المرجع الالكتروني للمعلوماتية
المرجع الألكتروني للمعلوماتية
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الأساس الكيميائي للحياة The Chemical Base of life


  

2691       12:12 صباحاً       التاريخ: 20-6-2021              المصدر: د. حسين السعدي و د. حسين داوود

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 الأساس الكيميائي للحياة The Chemical Base of life
 
من المعروف ان نظرية الخلية Cell Theory لشلايدن Schleiden وشوان 1839 Schwan قد وضعت النقاط على الحروف، فأوضحت ان للكائنات للحية الحيوانية والنباتيية تتركب اجسامها من وحدات بنائية هي الخلايا. ومع تقدم العلوم وتطور وسائل البحث العلمي تم التوصل الى ان الخلايا ليست وحدات تركيبية او بنائية Structural Units فحسب بل هي وحدات وظيفية او فسلجية Physiological Unit ايضا ، وان كل خلية تقوم بأفعال حيوية ضرورية لادامة حياة الكائن الحي لذا فهي ، أي الخلية ، تمثل وحدة الحياة Unit of life.
تعد الخلية أو وحدة الحياة نظاما معقدا تركيبيا ووظيفيا، فهي تتكون من مكونات حية Living Components ، وغير حية Non- Living Components or Inclusions ولكل منها تركيبها ووظيفتها الخاصة بها ، وتتألف هذه للمكونات من مواد وتركيب أدق فأدق. وعند امعان النظر في مستويات التنظيم Levels of Organization في الطبيعة ينصح ان التنظيم هرمي ، وتنحصر مختلف مستويات فيه ما بين مستوى تنظيم الدقائق الاولية Elementary Particles التني تمثل قاعدة الهرم ، ومستوى تنظيم المحيط الاحيائي او الحياتي Biosphere اللذي يمثل معة الهرم، وكما موضح في المخطط (2-1). ويتكون المحيط الاحيائي من المجموعات الاحيائية Biomes ، التي هي بدورها تتكون من الانظمة البيئية Ecosystem التي تضم المجتمعات Communities المؤلفة من المجموعات السكانية Populations التي ترتكز على وجود الافراد Individuals ويتركب جسم كل فرد من الاجهزة العضوية Organ Systems ويتألف كل عضو منها من عدد من الانسجة Tissues التي يتألف كل منها بدور من عدد من الخلايا ، أي الوحدات البنائية للكائنات الحية. وتتكون كل خلية من عدد من العضيات الخلوية Cell Organelles الصغيرة التي تتركب بدورها من جزيئات Molecules يسهم في تكوينها عدد من الذرات Atoms التي تشترك في تكوينها الدقائق الاولية .Elementary Particles
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
cc55/E4bURE6dQdju6/xFmXtCUgoeuwWGCJ/g7lue3N1al66NYYx/wnrwEQe4tLGw3ob9oZ43bVKTbEgQsv0g15TUa1QxFbmGk0BIOZN3iqtjvLzfDHPNh5Fhf1FXfPHFjdpQ7lxp/mWkQET892peLU7Zx88rL7m3DVmBo1jDDa7592zmdZ+lvtFKF7K3xqmZVC1+U7PilaH20jU0xN096GXejUszdGzs9ThS7pIW7rtKlQfTH2QapGl0x8mBNnlxzmrHcEMdEHWNG8HH+OseeM+sU9+RBruxbni5rDmekPCtfxGHaoQNXR+9jlG5WyKio68j4Xb6lu80Lx2W9Iowpt6O0clDpUEu3FDesWtDvlm7qKKmIrC2vWpl7f5Sy75p8qvPEu3AjyJ1DZFiPXMadBJcr1Wsde1bKrx3YMH1yfCq0HYjnMBBMTU4aadKBFWS20vtZF71Y0PLZmbJ1fKWly6KXIRl9kz9ASfP
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WM6ewKg3M0idEYjC29aIkfPmseM/dTXTFfg6IPYmjv10sNh/A6+EBMIO61C9lRnDTj4hnVa/zpWlPRG6LOHLIHPgNhZ3+5Uvqk9lTsqZ94RHB/pjVPJ/fN5oHhuCIoj2X8/cVvWoPfsULspifFcwvXURvm06CRsPb7yOLWVKh9/4+Yd6/Dn5OGcjkhP6zmds3YIUbDEF+8ST8DgbTUrxbTVzJnoohyh8uWtbj99+aUTTf32Sh0pTC11icZFHWN0mP6WnHMY1sfhwHiysRvHftOi172HyxbMLuzZ1qNxrE4eTTYj3Oci2SX9Ts3ghfmq/gq2Jd7gJRPo4sMCwOrVMj75u1+OVLNItxDd1RzPX/Tkv765kbv/alPnyNwqZLGeFR2RSj9PXCsPi5Sk5fB
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nYjEW94Ywu2hGd5KwIQg+NY2ijKlTRWsTigOcKU9GBGC/clmvQuk13uq27TO55mBYwlzH1q1DD+CR5nTC5729z1q4tpVWnsWTrAZxdXHF1PcjBfbtw3OPDiYeJpOLO7j5lKPaPMUtDpYOSSDg
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
bYgrGU4yZZbmNrafM0dWYyRxbT8IIx89uBRbGhoyatxDTzTvZNNuIcZOtWeN/h8tbetLuOxWqbwYx8nYcvPLh9v4RaDdUoVJVp+Y6d16o63/pzT27vxhvYYLZbBNM/tKgneZvNJu5l3PP1CfjY9yt5jPbZBRjTZdgtnc7G0YNwnCxPQfzYSQmGZl8C4GCRSCWVx5LsRpcjU+6rGFveIKq5E0T4qOIDryI44V92F5Xn6SveHrblg3Wc5k1tBkNfpmJjaf6MjeG6JuT+MFwM/v8k3tv0Tw50J0f2hjw14nHif8j8sBLEbo8gJr/JrMTulhiQs9xcG5vOlT+iA9bm7Ep6aCLcdGj9rClLPdNakHYbhb0m8V8O29e4Mrh7voMG32GWwm7wwj4ZwrG081YlbCWxZHdf35HyZr6TLiVfBA/5sH636haqhGNNz8ghhdEeK1g5MSFrH+YTCmSIPsWfFelIz13ehL86hibG+hhtM6LhJENfHE3M2CklS37E5QyuZx8CwEhkDmBALxPTUNnVF96DulBt1qTML8XSep1YgwvPNZjM3Mc48ZZsfiIFymnY+YGc5j6jGDPXdh6JZ//QPB21mg1oZrxca6EhfP4dC/qzrbjeEDqSu+YK3o0aqSHroNv0jmfw+r+QzYRuv8Aq+BkzU7okltxim3a5fmq9TzW+SUemLGuhrT9tQW/zdrBdvcIEvTL1RPfB6FEcYOTIzvQsoEe+ttduZowDhnA48BrXFcL0Itj2I6szidqobudfKA/wttOk8alGvHLNh9iYx/hvqMjZX7pySA9AwyH66Gnb8jw7t/wieoDVGP3czXiBA4aLWjafiYzjt3FI8FddzwC73Iv9UxNboR8CwEhkJZAjB8eB8bTp/MANHZc5vTFRUwu153BR/yTRCSGKO8VzG9dLHFoUT2XVqMTXWyOcynd9EFao5lvP792CcdtF7mVNP0X/WA95ro1qGZ+GZ+UIi8JdZ1C367d0Dl6hp3DWtNxgyMeaRd63x5L27r96LPRg0cp5XJ3Q4Qud3kqxNq/C11cmAOrepSlVOv5rPN9lbhgJfwsDhN+pE7Fcnz5Sx8GzNuBQ3Dy2H4ET5xMMW73NSW++ZEfBhgzcbtHkhABEUfZZlTtNaHzxXNrNxqWakxTuwdERThzeHolvmzWmb56Bhjo66Ovb4DByAkYT5mD6VF3/GOeEHBkBAMbluLDqr/SVG8B804+Tp1nVAhhcUMIKJJA6EHWDfwAlepnWv41iUnGfdFqXJ/f7D1ImBlALXR2rJ85hSkTdRikWZVaarErXptGpg6cCH190YoP5y/c5OK15AnyWCJc7+B29gYuh5cwc+AQJictIol+speNho2o3XI1e6PS2In1wX1TJzpodaZl43Escn6cfjHc48WMqa2FtuVV3PMIqghdHoHNX7P/VeiS5ujUTsdc4tIKffTaf0PFT7+kTPf5WN0MTlqM8pLnHuuxntieDrU+oHjpZvxqfgon9Rxy1LF/F7qwizhMq0nZSUe4nS2gEAIu/c0s3Wa0+LY4xar0QGOzK3fTXgVmW152CoEiSiDSHecd0xj31wgM9EYycr4588fXoPLsU9zNDEm0E67bpjC9ZxXKVa7Dj2M2sTtlmaS6wEXW/TmV4ZOupyx2i9prxoKx81l37yi7d49g2LVUw1GOCxlT3ZQVgTGpq73Vux8vYEwNFcXH7uDS6yMzzzdgVn8QwyxdcEs1latbInS5ilMpxoLx269D59dXXaZxLy58L6s1ylKq3UI2PnqZcFDG+t3kftLSyLjg45y20qTLl3WoP+kAF6L8uR8cQmDC0HoQT5yXYqFTg/K/9kbn/EuIO8Zmg8r8r/ZIJnsk9wID8bXvQcOvmvLrPvWMWxD3Nrek6vc96LPjOrdSh+mBQK55BBASfA/XoBeJw6Zx9/E6PZupncrzcdeJzL0lSpcmhLIpBHJAIIi7W9tQ4/ueDJq3BCsrq9TP0mUsX7GOdesXssCoIXVKqlAVq0zNQZMxScmnh06t6lSqoU1/C3XZv5mj+yP16tWkqe4I/hzdmaajzJJsmjN/zEC0as9giX/yk1ieEep5hF2H17J2ySAGDV7PIZ+k8zvZ+4i1zK85ED3La6kjRMn7culbhC6XQCrLTDRhxwfSoUo1flz7IHPX4g6yXvNrvmxsyurQxCwxp0YzcO027FIGyk9j37w5vw3dyblIR3YvMGOK9W28ky1e1KdP3xZ0P6yepHPhiHE9ypXRYJhzktCFn+bk37/R8KMylO0/hxWXPAm9Y8rIyipUFVvS0ngxNqtWscraEsvFs9Hbeg1Pf1usxlmxyME/qRcJz+1a0WSgDhOvJA+fJDsg30JACGRP4BVRHnMZ+a169fMbfsqW4euv0pb9ilI1K1AmK3tlJmOW0Ct8QYTbYqZqVaPsb33RN9ahT0l9ppwNSPNkFOCZDaO052C+14+kf0XZN+kN9orQvQE05RaJ4YX/BU6un8Yk7W/4P9V7lOg0BtMVtth5PCNxgXEcMWFOnLHsRfuy6oP3B5qO3cYez2eEnvkLrXlzmLBhLauWW2CxZCS6/WZhvteHIBzZYzwVvZGLsLG3wcZiPlNHD2LwYmu2+6uJhBN4bBwG1b6kSrepmNqf4/TV1Wwy+YVqqoqUr9+aDltvEhJ1l+sbetO1znu8n3KifM7nv8/B2u0ZL9jDikFTGDHbijWbLLG0mMMEo34MXbeLM3l1Fig3oOKZEHh7Aq88cP5HHz2dgQwcmPoZNFgfI0MDRugORmdQanraPAMHmzLdbhvbtkzBJCGPLsNMt7H5zC7slwxKZy+xnB76E/dwVP3cyjgfbiyrmiqwn1Th6/ozWXT7WdJ9dUlNizzDeqc7uAenmdd7+1ansyBClw5HQf/xkmd3NrB0cDvad+qBRs+eaHZuT9teoxh92p/EtZAxvHq8gzVDetBDoxe9enaja8fpzLvoj//ti9wO8eDy/qnoa7ahTT9T5jgHJq7Winfj0iMfbtzaz+GZ3ejeRpNu0w9wMK34vLrF9S2GGHbWoPNf29hy7x7eLuuYNHYn21x8SL5rQT2EGXBuIeYDtNDS0kLLYhc7/ZLGTKOvccL7EfevrmPjiA50aDOQvtaXcZFRy4J+cIr/iiPgg7PXIzwSHsWVB87FPMHz2AT6a2uhpT0CvQ3H2XHWG7+XycOaeVBnFiZF6LIAI8lCQAgIgcJLIJKQC3q0ataV3y0v4l7ILyRF6ArvkSwtEwJCQAhkQeApAa4bsNUdw0yHmzxIXj+WRe6CnixCV9AjKP4LASEgBIRAtgRE6LLFIzuFgBAQAkKgoBMQoSvoEcwH/z09Pbl58ybR0cmP+soHJ6RKISAEhEAOCYjQ5RCUZEslYGZmRrt27bh8+XJqomwJASEgBBRKQIROoYFRqlsPHz6kY8eOCffGmJiYEBubh6//UCoE8UsICIECRUCErkCFK/+dtbGx4dNPP00QuqZNm3L16tX8d0o8EAJCQAhkQ0CELhs4sis9AT8/P7p06ZLypINixYoxY8YM4uIK+drk9BjklxAQAgWMgAhdAQtYXrrr7e3NoUOHePLkSabVWFtb89lnn6UInfrZedKryxSVJAoBIaAgAiJ0CgpGfruyZs0aypYty4kTJzK4ou7Nde7cOZ3IqYXu/fffZ/r06cTH591z6jI4IwlCQAgIgf9AQITuP8Aq7FnV82//+9//OHz4cLqmqkXMwsKCEiVKZBA6tdg1bNgQJyendGXkhxAQAkJAKQRE6JQSCQX4sXz5ckqWLMnRo0fTeRMWFkbv3r354IMPEoRQ3YtTz88l//74448T5urSFZIfQkAICAGFEBChU0gglOBGVkKnvoXA19eXe/fuJXwGDx5M+fLlsbW1Tfjt4eFBQECAEpogPggBISAEMhAQocuApOgmZCV0rxOZMGEClSpVwsXF5fVd8lsICAEhoDgCInSKC0n+OZRToRszZgwVK1bE0dEx/5yVmoWAEBACOSQgQpdDUEUhmwhdUYiytFEIFD0CInRFL+ZZtliELks0skMICIECTECErgAHL7ddF6HLbaJiTwgIASUQEKFTQhQU4oMInUICIW4IASGQqwRE6HIVZ8E2JkJXsOMn3gsBIZA5ARG6zLkUyVQRuiIZdmm0ECj0BEToCn2Ic95AEbqcs5KcQkAIFBwCInQFJ1Z57qkIXZ4jlgqEgBDIBwIidPkAXalVitApNTLilxAQAm9DQITubegVsrIidIUsoNIcISAEEgiI0MmBkEJAhC4FhWwIASFQiAiI0BWiYL5tU0To3paglBcCQkCJBETolBiVfPJJhC6fwEu1QkAI5CkBEbo8xVuwjK9duzbhxatnzpzJ1nF5e0G2eGSnEBACCiMgQqewgLxLd+Li4rh//z7u7u7cvXuXWbNmoX5b+Pr16/H09MTNzY3AwEDU+dL+idClpSHbQkAIKJ2ACJ3SI5SH/kVHR7Nw4UK6du1Kly5d+OGHHyhevDhNmjRBU1OTli1bsnPnTtRvGE/7J0KXloZsCwEhoHQCInRKj1Ae+qfuqW3dupUSJUqgUqkyfD755BP27duXwYNRo0ZRvnx5zp07l2GfJAgBISAElEZAhE5pEXnH/rx48YI2bdpQrFixDEJnZGREUFBQBo/GjRtH1apVOX/+fIZ9kiAEhIAQUBoBETqlRSQf/Nm+fTulSpVKJ3T/93//x/HjxzP1Zvfu3ZiamuLl5ZXpfkkUAkJACCiJgAidkqKRT76oe3Vt27blvffeSxG7rHpz+eSiVCsEhIAQeGMCInRvjK5wFbSzs+Orr75KELrPP/+ckydPFq4GSmuEgBAosgRE6Ips6NM3PCoqKmGuTr0oxcDAINO5ufQl5JcQEAJCoGAQEKErGHF6J15u3ryZWrVqcejQoXdSn1QiBISAEHgXBETo3gXlAlJHZGQktra2+Pr6FhCPxU0hIASEwL8TEKH7d0ZFKkd8fHyRaq80VggIgcJPQISu8MdYWigEhIAQKNIEROiKdPil8UJACAiBwk9AhK7wx1haKASEgBAo0gRE6Ip0+KXxQkAICIHCT0CErvDHWFooBISAECjSBEToinT4pfFCQAgIgcJPQISu8MdYWigEhIAQKNIEROiKdPil8UJACAiBwk9AhK7wx1haKASEgBAo0gRE6Ip0+N9h4+M98di3hNV6C1nlEU5UQtWPeXhxNf8MncESR18C36E7UpUQKLoEYon22cKqq574RL5rCjFE+21h5toTnAiMTazcbxf2t925G5F3vojQ5R3bgm/5pTs+zgux1O1M5xYtaNGiI+1HWbPkzgvCHt3F+4ETrnE5aGbUPa6s/4PvK/wfX5fohYGTWuie4XtAm9/rlKac6jc0d9xDnrCZA5aSRQi8LYGIE+waW4cas7fjGJyJsfjzHJ42Fv2xa1nl9SLpojQ1X7zPZa46HeLcy9S0nG9FEX6uL/Vr1KRGW2u2PniI85qudLfZyrHMfMm54WxzitBli6fo7ozx+4eNA9vSvnd/+pkuxmL5Slau3MC6bRvZtGUUwzu1p+34LeyNzgGjmBD8Li9kTOdSqErpYOQczku11Ln/g9mQbynxcTu67/IiIAemJIsQEAJvSSDqIvvGfcdXf65gn39SryqdycvsG1aHb4qX4atfe9B9hh22vq9IzBlN4N6pzDU2ZElQukJJP0J54ryBxYPXsMzxPt4ZHp37kgiXseg3UqGqNR4bj2ucnPkjDafasDcPh3RE6DKLVRFPi3+4ivnaNfm2mT5j7G5wLXGcMYlKJC887Vg9pC1dhptjm25fduACubu2BRXL6zDiUigvErLGE3Fcg/plO9LdzhP/7IrLPiEgBHKJwHNCz+vTwGgFmz0yG7uMIuymCRMaF0t4EbNK9QWftxrD5FN+PAWizk5n8rR+jL+VyXBOXAAP9wxhwC8NabrpBn4ZssQRG3aGvePq0MxsJ5fD/XCzaEitkfNY75mTq+Y3QyBC92bcCnGpG5ydVIfyX/5Gu233eJJVS722sHGHDSvvJl8RxhDru411szTp3r0vff7czIZ7kaSMbsT54LahHTXLD8YoReie8/REX5qU64yG3f00QvcAN4exGPYazqBlLtzwPM0V3xvceJ6VM5IuBIRAzgnEw6NF9OmwlHWXQ4nJtKA/D8/NZ9xAfYYPN2Si7o/U+KM/Olu9CA7ewZINI9A+EpqxZPxLogKcuH5tD4ceRhKXoUenLhKM26o2aNif5mbUCx5t/JXqOsYsvpGZ6Gas4k1SROjehFphLvNoLoZ13kfVcDLL76fIVCYtfsLDEG/cgtRCF4zvqS3YjJvIlJWzMZmpj06bn2nadSxzk68Y47y5va4N1dMJXSQhx7RpnCB0nklDl4+4s3Q+s01GMdZ0CWZ7t7Nh1CAMF9tzMMe9x0zclSQhIASSCMQR/2wb5j+Zs+Z0AGFZcnlBkH8oIc+eEx96kK1jf6F670kscNrHP1uM6bzMLcP8XZam0u6IjyTocC9+WeHA+eBooo5pUq+NAX+deJw00pM2c+5si9DlDsdCYiUMP/uO/FRaharPMhwCMow7ZN7OwH3YLRuB4cbHhCfnuDOVMQ1KUWHkQa4ndPoecic7obNPErq4A6yup4fROi+eJdjyxd3MgJFWtuxPHO9MrkG+hYAQeCMC8cS/PMz6RgtYfcqPtGtA4n32sd3VBdfM1C94P2smTmbBlFnMN/uTZrqneZC2/jh/vE7MYdq4CYybbs8W94jUEZ20+YjmpesYGkzewC6vl3DTkMaN9NB18E0659NlzpUfInS5grGwGHmI8+IGVPv4PVT6W3K4Ciqa8AszGK9dk/oD/+RPfT309AzR12lFwzIqVF//heljNR9f3Ndn06NLEbqj/NOpGU3bz2TGsbt4JKB1xyPwLvekR1dYDjRpR74SiCc+ah8rfzJjzSl/UgcgQ/Fa8zv1dEYxzTky0yHNqFv+hNhNZ3zvXyjXZjsnk4cm4wPwOayPVllV0rxeGb7oYMjow54knP7p2htHfMBS9NpasObKM175GNOxbj/6bPTgUbp8ufdDhC73WBYCS6HcXdeCGl8UR2W4lZOpZ0A2bfPlzspBdC9fj8YDDdHX10/4GIwYzV8TZ2FqcZATajvxD3HLTuhS5uiC8D5owMCGpfiw6q801VvAvJOP0111ZuOM7BICQuBfCcQT/+osti3MWHs2bY8uFL+jOnT4oRcD17pnIlBqw/64OujQokQ16nVeiX3yBJ9a6M5ZsXDcRCaN6Ua3piUppVKh+q4Hg/bc5kHyVH6yb1EHWF9vKuYHfQkOt2bS91poW17FPXl/Ln+L0OUy0IJtLo7IK7q0L1ccVevFbPN7/ejMrHU+3Fjck45NBmOc8dIttcC/ztGlXYwSQsClv5ml24wW3xanWJUeaGx25W52U4apNcmWEBAC/0Yg1p1TBv0ZfeBWmkVg6kIX2N7BkBEzzuL6uo3nFzm7dADtuvbh945DMRg6gmner2dS/47ihc9+ji0cQL+mn/K/ul3QXHWZW+my+uNspM3Y3U54Rthi3VCHYZYuuKXLk3s/ROhyj2XhsPT8KFsGlOPDD5vRauu9bHpSYQQ88cL92SueXTRGr20laozeyfHHaef14okNdsZZvSY53hePTe2pVWEYo52eJU1iv+DZqX40Kd8NrR1eiVeQMQ9wCXieOLYfdx+v07OZ2qk8H3edyNxbonSF4yCTVuQ7gXh/ri/7gbr9B/HnAiusrJI+1pMYUbc/eguupIrOM0cu2psyd3BNKn1Vn4amV7josZIZOt9QeeAsliSXTfheylLrlaxcs551y8cyusvXfK7u2ZX7nfaTzfg7Je9sJmg0QdP2IvdCtmBVRwc9y2tJUxW5T0eELveZFnCLcTy/uZBxrb5E9eMghm67xqXXJ6ZDnbhw2pY1p67gpL7/4PkhNumX5j1VRSr2m4bJilWsWmGNjbkJs9YsZ0vCjaUBuC1rTLmyveh3PvlZP9GE7utC3TIt+G2rT+JEdKw9C0YtYZGDf8I9O2qYz+1a0WSgDhOvyP0FBfzgEvcVQ+AVTy/q8MtHyXNqab8/4as/17L+zE62Lh7JyAkadPq9HrXr/EarWXs5rP5/8PI0tuO/ooRaxN748x31lt3AJ3QtU/rNxXyvX5r5wtwFJUKXuzwLibVXRDgvYHynn2nUqT3NR09i0gILLCyWYbN9P/bHVrFk8272uyX3sALxc5zH1NblKZ32oK/dDW37e4RG++C2fwyDflKfFJ/yifZ8rFw8cHNcyOSOJRJPlN9HM+X0A4Ke72TVkKmMmG3Fmk2WWFrMYYJRP4au28WZHM0ZFpIQSDOEQF4TeHmZrVNHMnjgQAYmfIaia2TIiBFD0F26juWb5jBlYFe6jl/Owl0XOH4j7fNonxLsuhLL8cll3+R7OvPO+BEScZ6tLm64ByevbMn9hovQ5T7TQmMxJtAJj73jGTe0Pe3atqFNmx50G7eUhU4BBGSYvosl9pE9mxb2Q0urN731F2F2MWkRSYQLx//WoEu3nmj10kSzlx6Dd5zm+JohDNTSpFevnvTqok3PdZe4H3qdS48CuH91HRtHdKBDm4H0tb6MS7KmFhq60hAhoDwCL6574347OOsHRSjP5Rx5JEKXI0ySSQgIASFQSAnE+nD3tCvn95sxp8lP1O5igqlbaOo9sYWg2SJ0hSCI0gQhIASEwJsSiHuynLk//0zVmhqMmdObIeu2scc7+b6BN7WqrHIidMqKh3gjBISAEHinBGICT3HcSpvhW49wpZA+fUiE7p0eUlKZEBACQkAIvGsCInTvmrjUJwSEgBAQAu+UgAjdO8UtlQkBISAEhMC7JiBC966JS31CQAgIASHwTgmI0L1T3FKZEBACQkAIvGsCInTvmrjUJwSEgBAQAu+UgAjdO8VdOCoLCwvj6VP1k5rlTwgIASGgfAIidMqPkeI8tLW1Zdq0afj6+irON3FICAgBIfA6ARG614nI72wJxMXFoaury0cffcSGDRuyzSs7hYAQEAJKICBCp4QoFCAfDh8+TPXq1RPeOKCtrU1wcHAB8l5cFQJCoCgSEKErilF/izYbGhry3nvvJQhd6dKl2bhx41tYk6JCQAgIgbwnIEKX94wLTA1BQUG4uLigXmyS2d+RI0eoUaNGuhctamlpSa8uM1iSJgSEgGIIiNApJhT578jmzZupU6cO586dy9QZfX39lN5c8luFpVeXKSpJFAJCQEEEROgUFIz8dmXp0qUJQnbo0KEMrqjn5qpVq5auN5csdhoaGtKry0BMEoSAEFAKARE6pURCAX4sX76ckiVLcvTo0XTexMTE0L9//0xFTi12H3/8MStWrEhXRn4IASEgBJRCQIROKZFQgB9ZCZ36lgJnZ2fUvTq1CGpqalKmTBksLCwSfqvn7jw8PBTQAnFBCAgBIZCRgAhdRiZFNiUroXsdiLGxMZUrV8bV1fX1XfJbCAgBIaA4AiJ0igtJ/jmUU6EbM2YMFStWxNHRMf+clZqFgBAQAjkkIEKXQ1BFIZsIXVGIsrRRCBQ9AiJ0RS/mWbZYhC5LNLJDCAiBAkxAhK4ABy+3XRehy22iYk8ICAElEBChU0IUFOKDCJ1CAiFuCAEhkKsEROhyFWfBNiZCV7DjJ94LASGQOQERusy5FMlUEboiGXZptBAo9ARE6Ap9iHPeQBG6nLOSnEJACBQcAiJ0BSdWee6pCF2eI5YKhIAQyAcCInT5AF2pVYrQKTUy4pcQEAJvQ0CE7m3oFbKyInSFLKDSHCEgBBIIiNDJgZBCQIQuBYVsCAEhUIgIiNAVomC+bVNE6N6WoJQXAkJAiQRE6JQYlXzySYQun8BLtUJACOQpARG6PMVbsIyvXLky4cWrJ06cyNZxeXtBtnhkpxAQAgojIEKnsIC8S3fi4+OJiopC/Qbx2NhYbGxsEoTu0KFDCW6o09Ufdb60fyJ0aWnIthAQAkonIEKn9AjloX9qEdu9ezcrVqxg1apV9OvXjw8//JDRo0ezadMmrKysuHbtGuo3jKf9E6FLS0O2hYAQUDoBETqlRygP/VML3cyZM
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9P+O0mV1GXjaUxM+FFZz0fvtG4rUW8IC+whCNN2JJ8pyBrMbFCJvuYkMNw3GT7M8bVBJ6nuiHSY7JzNpwTq2eCct4wGOOxpSv24L6i80xyYhjBDTraytPokphl5Jh8+cebZ9CjM7jWeqTRh+aUiTW5KfIiACH1Mgksg4bx77RROneelQEhdohvWBkaxYOx/9J4qU16iUqhICCQ56jFVgNNEJ
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 وهكذا ، فإن معرفة التركيب الجزيئي للخلية ، ومعرفة كيفية تكوين هذه الجزيئات ، ومعرفة عملها ووظائفها قد اصبح امرا ضروريا لمعرفة ما يجري في داخلها من تفاعلات كيميائية. وقد اصبح هذا سندا قويا واضافيا لترسيخ المعلومات التي تم الحصول عليها من خلال التشريح واستعمال الانواع المختلفة من المجاهر من اجل الربط بين التراكيب  الخلوية (العضيات) ووظائفها. وهكذا فقد امتدت جذور العلوم الاخرى  كالكيمياء والفيزياء والرياضيات لتسهم مع علم الاحياء في الوصول إلى حقائق علمية دقيقة عن تركيب الخلية وعضياتها ووظائفها، ومن هذه العلوم المشتركة الكيميائية الحياتية او الفيزياء الحياتية  والاحصاء الحياتي ويعد الفرع الاول من اهمها في هذا المجال. ولما كانت الخلية الحيوانية او النباتية مكونة من عضيات خلوية تتركب اساسا من تراكيب كيميائية هي الجزيئات والذرات. وليتاح لنا فهم الحياة علينا ان تعرف كيفية بناء هذه الجزيئات وارتباط بعضها في تأليف الحية. وما الخواص الفريدة للحياة الا نتائج باهرة للتشابك الهائل بين هذه الجزيئات والتناسق الرائع للتفاعلات الكيميائية التي تجري في هذه الجزيئات بحسب تراكيبها ومكوناتها الكيميائية وارتباط هذه المكونات وتناسقها.
