaOi0UVAHAhJYNdMpv+CaAt0d5slBZZETwDRGT1KvK79xGGzAEUN13NrW6s7xlMkReTYpzShkYnsBNQCSpdRHRaOSuteoGK9p6knAKaydlbpqUjSv0ohP0HDiVm59ONXorXdPWHSOJdvf39QiJIDiutovVaeoECAEIk8XRqLgDQK2TaEu3NRmkhIj5l6ZUgKlBpM4orq6/dpL9+T//gsJhEejqiMoTHJVNpM4or4k27bwAAIABJREFU1eO2LE7artEJts/i0JHj6k1lQ73oKK2mbl5KkFhCJqxzSpt8qZAGPZ4F8PQPVqlWe7NRWuyIWgZmAUxPW9FR7NXXbtLfn/I1nDh1mnZBefoHu3r70x2pDLk1TZmlVTT/tLU96Wyu7b5FLpUXJy0A2DoKSFWJ2fk/Hjqi3nhfUTgdUKGjtMHno2mvG41vSm9NAcDRzYsclFPalwD09iEwPIoGJWd74LU0u/f+lIWNg48wRGVLeNsSaWG5+rvsFnw+mpQsqG/VXpLa0dg/zFmAvZvQEZRWX5iYUfqFRFjbO9k6ClSCJHn6B9P1RMvautPyS+lbbElfUTj93Q9MTrt6+zu6eYVIEkhOUWM7Dc8PAJHJUpUaNBXovPurvbPbGVdPWVkt5xny3sMZZw8fcuqb9yhsy+1d3J09z9I1AZr6h119/B3dvOycXOt6BkimOD6V7tLYP0wXIqjvGXRy93Z088our6MFqjp7z7h6kn5sttn0S9BDFtE2lBZZAJqWaUYWDUqLLD/0UQ37CAdZLlBaZPnxFYV7+An9QiKcPTFC3fKD0iIIz0BpEYRnoLQIAIBMUSNOSBMnpEUmpafllbBj9DlZzYeWMkUN+7Kmq5886JqYUdZeH+Dc5cmLucTs/Ij4lJqufk3VzgKUtnTSl8pXqh9qQfNyVxOUFgEAOGlm2TEyTraytm7T01bqMftZ5h3qsAg0PX48aWZJ04OTj+hYpdrrA+KENPXy9T2Dp63ta7r6e8YehEYn+IeKNR3RzNKGprMU1bt27mYbQx8+6RsoLQLwrhgA8NP/HtNBy5yshLSaVohm22Z62mpa+aZzWpO0Bw4eoc+oAcDRzYs+wlWBHd7s7hvo5O5Nlz6LiE/R28VrcirqF7rLMkgblXxx6ZUgy4iKtPDu81Xla1CZ7Koi7f2nfzXcvEOf9KgsbK8yoJ/QMniPne/aNTpham7FOSmfts3dN5AuJw2apbWwfWemQUlzR8K7K0RTwuOS6cxEa3unooY2Gv1DpRK+gxMGDBAVaTNLq+IyLpF0RnGls+fZuIxLFjYOdMw9K61/qDj4fHRafqmz51lyW+gfKqZCqjvTPTphbe+UmJ0fnS6j9eTXtRw8fDSnkuMcQtomLSxTGcTPKe3cu+vlAUBdz4CmC93KjhsxUhkADP/+NCjiwmtmjpH6ErW8BqU1QE6aWTq5e5PN3MqWvX+hs9iUr8HV580YZlZaNjwGyW+4eYfq5O4XpKVbK71AUdL0Zpihlsvj1qGfnT3POrp5sXfanNI+VM56+AnZnNahn9WnClPIQaWF5aRTipxg226PiSJjNO2y5iwisN4ySJtRXLn0SpBlhJ5pxx4/Y68MG/uHg89H04ms9C2Vy+NZgMHJRwOT0/QukRagw/RVGHv8bGByOr1AQX8MmqTdf+AQOe7w70/ZoBOc0r5kzpaEpv5hMjsfAGSKGrLR1TTJGZWugisUS/ruTyXLi+iIZT0EO6IQgHcvj72DztE7vYqrPQ4CDzqLlU7KZaX1ChR5+geTAkePm5LMEEn84OSjivYeMsmGpeHmndPW9pHJ0sTsfO+gc/NKu3njJjrX1z9UTGfYabqnpWK/BJgDqOnqj06XkRxF6zWy0TlGAWGRveNTdBfFla7U3BJnDx99Xu0BpUUA3pX2/tO/6Bm17/6UKCpWvTydENs7PsX2M9N6OkbGJamZZ4PDZtX2dXTzevi2Bzinsn5eadm2zQIcNzUnaU3S7tt/kCS6RifMLG2EYgn1XJ2C+tagiAvs9bOTu7dK0Ax9A6VFANQ6ojz8hDT6uaXdGTJz7fm/kKWoJpmiqFjS1fTkxRzts2m+NbKTedTp6OZF74FZfIShdAKtraPgP2kd55cWAC6kZJBpwJqkTcsr8RGGknTsxZxNH23U+LEBlK9g00cb2U5pM0ubs8FhWnZZc1BaBAAgMDyKfTn2+Bmdlap8BZ7+wQ4CDw8/IY2HOjGjdPbwIX1IuTVNFrYOAm+/iPgU9rQcHpfM+URxFsDdL8jOydXV2z8xO19xpYvkl7V1O7p50cewmtoGAF6BIgDoGBm3sHGwdRLQLT4rlxRQtF5zEHhYOziHSBKKm66yQeHUUXk3Lb+UjaWuh6C0yErh7hu41k14gz7foC4ClBZZEZ7/CyqPXpDlAqVFlp+arn5bJ8HyLquFUFBaBOEZKC2C8AyUFkF4xtoMYwwSS5ZeCYIgOoITBhCEZ6C0CLKWFF6+stBdlkFavY0JgCD6D3ZEIQjPQGkRhGegtAjCM1BaBOEZKC2C8AyUFkF4BkqLIDwDpUUQnoHSIgjPQGkRhGeExSYtdBeUFkF4xjJIyy5qhiDISoOzfBBkLWnqH17oLssgbdvtsaVXgiDrE+yIQhCegdIiCM9AaRGEZ6C0CMIzUFoE4RkoLYLwDJQWQXgGSosgPAOlRRCegdIiCM9AaRGEZ0w9f7nQXZZB2u7RiaVXgiCIjuAsn5Uio7jS2fOso5uXX0jEzD+vtJQcnHwkU9Qs5VgyRU1VZ+9SakDWisHJRwvdZRmknV16FQZHirw4RppN0mOPn0UmpWsp3Do0Kk5IW+gh8utaJv/8m6Txv4C/4D2tvmBl56h74cVJGxab1DEyvtC9EH0DpdUXLO3OaHpr7PGzRFlelqKa5qhI23DzTuzFHEXrNXavWQBpYXlidv7Y42cA0D06YW5lJ4qMUVzpAoDOu78+VP53ui2ob42RZrcM3qM5iitdz/+F1NyS5EuFeFrWK1BafaGgvtXS7kzDzTsq+YOTj2ydBA19P+XXtdCzMSttbnWjf6i4dejnGKksLCaRZD55MWdh41DT1d88cNfZ8yzJDAiLrOy48RoAAFLkxVWdfSTfP1ScWVrVPTrhKwonSgOAg8DDw0/YfueXmq7+k2aWK/fBkYWC0uoRzQN3g8QSKztHKzvHsrZukukrCp9+e0pMlOXVdPXDu9LaOgpoDY5uXiQhFEvUuyvYy2Mq7UPlrGeAiJaxdXpTm4PA4/7Tv0g6vUBR3HR1uT4mskRQWj3F3tntp/89BgALG4f0AgXZAsIiU3NL4F1pDxw8QgtY2Dr0jk+R3dXr5JS2+trNZHkRLcNKSzMVrdekhWUr8TGRRYDS6ilFje3pBQoAsLZ36hgZpxt5rM5Ka25lyxYgmbpLW9XZlyIvpmU0SUsag+gDKK2+MK18p7snMTu/qLEdALyDzj1UqvYEdYyMR8SnkDRnD1ZA6HnS/8QiTkhrHfqZpKm0EzNKH2EoLUMvtlFavQWl1Rc8/YMDw6PqbwwNTE5nllZZ2DiQ/O7RCWsH5867v/aMPfARhlK3T1vbd979FQAyiiuDxJJ7D2cu9972ChSRd+AAAevTD1/KYqMKahvJZkord6C0uoRtd23YqQyUVRsTmU9m993fyoyKT0yWco+ZW3qH5akZZF0VWdviCQ+UZanZIZRTf75d4xUFhGfwg4azattzq9rAYDmgbvsqVhaWC6KiqUaAwApRvjpf49bh0aX62MiSwSlRRCegdIiCM8gt0ULYhmkpU/wEQRZBXCWzwqiaL0WFpOYmlsyt9YtQQwJlHalcPHyjU6X9d2fKmvrNj1t1TXfrOPytuuLO9CTF3M4pZm/hEavxT3tIu6kDZ78upaAsEj6snd86pSFtfZdrO2dFnesqs6+xOz8xe2LrDnYEaUvhEgSmm+NsDl0mL7y3fnwT17MAcDkn3+fOHW6Y2ScPLcl/95/+lfzwF22MB0/DEyYEmlhmSgypmfswbJ+AmSVQGn1Bf9Q8cDkNJtjZmlDEuKENPqEdmJGGRgeBQCXe2/AAABafUFX1H48O9P2RxzKzuS0FHajOJKkn4N4B10jqRRWsMDpdUXRJEx7Xd+YXNoR5SO0pY0ddCXzh4+JIHSGh4orb6Qll+aKMujL2cBDh87SdJxmfL6G0Mk3TU68Z+0b6+fASBFXhx7MYekxx4/CxJLSNrmjAstQ+frVV+7idLyF5RWjzh20qyxf5ikndy96ZD95oG7dKaOX0gEldZXFE4H/afIi4+dOEXSQrGE9iE7CDxu/fYHANx7OLNl0xaS+fxfcPcLWvHPg6wMKK1+ESSWWDs4O7p51fUMsPkyRY29i7uHnzC/roXOWb/3cMbZw4eEL06RF0sLy5w9z9o6CpJyCuiOz/8FT/9gZ8+zYbFJbFjWuEw5G2UG4REorYHAzo9FDBuU1kBAadcPNOif7iyDtPQpIrJcoLSIFnDCAILwDJQWQdYS7es8cbIM0sZIZUuvBEHWJ9gRhSA8A6XVR9RX9FAPYry8TMwoV7R+ZBlBafWOiRmlyrCH1qHREEn8yh2x9vrAIhbORNYKlFbvQGkR7aC0egdKi2gHpdU7UFpEOyit3oHSItpBafUOlBbRDkqrdzxUzqpMdm2+NRIWk7hyR0Rp+QVKq4/QOIyE7PK6LEX1yh0OpeUXiwijicMYVxwfYWhJ85uAT3MApuZWK7pKCEpr8OCEgdXA91yEzRkXRzcvKzvHlV4bFqU1eFBaBFlLpIXlC91lGaSVVzUsvRIEWZ9gR5S+UNPVn1/XsubbIkKZIKsMSqsv2Du7VXX2rfnGxklWYeafV2l5JWyOrKy2pqt/5b8b5B1QWn1BT74TLc1oHRr9Ye9jIgLHLrlk/CYpNWpV3If6C0+oKefCc6SlvR3uMddE6SloXSrj4orb5AvxPh+Zi9+w7s23/w+737v/n2+6Vvu3Z9SRccEHj7hUji1beEtyuS6H6mBYAYqQylXX1QWn2BfidnXD1NjIzJtmXT5r17Dxw3NT9pZvHjoaNffL6TvrWgTXGlS+UoKtDfAb+kLW3pXMOjU+jXuzqgtPoCp7Tq25ZNm7/fu/+4qflJc0vdNTZIaYsa2iLiU0iaripI6R6d0PQW5f7Tvyqu9kwrZ7UcRWX3lsF77Euy0GGKvDiBWTxtpUFp9QUdpVXfNn/8n8YHDx/j1NggpfURhjx58WZ850kzS/Ytgbdf7fUBzrcoXoEi76Bz6QUKVx//4PPRmo5ietqKpucANhi/xyp+wsyCJCxsHBb+CRYJSqsv0O/E3tlt4wcfLmXb/PHmz3fs/Oqrr7/66usvPt/58UcbqbTmVnbSwnL1Tfh2aUwt/zVN/cP79h9kc9ZWWgeBB02zZqbIi6PTZZxvUSRpWfFZufSlKDIms6SS8yhBYknr0M8kXdTQdvjYSbqaYevQzwFhkVqOskKgtPoC/U5mAVqHfl7ejR5lcPIRZwHlK9VmqJNZUmnv4s7m6KG0zbdGVBrJqZO5lS378smLObY2lqKGtuRLhSTtHyqu6uylX1HypUI64WY1pY2RZi90l2WQ1j9UvPRKDAw9+UOm0oz7T/8KDI9qHrhb0tSxc+dusqwmRd+knQP4Ye/+1+8W49RJZfIjAJhb2XEe5SWAk7s3SVvbOwFzJezo5qV8e7DVlHYR4ISBFUE/pQWA0OiEI8dNLe3OqPeRyqsaNF1VrgLq0joIPOycXFX+sugorXoO5ZSFNQC8BCBLe3v4CZ//C/Du7S5Kux6JkWZzPkFd5Y32x+o/KtJGJqXn1jTNMZ1D9C31fbnOtG8umKeVsxMzyokZ5cu3b3kGiCZmlHm1zTmV9QCQU1Evr2qYev6SOKzlKCvEIp4wLYO0q/xcCzFIVKSlfWkx0uzM0ir2LfV91aU9bW1PEpK0rODz0cHno2klMkXNpcrLPsLQmX9eAcCTF3NegaLc6kaZokb7UVYI7IhC+Iqm3mMAOHLcVNNbBGt7J2LgawAzS5vG/mGvQJGmA409fnY2OMzWUUBzrOwc/UIi2LVaUFoEmZ8zrp40reKMrKw2MlnK+RYhr7bZw09I0pd7b2/5eHN9z6CWYx08fNT3XAR96SsKP3j4GFsApUWQ+QkSSwYmp0la3ZljJ83Ic6yTZpa2TgJ2I0MyZGW15la2Tu7e5la2kUnp1g7OWo7l6ObFhlPLr2txdPNiC9g7uy3HZ9IJlBbhK61Do86eZ5ertsb+4UXvGxB6ngbiWwVQWoTHaB82vGqscjNQWgThGSgtgvAMlBZBeAZKiyA8A6VFEJ4RGo3Sri7WDk4+wpCFbuZWdovY66S55SL2Om5qtoi9Tltzz5JZXhxc3BfzPZhZLGKvXTt3L2Iva3snOs9Rf1gGafWin36N0LT4WP2Noer/b+/N/5o62AAAemutH9R+aS1V5vfvD2Onp2cjYCAJzPNxfjg5mTkzZ3JeOXNm5rquoTtPXv5K+y1Tj6hrYqZpcBytMSDB9Oc4+OiHpsHxscdLG8o1/+J10+A4U2Ch7fkjZiqlaXC8oq2nfewe7bdMrQcdxDO5bia56UC0j92raOtp7B9do/s2q6Ju6c1bum/0Cbby+ShIoh2dfyoJjw6LSy6sby1r6UrMKeSLgpFvBATptltYXpFGxYdExuXVqCvaelILywUSGbLVRpBu8TUA5PEpYnlkTlV9RVtPWlGFSBZBtaimCiMuI08oDU8rqqho68mqqAsMVUQkK9fNtRWQSnnzJ5CER8tikyraejS3pwvrW8XySGowMapoQ6MTJOHRpU0dmtvTZc2dkvDo0OgEUmhCqmhjlbmisMhCVYvm9nRFW488PiUgJGz22TIxzTaIdhPrQHQgWuR0axdCFG1kSsZFi8ukXx0AUNN1MyQyjniEeNsV1beamVt03LlPytU1MUM0FgP/vMWbBsfNL1yi/h0Mzy3wRcGrDLmmFp9fumwdnUaWwZOXv3r7i6YWf6bNtXUQS1EPjl28dKWspYuUZv7Fax9hEHIfBf7Zen33vrOwtKL2d978Cbz9ReNP/u59EEX7FgBrW3tBsIyUaxUAoVTeNjqJjmyDaPFA1HaDbpfK9htXrzlw+UKunxBanBBpHblLfJqh32n+xWsz84scT56XIJB4h0Fmny2T1rXDnXcAnD173tndSyyP0tyeJuVaBcBHGETNBQC4YHHZw0cgi02ijWrt5SekzbV1oFJW1sA5swtcvlAoVTT2j5KSrRLcTYB/3uVm5hc9+QGKxDTaKyIaIRBFe9na1lcUnJRbTDsIJJSGLyyvwH0s2h0IEi1fHJJZXhsSGcflB3D9hNAZAhFZbBIa0kC/k59YWts94COUuHr5etPpNqeqoePOA7iP2lmRlN54c9TDR+Dq5SuWR1J12zx0B1p4E3NlltVWd/RzPHk+wiBa3d7/8QX6Z9lm0SqS0ms6+3kBQd4CUWCooqHvFill661JVGHUesqSqrLWLneen2+gJDyBRrfzL16jK0Kire7sz6tVu3nzg8KjErILaXWLPChh0e5AoGhbhifgHZNVXhsakwift6RRx/EnS2lFFXAf/kAAAMjyH+85XB8m3QokMlKuLQWVAg3ruicfefuLmHTrE/Ch+4DuctgOMz+99PDx44uD5fGp1CsSSsPhDhItOuLO85OEx8Rn