01 Aminoácidos peptídeos e proteínas

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Aminoácidos, peptídeos e proteínas
UNIVERSIDADE FEDERAL DO AMAZONAS
INSTITUTO DE CIÊNCIAS BIOLÓGICAS
DEPARTAMENTO DE CIÊNCIAS FISIOLÓGICAS
Profa. Dra. IZA MARINEVES ALMEIDA DA ROCHA
http://3.bp.blogspot.com/-KdRYAu5fodM/T4i_WOlJZZI/AAAAAAAAAVk/KLyBXkTWbHM/s1600/macromoleculas+1.gif
PARFOR - Curso de Ciências Biológicas
Profa. Dra. Iza Rocha
Julho/2013
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data:image/jpeg;base64,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data:image/jpeg;base64,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data:image/jpeg;base64,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data:image/jpeg;base64,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:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQSEhQUExQVFRQXGCAbGRcWGB8gIBsfJB0aIB0fGiIeISghHCAmHxodIzIiJyktLi4uHSA0ODMsNygtMCsBCgoKDg0OGxAQGywmICY0LCwvLCw0LCwtLDQsLCwsNCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIANYA6wMBEQACEQEDEQH/xAAcAAACAgMBAQAAAAAAAAAAAAAABgUHAgMEAQj/xABBEAACAgAEBQIEAwYEBQIHAAABAgMRAAQSIQUGIjFBE1EHMmFxFFKBIzNCcpGhFWKx0RYkQ4KSovAIU3OyweHx/8QAGwEBAAIDAQEAAAAAAAAAAAAAAAMEAQIFBgf/xAA1EQACAgEDAgUCBQQBBQEBAAAAAQIDEQQhMRJBBRMiUWFxgRQykaHwscHR4SMGFUJi8TNS/9oADAMBAAIRAxEAPwC8cAGADABgAwAYAMAGADABgAwAYAMAGADABgAwAYAMAGADABgAwAYAMAGADABgAwAYAMAYs1YA9BwB7gAwAYA4ON58wRF1XW5Koi3QZ2YKgJo0NRFmjQs4LcxkieG8wFFaPMEyZhZGXTDA9kX0nSNWlSCKYtVVZvGcA6Rmc5L8kUWXUjYzt6jg/WOIha+0v9MHgGXD8zOs/oZhopC0ZkSSJGQdLKrKyM7/AJ1IYNvvsK3YWMjJNYwZDABgAwAYAxlkCgsSAALJPge5wB7eAMdYN/TAY23IbiGXaTN5YrI6rGJGdVcgN8gAZRYbc9jVXt9Y28yWCSM3FNY5JXNQF1oOydupKvb7gj+2JFsRmvIEjWrMX0tVtV/Kp30gDyfGAOonAwe4GQwAYAMAGAMS+9ecAZYAMAGADAGsrXbt7f7f7YAzVrwB