 المواد الكيميائية Chemicals :
تتألف الكائنات او الاشياء الحية وغير الحية من مواد كيميائية Chemicals تنتظم او تترتب بشكل يحقق التركيب اللازم والوظائف الضرورية للحياة وتتألف اجسام الاشياء الحية وغير الحية جميعها من مادة Matter مكونة من عناصر Elements وثمة ستة عئاصر رئيسة تدخل في بناء او تركيب الاجسام الكائنات الحية وهي : الكاربون C ، والهيدروجين H ، والنيتروجين N ، والاوكسجين O ، والفسفور P ، والكبريت S. ويمكن ان نعرف المادة بأنها : أي شيء يحتل او يحجز فراغا وله وزن. توجد المادة بهيئة صلبة او سائلة او غازية، وتتألف المادة على نحو ما سبق ذكر ، كلها في الاشياء الحية وغير الحية من مواد معينة اساسية تسمى العناصر Elements. وتتألف بعض المواد من عنصر واحد، والبعض الآخر منها من أكثر من عنصر ، فالهواء مثلا : يتألف من عدة عناصر ، في حين تتألف الاوكسجين من عنصر واحد ، وهو الاوكسجين نفسه. ومن الجدير بالذكر ان ثمة 92 عنصرا في الطبيعة، ولكن ثمة 13 عنصرا آخرا قد صنع مختبريا. والعناصر هي عبارة عن مواد لا يمكن تجزئتها الى مواد اخرى ذات صفات كيميائية وفيزيائية مختلفة.
قد اوضح العالم الانجليزي دالتون 1808 Dalton م ، ان العناصر تحوي دقائق صغيرة تسمى الذرات Atoms ، في حين أوضح العالم رذرفورد 1911 Rutherford  م ان الذرت تتالف من نواة Nucleus ذات شحنة موجية ويحيط بها نظام من المدارت Orbitals العالية الشحنة والحاوية الالكترونيات Electrons. فتتألف الذرة اذن من نواة موجبة الشحنة تشكل معظم كتلة الذر ، وتحوي توعين ريسين من الدقائق الاولية تمثل الاولى البروتونات Protons ، وهي موجبة الشحنة تمثل الثانية النيوترونات Neutrons ، وهي خالية من الشحنة ، وتساوي كتلة من كل بروتون والنيوترون ، وتعادل (1) في كل العناصر المعرفة عليها البالغة 105 عناصر ، ويسمى مجموع عدد البروتونات والنيوترونات الموجودة في النواة Nucleus الوزن الذري Atomic Weight ويعتمد عليل في تحديد الخواص الكيميائية للذرة. ومن المعروف ان لكل عنصر ذرات متشابهة ، أي انها تظهر العدد الذري Atomic Number نفسه المتمثل بعدد البروتونات الموجودة في النواة ، فذرات الاوكسجين جميعها تحتوي 8 بروتونات والكارون 6 بروتونات والذهب 79 بروتون ، والنيتروجين 7 برتونات والصاص 82 بروتون واليورانيوم 93 برتون. وقد تكون بعض ذرت العنصر الواحد أكثر وزنا من الاخرى. بسبب وجود عدد أكبر من النيوترونات في نواتها وتدعى عناصر كهلذ، بالنظائر Isotopes. ومن الجدير ذكر ان عدد النيوترونات ذو أهمية قليلة من حيث للخواص الكيميائية، الا انها مؤثرة من حيث الخواص الفيزيائية. فوجود نيوترون واحد او اثنين اضافيين ( أكثر من الطبيعي) او نقص نيوترون واحد او اتنين عن الحد الطبيعي يجعل النواة قلقة ، وغير ثابتة وميالة الى التفكك ، وتسمى ذرات من هذا النوع بالذرات المشعة Radioactive Atoms ، وتدعى هذه ، النظائر بالنظائر المشعة Radioactive Isotopes التي تستعمل في الكشف للمسارات الايضية المعقدة للمواد المختلفة ، ومتابعتها في اجسام الكائنات الحية وفي المزارع النسجية Tissue Cultures ، وكذلك في العلاجات الطبية ، وفي متابعة الافرادات الهرمونية والانزيمية ، وغير ذلك وينطبق هذا على الكاربون 14 (C14) فان معظم الكاربون الاعتيادي تحوي ذرات 6 بروتونات و 6 نيوترونات ويسمى كاربون 12 (C12) وتوجد نسبة قليلة من الكاريون تحتوي 6 بروتونات و 7 نيوترونات ويسمى كاربون 13 (C13) ، وتوجد نسبة أقل من الكاربون 6 بروتونات و 8 نيوترونات، ويسمى كاربون 14 (C14) يتمثل الجزء الثاني من الذرة بالالكترونات التي تساوي عددها عدد البروتونات في الذرة عادة ، وتدور حول النواة بسرعة فائقة ، وللالكترونات كتلة صغيرة وقريبة من الصفر لذا ليست لهذه الدقائق الاولية أهمية في وزن الذرة ، الا انها ذو شحنة سالبة ، ومعاوية في قوتها لشحنة البروتون الموجبة الموجودة في النواة ، وتنجذب اليها وهي موزعة في مدارت متعاقبة حول النواة. ويتسع المدار الاول منها ، وهو اقرب المدارارت الى النواة ، للالكترونين فقط، في حين يتسع المدار الثاني لثمانية الكترونات ، والثالث لثمانية الكترونات ايضا ، والرابع  الثمانية عشر الكترونا والخامس لثمانية عشر الكترونا ايضا والسادس لاثنين وثلاثين الكترونا ، وتشاهد هذه الحالات في الغازات الاتية : الهيليوم والنيون والاركون والكربتون والزنون والرادون على التوالي.
اما فى ذرة الهيدروجين Hydrogen فيوجد الكترون واحد فقط حول النواة في المدار الاول الذي بامكانه ان يستوعب الكترونين لذا فان هذا المدار غير مشبع ولذا يعد عنصر الهيدروجيين عنصرا فاعات من حيث التفاعل الكيميائي مع العناصر الاخرى ، في حين يحوي المدار الاول في ذر الهيليوم الكترونين ، وهذا هو الحد الاعلى او للمقرر من الالكترونات لهذا المدار الذي يستطيع احتواءها لذا يعد عنصر الهيليوم خاملا من حيث التفاعل الكيميائي مع العناصر الاخرى. وتحتوي ذرة الليثيوم ثلاثة الكترونات إذ يحوي المدار الاول الكترونين والمدار الثلاني الكترونا واحد فقط باستطاعته استيعاب سبعة الكترونات اخرى ليصل هذا المدار إلى حد الاشباع ، لذا يعد الليثيوم من العناصر الفاعلة كيميائيا. اذن ، تكون العناصر نشيطة من حيث التفاعل الكيميائي اذا كان عدد الالكترونات ناقصا عن الحد للمقرر في المدار الخارجي او الاخير لها وعلى العكس من ذلك ، تكون العناصر خاملة اذا كان عدد الالكترونات كاملا في مدارها الاخير او الخارجي ، أي يكون المدار مشبعا.