5lN1K4tJhDtYtDsQKNqsijr0Yp9dqZLFJnv50egW3S7wd4KjnfBIY/8oXxzi5s33FohIukX/+rCdl968Re5Ce6e/8/ITevIDAmUKkm7Rj4J2AkMVcOeX39+5efNpdZuQXQj79tsp2tlny8rSanikd/o7Jt0i/6boLg/5y7vF/IvXHj4CQVCoPC6FdEWRKRnwDZ8qWgCAp6+/RBETl5lPUg4au8ai3YF8EG157ej8U3Qwu1IVnpDmLQjk+glXCDMJSDbwd1L1DhHjxzb2jwqCZe48P16AmDh/I4tNgjuwnRdf/ZZdqULf9k5/x/MXewmEIpmCaPlNygUAIL4eQyejvqJgkm4L61th0dsp2s6JmaKGNnSw/8H3ULciWQSxfeTxKX/tfLjLkWU8AGBhecXDRyCQyMLiU4juaRKyC6HqCKKVE+vg5ScMjoiJVeYSxaPqHcKi3bFA0eZUNRDdEQMAcqrqI5KUULfoN0cNBX8nze3pEnU7MVdD362A4DAPHwFRt2J5JDH7s5VV2KlG9E7P8QKCvP1FQmk40i16nhC6x+HEXM9XVqm6jUhWrv0z15YCS3kHAOmKBh4+9vYXefsFimQRyAMZ8iCD7nLSFS2s3DRxAQEhYWl4zcSqKOLu2TFuIlCJQoYmLSc9CZ82vVMGIIFu0OBIp27PES0Qs+JKeqPjo1y9tfxPUTrgLQMjxR3toNv6J28BD1fSOBoQpPfgDU7eKr35BHRdTOfHEIKVfP1KxvoMQnUBIQIoe6lYRHk3JRb9bnK6sePgK+KATp1jdQQsq1paBSiMPdkNH5p97+Ii+/QFFYJNQt6eUCEHouiGcrq1x+gFAaHhaXAnWLnqtItLKYROo6Cl6AODgiNiotC54cnRmLdgeCRo/REA6RnKr6mPRsnr+I6yckumVAv1NodAJ1Xre+b0Qki/ASBPICxIGhCjT9gNo5q6KuY5w8r9szNcsXBfNFIf7BYdKoeLScCOVq6LuVU1VPyvV8ZdXT1x/qVhqdkFejJuXaUlAphaoW6kzP+JMlnr/Yyy9QLI/0D5ahxVuo9TS3p9MokbJf0d108YKIuQx6UEyhSo441EO/PTS1qf7D7CoJDIuIhkpSBIGp+ZDw9i0e5AkGhnny2T1kJA8mrUsRm5VjbXUgpK0UHi7+TtL6LmUvUOicOjbOwcg/8afQH/bGffQAnVwUL33Yf+EpmTG5fo8YiYSxoVDwPDEXm2suolCHT35tsRgmts/+IKgURGXb85uficFxBk78gJkv8dxYLYeoqkdOr/15s/gZcgkOsXwDRPm1pYXt3RR60PXxwilIZfJ0QnwKLdgRDX4sDVSCRVrAHg6OqRWVpDPEj8nVbWgJcgUD1wm3RmX1Fw0F9dXAipnfniEOqdJ4tN4hLWSFBzyeNTssprSbnSiivtnThrzLm2CFIpQqm8uFFDSiONThBI/vFvSLrLo1IyidG3IDHpOa5cH+IR0jLGpNzimPRsUq7iRg2pHbBodyDUBXQpBWUiWYREESOLTRJKw2WxSVSzAervlFejloRHi+WR8vgUoTQ8JDKONLIF6Nq5rmcwMFQhkkXAXMERsV2UhazUXB3j90WyCJhLJIsQyyOJg7RMubYCailNg2OCoFCJIkYolUsUMSGRcX335klpqK3XffchTC+UyoMjYsXySBQaE0Fdezz46AexPBLl8g+WUaNab4NoN2FvowPRUpt198Bk5cPOJv5cwWaFtJ25tqeUzbUek5UPO9jKZwfCJNrhuQV7J1emsOW0t1333YduXr6WVjbBEbG0ZmK0t3j35CMOl2dheSUwVEH7n80uDA8fwcxPLzeaS1dQS7GxcyRu1FE6wCpa30AJk/kKVbRLb96SisupaiCl2QbRbuL8WLQfBa1oG2+Onjp15uiRb6idNAj1tnvy8ldTE9PC+tb7P76QhEeTAq5CqLf4k5e/Htx/oLZrYPHVb/L4FKur17TJhaju6KPNwp5Lh1BL2ffV3tH5p2ijzcUk2sabo6RAAUSoop1cfP7N0WOoLCsbO72IVj/vtGj2fxdCK1pZTOLC8oqllY32ooXvtOjjV//5gpqLeotXtd8Ii0tGHw/s2081MGKR38VLl5mCp+lLtPv37ls3F9NdbnX1mqp3iCkXVbRwMQbcX1kD+/bQFL1jRYsHomjZkGhJfPHZ59SD67bzwf0Htc/V0HfL/KIl06n0K9rOiZn7P75gykXbek2D4xaWV1jKYn+nTc4v5QWIqcexaHcgWyFaaVQ8XxRMPc7Szl0TMwKJTPLPKSL2XFY2dlQbem3K0iHUUr747HPzC5c4XN6JE6fQCkQStK1nbWsfmZLBEnWVXbRnz5nT+qnBot2B6Fy01R19p06dof2KpZ25/ADTrw83D93RMlfrrckzZ8wAXeypdcvSIdRSfAKC0AqwQwcO0T5vqa3XPnbv83/920cY5BsoOXrkG1p3WSyi7ZqYOX78JO1XWLQ7EN2KdnLxuenXh5nGP9nb+c2fwOTQ1+8ox2lz2TtxYAzlspYuDpdHTWAIUz42do5otTYRausJJDJkcpBSUEYMdYtgEa1QKicaDBHBot2B6Fa0Z86eJ9n9EKG2M2lmyIHjTl0eQM3VPfnoyOGjcH4ov67JydVTm7K2gnWno4gmewhq612xtm0duQv3uycfnT1Ho08W0R7Yt59JmVi0OxAditbDR4Ds3WmhtnNUSibxPfbEidParIgqamg7duw43EwOmnz1ny/MzC+um2srIJUy/+L1t9+eQB9PnjxN60WV2noePgK0NrNQ1eLsxqXmYhItXLrIVMMdK1pZbJI8PoW6DT76AVWLNgHakIVHTHo2e0rUX8quVFG/5QWIn7z8/z7+irRHV6LNr2va8+VXaYXlGaU1cKPmogpp8dVvpiamQqk8v67J2Y173dlNm1xEDK17bOfoct3ZLbe60dtfxBSOndp6XRMzpiamyfmlaYXlRw4fpZU6k2ht7Z3KmjuZarhjRWs4EN2+bA8sos2rUaMxFRLU36lleCIqNYu4URdF0QppZQ0k55WERidQl9qz5EKMzj+lei1dN5euoC0lt7oxNDohq6KOKRftXT7+ZClGmROTns3ktJ1JtExvsxAs2i3HoETLAl57/DGl7LC1x1i02y1aO0fOJiLEmJ2/uIlc5y9YbFsuK1v7bWi96y5uTBXgeHozfWVhacUYeoc5tNLBAwc3kcvGznGFdiG47qAOQ6wLFi3GEDH8zogewaLp6fbLAAAkcVnFVD9+pJYBSAkKt7O0cXeyRWWZefoIggKpQYEQtT1DLpyfUgeG9Dm4OJOdZKmF7BoWdhRotX7QBRtMOiVNeATEITC2FGJSFamF1dSj3fceUC7Ig9hbWvfNDhGOjg6/9Ta1p7WPmb5j/dieST7a39WRV1t9wBrku0Ai5YFLFqdsQoArX0JhHaNIcSB4870lTw+leqWEVKp6UVxq0iMzC0YuzsRLFoWsGh1RsedB4k5RUzfunh4M33l9U9PxUQyy2qprvch8VkF3XcfMmXkeNKsKDYisGhZwKLVGa23JlEEWiq06/Ihzm5cpi4rx5PH5Bc3KjWLydsje3Fgs6/Q2wkWLQtYtDpj06LtnnxkaWVT1tI18PDx7LPlheWVkbmFpsFxjieP1twHsmnRbvoVejvBomUBi1ZnDDx8zDQqCzeWvE9e/pqYUxQanSCUhvsHy0Ii46JSMtlXpRaqWljKQvHjqWzuFXqbwaJlAYt217G5V+htZnOi9RNLN5ELi1afGLto3wGw9Obt0pu3m4jvoj2be4XeZjYn2saboywuJpnQr2ir2m9sNAsWrc54C0BZSxfLxpI3OCL26rXrXoJAgUQmkMi8/UV2ji6evvAAAcaAFd7Ox1wQYD+kS/on3zJ8irUVO3jNKab789wTLGE56QSuuooXf6OztHF6ZcfffmaYuLSc8+sG8/u3X+Jl6ht5lNi7b11iSLczxasGj1ieb29Ao5LIaeaR66c/XadfY+m6OrB9NXgaGKxVe/aV9cZlmtnaMLy6iysbBp0QIANjp3pV/RbsL5yY4SrUGxCgBfFKzNDcGyECKloEwzOqVNcSNzC/ZOrrRzObTMv3jdOTHTNDjWeHO0feyeoY0FfIxoO+48KFA1a58eD0RhAACgqKHN1t6p484DbRKzzKmmFVUwuXQkIo9Pdef5PVvRahRpDQBbeyc3b74iKT0xpyg5vzQqNUsolZ8zMyeFsdcjHyNaAIAobAOrOLFo9UlZcydtRNPtZPbZsrO7V3xmvvZZrGzsWm9N0m60Qc2JNA2OX7VzqO7o0744P7FUc3uaenwVANvrTtqfZ0v5SNH2TM1S41YygUWrT/Q+5ROfVeDsxqUN08wCyXkqaWPyw7oKAF8csgnDABarhsScQi17B1vNR4oWbCQCKxatPjHeFVGbYNMromgjbkFSCsraRtfvjW8DHy/awUc/aDmDhUWrT/T+pN0Ebt78/Lqm7VzS4CUIZHIVwDLDtM18vGgBABJFjDbJsGj1iTGKFgBQ1tzpJQh0dvdKL67c0ATP5lh5Dy5dthZKw9OKKvJq1IWqFmVptSIp/ZyZuZYj1duATkQ7/mQptbB83WRYtPrEEEQ7+2y58eYoAODJy1+DI2JlsUmZZbVa+ohU3RgOCAlz4LjHKnO19JvTMX4fzso2DY4FR8QqEtO0XFrQffehqneorKWrRN1e2zWAos4ZCBJFzPyL1xvd3vxJPk9IVPyT//crey7fQIk+LvEDWLR6Fm2Jup3D5fVMzQIA2sfuhUTF90zNFqs1VjZ2U4s/a3+e9rF7odEJDi7ustgklpGhoPAoiSLm+coqACAuI6+0qaPjzoOUgjJ7J1eWkzcNjmtfE31R2z2QU9Ww0Y0az3bmp5d+4hD2XPFZBXq5RggWrT5Fu/ZP9xTtY/eS80vh/i+/v2PxXMHCyNxCjDKH1kOFeuB2THo2+hiXkdc7PQf36/tGIpKVTOeMSFba2Dn6BARVano3USWjIzQ6Qd9VYAOLVp+ibRocQ1FSAQCDj34gOnPz8BGwZyfZBiz/sc6CTEViGtHrYn5d09AAAgaZ0itPXv6q32cpO0zhDlnAotUZg49+iEzJYPqWRUXvAHDz8iXNKxbWt15zcEYxfqmkF1eymPKwTMaSWAOgRN3O5Qc4unqgrsEOg9ptNmqwaHWJo6sH6qMSya9rksUkMuXy9hfRdoDfsS5RWv7j/XVnN9oHslAavq6nZSKj80/jM/OvOTj7BAQ9124tJEaP7CjRVnf0PXn5qx4r8Hxl1YHjfvXadTdvPl8UzAsQc7g8C0sr9qWwbt58pq+S80pYpmE0o1MWllccXNw9ff354hAvP6Gzu9d5cwuWiMxEWm9NhkTG2do7BYVHNQ/d0SYLRufs9u6xQfHL70tBP8+CVKawA8X1nV8hFZ1X7DRxhkY+cYkaw0EI9Qu5ndPhBlpGzzEqWUgrL5F691flrM5tjtolXdGF56Y0DjoG8ByK9rWjeZrpYoNQ/dgVPEGCNit4tW7wNRJBaWV7SfJPz4JUqFqhZV7xBLguU/3l9zcM6uVDUNjjUNjlO3EnW7sxvXKFZffDwJ2Rt2GbEVYNEasWhpaRoc03418rqihdT1DGaW1WaU1lC3spYuLS3pt4eKtp6E7MK4jDy4bWLMhomeqdkN2TxvHVi0hiXa5yurm5vW75qYkYRHW9vaK5LSGd0xUqjU9LLM3BodHE9eWmF589Ad5BJAh76vFl/9FqvM1dXZPgYsWsMS7UYZf7KkSEyzc3SRx6dcc3DWd3X0ycjcQlRK5pYW4RsoKW7UQCeycNOLV8DdLtqM0ur6vhGqGQdK8Mvv79gNPlDX8B0A7Cl1uAhh6c3bxJwiZzeuNCq+e/IRPKjfsDqr610+ccCPPSVx5nxdMx2UcvDRD9o7qdsEz1ZWoYtp4pacVwK/3dCvr/1F0X67iReoHSXapsHxmPScxJwi0obcLClLqqjfErey5k6Ysqr9BntKplhbyXklQmk4dE0+8PCxUCp34LjHKHNYqn3sm285XB5pWYg2ol1681YenxoSGdcxfh8AUNs1wOUHuHh4swSw1pLSpg72y0cLHpsGx9hTovCfd//7v3VTEl188UXBVFO77UH7X18zOrXuRcG/t/kXr2m/Ld6gl2aww0SrdzhcXqWmd2F5JbtSpUhM4wWI4Q+WU9XAvihKc3taJItwduOmFpbDf/F1RfsOABs7x447D2afLQeFRyXmFIXFJcOv/MRSbaJj5NWooemvATL/4rXllaunTp+1sXO0c3SBmzQqXt/1MgiwaHXGzE8vif5NHDjuRJ/9LB7JidT3jfgIgxxc3M0vWrIb+uRWN1Z39qOPRw4fJX7L5QesWxaMM+DsxhXLI9vH7mlTvZ3EwMPHHE+elY0dfGxmVdTd//GFviulFVi0OqNtdDKN4NxEFBZJfPNhj/JMpaKtx82bb+/kyrR6KSY9m+immOTxfEPFLb76LbWw3MtPGBaX3HdvfkP1NF7snVzfAjC5+ByKdmUN8MUh+q6UVmDR6gxSUGmx/KNEuy6koNKk82+0uOqOPoFExheHRCQrXbk+RMNgPRKjzHFy9YQDDdpMQWtPz9QsHHZCogUbsWfUL1i0OsMYRVvW0uUlCPT09Sd5llIkpund7sfZjdvQd2t4bgG2as/UrA59UDxfWfUPlgGCaJf/eM8LEOvq/FsKFq3OMBa/x4jEnMLc6kZap3O//P5Ovy94o/NPoUcB4pOQxRxqEyiS0iXh0ZlltYGhipyqhqt2Dhvy46VHsGh3L9S1BFp6jdwG4DoTsMXd17HHSzlVDcl5JZsIRa1HsGj1jyIpndbfxVZD7W3GKnNpfWjoBXeeX1X7jZ6p2ZSCsvs/vvD09d+QO44dDBatzlgDoLF/lLQ1DY6ta7zaPHRHooixtrUXyyO1t7CZfbZMLa711qQ2pol8cQiHyzt58jSHyyNuAolMy9K3h6zyWm9/kZOrp0gWgdaK6QTqcja43luHRWwdWLQ649nKanJ+KWlLzCkSSGSOrh4rWnQ9Bx/9EKPMsXfiaOPftOPOA2pxcRl5HC5Py0CPUalZ2iTbkay8B9ccnNFiTIkixtPXf10PmAYCFu12MPjoBy9BoPbpn6+sZpXX2l53cnbjMkXNYyGnql5ZUrXRXIZJ3735ttHJjQYi1IYnL3+1ve6UXam6eu26bueTthos2m3CleujZcqlN28zSmuc3b3cvPn5terNFccSXb6q/QbcGZ5boNrBG85YlLKkysXDOyolMzGnUCyP5HB5Oh/dXQPA6BQLsGi3DRaXi5D+B99HpWZdc3D2EQYhXW0aloAGaK1/fd8I1Q6e5DNdXyy9eevlJyQd0cmUDzLEg9vU4s/XHJwLVM36Ms3bBFi028H8i9csog0Kj7KysdOhH1Po8EEnp9IXXRMzVDuqdaM0rEtt9wDVIo9qmmfgYNHqjJU1UKzWkLbC+tbwhFRbeyeWV9PN+TEdnlugFpdb3SiQyLSxFqBF1Ts0bDBeBEhP2o47DxRJ6fqqjEGBRaszVt6DQlULaStu1HQSbH20Z209nwYDDx9Tiytr6Rp7vMSSCwCAvLeQtvq+ETtHF8PpHltYWpl+fdjNy9fbX3TVzuGL//sPL0DMFwXDTd8V1CdYtPqH+HDrmZrlBYh5AWIPH8GZM2a8ADExrJZOoE4UwS27UqXf+Awknq+ssmwff/6+e/N8cYizGxdtOolkvQ1g0eqf0OgEN28+yR59/sXrwFCFvqq0G4Bmj8NzC3BkLquiLre6Ud+V0gosWkMhOa/E0dWjUNUCP64CoM2i/51N89CdqNSs0OiEtMJy3Xp27Z2eg1PZxLXNPgFBOi1kq8CiNSyK1RonV8/EnMLZZ8tbLdpVAHyEQRwu74LFZY4n79Tps+YXLjEFKNl+RLIIRVJ69+SjkbkF1Y1hR1ePjjsPdHXygYePk3KLAQCLr34LT/jQK95c4O/tB4vWEGkeuuPm5csS7VYnhEYnQN8XQmk4PCKQyAwkqsr8i9chFI9QpPHkj8TBxR3u2Du5Pnn5q6p3SCSL0OH5tw4s2t0L6g0i0ZY2ddT3jeivRn/TMzVLdaG66aksWpDnx+G5BUFQKHKLZ/hg0RoEOVX1Qqk8PjOfNN/SemtS56PHCD+xFO4EhUfBaCCxylzkblbvOHDciaPEBarmuIw8PdbHcMCi1T8BIWGlTR1v/gQtwxPXnd3qegbRV3k16q1T0fDcAnyv67s3f/XadXl8qpYuI7eH+z8PITOrl6Xnd2s3dyTSko03kRbaOTiTmFmtvTsDidn3+LwKLVPyQngLLYJOSKdUtFS0KHkXKMAlFYZFhccoGqGY4el6jbjcU0CotW/1BnGtQDtx1c3CcXn2+naHcVi69+g9PgW+eDauvAotU/USmZ8Zn5JJPRVQA8fAQOHPetE21CdiHyWeHi4W1haWVr72Q4Uz5bSu/0dzBeCVG061piGQhYtAZB663JpsEx6vECVfO2LS1cA0AQFLo9ZRkCDhz3X35/h0SbVli+Fa/NWwEWLeZvihradkkYeADAzE8vfQMl1xycz54zt3dyNRa7PIBFiyESlZJpIN4YAAAj7Bkp0Ht3vl9/fGcuwExUs2t3L6PxTZEyrGZ3ahAe57WHlPVCWVnO4vNDoBF3Z6PdMzWaWGUS8ok2ARWuIbM6XxU5FPXA7ICTMy09YqGoJi0t2cvXUiW93Y4mRRwWL1hAxlvBtW4rm9rRYHnnd2S2loIzkcs3Z3esjT7705q3llaunTp0hesNIzDEOx1pYtIbI9og2tbD8q/98cer0WY4n76qdw6EDh8zOX4B+M3gB4mK1ZhvqwMTss2VZTCKpM4yWIuskBDbVG4ZuTXa3DixaA0LVOwQFc+ybb+FOy/DE1hWXmFNEOj9fHGLIbkRxBwSCRWuIbM/dSR0+LVA16zfIlap3SCgNp92c3bhFDW1bUejKGlh89dtWnHmLwKI1RLZHtCGRcSRPy+48v3XDhW0pawDMPlumbjqsVVZ57WVrWweOu1geCQDw8hPyRcFefkI7RxddFbHVYNEaIttmcCOPT+F48rj8AE9ff44nz+gCZGyUgYePfYQfzDPq+0YuXbZGS7sr2npilDn6q9oGwKLFGA0fH4kzraiibfRvAwzzi5bEb928fD/y/NsDFq1BUKJuF0rlytJqAMAqAPL4VAcX98BQhbEEX9QVo/NPy1q6aDd5fIo8PuUjzx+VmkXsxXC4/whTRvposGDR6p9YZW5cRt6Tl7829o8GhITxRcGDj34AAHTceXD12nV9125b6bs3n1ejpm75tWqdLIrGosXoBqKTl8ScIuIUvzQqfut8RO1ColKz1AO30cSsg4s7cZ6WJT6oQYFFq3+If/AVbT3EVQ2kdzDdMrX4syHPym4FFW097jw/pi0qJVPfFdQKLFr9QxRtpaaXJNqt81zBCxAb8jtzfq3axs7RysbunJn51WvXTQ6awEkaDBat/tGXaANCwrbozB/P6l9ejpFnif4H32+193ZjAYtW/9jYObJsWzdn2z52LyQybvzJOqEx9ULHnQdZFXXAOGPtbDVYtLuXpNxi6nvduuFtt4f7P76Az9WV9wBF6zAot8x6BIsWY6C4cn3W/topUDXL41Oga3UMFq3+gcsG/rmlKkuqJhef67tqhkJxo6ah75a+a2EoYNHqn97pOepW2z3gzvPbijDH0r+i0ZU2dSiS0kmbQQWDx9CCRWvQOLt76dwyG0V5XXrzdnT+KWnTdWkfhbKkSqKIEcsj4UaNo7c7waI1aDJKa9QDt/VdC/1w3dmtoq1navFnZKD3y+/v1s+2C8CiNWhi0rN14sSMidH5p4X1rcRVvm/+3LrSNsDAw8fxWQX6roWBgkVruMw+W7Z34mzd+Wu6bvoIg6o7+x1dPep6BuMy8i5b2xrIs2zmp5fGEqRj+8Gi1T8CiYy6Obl6Ort7bemwEDIHR5Hg0wrLDSTCAACALw6B1k4YEli0+mdheYW0bY/LIm9/EdxBgQUKVS213QPbULQ2qG4Mmxz62sbO0c7RBW5o3HuXg0W7e0nMKaxqvwEASCuqyK5UAQA8fAT69RFFxMXDW99VMFCwaHc1KJRBZEqGK9envLVbv/VB9EzNZpUba9iOrQaLFmOIrAIQgjvDDGDRYgyRNQDsnTgiWURejbpQ1QK3xn4dx84zUrBoMYbIGgDFag1paxoc03e9DAIsWgzGyMCi3b1QHUQZVGx0vihY31UwULBody+h0QmkI7HKXANZXNE1MQO9QGOoYNHuRvjiEA6Xd/LkaQ6XR9w+3oW/rlgDQKKI0XctDBQs2t1LVGqWvqvAyBoAzm5cQVAoHj2mgkWLMUTw6DELWLQYjJGBRbt7UZZU8UXBcPMRBllYXjlz9rxBOaZaA6D11qSqd6j/wff6rosBgUWL+RuJImbFYKZ98mvVTq6eSbnFytJqWUyik6vn8xWd+94xSrBoMX9Tom6v7xvRdy0AAGAVAC9BIPHI/IvXyIRwl4NFi/kbvih45qeX+q4FAAB0TsxklpGtfDx9/fVSGUMDi3b3kpBd+PckrSfP3sk1r0at70p9YA0ADx8B8cjY4yUUamCXg0WLMVCqO/rsnVxlsUlRKZl+Yqmnrz9+o4Vg0WIMmvEnS913H+IhKCJYtLuatKIKjiePw+W58/y4/ICeqVl91wizPli0u5eIZCUxFi4AwIHjjp9phg8W7e6FOhibX9ekujGsl8pAitUaBxd32m3vl3uI0bd3M1i0uxd5fOrI3ALxiEgWsT3eWzfEynvg5uVLNSTctWDR7l4KVM2HDhzy8hOGxSUHR8RaWtlcumyNwucZyCqLEnW71dVrnRMz+q6IAYFFu3uhjZqHNqpfi21m5T1w8+bLYpP0XA/DA4sWY4gUqzVWV6914QcsHVi0u5eihjbSkabBsfEnS3qpDAI+YMPikvVbDUMGi3Y3MvZ4aeDhY99AycDDx2jrGL9v7+Sq3ymf5qE7JgdNgsKjqBbw2AgegUW7G0nMKVIkpV+2tkXDToqk9MScorHHen7Mdk8+yiitYdqqO/v1Wz0DAYt294LfGI0ULFoMxsjAot29EE3zXDy8LSytbO2dRuef6rtemHXAosV8YA0AQVCovmuBWR8sWszfFDW0NQ2O67sWmHXAosX8TVRKpoGEBcGwgEW7e6nrGUwrqoBbamG5f7AMe04zCrBody+j809bb03CTTM6tbC8ou8aYbQCixaDMTKwaHcp8y9ed07MNA2ONd4cbR+7RzKsxRgyWLS7jjUAbO2d3Lz5cOlicn5pVGqWUCo/Z2aOo28YBVi0uw4/sVRze5p6fBUA2+tO218fzEbBot11uPP8mL5KzCnsuPNgOyuD2QRYtLsOluAaKQVlbaOT21kZzCbAot11eAkCmRYY2zm6bHNlMJsAi3bXsfIeXLpsLZSGpxVV5NWoC1UtytJqRVL6OTNzzeiUvmuHWR8s2l1K992Hqt6hspauEnV7bddA68hdfdcIoy1YtBiMkYFFi8EYGVi0GIyRgUWLwRgZWLQYjJGBRYvBGBlYtBiMkYFFi8EYGVi0GIyRgUWLwRgZWLQYjJGBRYvBGBlYtBiMkYFFi8EYGVi0GIyRgUWLwRgZWLQYjJGBRYvBGBlYtBiMkYFFi8EYGVi0GIyRgUWLwRgZWLQYjJGBRYvBGBlYtBiMkYFFi8EYGVi0GIyRgUWLwRgZWLQYjJGBRYvBGBlYtBiMkYFFi8EYGVi0H1gDQBAUSjySX9cUmZKhr/psmlhlrk9AkJ2ji70Tx83Lt1DVAo+3j93j8gNKmzqIiRv6bmVV1KFv4eblJ5SER+dWNzIVsfjqN4FEVt3Rh47EZxVw+QHooyw2SVlS9TFX0TY66enrP/tsGQAwPLcgCot08fC+5uDszvMramiDabonHwml4eNPlj6mIGMEi/YDz1dW9+/dhz6qbgybHDS5/+MLPVZpEwiCQh047jVdN1uGJxpvjubVqA+bHqnU9AIAitWa48dPHjpwiJg+raiCLwqG31pYXilWa+CmLK22unrN2Y1LW4oDx53LD0CNk1FaY2Pn+Nknn6IELcMTZ86YVbT1bPpCDuzbH6PMgfvffnsiMiWjvm9EPXC7uFHztcnX6oHbAIC3AEQkK8+eM990KUYKFu0HiKIdmVs4uP9g68hd/VZpExzcf/CX398Rj4QnpMpiEgEAxWqNm5evh49AFpuEviWKlsPlkc6276u9C8sr1FL2fbUXKbZpcOzEidOrABBFCwAIjU4QySI2dxV99+aPHD4K998BsOeLL4nf+omliTmF6ONnn3z6dnPFGC1YtB9Aon0LwLFjx/Nr1cRvpxZ/DotLFgSFhkYn9E5/Bw+WNXdOLj5HaVILywEAmtvT8vgUtCkS01DiwFCFICg0LiNv9a8s8Zn5cKd3eq5A1QwAKKxvJWaH1SAVRHsEALAGwN4v95AOjs4/7Z58BP6S5cxPL/d9tXfpzYf7nF20tted6noGqW31+b/+/Xzlw0Vcumw98PAxoIg2KiWT2GGmrXmlphc2Gon2sXsnTpxGH+OzCojfSqPisytV6ONnn3xKbQoAwPOV1YhkpX+wLD6rYOzx313o+Mx8/2CZJDwadkAgi69+UySl+wfL4jPz7No+PKkirizwELWgUgo7QGpZHHpw7PLQAAuu8+rO8bQceT80vRfrFaI5ZHShQx+XVN8AjpJNUdfbQnoT2CRfuB5yur+/bsX3d1ZXr8FHExFTE9PUwvL6vpGcqgaTgybwlufyA1S9Qyj76TPnAABAAAJx+dOWNW3dHXPfkoPCGV48lDpwUArAFw9pw5fDdrvTVZrNZw+QEePoJitaZ56A6pIEApGrH05u3B/QeZLhDJMig8ykcYBA+yi9bZjYteIIl89smny3+8px4kfkzKLfb09afmRTV/B8DRI9/ARiPRNjp56tQZ6vFVAO7+939m5hfh3xDkq/98Qftae/z4ybTC8trugVhlrsmhr+FBR1cPkSyirmewvLXbzPxiTddNePzo0WPZlSrN6FRxo8b068Po0W1+4VJyXgl8ZbhsbQtrPrn43MLyCkygSEzb99XespYuAEB2pSo0OgFV4MSJ0yvvAQAgo7TG9rpT0+BY0+C4l59QGhVPOgkAQCCR0Z6E9ggW7Qeer6x+9smne774ct+efaSvNKNTZ86eRx89ff1h+9KKFtI1MWPn6II+jswtEB9Zpl8f/rBjYgoA4HB55a3dxBITcwrjMvLQRy1FO//i9dcmH+7OscdL2ZUquLWP3QMEWa4CcHD/Afh4ZBeth48AjWMR+eyTT1fWaA4SP2aW1brz/Kh5Uc1lsUlRqVm0om0eunPmjBnpoCw2af/efZ//69/BEbHE4yYHTUbnn5ISd03MXLa2RR89ff2fvPwVAPD5v/6NBJlVUSeUhgMAOu48sLa1R4k5njz4XwkAML9wCT3GUc2R3t4CYHb+gm+ghF209k6u6IT9D76HZWHR6gDUPfb2FxH1BgCo6brp4OKOPorCIrPKawEAXH6AICg0Ob80Ob80IlnJIloAQFJusU9AkCQ8urZrYM+XX8GDpiamQmm4RBFDqgxVtJcuWzu7cd28fBVJ6YBBtIuvfkPjTK0jdwUSmUAis7SyEUrl4J+yTMwpsnfigPVEy/HklajbqW312SefrtIdJH7MLKt18/Kl5oU1f/MnOG9usbC8Qita9cDtc2aMw0suHt7EDrPJQRPYsSRS2z1AvRwAwJef/wftV7T1wL5AbffAqVNnFEnpcDO/cAkNobGLNiQyrlDVQtSbjZ0jvB+S80sPHTgERXvB4rJAIoMnl4RHw5GzycXnR48eQ4ktr1xFJzlx4pSzG5fjyRNKw5f/eI9FywhxIMrO0cXLT4i+qu7sd/Pmo49CabiytBoAwOUHBIYqMkprMkpr4jLyWPKNJj8AABRVSURBVESbVlTB8eQ13hxtH7sXlZpFFK2XINBLEEiqDFW0qYXlk4vPOydmrjk4V3f204p2DQDiADgkOa9ELI8EFFkebbhr5b677TVnf2U9vqs08+pTxoyaJVllSxiFYsjyxRt5O6J4jGm6Nm5hfh/uj8U+KwEwAgp6qe2PE+uP8AVbQ1XTeppa8BQHx9KGvpgj9rdWe/pZWNqncIbeiN/fjxk4uvfiPWHPwl2ucrq+YXLcE/H5J2ji7wfsgorTE5aAJFe97cQllShU7eMjwBT3Lsm29R4ivWtugkXH7A5OLz/gffh0TGSRQxWLSMkKZ8zC9cComKh/vNQ3fgcwniwHGHb3rad4/9g2XFjRr0ERUEu8eevv5RKZnEylBFC39RAECsMje9uJJWtACAz//9GelIWFxyWFwyoMiyWK05e848tbCcRbQH9u2nnfTSRrRpheVM77SZZbUXL10GlEZDNA2OnTe3gPua0akrhI4uACCrog69kwMA9u3Zd/e//yOdofXW5NVr19FHoVTeemsSAPDFZ5+jg4k5RX5iKUxsaEjqsHbqP+Nvp7BRTRCqXh8IHM1LNF3WMbO8e20Ul0PKeqAbB2j2GnHQCguT3tyvXBomWEJNo3f4Jjx47DAcA1AEwOmnRPPnoHQP+D7w+bHoG3svaijUzJ8PITTi4+f/MnyCyrRWO8ULQAgEuXrYkdUapo04srZ58td07MWNnYVXf0MYmW48nji4KbBseG5xZG5hZUvUPHjh2HKamytLC8csHiMhKt1dVrTYPjTYPjTYNjRQ1t9k4c4ksBkc8ZQ0sQQook3OL/X2F1HzcvkB3xw9Bh/gTKJtHrpz8uSH0eNVAPZ+uaesuXPg4ePR+actwxOWV67Cng5kz5dfzfz0knqSg/sPaEan3gFw9AAAen4e9rYWnVNDgO28TSymb22TLcnN24MP3k4nPTrw9fumwN864r2ohkpU9A0PIf75+trGZV1FnZ2AFW0XoJAmefLQ8iEwVCEJj8aiZWQVANJagsnF5/ZOnMFHPwAAqjv6bO2dzpmZX712Pa/mw2xQjDKnc2IGZSf+/Y8/WZL+9aAGALwDwDdQct7cwtrWPquiDo0eoy7cmz8Bx5OHhmRLmzqIT+YYZY6NnaONnaOTqydcpEUsmoQsNsnSyubM2fOXLltzPHlpf82pNA2OwfdhhOb2tI2dI+x8Ng2OwSLg5uzuRZpoIfLZJ59Sn8A2do7Ej4k5hb6BEmreGGUOEjOp0RCtI3cPmx5BH+v7Rjx8BFesbc+eM7e2tSf+nQEAvvi//8BBJhKN/aP2Thyz8xeuOTij4bSRuQWOJ8/M/KKllQ3sgEAa+m7ZO3HOnjO/bG0LL1zVO2Ry6Gtim9jYOe79cs/k4vOlN29t7BzhAg8AQHJeCezx1nYPwOVlEG9/EeqPiOWRFpZWZuYX3bz5I3MLAIClN2/hWAP1JLAseyeOKCxy+Y/3pNMCLFrMJtjzxZf9D75nTxOXkRcQEra58/dMzVLH8Jn4/N+fUeefPh5V7xB1ntnC8grtnPA2g0WL2TBXrG2JKweoLL767Yq17ccsP97z5Vea29PrJitqaCMtzNQVC8sr6FmK+JiFmToEixazYXqnv7O2tYfzXrQ4cNxduT4fU0RRQ5vZ+Qvw3YQJ9cDtU6fPEhc27RKwaDEYIwOLFoMxMrBoMRgjA4t2t5BeXCkICuXyA7QZTUEzOsgeaPdg+NeORbsrsHfi8EXBcB2lNvdiWmF5bnVjZEoGrWnezsbwrx2LdleA7Iq0ZA2A5LwSosHn7sHwrx2LdmOUNXcS1xWtASCPT0E2yprb09KoeKFUnl5ciRb6xSpz4U52perNnwAAUNcziNYzjT9ZIppZw3tFMzpFtHuOSc+m1oTJyDu3ulEki4B1QEXYXneq7xuRRsXLYpOmFn9mSQwIpvkAgKTcYmR0SmoHqgMAAMCzlVVFUrqfWBoUHtXQd4u2DeMz84mXjM5Pa4meVV6LzABnny2jhWJdEzPBEbF8cYgsNglePq37ARbD9I+5dmJB6Nq77z4kHi+sb2Vqk19+f0dMKY9PgWYJTLb4JLBoNwaXH2By0ASuOAMA5NWoTU1M4dLQkbmFY8eOV7XfaBudjMvIg2viAQAhkXFwStPKxm7g4eM1AIgLbmu6bl62toVm1sl5JXA9avfkI7S0tWlwnLRCEEJr5J2UW2xr71TVfqO2a8Cd5wdNTzWjUwf3HwyNTlD1DiXlFiNPLrSJAWFFdNPg2L6v9qL166R2oF137ejqoUhM09yehm5oaO88UxPT/Fo1vGSRLAKdn9YS3dLKBi3fbxocR8unTU1MC1TNXRMzZc2dR498AxjcDzCtB/7Iaw+NTkDOtNC1Z1eqnFw94XFFYhpaFUttkzUAYLIv/u8/cGeVuQWoYNFuDC4/wE8sRQv0rjk4C6VyeFvEZxVEJCtRSqL5ATShhKKVKGKIjg5rum6i5XLEReTHjh2Hz+oYZQ7VKSSTkbftdSc0znT3v/+D95NmdIrovcX2uhM0eaFNDAg37hVr24hk5YZES3xqhUYn5FTVU/Oi8wMAitUadkt0omgb+m4h0RKXW1lYXkHdB5KpBpNot+LaiWW13ppEomVpE6IVEYstPgks2o3B5QdUanpPnDgFAFh5D86bW2SU1sCfKiQq3t6Jg2ypD+zbjyzFc6sbvQSBJ0+eDotLtrxylXhCJtGi57MDxx0anRBhMvI2v3Cpi2DDAJ/A7WP3bK//bXrmGyiBjjJoE4O/btzargG+KBiJitoOtA4Auu8+FMkifIRBscpckSyCdrUjrWiZLNHtnVzResbc6kZ01WXNnX5iqX+wLKO0xtrWvnd6Dh6nipbWMP0jr31DomVpE6JoWWzxSWDRbgz4g/mJpfV9I8qSqlhlLhKtRBHjHywj2lKjXIqkdA8fwfHjJyWKGGR0BilqaOOLQ+A+UbTtY/fsnVwB4X4iQmvkDQA4b24x8pdF+Mr7DzbfHXceEEXLF4fAN0PaxOCvG9fC8sqTl7+y3Li0DgAOmx4pUDV3331Yqek1v2ipvWiZLNFlsUlegsC20cmyli4z84tQtAMPH586fba6s7/77sP8uqZ9e/axiJbJMP1jrp1WtKmF5eEJqXCfKFqWNiGKlsUWnwQW7caAP1jT4DhfHGJj5zjz00sk2qjULOKIEfLn2Dv9HfxdYfc4RplDsslCfuRINpbHjh3vnJghPZkhTEbe1rb2HeP34cHuuw+PHz8JAOh/8D1yBAEAcHL1hGMztIkBAKYmpnk1augAdUM37i+/v4N9EEhUapb2omWxRI/PKvASBIZExRc1tEHRlqjbiZ7lbewcWURL2z3W+bUDAIIjYtGgFBIte5sQRcvSAiSwaDcG+sHOnD1vaWUDAECibR66Y2Z+cWrx57cAaEanDuzbD7OYmV+EioKiBQCYX7SEryuzz5avXrte2tQBzazVA7fNzl9Ag6WisEh7Jw7VNSSE1shbFpsklMqX/3j/5k8gj09Blqt7v9xT03XzLQD1fSMH9x+AJTAlNjUxPXX6LLR32+iNurvfV9I28BGJ5bsLC8or1oAYMlOhE0ENUyPHHOzLz77sNVAFpH7u77au9GRavza19YXjG/cEkzOgWPE5+0LG1CFC1TC6QVVZBmjLFoNwayPk8pKIOm1dWd/chGOaWgzNrW/uw5c+jJCQBQqelFw0hB4VEwzkXfvXnoL8LC8sqly9ZEM2uz8xfQK27XxMxX//mCaYqf1sj7HQD+wbKLly6bX7T09heh/pWqdwga8ds5uqApEKbEbl6+SbnFcL9pcIzWNTGTA4Dy1m4rGzsz84sePoLkvBKSl0l0frRPPD/VEp1E7/R3aL5NkZRuYXnFwvJKcESsRBGDBqJI7geYDNN1fu3hCanE8cWBh4/l8anrtokD5xQWhbIEaZQ2pGLFp9QjWqJtpe0zofx2CwaPUJdXiQaHudU1X/kVapmB0JFq2BEqPMOXnyNHwHxmCIYNFiMEYGFi0GY2Rg0WIwRobBiZY9JHlOVQO0kyAl8xNLq9pv6K/WO5CcqgYUG6W+bwSGOHJ24wql4cijf35dkzw+RX913CSGb+ZOJDBUQZpiMDjRsockF0hkaUUVpGSF9a2JOYWHTY/A8HCYj6f77sP9e/fB6Ccddx4c3H8wo7RGdWO4rmcwRplDjM3n5uW76eDR+sLwzdyJHD3yTcedB8QjhihalpDkRNGSkkWmZJAi4mA2TWphOQoLFp+ZTwrwcfz4SeTUX9U7RIwDahQYvpk7kWPHjvdMzRKPGIdoUUhyFtEqS6thPCUiTPbKAIDkvBKhVC6PT0V/t9BgOr9WLZJFRKVmERdrs0fyrmjrQRGWaC2hiYkb+0cl4dGCoNCIZCXVUB4AoB64jZbFUuPH04aKp60hLJeYGP2pEU29aYnLyBNIZHBfFpPI0gduHblLXJaIYLE+p7Y8laTc4oCQMKE0HAVhAXStASEZlKPjtD4JmMzcqU4FmKzq/zqSmpxfigJ/TC3+HBaXLAgKDY1O6J3+DjUCbWKqBT9g9itw4sQp0syfcYgWhSRnEW1UahbV7pTJXtmd5ycJj269NVnXM3je3ALePdmVqsOmR5QlVdWd/UJpOFxaDNaL5N05MXPB4jIqkdYSGiXuuzd/9Mg3hfWtDX23YpQ56BlFdJOvSEqH10gbP542VDxtDWG5x4+fRO8axBCb7L9CTHo2shkOjogNi0vOqaqXhEcLJDJFYhrR90X35CNaOySmRb+0LU+CFyD2EgSWqNuLGzXmFy7BcFu0rQHZv3cfukZkxszkk4DJzJ3qVIDJqh7+vgWq5uvObjCMKDxtamF5fd9ITlWDyUGTt381AlNikgU/YF7Ofer0WaJnEmAsokUhyYmivXTZulLTW6npLWvuTM4rMTUxJQYUhDA1BDG4cFphOTRez65UEePEmRz6et1I3msAmJlfJEZtozWqRKJNzishdgeOffPts5VV8E/RhsUlw2tkih8PKGH1aGsIKGZD2os2IlkZGKqA+5Lw6MOmR2SxSVkVdVkVdbKYxEMHDqGYeWOPl2gDczCJlrblSTi6eqAHaUpBmSQ8GrC2BvFy0D6TTwJaM3cmpwKA1QJB1TsEx+o0o1PEdwRPX39qHD2UGDBY8DPdq2fPmZPCnRmHaFFIcqJoTb8+zOHyOFyemzefFyCGSwIXX/0WGp0QGp3AHkL2i88+R9bGHE+eKCwSAJBdqfIPlqFCz5tbwGjFTJG8jx077sBxJ4VdZhItDPtte90pKjULJb5gcRkWQVxj7O0vgtcIGOLHA4poaWsIWEXrwHF3duN6+vojV0ZEwhNS0WMhNDqB2CwAABcP79quAbg/9njp4P4D1DMwWZ/Ttjwt9X0jUSmZ5hcuIec+TK1BK1omnwS0Zu5MTgUAs1V9rDL3irUt7F3XdN0k/t2LwiKhAwPaxIDBgp/Jr8B5c4v5F6+JVTIO0aKQ5CzdY8jzlVV42fBfmVa0awDs+eJLorUxjBmTXaki3kOWV67CAQCmSN7fHD1mbWtP8qhCawmNwn7bO3GIb3fnzMxh+LlLl60TcwrbRieVJVUmh76G18gUPx5QREtbQwBA3715YkRmomh7pmZH55+qbgybHPqaamotj0+FzzcAgCIxjfjKDQAQSuXIrmh4boFJtFTrc6aWp6VpcCwxp8jC0gpO8jG1xtKbt99+ewLlQqJl8klAa+bO5FQAMFvVK0uqvPyE8EW3urMfBpX/q33CYZeeNjGTBT+TXwFnNy4pLKBxiBaFJF9XtCRYnrQozdAAAhJ+A/HEsl7DYCz58ybBsfQt7SW0OiJl5BdSHzx3rdnH+yGLb76LSwu2ctPGJeRJ49PgdfIFD8eUERLW0MAQE3XTRcPb3Sctnt8xdqWqhxFYppEEYPKCiEYuwEAuPyAxv5RuN//4Hs0A0SEqXtM2/IkiM49cqsbYUedqTV6pmYtLK3QcXRpTD4JaM3cmZwKANbu8VsATp06AwBoHrpj78RBaRw47rCjR5uYyYKfJUY5CUMULUtIcl2J1trWPqO0ZhWAqcWf/YNl0Eozu1K1f+luGJVQDKW7uPHTsOE7NH8r7/44tvvz0x/mQJMFtCo8RNg+MXL12+/+OLVQBUN4aJoZMRaCCKKX48oIiWtoZrAPBFwcSHJFG0w3MLMz+9bLw5um/PPuqTFo6jwv3huYXDpkeq2m8MPHw8+OiH6s7+I4ePQl+wAIDe6Tnk3pEIi8sIasuTOH3mXHVH3xoAY4+X3Hl+8IWCtjVWAZAoYiSKGBSv3eSgCfwtmHwSMJm50zoVAHSiFUhks8+W+x98ryythn5F1gAwOWjSPfkI2q8fNj0Cs9MmZrLgZ7pXJYoYQx+IYg9JnpxXAkMbUuOa08Jkq33/xxfuPL/z5hYXL11Gzl+yK1VCabhAIjO/aGnv5Np99yE6D3sk75bhCejnickSmpg4PjP/irXtOTNzeydX9HdOJL9WDa+RKX48oISKp61hcaOGNFWDTK7dvHxh87rz/GjfaaNSMtE8LQCgsX/U2d3L/KKl2fkLttedqjv60FddEzPHvvmWegYm63PalifROz3H8eSZnb9wweIy+u+gbY3Q6IRTp84QbxhrW3v0sKX6JADMZu60TgUAnVU9KsuV64O8w1V39EE3A1evXUfTVEyJaS34me5VH2GQoU/56BHSw2E3k5xXQvyPYKF97B7s9emF0OiE7EoV6eC6Y+PGDhbt32DRItQDt0+cOIWmPZhYA0Asj2QawtkGOsbvk7qOAIACVbNeKrNtYNH+TYm6ndY10e4kNDrhnJk5e5qo1CxLKxuqbDBbChYtBmNkYNFiMEYGFi0GY2Rg0WIwRgYWLQZjZGDRYjBGxv8PUGl1b2fKZzIASUVORK5CYII=”>

Основные характеристики

Напряжение питания: 24 B переменного⁄постоянного тока
Средняя потребляемая мощность: <4 ВА при 24 В пост. тока
КАЧЕСТВО ВОЗДУХА (VOC):
Анализатор качества воздуха: чувствительный элемент VOC (металлооксидный) с автоматической калибровкой (volatile organic compounds – летучие органические вещества)
Диапазон измерения чистоты воздуха: 0…100% (загрязненность смешанным газом – относительно калибровочного газа) переключение диапазонов измерения (можно выбрать при помощи DIP-переключателя) VOC: low, medium, high
Выходной сигнал чистоты воздуха: 0-10 B (0 B=чистый воздух, 10 B=загрязненный воздух) или беспотенциальный переключающий (24 В)
Погрешность измерения качества воздуха: ±20% верхнего предельного значения (относительно калибровочного газа)
Долговечность: >60 месяцев (при нормальной нагрузке)
УГЛЕКИСЛЫЙ ГАЗ (CO2):
Анализатор углекислого газа: оптический, (NDIR) (недисперсионная инфракрасная технология) с автоматической калибровкой
Диапазон измерения углекислого газа переключение диапазонов измерения (можно выбрать при помощи DIP-переключателя) 0 … 2000 ppm; 0 … 5000 ppm; 0 … 10 000 ppm
Выход CO2: 0-10 B или беспотенциальный переключающий (24 В)
Погрешность измерения CO2: ±100 млн-1 плюс 5% от измеренного значения
Зависимость от давления: >< ±0,5% от изм. знач./кПа при компенсируемых версиях (стандартно), иначе plusmn;1,6 % от изм. знач./кПа (относительно нормального давления)
Температурная зависимость: <5 млн-1 ⁄ K (при 20°C)
Долговременная стабильность: ±1 % верхнего предельного значения в год
Газообмен: диффузия
Время выхода на рабочий режим: прибл. 1 час
Температура окружающей среды: +5…+40°C
Время срабатывания: прибл. 1 минута
Эл. подключение: 0,14-1,5 мм², по винтовым зажимам
Корпус: пластик, полиамид, 30% усиление стеклянными шариками, с ыстрозаворачиваемыми винтами (комбинация шлиц ⁄ крестовой шлиц), цвет – транспортный белый (аналогичен RAL 9016)
Размеры: 126x90x50 мм (Tyr 2)
Присоединение кабеля: M16x1,5; с разгрузкой от натяжения, сменное исполнение
Защитная трубка: PLEUROFORM, полиамид (PA6), Ø20 мм, NL=202,5 мм
Степень защиты IP65

Поставщик: ООО “ОЗДС”