 ارتباط الذرات وتكوين الجزيئات :
مما سبق ذكر تنصح ان للخواص الكيميائية للذرة وكيفية نفاعلها وارباطها بالذرات الاخرى تتحدد من خلال عدد الالكترونات في المدار الخارجي للذر ، فالذرات عادة تميل الى الوصول الى حالة الاستقرار ، أي اكمال عدد الكترونات في مدارها الخارجي ويحدث التفاعل الكيميائي نتيجة فقدان او اكتساب الكترون واحد أو أكثر. فثمة طريقة مختلفة يتم فيها ارتباط الذرات وتكوين الجزيئات ، وعليه فقط تعدت انواع الروابط او الاواصر الكيميائية Chemical Bonds ومنها :
 الاصرة الايونية Ionic Bond:
تتكون الايونات Ions عندما تفقد الذرة او تكتسب الكترونا واحد أو أكثر. عندما تفقد الكترونا واحد ، ستعقد شحنة سالبة ، وهكذا ستصبح الذرة موجبة الشحنة على نحو ما يحدث في ذرة الصوديوم Na أو البوتاسيوم +K والعكس صحيح في ذرة الكلور التي تكتسب الكترونا واحدا ، وبذا تكون قد اكتسبت شحنة سالبة ، وفقدت توازنها الكهربائي ، فاصبحت سالبة الشحنة نتيجة حصولها على الالكترون الاضافي من ذرة الصوديوم. وعليه ، فقد يكون سالبا Anion او موجبا Cation ولما كانت الشحنة الكهربائية تنجذب لبعضها البعض ، فان ذرت العناصر المتأينة ذات الشحنات المختلفة تتجاذب وتكون مركبات ايونية Ionic Compounds. فذرات الصوديوم الموجبة للشحنة ، وذرت الكلور السالبة الشحنة المتقاربة فيما بينها تتجاذب نظرا لاختلاف شحناتها الكهربائية ، وتدعى قوة الجذب هذه بالاصرة الايونية Ionic Bond. كما مبين في المعادلة ادناه :
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<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
cMBDwlKLi6vr5kepHxggMyp5CUFO+1zxjhCeOtD5Y27NK1DGHGhnz0W5/hDQ/Jp0qpr37TE/kYC07c5ibr8NoiH/JQrrLFH/1k1NDgTQU7WY2E4Z/RVyc8+c1wwVIMjxPIxrjDZe8LXhkws1UwoF6OXtAmWCcnTofBZriSfMRiEmNi57GAgnNhpOx1sEnPBp8XvODFyzd8wzfGqfvy2TXXvCqjeIMAm670W6IHMBsa56NP9Bvv3NMGOZr9EDRwGKZFjdTpp37jl77TDTwTaOK/6UsbpQQA6HUP/+UlU3KCdbqjH2yIQMdom/4r05kn+eBMUMcGwCb64cDhWN5goR/yqFeQpC20KetKhu6hUYBhTwv+a19+/WVrBblopU/4wMbgEVskgOgMiBH+j/ybH41+0G/tKAdbftd+okmQoA51waG6/aYT2mCryJCD4BR8/EjQaMAm6KBPbDXe0hnLr2nPp4xvuDF08QWWg8gFf/ULLXROn5U3QONAYb5v3CS4sAdp3r+GX04RtvGFPUM7/NJDcsZH2KGzBmGCakuoeQVzNmmyF2wezMMU+SjDX8ExvNsvwBlncPrHb4vey09e5EHO/uMRfqqPnpM92+gMFUsn+iw/2tGH52hlQ5TVD7yDM7x1Xr/gib7YnCog4YjZFpijk3imTrhRh+S+vmtH3WYlDBq7r8kAzhss/BV6tXmgFbnWiBKOjhCKjEBtuokTtgYHiO2854Cl84jruoMyjexF5p7pPLCYHjBdZy2AAnc9EPGEKV/rl5/wCcl97XHOmEGoQOh0J4bDVB9BMm4VLHpEgGU22vWTUZOPMPzXXwYDnfrCEACE+37XGWK6/gAhA6hd03XWR0RK/gMj5hJOHYS6A9h5L1g/tC2v4MSObssCDCxhahcP8AQ9+EIu5OR376HNb4aJklrrxh8gaBm0Sw1ItMsQqQuN+GsUZHQj+uO0tN0+xIHPSHznyGdqD0ai/NbOH3wkzpZTwiNOgiPBJ4YFDXhAqdFCFowAJZZfMMP5kBUlU2+n1xkjRkUZRqNGSh/I2F4A/cYvfWuAYbQtj6Qf7vttpMk4CQoFdmYHjH4pPufACFMgSyiWbMy6UFDygcPS5koG5Nn+NcjCW/1Dsz4JJBlpIwM6A3eRy4zw0VU5kTX+2Tvi4A7OBB9tmsJf8kEHOcOpvsNz8QDHMYpHjmadzfu/HDi9YOD020ZTuKFDdJIe9Z7/dicnvfPPE/wIgOS35PAd3/HSOFwO/aUvffnytKc9fXnmtz07VyM+z72ax6DpLx0RONEH/dY/uBXQo0nwJBg2Y8ZxGYH842/85sXav9co6Radg11pZ/RmMMFhOOOC0WYD8FL9cAXfZCC5b+mN/bGpyCgKL+mbvDGqE2RxjIIbuIADAxEOgZOQH5a3+kDu8FfHTpb6ZynCMgWnBcMwgwfoIU+6ALNsBBypHy8smQiwEzy97JXZH8NmwqB+KNdRpT4qq94GzOqnN7EhJ9f1eLrDAbCflukEl4IH9pCthTl16zte4LXf+koX9QkOOX6ORXBROwPr9BwmyTe2/s/enVkFy4LwapaMHu5s3Jx+CcOwqz19ENDCinzaRpOgS4CgXRgUmBikmWLHW36kQacglWz1Uz4Yt9fDsiKc03f6UX3jr/RFm+QgoUmdnCZMCubs1XEf7+VFM57SPf5OH/Eb3z0nR7OeZrRshBWcCljhVN21G+QHh22bv4MVvNJG5c2X8cFmPvVReXhjq2HhAMOiQJMOJiK48+5MPVIORIpoTfuZ8mEsgB/TCS3RkE0CpuTmq0vq0ElM8nwn5LvvzYjaFJfOGZERCsEBhvowFx0YQ3GUBzRGy30M9EznvGAPLOgSeTE4wAa0gI9pygIh+pRnXIHYyJpw8ADdQKFtwgIqNAG1tiiHfBhtNoBRVAdwmQoCFiNRzztlxKBwXhJeeE5gpovxG42chpG16VzHlxKcduQnYG3jXZWGI0I/QVM09TEAHKdTtESxcTozglefPkv6FYMy57Lrn/opH/q9wy7qNlKWN852PjkKMIyOxKFIDBNlk9Rjw5rpQs/QS65eecQvig58FBbYd85uRtlx6P/rw4leyST1b17vUwY96CD/To/jlUjdKygAjpa8SvfplTf6zRBZv1eOXOFZOX3EW7hSlqHHP85HoMnhR+lnalp59auT/MiHMyIDfDEbYDkBzxlIbXzxi/8nV4bIqKZLKuSHH2QQucz+Bk6L7NHMmVqzNyWsjxwy/ioXrM4SF8NhjRHOYAPm6RGecnSvfvV3x5AJfNQvWLGHwGtERgpGHa5Gt0aEZgQ4DrppxofxlDhBU6zsgJG4afZOu1vPe9nLXrE873kvWL7925+Tj5o861nPTYBoypFDg3MBk/7BAVmiEc2MnA1Wz3nO8/NJVJsAn/ZNT8+GPrphqQLtcAELeK7fZElGjLZ+Mu4wDn/6q354kIfRJBPvI2f9/5ffmADGCIydiQGdmRVlYcOmKaNXvOLQ6TD5c5oNKhMQzJIcjNKDOlqDDEss9hhog6xhP3p5/mKCYPfYF9jyTABh8OR1VDzBP5teOXg2juz1A73aUc7/9M+xx1cfDs7pJx57xvbhOYxyAFlu+N3fCw7QLx8dZSvxVB34jW/4Hbs4B/GgFc9gQ5CmX2xI22P/yIf9Y4sFsabe+xwtMMoB6q+2YZreu+KvxPb6T5b6QNfYP07asoGpfIMPumVQJHAygjXzK4gUBGubDAXT7CR901/9ImMYQn9+Hz0emZoR1LbZKPUbndt4bJM0n6P/cGWam72n+7UF6kcnHtBheihwVF5w7r5Bn/5rG5/IjT1Rp3uwoc9wJGkD3thRPkNQwaGzMZ29xFvyPYDpiGjCQMLDbA6j0SjjnNd1fvmNeU0B8xFjqgFxHKbfHLj/lJQjpmA2lGAaouPwD92VPKY7jRyMCihkE6PaThO+jmBk6yJUNKoTuIEqI6r3fmAdYb3/Q4moCZdArfsQLkEbyVFOa6hGgxSbITdiYeT0gyITChCFH0dPBMCMkUjdaAFgzFowutoWyYcnczwtwOMFYFAg9OKDPADAqHW0IygwIsLrTDkNuMOz0+eijIBAyOhxX3l1c1B4bfOU96PRg8dVKn2QJ2kcujbQkGc205w5n2l/hl30p240A0ic6GZq3X9GdX/i0NXLKDAGAG7kK9DgbNSFBlfgk+StcYNDcmT48aj50Ui5GU8zAOqOUd/slEcvxTOypmTKo185mDMqh+W0N5+BNVJwX13oZlTxjNzJCg8po/todUWTfjKk/jeqJg9G0P/yLYHSzATY70F3GB1BIMXFH4ZBfmX1gT4xjHTPtB5DwBG87U/esZw7eyF6gD4BCJxSfrJTlk6QDczBkTo4BpiADTKIkT15JsaLseoshClnoxABJcMnyMRLy1MwzyijpzMX5Gqt3Frg85/3wjjxb/qmb8mrcaYXPSNHgYH9BvSQ0dX3GqwYLVg2KuZk3/P+BBWcNwemHgcz2QRmatyICv0x9jPFHJs1U7YcPgfICZX3HXWaMsaztoU3gvnMwFz/7hhIuMcPtsBvfeeM2QV0C/gEVGTPPsSZz2FWsEsO8CFQIwd6qn3OR2AkKOB49bv6SPbqUWd1Uh5GmxPitGzKZWeynPBLb4ydgAH1wAoM+Q3n4c0sq7mHFkEeHdN37XAA2hWwsjsGamjFSzTAvN94qE5JIEsn2J/oy33roTMGMmQLb/qvHbpSO4Uegwt2zmxqljZuWZc20vd5U0B/2Hn9gQVXPFIPurWN56FzvolAzuRBjgYgRuN+d5nIbxhnU/zuYTX8CN3m0PVTe+qN/tnLcPWhyJEM8F4w5nU1M7BwgBY4pGdmlegd+tkOPFcXv+ceh45GPsa+EjzQHwEl/8BfctbK6C874J7feKD/fgdTl67mICt08JPsHB56Tkbq0JcDjSw0VMIavVAEztl/DSHESMiIwfQHAghC5aY6MBnDrBX5jyl2L+oUheKQPa+Q1AFQwG4nr92y1s6MNDlchAMYBmkHEzFCfdpiHHJ/PjXpmTYJ0WlBlJyTttPS9JJRBtptbDCysJnHp1zTp//8SxklM1ZoBxD9AAZGrVM3FM00CuEIDrSHlioC4OGVfkdoZjjmwwj6T8nxWZ1mFdBDKThlfKZIntcY4ZWgRf1AQ4AA5blnrqLtjrIojXoAlHwImsAJO8oy78EyHHVKgMMJMmbycPaUsc6Mou/STHkyXtsEXByaegEZDwQXDDJ51BBTennVJx8jwxhIRgeAL4DLvaFZn9HEOBktqIvyaItTVg/ltZeiyo1ncbQn9laH/unVoeMvI6qckYH/DLB7ru7DPRrRgAeUi1z9124Njv/4Sy74DY94ro8MLVyIpEXmZOxkOXogL6dSmaBTSn17ZxNcMeaMCex+9Kabl0cf+XTwz0AyoOqhF9rEa5hRL9nDBAxT/u//Vz+UDV/yk7E8DJn86IM72PKMftHP3DMLN5vPUvccDKUtNoHjfc6zn788+1nPi1M3sjaaNHqna4yhvSF0AM0CEPWRnX4zZEZF6CFHfRJMdNOgaUqbV9kc+q4smcA++otp8sBLwZLviqtHX7RBFtpwVY6tcPVMef856kzF/um7EoDCrOlQmOXUu0asHNphRv1oRo/2yc1vGOoskP4KGAQj7IVgwfIPHdG+/PQHrmHQ1T0JT8gPpjkNzteghM0xsCr+ywP8gEP1qct9dAl+tUlntEvX0OiZd8fNkOK5NvXJc3gP1ufVXP3UJ/fg3n/Y9l8Qbcoer9LmBBh1MuqjG2g2YNGmAZH/+Bk7M4cwaV/beFk9gDvYrNNzXzvqR4c6YJiuw2yxjR/wolx9BIzQAfhgh4tFvEz++YASW20Wxqwvv0AH+ScBpTaqb4IC+uJe28Zj5ell8aceOqEegT3dMauMbrqqf2RHbuhwX1n8LV4TlJ2/lFkOusUX6bv7sC0pq9wBDNc5kUeujI0t+3esx1JiAoI9wwwKZ03LqJqyaFjnOHWKS/lMD1IEBkzEpA7RDeVUt05jBsOtHEfrO+kORBGdWzdy0hnHrl1RIUYSEFARrORtrvMAACAASURBVHoYC3SiL6P3OS4QODCL8fEM3Rw05oqWRP8O2viWb35Gpg69xmTTimlDTrZT+PIaJXXd033ROwDre4WGh+VjAozDR3b0EKB7wCZKdNVn9ZohMGtA+dGMJwSFbv0CQvcot37oE5DjOScMQIyPUXA2Gf7Xt4bf8sTYz3v9FXoFrxw+ArN72jT6dc9HIkSpFCcR4iw/UKJdcm82UaqjBkaA4TdFFdAY9emj4CVlxzmSn3wMjXrQ40oxjUQ4Ajxzj5Mlf5F/HTB64cKVYptS5UT9FyTaD8CYZkR49HgiXIaN42e8tAfvZBhnNlghGzKlXK5kKl8Mw+ZdUe1IFFE+fcO78GxGO/Borc7rKpyy0S89gNsGaPSFAyVPfVQPY2I2yeuLphTpEVl29AQrcKH/lL/LSfhpREm3KLfZLw7RZip4w5eMYm66OXTQpxikcara8F/deBJczF6S9kvd2hXken3GOrl3ar1KJCCHZXjnMJTHO/wmb3XCpfvaYCfkjSOZL37pg7wCVEsN9L/1kYm66IYyRsXyk7/+GgUK1DloQS0swiFeq+/v/u5LoQGu9F0Z9amDrrFF7sOGtjhHM2p4rC5Jf/SDHI2auh6sDglWOVE84ijpOEdsZgO2Hn/8C6vezlox+pThIGFTOXRxuuqGCY7EUoXRtGAD/e7DHfzBobpd0axP9BY9cejzGWT6A0P0hBzZMftC6Ip8+uWZfLUJaPCsjpddiA4OvWy7GSDBCrprL/Cv9oNekDs5wjL/ITDBH/yFfXhBP/umHBngN0xKnqlTn/CIzqiPLkSX5vU2/JDUqQ9kSt+KO3zShjqq5+iObfU9AzNjH/xwlsb4OK/vCkKUg4PqboLGu49F55X3jFwkdWgbz/DFznjvjAto6Kp+s+fyKKuf+kt2/sMi+l21izfue24/iuVA5fHCMmJtkP9wtBuh63QdE6XBbIzUsA5rQOKsAdUaGyPlWYyDSOn2w3Gypp8lYGSgjGJd/Y8REymNshAKsNpIw8maZuNwrcXZKCYo8G6r+giPEZaUVyfjglGYiu4IeegQCWpTWfcJAjOMsq0Fch7WR0wHmtYyKjLdb/rP2qPRuj6iQb9NYWqTMdJvDAdq7VNy4CNUfOK8KbKNRCIzimMEbNbBrk9KalQhWgM85dQLcPqyBRBjrM8CJ+0ANF6L4Dlyr0DYEIdexptyMs7oIRt0urrvWsNBeRgpAOLQAYtBZSzJPWlzeh9gyQsXSfM9+p0SOblqRmD4zBHmoJj3f2gHTEovKR9jzzDNzmcKY0YFaPGZ0m1H5SJ+ZTg+Rk1AQCH0SR2MDVrwgDIZDZguJnftAbzy+oA2/WygwNjpO2dBKeX3Hw36REH7Xxvlj9/4yEgqy9DAiz7AmdEVQwaLMAijdA3dwazpueOnIlPKLni0Nmm9jgOGDViHfXQLYv2Pcbn9cPCsv9omb6NKeBaYWloyUjbK0xbaBFowBB9+K+s+ecEsDKofhmEcL9AsadM9WLReSV84cbjTR3hEJ2zCKmzBFNxpwzP1wKO+kCMsuk+P0AhjeGWaU1BDh7TpPhkrT1fUIVUWHHmDZBufzNboR7GBFm2lTZ9sPnRX6iKL8q55/McjvIYXTkm5tG8Z8eA60+aq/uICz+CuS4ccMP2GP/XAsvzhy4w0ldUHbeijduBc3/DBIAIeYMnsE9pgEt11murDTzh1Da9mGrc645rgedZq6RebZ8SnLvilH2wLG41X+quuyGs+AKIO2Odg9J/jg7HKLn0ZJ0ROXY6gbzAAY2y2gNvslYEhnOOd+uCdDVQOdugGnsVmzUDGPXnQpl+COo5PG+QqVaaucEue+oVO/NInv91DD8cNz/TGciodMhKGK3nQHht8x127QEI9+FY8agsv0UVWZiftyrdE68wLOOYrYFj/dn2bU0SVbQCDPljQLwMTQT55GRypp22TB2wl4Dl/cTlAADHOM+LwmwJSSg0ADwIwREUYLrrzLrloS2OEIQ8jARASpsqrIxwS5cKQTMPPNDVBKWs0IZKxccBUu+ljhxwYuXPm1rFsohPlcIpGIuiTGCJJm2hgNBkhiXHyzJVQMUkeU+l1tOhnTIBKvRnF3Hhz1hxr3ACtfSpg0C3hC2EzjuhRv/xmIzhtUZ5RqgCIgI2m7WYHGEFCAUyQeKM8PqO3dTHIAMzAaA/9lMj+AyMjMwzqK+3K47UyeAzoZOp/70VBZmqKEeDQgATIPSvoYcD/pM2yzH5nD5ywVKPCiHGWXo3Ba/WpixECUvXBlqQc44FOwY9RDZkLxMhRX/RJPoZEMnIwFahOfaL8DJL64VBZTga2YAbPKF4M5oyo9Bv/OX1OCa4ZUPRSToqivgYDnLAy/lNabcMU2hhfDhlGGSr06wuZwBG+qlMdeAEr6kY3p5qp+d/9/fSdLDkytMEAbDGE+t/fntEp2FDec/2zC5sOcQKWs+gDXMEknMqrDsm6OgPjud/0NPc+flvykmGwP0FkdOCOu4IpepNZkL++KboOX/hOJxhA5ciF4YJB9zzDK7xwxTvP0v4tn1zLHDmWwEAwwqELqPVTXfitHD7ii/r0WR36RX6CdAaZUxeAoylYPnYiuhMbMN9IV2cdVvGpbjqGfriDNdiO3GaTr3LaLg9hiy4bCJA5R2Ckx64kqHAs5+whodfa0Bdt0yO6APv+w5a2zTKQHzxy5gy5+/otv2t0Z2/d88Sx+I8X+qh++fzWBqzBj364jw5LhrACo/SPY+Tc8LIBqvrYJvwxghd4qENb7jtsRRCOB+5rt/wiK20ro1/6TV6ugj+8yibmD94Q/fGfvecz4Ak/8BoO4Uef0aUufZDU3/9wRdfgnAzJHo1sSP0RDNM9/LRBFQ8EYAJo9lqAig4Ome/QbuuFB3XSKXqDLn1EF/m54re2zX7YYGyWzeZadbFJZChP8s9Z8crhi/vtE77THbRariMnS0P35NOsa6CDz+TAngYLPs6SP7M2yNiJGDFJAxgKCBrxX8MYDAwI9l4ux1LF8QwDA5rZBa8DOkJAognKi+EED0TuM8SUIGtXN34sRkWEjWkY6pndnTbZYDqjyaChE0PVh8k6j5mAC3yhnQEdw+GZETvmAjEjXOOCDuXQS1BA4F5TmR2Aj9PWpqgbn9AgEThAMiq+n2s3sPdpjaIdLkDIolLT9trSB8IAFu2qH6+16zf6gFA+9eqj2QOvUHgNwhqWWQVlKRWFUC/ARME2ywHqk/QlijeROYUoL/G7Rhgdnsnf/ldp5adckv4XXGSsvHxGtdaPvPbF+LnvOeOGPnXDH6fGUaqTbJQR/DAUgka7Oo160aBOyQhdwCCAgB8RKqNTJVaXPnKyjCLDwYi4J69pTfKzc9lMkPVfU8cO9zHrQZYx5veeWvHge8yjwHBePWCwOTcRvl3s8GlkxijSF/UoB1sdSZChyN+0Lfo5H3sp7DDnlGCBHDiNGhN6g8/4w+jiZ52635Y36Iz35b2ny7FHlifPROdgA94lfPC/+tVgFZ3uwZn28Mc9eGoe9OgXXWpd2oFXeTyHsQS+M31ItsUPfeXoBFucIHkpBy/wVn7aROhjGPAcvs8xnGhhf8qXtDkbcdUrkCYHu+aVJRujZnjBc31n9Nkp9gFP1a+v+qR9Cb2ewZH85CmRJwzpBxthRoQT6AYxPIFndhRGyFI9bCtH5r9r9VA7+q0f7sGGIBSO7IEQGKAZHTCkTrTLr50GwmjyHF2tv3zyn57K4zd7TvcEDWwqXtFN+sTRkT29VB59yqGNnYJXed1TDz9g4CVolqd9pov4wy7IH32ckbXf6StbO7NP+KgeekTX+Qx0CDLZSjMKZETu6CIzNpy8BeTyk5M8ZCSRF5nCa3VKAMxZw1c+nfxTP5O9BHlLaWbRBMcGd2SpvL7idzGtDViDJ3ngH1+DyU8eTGAnsBTscOZoSbD3rr8I3bELZsJmL4w2JDiAFbxRl+eCC4NA+myjuE/U+jR0ZybIQCIn5Q5wfBIjxzDGqY/gjFA0AigUQmOMjDwaZGyzS/26d64GzMv8s9Cv85TVfwlDCE99GCQRLOBr3/0Iy+cbpw5XgsAQxgrzMJpDtDZpmtl0BuNA8AwbQFdJ1Kd8nQ2jAxgUHIAIllAYCcoN5IwPBlEAzqdKr+/40P/aAFh5GKM6KP0w1WvTkKMRvdrTjUN24eZkpVs+EZBrT1vqpiz6q42Af3gEKNqiYIy5QEG/XSk+B4An7bNRvH6rR50N2No//dIuQ+DKKLgCmWcUNlODPq9597GM3NEjoVPelJ9RdYzXbDJqe3DDWeGPCNjmEg7HLIA1QyNr/abocJcgYA5LwUsjMw7WqUhe17EOzHDAXpz4HO6jHUm9Etmhx29YrtEx6mQUGSszPWYA4NYeCQ5c4GVD5k++/qdz/rmNeYwJp4+vGWk1YPrAhxIpi+jR5P1WeIJPbVBC7SbQmHOtK1+0MXR4DScMl/VExsWInvLTk+I++J0RABzEEHjdh6GdUT7jAxdosGZuAx5s0xnOmfFBEx4IADgMhi/B4cHD4SmDRDfjuIz4J6lDefqB93Fi3leeo3/xBo3+w1ecs81343TiPLyWNktk6Gd0XNVFH8k7OjpGs85Uv2yQNQ2qP3VibACalGdj1KE9/fKf8Ue/wQH54K3ZDwGdfkgMvfrx26Y1+LIz38FOBikcnTYYWbyFBbzEY6M6r2Bx4GZSGGrBkXrJpXYPvulebQjd8JweVfdqU6J/R44GQ/CJBoeGwCs5kwOeVffwm8zgnW3zTHvqxUvPtUM++O03WuQnE/hUF1oFywJA2FCXIEtf5aktJVv8pc/6wf6rl/7ioSCSHqhbH9kg5SU0aT/5T57JM/LSPjrxWDvKClTZZDbNcqTNhJau2Gg4wwczV3SPvrIRzkGwRs0P8AF4AUOdbeUbDHgscwqYvXGg7tpOs0z6wC8kkP3kp1K+Tlab6sUfOs4WeIYXcIFe9+kY3BiEmB1Dj/vqticIT/VBwiP4wye49h9/0Y5n7sOoGRpBjmW4lMuJjXMk7YaH+CiR95POcjciyVqLQw84+HkPnNPl0AmTYBhRwhQViZCMSDgx05bATbERyDhROEAhRPfrUNzz23SM+oFGZzhGIPYMEJSLwOf4VYDFIEIRtVBUQjESAwRGkgAwEPM5eYySgMGakfUIym7NjbNRh7aAjIEJXfP+NkVAG2AyyH7LF1pntMvYUTCCMFthmoVDdzjG937vejymd0iNPIEL843W8LFBgt/axQt8ljzDbwDSHyDUZ30HJHwpEORlIABNqqNFvxQeD/15hudzbGh5TxbkzKHrrzp3a8ez+1Q9qXM+V8lgcV7ywot+SXaK33ffpQCa8TOtpS/WvU2Xw496OGhtCuq0z+gYnfdQDQeL2KltYxlZaguv6jATjHqH99K6+9Y6uv0AAofShC/kz9Bb0zQiJnPG3AjFHg47WY2K/Cc/RgEPKJxyFJYMGB0jP29RmDkyOuAI4ZRRLV2u9Akv8JdCkpkZLU4GP2yai7Ox5nvjzeEPvYBxfKA7sEInJPVrh+LCinwMFjwYYQgW6SCa5eGU0KZtDkd+fIjjvWPdoOc/w05X96caH22SHb1EA+zrH/76T3f0EY1pe/JFl+YwKe0oR3fIXln401/yUZ5h0yZc6L+Ro6lGU854hXdegyMr+ta2tKtvaKGL6mZs2SYjR46RbSBD943s8In86aS3Xcykfc/3/Iu84qcdZciLE+dQ2BKjfUbbfpjaHZjQLzjk6PCdzGAHrgWW+guznm2deHgw/UYnGXKMnKx28Iw9jryHx9HVsafqVZ9+h4c2k2U21TT76eXEvWs6dVJwb9r77HL8mJG+o2LJy/fbP7L8+q/99vKX7
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  الاصرة التساهمية Covalent Bond :
ثمة حالات معينة تحتاج فيها الذرات ، لكي تصل الى حالة الاستقراء ، إما الى فقدان او اكتساب عدد من الكترونات كبير نسبيا قد يكون ثلاثة ، او أربعة ، أو أكثر، وهذا ما يحدث فعلا عند ارتباط مثل هذه الذرت مع ذرات اخرى ، فان عددا من الالكترونات في المدارين الخارجيين او الاخيرين للذرتين يشترك هاتين الذرتين ، وتدعى هذه الرابطة بالآصرة التساهمية Covalent Bond وتختلف حالة الآصرة هذه عن الآصرة الأيونية في كون الآصرة التساهمية ارتباطا حقيقيا بين الذرات ذاتها وليس مجرد تجاذب بين شحناتها ، مثل ذرة الكاربون C التي تشترك مع ذرت اخرى كالهيدروجين H بالالكترونات الاربعة الموجودة في المدار الخارجي لها وهذا واضح في حالة تكوين الميثان CH4 وكما هو واضع في المعادلة ادناه :
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2NlX4WVwRDHw7CQrUBaJRKCPZQhyqSrHHUUQRWyFrbNUUKxsXT1G+V9dCaBySYzhhCOj5vrJ+lNCIHocWLNX1lSEbbzufBcACLGwX0Un5XWyUMACgrr/XL68P3y8PTpteX05Ek5Pc5y8kT1H52+Xyhnjz6o5fz8o/L0g1KevF/K+dNSHj/pLlz3/cdPPiqPHn9YHlLOPiinWTjn2qPzj8rZ+Ufl/PFH5cnjj8rT81KePukp50X3npx/VD54v5QP+ygeG+NjLBoPY/6glPP3S3n89COV86cfaR7Ud+H++fsfFe65PH1ayvuUHNuTx6U8fvSh1uThw6fl4cnTwvo9evi0PH3yYXl6/mF5cknR/acfFtaGuV9VqONxeU6PWfNc97MnpXSVp6WcXVPYrzP6vrZE21GfPY41o2+NKdeza3ymCdZX7WdfzFPPfxhrqvWOuXm9Yz0+LGfnH5azJ005h04+FB1BS215/JT2KB+UxxQ990E8f/5BeUR5HOXh4w79dfGHaZJ65zybhfMsaqdpC0Anr5yMqFOB/1N47dH75Th579H5++XR2VMB4wf3HxWMiEOMiMNH5fiBgfN5AfwD8E9P4FF41SV4Vnx58qScHD8R2MYQEUCyUXL4qNA+hXaOHzxWOUrwBQA7pCSwwlvZ8V4el/2DEwFE5BeyTYYTXlieyWsoCIoUYyo0W60bUr7hTUFpECKnDwwpGVS7RwUg5zFyT9Zv8zYqdfd3j6uhxrmfR2EAyvAsGNQE+Oj8I08pp8ajJ0+WvRFWkOmxQDlSnzr1ucZ7g1L2/fnF9TI1s1QWljYEeqwYAVX2fKGMATS9wJA61QPFGHq8JOG9yuTh9GQpfyY9Ke0co63wuuH14R4gCDAUoKnjeXwGXGmuAWJ55qpCe+wzjgf2Or4Gbq9YHrXOUcdGA0YJOhpdqGLD4sEj0RPrRrsCQhkmF9hg3XMvWB9oinrUryGsfFb0l0BrlTVIAARNVK9Tlzet9QZ1QoR1fxPYQAd4yQyA6KeOwQAqj30DoK0HoudquOT/AAPkd3l68QI1jppuAPT4SVkDcaWHhQHuYU3dxzoMy1DA4MGjUP7VEg5rU2DgJKxlLGUKwknlFMv0qa4dnYYHQ+AoQZE8GifnFTC5H/WbQArAwTNco35Yy9Em100cBwg/hFFj7V953gvULvldvS5p8UvwphAGaAhgPP6wnD3+UAADkHFVeXz2YWnL+VmnPuDDBTBggAPAaEGQfxt0+J6VvJWXf4ci/6icnQXAov9zxvH4IxWd8/tRFADSB0+vLgCVxwIWKNGPyjlFoMbAIZSxwBf3GqBjYCRl3wA7QN8565ig5xGgEtAjpfS4PLh/VgU8Xh6UD0XeIDxC6RXS9ft4lB4LEHo9rjoGGAig1AIBg0qBSZT4I0oo4auPH5RTwMA1BXoSz9jjdPpE3ijAA16e1uOj33io7KXCY5Q8B3/Biyqn4VXCq+WCd6nyYPIfdR+IL3u9Y+FBskcJhb13cFz2Do7KLmUfQRb5Xzt7hBCj6H8lIdhQ1rxNlMIPRSfhbFf0LkI6C8mlyoWgvt37odQWlzfL9OxymZhakIJEUVogo5xQWLS7s+tcgI7gC/c4IdNTFZQ9gOTB4SOBoaClDj0BYNpSQY68pecBnB4+LWcP3y+PH31QHp99UB4DwvAyii7PBLrUBuDpgH47YVtC2igtPGJSeinst/eP5HlHsbFeKAUpufSQB1DKsG1jxe4fnJajI/p+pDkxBrykBnJ4dBmLgRhHfhvAMT/OPU7WhvFZQdlrrvA/Yz/AYxdePusF0UVGCro8fak30CEO6UqfpNEpT2Ea1yh1wMbc/KoAB8qba7TNHNv/6agxNP15vNJZTgtw5MIRhhrKNnDI0HYCCXsxmGdEQjIaUp/PfZNxHikJvVENR084QvsCWEpSJhR0cWGezEfzk5fG4cE8ZpjJIMHATp6qBJ0Gl/BA5TUBp/xUhkOKCWjUVgNeWvBTz+FZec3CG2WPl3g4vT9gBXnzMqwUHxnuvH6vsTiMKy9mhMToX0Dk0lSSAPgBgK7/thegXV6f/JQMv+PNSPJ/4nl5PZERkllB310A6Ozxk7KcsUEmKZebLJPw+AhYOGwAs9v13xWScWgmXe8I8Ufvl5OHYakBgu6fPBGAuU84JtuTN4XwQgOCKmhJQKLwA/ePziTc7XGhTcAJbcFQtEsdM+d1RzFh44G67HcXqFJIpdvDxRgAYifpzbnOC2QB5SMK3s88On1aVPB2pPJSWCRDG1XBETbJ+6etkqvg1MowFCQhlePTcwlAhdkQhLJoEYJnOrfgxvLFunUY6rIjoSntZXrpHqR3TPRhMGm64V6u3bPHJpyUQpmxaTwopbTECV10uTvzn88iuFtFY4Evq3jvWKE/QoRXlmNCRQHeCXN1aDz3ugHVVai33soLzzt5PBLmKfB7zxHetthC6SSwsJXXKkK5wrtzp3jWXgILSwmtFIQhrMLSw4pFIGNNAx4QdFiyy+Q6pNVKfsny+k4NRyDoABvcV53lrbKwvBllaaPMN2Vucb3Mzq+V2fnVMj230lVm5lZ1b25hrczMr5UZ359dKdMzy2VqZrlMTC+U8amFMj5JmS9DI1Pl9t2RcvP2ULl1d6QMDk+WsYk51RmbnNdxem61zC9slMWF9bIwv1bm+T23pt8ry1uZi7NTOCcc5FBQ5L5k/o5yZTJvZ2VH9ZxXs7FGYmWEjgBVeztYnYSto0BnXFch/2yr89v5OPauWGFhSQPk8AQQcrICY335YKIVrIBQ0kEFJmnJHhw+VHgYoCNv1NF5lwzCkwXIEQjaOxHQMfjRMxnyhr8iLHgSocTKuynTMwRcDb8zPH3hIcQADDmfIdg0fO35qwZCev/s4cOosJeaOswNxY5yRJ7Tlz2KCvVmu5w/PHtfRgF9UM/lVJ74vI/ucTl9Wk4wxKnbGBk2HJDdhLfdjrz5jZGDDvN8us/T+5+eSOm606fSRQJEpJRcUQwMObLfAnNNzqLBmPddfN4AGXjd11g3yRCHvxrZAZhU+5Yj1K1eogDWAcL8dnd8OgC5EYA9nq9tuO0GLIfBY29SEwYzCMp/4qsxe9zpARKQksHE8wmAwCF9FPiqE/Ii9NUJf4UHCCB0ULYBQFqbyD3tAkCPzs7LEtYU7sFMImaBAhF3rAI2BIbUgraLiqs1F8NHhLxBDgACEIVXae/wpGAJuZ6QPrkDqUDUNkieRSbkxvVUHAAU2rwPADsCED0qewcPy97+qQquZIiptQrcz0VHWzjXHb0OtLFNTFUWrtFu45JGOHYl8XZefW+vOxdBCtpvMjXPSbjuhls7CAuCDKJEUKqIULCyG/djovGKzvMzAIyXOW7xemsmbDoR0kTi31YKuBCV99B+2fqCcylQu74Zk8dwwRp57FbIwQzN6+lYK7gq8xMCELcI3MqF5PB09zv/gnUFFB0SGiUXCAt1/2HEhPMDlLI4GvfnRb/ZW3JWoNMAOJkM3dJ55qoxfjPqdcewpJqPlfXmI2wCRtLNLoARShHlCOjgnuPnAiFcB6CkWx6FCRhZXNrQcX5pMwDJYgATQgoUQIrACeBjbkXeFEIOU3MrZXJmSUBidGKujI7PVoAxNbtc5hbWy/ziRpnVc6t6VsBldqVwX23MLKkN2pmcjjIxvZhAZl5ARqBmaqFwnTr8BsDUMjFfxibmyybFvEAAACAASURBVMj4rArjoNwbnhQAunHrXrl5Z7gMDE2UkbGo47qT04tlmn4n5sv42GwZG50pY6OzZWJ8rkxNLpTpqUUV7vN7bnZFIGmG+U8ulMnx+TI+OltGR2bK6Mi0yvDQZBm4M1ru3B4ud++MlIG7Y2VocKIM35sso8PTZWyk08fM9FKZm11VAXwBwgBjlKXFDZXlxc2yxD6tRjiFPZmZX1Vhb9hb9pw9AoBWHjGItSfN/I9ywpvVeEQ5J8wX13x8JOMAftnbPhLQAfDI+MHIQH7uHpddvU1zVA7vpwc9QZAN1JNT8uMI8+ORfL+CE3lH87oASRoRBhrUr2H4JtwqD+t5J2R/eHwm3SLwc/qkEEbFI0voVZ5ZhWfxzhLSjmuAMPWfR4Ey33fbbUqAQE0D2BrwVMESc8GrL09vpDVUYCSAFZ5fz8neYdbGQNAGezWi7DDoOdqYlQGdBpZ1nPQc3r2MeAiAAeR6QBz7YnCGd1dgrnVS0KcBbR7JB0XGIeswYB8AhHEwnGRaSepQAA/tyUvctCO9rpxS5ww+0t6hd6/TvdK1qY+Qw9LL+QKNwRwOGHLw5LHFa3tFUR4tOrTqT8K7x+WA0O4ebwnHZ2j4H6G1/d4cIAGg1fz0+gZx1lDqrXC3+82JYFIC+baArMrNeEsAECW3NOjN7tp0ifOM3XS2PFGKTNiWa72PMrUrL9vxgoVVZDeyk9KiHfrE+m3bufj8UBYHVsd1BQVkaw3hRGwXpYNioCC0sGqXljbL6vJ2f4W3ONqSz2Gluiyl0kIJRVmLvrI/XVtcl3IjVECRsuNaLaEAube0vFWWl7ZifKvb9c2ReHtlp6xija5sq/+1Fb/FcvVxaWWnLC7jGdiWshaIbly+pgcrccXYu3IGOmES9onvP1wPgPL193yTrXq0Mj+D/A95gQCRFBjT7uwrjhYKLwoAQeOa7xWJkNyHtrx/zhuQtwUPgUFQKkhdtycGj432PPcdoLPIfm9qP/AuuKhdPDfQ1EJ6aGaXBVwIL+FtAXCMjM3oyG+ACp4c6hOGEsBJkAOQ4Tk9m8/zjAGOABAeGhfq9AIgQI9BEOBlKjw6que2J+c1JoDQveEpgTM8RQZt1MXTNDO7UibpAwAnADQjMAQImhifFxjydUAPhbojw1Pl3sB4uXtntNy+NVRu3bxXbt24V95792554/Ub5bVX3ymvv/ZuefONG+WtN2+Wd96+Xd595255793BcvPGPT0zODBWhu5NFEATAIp+JsbmytREgC8A0uzMcplfWAsAtLytfcIjBpg0AFpZ3S4Li+vao3af4S3vo4AxIJiclI09KQopARQAwr7+L0K8UGEwYEQoSXptT7wlMJSGF3VIJpUMWNuNr7qnEYMsrTLXL7aIl0iROJGxaWMY/rKRyTOW/ShR8ZWM10fxwoMS6COJXl53DFwZxx1PgwzjTMHAq68XKqzAlRwfnn4/L55NAxkwdYBxjPHSGjAZCgulmyHFxmPi8XP0HDBA4WN0IXPiHvKEeXW1b6MepdsY7TbeLzoKXGT0o4KgY+YaHnGFxQU4A5DZ6/bMMQFbFyBMAAcoA8DZuy1AS55bgjmAHM8pH1D5fxHet3fM4M9pLH4Rp420sNYGSgZ1Otqj7uPJuZwZdf0y+mIHiWgg5TO5dMrZS1B/2bkjBQoDZ45feDfPIz8vdcLe/klgDPKeev8ZaguA1iSs8+NKCOcUvBbMSkRL0IBy0/0qnFOQr2yJQeu9vF9BBFZQMjV1Vsm6X9+VsDejc+SePFP51UsUZFhGkby1Kus5kuR43glyUrqpZC89X8cFHVZXK1R6zxknsWkUgFz6uOuxoPnNef7m/pysP9zwV5fF+bAObSXqqGfWysKcXfirZQalkxY1Al/WNlZ3Wt7cQ9HwG0VFCeucsbms6JoU2eJaWVzcKMtLm2UFINQAsBVev10CIG2WpcVNHTm/rqBsEeACWAJBhFYAwVEMfEQLrHfj0WBvtGdObETIKMQQ3i97yggt2LVpgORPCNhD1C3UO69D41GqruZLQlAd4eS3k8KTiCCrwKnxcoY3rfNKpdzJVhrNUW/UXEeH+Z0Q0x1KkHA0nh+toQH6JjwZ17WWDc+hLA1wYh+2qteI9Ye/aBNa5j7gODw64QkSiJnoBUBzoi3oiQLQkIdoYq56aYbHZorK6HQZykIdQA1HwFQt9uzkfeoP3JuQR2dwaEKeHsJdw6MzKiPjM2UUb072B/ihjI53wl8jo7Pql76mZhYFMqYnF+UJCuAzJ++OPUPh3ZkpkxMLAkT8vjc4Xm7fHi433hsUsAHgvP1WlLfevFUo/H73nTsCRTdvDJZbN4cEfOQZuj1a7t4eqZ4ig6GRoSl5lcLrFB4o5IhDh4QJzcfKa2I/17YFfsTH6R3CS0RdQobsGWDUBYPLwIZX3AViViN8B28TwsOzyxFPFLzsazIyNg/17zFWV7i/WRbxPmEoJcBqeVV8nGDc9LciHo9QatwPfcHzQY+bNcxaZXcNe4QnW8apPm8S4RzABm3FGIIH1uo/7wzPK88gNwjlSr7bwLA84b7CvCFvpHdsNNhItHGZHlIMA2SZ5Zn5YzLzz/Aycg1Zxx7Cc07O5lwGcXpaWZ9L9U4jD9BlApgARjzU8owQeYkIyS45d5ZBacQZeEmmGdwlKMN7Z+8TgARggWxzG7zRSds8Wz1LyjF8X2FFvG7yfD38oObtAnicOiDPkd/gdN8JBGlP3qgMJRpgRTjx/XJyFmFEvEeMx2klFSgpPYaUiojyHB+fK/dT6SGkiFxSSMMA8HAkjYSc0XiR6MNy9vCDfNHhqV5OwKEiets66H4LrAVAWKQmdggHQg6rcV3eh97N5TfEKiF8RW6ACEeKcqMsLuGtCKGtZ80wPYRk0MVxhe9pJBLn1UnOEeqL2bfHxfV+iE9MBghLxrjsiMJQbkJar1PTSyG4EhDZjS3mmF+7FvwAjhYXNopc4pm30A8AEuByzgRHQhDKmUgAlFa9FZbB2WwqMI1vca0s4JZf2FBhDIAeAR9c9Hm9C5ilK/+yawhvPGDQCGuIUGBt6x4YCBkES9BnnQQ+8jSmt0+uT3/jZzeAkL6btH5QNtf2y/raTrF3SuG6/K6JABEfoez5lguACYYP787lbwUiKDpgJ0O09dtG8V0dW7U6NkDnUgBkQe04+CXHulaNZ0wCvq5PxNYrbafAN58ClgzmzU8YDlHimzHsjfh4cT1AchP6qoAlQQqhJYXC8OikJwYgIgDkOmMzZQgAlMDn3uh0oejZDKUNj80GQEqgVO9NzBVADzk95PdQ7gyMlrsDYwJEhLkGhyaV70P7lMGh8TIwNC7AQztco97AvXHVG5+YL3MzK2V2KsNaE/MCQnhhpgBFGeaK0NiCvEN4fwAst28OdQGgd94OsHP7ZoS/IgQ2Kk+RPT3DQ1PyHo0OTSs0Rjt4krhPu4TU6HNyYrHMTC2V2enlMju7EvlRC2syZuT9mpjTfiBnkHPPeNtk+CwrRwqjZmY2wmbIHep28TBydWFDITjCcICe8Ohu1rAcv+Ebh77hpxWeI3cKgFaNmY6RCu1IDwCeDRzSw0x9lL/Gb3CRMgGZY7kAXbbhXNFsozugZTzxtAMAtMFp0KHQ7iIezvB4axwLAeSp48J1lQT5tCVAKZkZIVvADAVQL28j3symcM3AG6BO3tm9kfA+ysM5s6TxhQePsTaGROqJiZnFcl1hDz1WRxHYU64BxFgL863nrbV2+Ds9x25jBcCbuTSsJc4K1t16lGcp6HV5tJSQHB9U7XjJ7TXLvCGnDugbYs038JoUB4AczxuUIUvt9VNIz545wE96CqkrEJThOgG2zOXl+QcPzsoJOW3XFCfycwQE6U3qhx8I/ACGeOOTXLiDg1PNGYBNeTYHKBWXhGpaoAZALLDDMBCuUbsWOb1E8ujYJb+8KaUIUWpDk2iDuTqMJWQuN39sEpvFBmlDUagCN3GPcTmxM5BcAB0BMBRvfn2ajb0upMV9gF5YxIQRLi8Q4vTsqlzueGCmKYAKGIv5JbMzZrwrBhFXHRFarWdFeQIIrkziRHjhCUJgCvjMdvozo8sqnFvV/S5GsjBQImrHajST4KUiB2JhdlV9yBuF9wnP0+yqinIklNOworr8vrQsrFYABMOyp+xVb+gHutF+pmdPdfKVVfbT4c7tjNk6sRQPD1asLNyV+KYJYUZ+d+K+6THC5S+3/4POPd5sad3Vdov3HKlTAU61UrtfE7X14LGGNzI+4HfROYCl8pMNiyuOWjN7fGzNVhDEd1ea9lprPPnEPNjyEPs+K2WwWqbnVwWaW2+OPDbjc2VkopNXMwzAIM9GJUJiyrOx97HHAynlMRUhMfFI1rOHUkoDTybKPD2TY8rvwasTygUFMzQSYCdAT3iXNL6JuQq0+G0FRT2ewwsFUCPXB8BD+MmlA4AWyvjonICP84SU53N3VADo5nuD5cZ7A1nw8tzTdXKAah7QndEycHdUoGlwYLxQDHgU+hqZEfBx+IswG2NSCGx6uUxPR6I3a0Ro0N4z1hY5iSxBttRQY+ZWYejMzIVHV8nj6R3iGeSMQRBHcpAIt4nH59fKynKEtJ2XRJgbfrIHiHNAEXIA4wwacoJ89eKm8bLQgugEFihmyXUZkuSidbwh0J2NI2gSRWwZ0IKqCpKWtyRToRHWABDUATDQ7lJ4s5VEn0n21dMdHvpWLktWXgWAJslDC7ADGHW41sBUQHtsRjQGEMIogM7MCxcBIAGnFvinR9Oezeo1xTuKoZHGAucj8nbORQ5ehpPhHQFf9lX6NAAg6ylv1cJGeAj1gkGAYtYAUCb+U3g6XyyYXqg8yLpW3eU9TO+fZLONNXSlvM+hM7vkWcogA9te+WWwgdxEdwPOrJuRoXjSCSkCigBQNewIMPN38pwje8mREC7RAfQFifyExBwu8xuO5IiSOypDW2O5wAO0SGIlE7KAzskJlKx08l2YpBWBBbxAiL1FaQXw8SiDpgA+m0reDObKvBu5MSPc5n7dFv3i4VE4IPtUDNYJU/kFT4MZFptcIqxxX+tVwu1vNg3gAxFdXcLqMLFYUPHbYET3sHaI8ePhuaYIHGVyJOCn9QDFGywBRGb0ZkwojcrYCSrp28KSY4whQxuN+zxc55HIythnsZKnEZDRR9sf1+p92szEzkvBD/fTYhH4SeEpIjcD5ZG1F30ptBPWHiEiAQfneGFl5Ifl2jwgW6vVu8MH3zYPBXL0BWCFyPgS976Kw2LKjWjeqmhj/Bedw4BK0svxkJdWk9CV+JzJz30mQQuwYIllaT09vhb/9TvChV63bsHRyYXrCqn1eIHsjrfRwn64CBCRq5Y0g1C1wK+gJL2KCFvl2GR4FbBBEcixlZzXpCjI4bF3CHCSikSKZZykapeoF293xVteJD3zrAsKZjTDZuE9CgXB/TbE1gIgwmaAtwmSmTMJGu8LhdwfQmLTU0sqAkfKCQogZA8QHp4KcgRwxhUaG7w7VlQGxhL0jOk6YTMSou0NAlDJ2yOPT3ieGIuLco7wRKX3mDVnTgA4QN/EVCe8Esorw9fpvY2350JhyZCRh2CjLKQMUTgboAP4wPBJAIRcIbxFEUha3iob5A3pZY1jJT/zvwrxCPHsEmFxpxvIUu58dRjeBcAAeCR70gPOOdegNYMazpH5rksdy08p7saTxD3dz6NCTnho0tCUzMpwIfQGHVaPTvXqBM1OAxLnVsosRh7j6upnXWHEoO9IJ5icwgu0qOT70aRbhYMb7xB9CqRk6Jb7ALEWQGCMBuBYFP2bnscq7ZsH4sh16owm/XOMEl5WeIh5mjcnlfMWqQ8dPRB5obNz2bc9hZmewbPQlfmNc68pazShXL7wfAHownBZ0bqxz5LVCkV2DFf2N4ysjldZ15a35LRA5ysHMT1N6FfdV0iVt0h31D5RCtFMBdudD2/St8Ay6Rc4Cq4p4fGMlw3s3QTUozM4EhbGYF7jQ6ECYWGwdnmAzs6eyIVeAcLabsGdtkKICO9IEjODJkdBgjq9KKvOo2Fx5EnZVDKwGAKmSMZYWSWMlR/Uqp/W3itr6ztqU7kPq4RQMn8oXabx5Upe193TW0yKk9r9JgC1W8hb4v7m9kHZ3Iq3auSJIKmXkAmv9PIFTEAd7bIhGi+5K4Tk1jsFZnap16mT7lcxPK5dkHiUObwg8ytlfn6lLHBkgwEQcwCN7jI/t1wW5lblcl4UYAI0ETrDI4N3Blc5SZNLZRaXNwwtd/dqmSeElYWEytkFcn6WC2EuxiAr0ZbinK1GLKmlMqPxAXqWJSARkiEoY3war/peLnMzSxo/41LxGy1d4TDedFlTOBMiZ02hH/Zhg73Y2o+yDcjBe4FXKPaBc+3X1n7Z3sESIO79oOySkMhvPvLGq4sUzl22+fLnYdnVvzyIN8S2tiB2vvfQ+fJuMMC+XqOkPv++hPavL0dRl/q7vDmHJXLYVXiTjq+ebm2Tr9QU8tM85+YIaGGuKszbJa8JBOpZvrkBP4T3zOvDx8to1/dMy1EPmobGsdqha/ZhK2nbvJdvH6E08cRCN1IcWNPLZQ56WsKKX6/3yVWZnUeRQENBP5PTC2VCCctzZUz5OXhrpsrwyKTK0MhkqWV4sgzh2SGUdc9lXGGse8Pk+0yUYYDL2LQAD6AnyrSuc0+F9kfxDOEpmlD7Y4AdkqUn5xIsTRddm5wrkwAwrPSx2TIxwe/5MssbWgIEy2UOLwxeIhQMYIt+yD8aBOCMlsHBUZ0L2NwD4ODh6RTqAX44DgGCdG9CSc/0TZlgfOOzOp+WVwov0EKZ4g00founye1bLBOMeWpe+4EcWlpF+G9oj9gn5Evwe+wPMmiJeitxXF7eKCvLm2WVLyjrBYatsow1L3myVpaXNnSde4S5VgFA6wCgw7K7i5eUr+bGm6F+Hhmpf9mBjM4cH3lv5f1Z11hnkCeWS8gVcguX1gt5hCG/0QWEcVDSeC4AJFE0n5SbPKf7Ai0hr8jloog2FULDeMPYW1aSPHSIrIU28cZPARRQ7uzrzELhzT7LQ4Mw1nIOYEjSucKIePIXVWhPyf/jMwWvJMAE2lIRnXVA+vjEbJmcnFOfjEc8grGpzzgsaS+1p7xAMDVfpqYBSzGfeuQanpipefETYEeAaXy2jENDPOf5z68o/xR+ZNyMibrQDnMUHwv4hJeI35ECAYAG5C1GXwCc6UW1QVtVVwCCmCO0ObOoPUQvQovz0mmp16Rz0JHQXcoVDCwDcb2kE+3OL65mIn/IE+gCWlheCYDMmmksMtrX1JfejkS/IpvmmQM6sFtvohfRXd0FYx7jhn1fDJ1FWHgp+AL+WGTsfF9qeVP/LUIfE92+3x0Ce/z4iT6jDmrCQhBqSqsBK8KJuXgC8Fj4LaWrjqurW2V9fTvKGgxKAt5mWVnZUFleWS8ry+TD4Glg8EtlYX65LCyulMWl1bK0xETWVXS+sl5WV2HozbJGe1m4Rpu0t7S8WpYWV8viIse1srqyUdbXsHq2VTjnGvd0P9taoY3lGM+y+qVv3Meda4xtFsKcWShzc4vqR8+tQhSAgZWysLCs4/w8TEhSJhszXwu/mevcLAAj5stzbeFZ2p+dXSjz88saR6zDmvqhL8bGmrBOzFVlYaVMi6lmyvT0XG1jYnKmjE9M65775MhYpqfmVOiLPtX3bIyb+S4tsA+rZWVlXeu+vhr7qDVfXi/Ly2vak/X12GvWeXNjp2xu7pStzd0oW7tlewtwwhtmQQPsA7RBXe5tb++XnZ2DsrsDwNlX4brb2NzcLZT4jQAHFMX97W1+7+vZvV28QgCkaGdra7dQdnZov4+ivjtj8Fh6j7S/Sz+7OWba3t4vjEWFOW11xsU1xs4auPCbedPW/h6fc+dtHIyOjbK8vF7WVjbrWkLr7AN7v7YG/cc6mqc4sicqPL+ENxJ6XBE/+bylM/HZ4krQFwpsAQBPIj/AG/oLOgjagF6XRbPQzeTkbBkfmyqjI+S7jEcZGS8jI7wJxRtRo+XevZFyb3CkDA4Ol8GB4TIwMBTl7lAZuDtU7t65V+7cGSyDgyNlaGhMbQwPAypGy/C9+D02Oqnr97g2PFbGxqbK5NRM8tNCmZ7mtXaAx0yZmJwuU1OzoueZ6XnRt/kNehftLzA/kqR5Q2yqqP2RcY2ZsTLGu3eGyp3bgxrf4EDOYWCkcD5wd7jczbEzfpW79/T82OhUGR+fKmNjkyoTE9Pi88XFkAsz0z38Nr8kecFeiS/EEyHXVhs5Ce9ZDnGE51R4bjnlYcpW0cMKgCiK6SNk3qpkKefQDzwLv4aM3pKcpD60h2yRnAZgIS+TnqAN1pz1RX4il6Ab5B5yl7ahb9qMtho5lXKOeppP0jkyTHJ/fln0p72aXy6sG2MJfgh6Rv4iO6Fn6iHnJN/Gp8v42LT2lbEhY9XmAm0iT4Omkd3sA3VcD5oZHhkXDUJ/lBHRctAzNK0yOlFGRydFNxOitxnR29QUoAVgBOieKRPjMY6pyaBFaND0x7joF7kLDULP4pnhsTI0NKp+oSHJ79SJzFf7vrQmuhq6F3wAHc/NLwUvzC6ETlhczf1B7yyU6RmA2EyBFifGZzRO9JH0ynLoN/qCD9hXZCWyirUXbwyNi6YZL2P33rHPjGkRkCRjPXQHMgU5Jf0EEEp9qOfQIZJj7OVy6Hf2F927GjIPPRYyqMEDYIIsi/PdupL+5wHj8Lv05VLQTaO7GY9oCd2zwVe8eavvAgCkj4M1AIhEU7lFSdRtckTkSs3EWe63uSz1nOTaVHaVCRHQslgSVKQil+AVGAiBwGBZsHo0sFhckSJGILABrcA3gbQC3ptF/6GgQ3nHxkUfEgYoj9xQbxzPeiN1jYWeS2JL4Upf3KMwVhitJXQIH2KDwAyCpEwEgGDkxQAdBn7NRou4pYQMmKI+zz/ThsHLHMmfsyLYycmZADgICAmHKd1rQQ7joj4CwMKAMdF+MMmS9gFQKQCE0Ewga0XLWnoNrZglWK3oDYg2+EeNCYKzHdcTEBAICsBgsGGAw32Bqo0OqKIOzIqw5Z4Ztz7bAA6DLN97EccAQICgCwBQgp86pp0ARgJACcQ1ZgEgXmPer6CNNTEtVwC0wWcISG4N4eJ1Nl9x7OKFlVCSLS9An+Yn0bYMhDAWEC7QLbRh+mL/oV/RGsA4AQR1oBXoBrpCSLoAKAwqBIxQIlIoYwGKhkYl5AE4FEDR4MCQ7lHf7RhQ8dt9AH5GRyckyGfwmFRDIsczNatriyjOxqBo5YjnzXyhefMFfdO+xwSouX1rQIUxAoxcNPYhAFvMRWBveFRzQGkyRrU3NKajFEeuK/2h9LhmpWgZYj6SXBMwADh0yyDLGl
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
jGdIm+65Z9/Y2LyAB+hyAdA2A89IXwQAMcSEs4zc5AEKGKEQkpOXCT6DdikAlLJifAl8KTZA1B9XI9i+7aT+Sj3Dcb8G3T6cqZSnB+GU614ZgF7KK1p7gKAI6pBXnWgug9nb5RkeikvwPTOoVPsAhj376oTTfGU5Sk1olUchKaetjZZfCC2l837qcKWEUgx1jDWhq4GjPzlRA1rTwkjhcfEpa/uWHtcAEOFncMqIt1s9fZTr3t0Hxpzq/q5VH2q7U1zFScUw4bm2MpDAzwyAqj/sdOpjFQ5vrLxiG0csg+0EgAQJnxmbR09VjNCRI760vloeEzOU5THxP6vlsVUc0ApQHVuAOgBRcnz0RCkyQ1czqqf8dm1v5x6mYNpmy
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
hohlw//A//WD756S+Ur379W+XBh8+VmfnVsm6hOjgIny+Ljgvnp2KDC+2O8yxtOHn/+++IsDF2F9u5K+6dDSgJNMxZfc/XksOzPqSlTXDjENkck7yGNiZNXqkdAoo60eFDi9Q0SQAQUJPAxhjm4bQx7q0sdebGBe0YA6DcYcbc2ZzsyYsxnfJF64DwBECRd4f8qz6m3kG36BXdet8zG7P4XtK0ZZoAQD8N4HM05PB8cCIdDA6KdDg8LEejo0iHI2CIxgg4Oih7/H16eyVAz86ojHacGM4BlsMnh81haB5iUmlcHIimgS3gVtcEdg0AFJqPpuEBcgCZ3i5tzV7Zct4KYDDcLQP3aXb6g3CWHgoJ7hA6wIT5jHO0U5hHu2X/6EqY0WiI5AdoNnf6ZXVzu6xsbMY7NDzeUzZQZOLMLi2X1e3t0DYBWktrGzHx1gQyy87fsouDN/1KrBwwn/19O9OGoUJFBPxvdiIseHPSij5hBqSiBkwqgt6JSNAVEAYoDLQLBFE9Cyuez1xvnPR3MGJMmw06HF2rWSCcXZc2wwmUwycG/tCDj5cPffCj5fWve2t5xZ+9urz8pa8qN7/qteVv3/Hu8k9f/FqYKhBmanO0HbNN5hlAqDm1nR0AieB5bCIK0JNanmZ6iufND+haJiOgIkxTB0+FY/PeAc3OWdIZfIAAIKa4prFJcJYaqrzvOm4bf6EALh3wEz5Ex0Bvd/dyOTX9LADoDCawBEDra1WjwWxTQVDVXKRJCCiY49g8Vx2c078nAFDb/QUAAUNWqBhsPgN6JjVAseI+d6k88dh0Off4pXLxPDBVNTtACgAEyCSgcY+2J3yFpgkebQFaVsegZnaGWt/BjxUAJfhJE5RvcY9myPtRRquLtqdrDvOOebK9YeeWXZBp7gIEzM/d0PToK89CM7RhR1cCIH5Wjstx7lcFQPIxgYUGiBZoox/CMUxb69W8xQcE2AGIXD0jQPmHuPL7WV7pBViiLaKhYqYmCMy5FBoYf6aYn9vNFNAxbXWFi/fM2wA/bWXdFTJd0JManLjmjrNJjU87KqILZgIYdLalpzBNsEM4Eoru5z3AI97LOD40Fo5cWNssC6tV08P/J8FOAqBwjOZvsrZe5ldWw/R1aWExNs0AQNNzDQBNzZRzU9MRigFoR5cVzDCZLoZPW/q10QBJ2kPQz43929B73WlIM7Rgx1Y4Nm+FNse4LSxtlJm5lTI1s1QefWK6fOv+H5TPfP7L5W/eeWu5+c9fV1768lvKi//0leXlr3h1ef2b3h4g6ROfujO0Rt+49zvlnnvvj53H//TFu8pHP/KJ2BYvzIjjp4QssRvXjmU+QOYmjZq+Mxd9lz4FfuxeBTrMY/f8DhAysbvLvQCuXB66wKdzTIjxypQaIP2SvkBj0JtASjnpO9S22adfT17RlB2LaDMPoA0TXmouOz5tQZMbO0HzFs+ATmo8Yz40Nwz36+7Yg9IfHo7T0wDQ
CvHIz2y/5or+w5c6slv/eGe2V/tB/PD3YP6tV/W4ttT+6PyohWh3YHItvpNwDUDkB1kq5D1YQxD60AO7IJV7UQ+ZtZJj6+HSzYbwcLMsnY6dJ3jtjuQRnuHYS2x/8dB7bRFrVnI2dOAV77R7EjzK4BOwY2qIOBh/6o7B1cLpev/rAASDuhGtsv2w5o3RqEB/+a6JfahmHY0mpXhHz93bK2uVOWeNyLaslUNGK/3S3LiGijfhNNytISlelmfCNNye4uH6DdsOdyKGVusjPHrhHfzRTFrOQ38CGPXST6KL697fyhnUnzlWs+00enJUx5ZblXVpb4LuyEmYMj59KClTb/ia2ytlKdRB97dKp8+lNfLH/x2reUF73wj8ozf/155Rm/8uzyrGe+oNz0xy8vf/c37ytf/9q3YzcPABQMtMVy2HGSdUe97pnosmfRAMVOqQG6qWDhhCmpgQgaDs+BowAZHa1I5gdI+AHZ2cWxefcM6VQH6KYhqru9quN1F/Dkb1qcBEAJ5hIMJXg7bneaxBIcXf/quwf901O/dzYTGHog4Dc3htXJl6PvBs1lBUJV8Nu5tFEWmME6h4ZitLRAqQEK89bFS9VJs20v9jzNY2n6Ch+h2YUydXE2zF8Xzs1W/58ENnx7Zo9TNU9Vp+kELoAPcBRpvmp2mLBSa5VmLaAHkEmgoizaHu8BSxL
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 />
وكما هو واضح ، ان ذرة الكاربون C تحتاج الى اربعة الكترونات لكي يتشبع مدارها الخارجي وان ذرة الهيدروجين تحتاج الى الكترون واحد فقط ليتشبع مدارها الخارجي ، وهكذا فان الكاربون يسهم بالكترونات الاررعة الموجودة في المدار الخارجي مع اربعة الكترونات لاربع ذرات من الهيدروجين لتكوين جززية ميثان ، وفي هذه الحالة يحصل كل من ذرة الكاربون وذرت الهيدروجين الاربع على ما تحتاجل من الالكترونات ، وتتكون اربعة روابط مشتركة أو تساهمية بالكترونات.
في ذرة الاوكسجين O ، توجد ستة الكترونات في المدار الخارجي ، لذا فهو يحتاج الى الكترونين اخرين ليتشبع ، ويمكن ان يشترك مع ذرات اخرى تستطيع اف تسهم في هذين الالكترونين، ما يحدث عتد كويف جزيئة الماء اذ شهم ذرتا الهيدروجين كل لالالكتوونات وهكذا يتشبع المدار الخارجي للاوكسجين لحصوله على الالكترونين الناقصين ويتشبع المدار الخارجي لكل من ذرتي الهيدروجين لحصول كا منها على الكترون من ذر الاوكسجين.
الاصرة الهيدروجينيةHydrogen Bond :
تحدث بين ذرات جزئ ضخم كالماء مثلا ، وتمتاز بكونها ضعيفة على العكس من الروابط المذكور سابقا. فعند اتحاد ذرة الهيدروجين مع ذر اخرى لها ميل شديد على جذب الالكترونات كذرة الاوكسجين مثلا ، مما يجعل ذرة الهيدروجين نفسها الموجبة الى ذر اخرى لها شحنة سالبة كذرة الاوكسجين لجزيء آخر كما يحدث في جزيئات الماء مثلا. وعليه ، يعمل الانجذاب الى جذب جزيئات الماء المتجاورة لدرجة انها تكاد تفقد هويتها. وهكذا ، فاذا ما تشاركت جزيئتان متقاربتان في ذر هيدروجين تسمى هذه المشاركة الاصرة الهيدروجينية Hydrogen Bond.
من الجدير بالذكر ، ان تكون الاواصر الكيميائية او تفككها ناتج عن انتقال الالكترونات من ذرة الى اخرى ، او من جزيء الى آخر ، وان هذه العملية تقترن في الطاقة Energy التي قد تحرر ، او تخزن في الجزيئات المتكونة ، وقد تنتقل من مركب الى آخر في اثناء تفكك هذه الاواصر الكيميائية. لذا ، فان هذه التغيرات مهمة جدا في التفاعلات الكيميائية والكيميائية الحياتية مثل التنفس والاكسدة والاختزال وغيرها.
من الواضع ان ارتباط الذرات يؤدي الى تكوين الجزيئات Molecules ، وقد تشترك اعداد ضخمة في ذلك ، وقد تختلف الاواصر التي تربط بعضها بالبعض الآخر. للجزيئات الضخمة الكبيرة في تكوين التراكيب البايولوحية ، وفي الفعاليات الحياتية او الحيوية. ومن أهم العناصر الاساسية التي تشترك في جزيئات كهذه ، والتي تتدخل في التركيب الحية التي تكون اجسام الكائنات الحية Living Organism هي : الكاريون C ، والاوكسجين O ، والنيتروجين N ، والهيدروجين H ، والفسفور P ، والكبريت S ، وغيرها ( الصوديوم ، والبوتاسيوم ، والكلور ، والحديد ، ... الخ).
تحتوي الخلايا الحية 70% ماء ، اما المواد الاخرى فأهمها هي المركبات الكاربوتية مع كميات قليلة من المعادن. لذرات الكاربون خواص فريدة فهي قد ترتبط بعضها مع بعض على شكل حلقة او سلسلة طويلة لها فروع متعددة. وهذه القابلية على تكوين سلسلة يمكن اطالتها هي التي جعلت وجود جزيئات ضخمة امرر ممكنا. ويمكن لهذه السلسلة ان ترتبط بأنواع وتسب مختلفة لمن ذرت العناصر الاخرى لتكون ما يسمى المركبات العضوية .Organic Compounds
 


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