7gAwBG8eybSxEIQJFZZEJ7akYMob/KSKP0JxlGGaeX+YoM4p9J19RdpItSl42BIIcAnyCAw2arBIo4wEyXwMkRKP+fj+mWevrckV/wBKH9cZ7AmMYAYA8JxrJ4WQRz8YRaLK6xntKQNH6kG1H1YAfXfEMb+pZw8e5nB15nNJGNTsqr7saxJZZGuPVJ4QwR+W5hhlkaKFvUkVQxUbUpqj1UCNx2vviOnUV3JuDDWCA5q4q2WCxk6QVJpWOy38t7X2rYAgbA72amu1s6JRUFnJlLPJEcM4x6s2YmVEiKGNZZI5NLyqyCqVgUdtqFlSBRvasbU3O2vM3iXwZblhR7Evlczl4CJMmp0kapAbAYl9L69XUkqsKYt2NBgO63JxUF1ISnKfI6jEhoyI5jZIoZJtK+oK0nUELMSoRdW1am0rufIxkw3hFWcUklmlmps1ms5Cpb1oTogyz1aiNTeoA1d/OAe+K7k8+5Vk/Vsm3+hZvJ/MkWfy6yxtbAASAiirULseL7jEsZKS2LEJqSyT2NzcMAGANZa9h/X2wBkq1gDLABgAwAYAMAV/8Sec5Mk8cMAHqyLqLEXQvSNI7FiQe99ux8Q2zktolXU3ThhQRWud+IHE9mXMPWogfs0AJHzCtG9e3j9caxc1+fP2IYWW5xL+gwcq/Gd9Yjz0Y03RljBBX6svke+mq9jiXLLKskvzHbwnOz8wZptWqPhkJ3juvVPdVkI+axuV7KKHc3iVpJGU3N5XBacPD4lZXWKNXVPTVggBCWDoBAsLYB09thjUmOk4AWlzEkyRZyNLkjaRTGpv1ItdMFJAGroSRfBIq6a8ItM2nHDNnEOdslBEJZJ1AJIC0ddjupStYYeQQK81iWvT2WPEURynGPJzcqc+5biErxQLMGRNZLpQqwO4J3s9vofbG9+mspx19zEJqXA0SLYIxVkspokRx8MIeFAQD06WHix0sD9iCMQab/8ANJ/dB8ibzchXKtGCSctKaHcmLQGv7IHVbP5fc4p62h2V9K/8Xk2i8MWeQJBLnkcPGsixshV/4xYK6e1kdjvsFU774h0UlXLEnszae5LfE/JSTHe1cInphTaHql9Ters/s9j2oVdtiz4hbTBRc+SNJkNyNzKciJIpoQsr0IpZOlWIpQrudtIB7jwK71jWmbr7bP8Amf8AIYz8az6mYOSkZQW4iqRZW6a1A0oXpWy1N0gA7Xhbrql6c5fwDo5Y5jnkaFWSsqQyLMVYmRgLVTvt07a+oMyuNjQxeqk7IqT2+P8AZrknOYchNmYXRSsdU8Z+ZtaMroe4C06jbe+1i8TMSWUVfytndWWihbO/gYlj3Q2ZZ2N6nHY6b2AUnsQRio28ZcukqNt8vH9xLbiE2RzHrZe49DkI4FLIlmg63sCKtT/YqMaaecXLEZZI6/S8xZ9H8tcYXOZWHMIKEqBq/KezL+jAj9MXi+nlEneBkwvV27e/v9v98AZqKwB7gAwAYAMAGADAFV/FuIQZ7hmecXCkgjlPt1alJ/8AWf0xpJdyKyOdzl4TmG4HmZFcF+F5l/VhzCDUsLMOz12Wtr9gpH8QG5njdCT8Rsyucz02ZhAOXASP1K2YjuVv5iTdV4F7DGspqKyQXS9i6fhbGo4XldKBOg3X8R1EFz9WrV+uEZdSyyxW8xQ1Y2NzwnGOwI3h+YKBI5EKOdhXUrHc7MB/9wB74ji+nZmfkqDiHLc3FuOZ1NfpxQFAz1dLpGlVFiy1MbJobnfsezRq1RQulbledXW9ywuQ+SIuHNO8UzS+rpXqAGnQXsbd929tqxU1Oqne05IkhWocDVmcysYtjX2BJP2A3OKc5qHJIlkhc4Zt58i0UoY9cTtSue1o4vQ+1EEEGh2NkwuOX11vHv8A/DP1IzL5PMZxHdokgExBa5NRKgKAF0qRptdX1seMUradRfHCkkn9eP5ubJpETnPhplFYPJPLEvfUjIqgjf8AjDafobrY9trtQ0cVFJvPyauR0ZvJJIwgy4kZUCvJmsxmHAKBjYXq1SA0VulQA2CcSR0On6uqUcs1c5Y2MDxCULaCKPLRO0QmeQtrkkKgvTDdI7c6mJLkD3JxK4qMHHG/Y0csLLJqfkfLMdQ12E0gFrQkX1uhFMx2snwPGInpqsbRWffubL3NMWVeTIRyq2sRqJoUEZQnSyuoNsbJClQQBs3bE0JKUU0ZGqDNI6LIrAowDBgdiCLBvGxjJRud4SWlmy0c8cUWWGr9tN0M5LUUoMbMWkkAfNe3vQspUvS3juVZQzlC9msk07DVMod+lYkTpIq1CrsxN2dRBPbvWK6vxtCvPyjRbrCRenJSQZXhuXAlHpJHbSOQosklybNDrJ2vbtjq1y61mJcjwZcH5yyeczD5eCYSOiajpB0kWAabs1WNhixZp7K4qclszOcjIMQmSO4xxyDKqGnkCX8q0SzV30qoLNQ32B2xmMXJ4QO+NwQCNwRYOMAywAYAMAGADAHFxnhUWaheGdBJG4plP9QQRuCDuCNwcAVjzn8OkynDp2ycmaJSm9IzMyFb6xoFA7G97PSP10lHY0lDbYq+Ll/iMsXqDLZlooxQ6G2B76FO5HvpBHviHy3gr+U8F1/DTmz8Xk0jjjSOSAemwvoUKBpYDubH8JI3Db+cSwltgnhLsMk0snTM8RbQvSFZRV1qYgkgHTsNyB1WQDeJV7G7NsrJmkHpylWRgwKtRVqsBwDTKQexsEdvBxrJYWTaE8Mj8zxWZtIAhDg6xTl+gI+ouKUp1dI7978YrdfXFPbPJs0uxVfNfOOZ4fn8zFl3RXf03mdlBLuYlPReyoFYKBV9O5JJv0vhujovpUrXv7ZwVbZyi9hh+FnOmfzs8sbrFIirraStGkkhVHTYNgE1Q+U74h8S0dVGHW+fubVTcuRv4lntTlYBPmJ4m6jFo9NGo9Leo6ITRoorFwGF1sccayHUvpuTpf8A9bB+ME8E0yK0OYjDJMlUdhuGHnpOpG77gjYkGtNuUJNLEl+//wBJJVuDWd0+BkiZVQVQUKK9gK2/tizVhwXTxhETKW5gzGYfiskmfkH+H5dhIidXpsCG9JdK7mTUu+qyCp2qhi1XHq9MVuRt43ZafBuN5LOgNBJFKyC6FakBrup6l7DuB2xpOqcNpI2Uk+CMzswLDKU+pswdMxUaVfQ2YW+2o9NFR3WwSLxXjDKks8GXjgz4lxWcsIXEeXUxt6kjBnBNgARlaGlhq3amFduxxjq9LjLZ/sY7nZwbmfKuIo0ciwFW0cJY20CQqI2YHag13hGxKKyZO08vZQsXOWhLEkkmNdye57d8TZMYE34rcthsuJokQFfTjcKu+gypRWu1WQfBVm9hitqI7dRHZHuQzcy5HJspyOSL5lgFDSfPbdlX5jZsbLQ7YghbxCqO/wAmqmlwic5b4I0eWGQzqkrm1ke/UDFXNM6NSqA4vWGWxYftQLXa5TrknnclRQ8X4nI59ly5f14JXRSikltJIPTvYIFkV2x3pWOyvqktu5jgujlz4g8TzcLqnDHM4XpkJ0RE+7epX30hiT9Mc510qSzJpfqbZZETcAfIZfM5/isokzmYHoR9V+mJLDUdgCFLGl2VVNdzidzjZYoUrZb/AFwY+pdEYAAA7VjnGxlgAwAYAMAGADAHmAOXiXEIoI2kmdY0UWWY1/8A0/TzjXKXJhyUVllHcR+IwizOcmgiRRPHoRStEsCAJJK7mtR/8R9cNJXO63ONiKlynNvsLx+JXE72zbX7aI6P/ox2Jaetdi860aOHc+ZgZ+PNZl/V3CyKQApTtuqium9QoXYxFbCt19CXG/3I5V43L2yXCYszBHKkmgO5kkeA16inUDHqAB0VQsUem+5vHNjBpOM1u9iLGWK3w/lXiacRklWOcPOAkclAMiIoj1WpKgCjYHzFjVnFu+LocYR2aQhiXJOcK5U/DCRQi5eFqZxlDTMBq6Xldg9LZ+QKd+/e6k5TnvNlhTrh+SO/u/8AH+cnFwnn+GF/TaL0MoNoSqGgK2uvfc7e/wBN+fHVy6suPpNJLO75OjiHMcPrPmcu+tlRRIiqx1QUW1tQ20FiwJ3IDAXqGMq9zk3FfHwS14x5cvt9TLO8ywZeFB63qItGIxEMXQi1FGxalStnt0k7nG0LVRHpk/8Af8/uT6fw+/Uz6YR+rfCKw5y45LnWGrZVJ9NABYvbuALJ+2IlrLJPEdj0P/aKdND1PL9+xz8BR8pLDmfTf1oyLsstVYYEVuT2INefOJ4eJSi3VPhcFHUeDxupjfT+Zrde/wAlyRZSaWVQHFn/AJhpQGC9SaFQKHBB2PUWJ0pX8W0qy20jzp2NwyYJJJJO6zPS0jWiJekKLAs9RJfZrPcDbCcemLlkEwvDYvREGgekE0BfGkCgP/3iTpTWOxg5eH570w8U7gNEL9RyBrj8OT2vw31F7AjGlXV1eX+nyYyaOY4/XMeVBIWUMzle+hQO33d0+4BHnC2PViHvyHvsUTzby/l4c1LFPM0c4ILHVYfULDKWBNG+17EV4xLXrvEqYKEYKceE8PP02IGpJndwPnSb/EMrYmz7QI0cSAjVbbFmIXc1sSfAFnYktPGy7NlyUfp/Mkiz3LG5F5CbL5mXP5oq2bmZmCrusWskkAn5mo6b9rG93i7qNUpVqqHC792bJb5Y/wBYpmxT/wD8RMTmLJkH9mHkDfzFV0f2EmOr4TFStcX7GGWXypxBZ8nlpVbVqiUk/XSA1/Wwcc66DrscX2ZklsRgMAGADAHhNYwCHi5qybZgZZczC05ukVwTt3G21/Tv3xK6ppdTWxjIrfFfnHN8PGXXKxo3raxrZWaiNNBQCBZBJ3u6O22LOipps6pWywl9g8t4RUuayXEOIzpJNoaWtHqMyIKBJGvcKDTV0jcAbXZPL1mo0k7nCmRLZob+nqaITmjl6fJT+nmAAzKHUq1qy9rB87g47GiSlWlngxTHCwWT8Psrw2fhTxTfhhmP2gkkkVQ8aWxDhm6iAtUQe+3g4xqK7VanFNo1llPDKqyqRLMn4jU0BevUVWGpQaLL2JrY1YPjFq+PMJbSa2+GRqTLX43mI8plVyvDc966zH9jArEyIJDb0yCilE9LgOu5D3tirRXY35lkdlu2/gxJJ8ck9yhk8xw/KiJMrOpoMx0x07kdTXGJWIugoYL01tYxWstjdLrzybJNbDLkea1kKx6lMzGimiRGQ1fUjrrGx2Omj9LxA1ub9LwJ/wAR+WwfTnSIxl5PTKah1Ei1fpJCknUDv7H3xz9euhdcX9TaDyPfL/DYfwgjVFCumiTSKLUvpmz3OwoE71WM+HSU9NGX6mbMqQm8O+H/AA8ZpoVjkCBNm9V7Lgi/NHYnx/CcQrU1W6qVGOF+5dr1eppipQk0M/8AhGR4XBLmRHQiUszm3evZSbq+1ChjoV1QhwiHUa7Uaj/9Jtr27foUnluKSTTUGOqWTfUR3drJO1dySaH6Y5bqcrcv3PVR1Cr023Zf2Lgl5qymRJbMZhEtFQRBCZAFL0WCE1YYGiqkG7PgdRyipZPIRoskspbDDw/P5fPQB42SaJ/BH9mB3BHfffGylGSwtzWyqdbxJGGVPoyPHqZk0qyLRYr8wI2s1sKv3O58YjDpe3BGVz8dsvmNMUwKtk1GiWMqLBYiiT3Ialr8rKD5x0dHGEnjifMWaTF3k34qxZQRpOk0qpGY1YBdSLYIU21Sdq1dNBRsbNLNHZO1zliLx24fz8BMmpuW5eN8Tjz3pPDklEdGYaXlC2xCpuaJNWdq3F9sWIXw09DgnmT9uF9xjLLhWFQSQoBPcgbn745RubMAac3mViRpJGCoilmY9gALJOCTewKP49wfi3GmOYVdOTY6svG8iqCm4V9IJ6iLNtuNRA2x2NHq9Pplun1AUuX5M9FnYctlGeLNBypjYkLYJLeovZlCgk7HYbeMdDW36a2hy2b7e4eD6iXtjy4PcAGADAERzbw5szkszAhp5InRbNCypoE+xOx+hON6pKE1JmGfJw9XLzgU0U8MlgHYqwI2+hBH647l1sL4vfBql2Ll4/zMcx1ykRxp2W9l8En3J3/0+/zzU23au3y60/ZJHpNLTVRX1S592Ip5yAYhYyUs0dVE/Wq/teOzD/phzrUpTw/Yjj4liW0dvqaOcubBnky66FiXLx6EX5me61FmoaRSjp9ye/j0en01ekrUc5f6I5MpSlY5vuOfwi4NlUps16LTy6HijkXVojINEkjSjSXag7kKp84oazXQU1CMsc/GTHlTsTnGOUuS4eKQQ+g4kVPTVCSGAoADvuKGKsm8MhFvlzgER1SRhBH4KIA7MYwryF+9ks21AXviOMpWRxJt9v2GMDVLETGVRyrFSA9WQaoEjyR7Y2cdsDJSPHslPlJGVzcyyK4bZtQYEhwG/wAyjerBsX78mcXQsN75/UkW/CGiF+Jujy58iOGMHQpVAzyEaV+WyANRJ7XVbgnG1ynGmU7Xtjb2yZh+ZYGTkPNM4mB+UaSPudV/6DFbwNSjGa7ZJdTjKPcwhhnb6NrU+4Ynz99S/avfHI8ShZotd58eG8/5RLTiyvpZszmaV8tO6zI6Gw8eY06BfzJYAIsGheruO+PW6XWQ1NamtvgqOpxl0lDZrhX4PMowZtCuSNXzKNb+nqA3B0emxB6lLEEAg1DbOuSarludXRXx8yMbeOPgm8ryTNnZajAijY3rl270aA+ZzR8bH3GKemti5JSksv5L+v1NKWIvP04OnIzPkZHjy2YIZC0eqvmosLKm1O+4B7YSsnXqX08ZLcKa9RokrFvjK90cfAPiFmOH5uaTMCWWDMtrIa9akfkvp1JfpsvutbVj13l1W1rGz/nJ4l5TG/nrm/K8S4c+WyLmbMTuirCFYPs6uSQR2AQ23b64001DruUrGsLfOV/PsJPK2GLkHkCDJ5aITQQvmhbPIUViCd9IYjsvb9LxDq9R5tja4NorCHYDFYye4AMAVB8Yefcs0M3D4WLykqHZflTSyllJ/iO1EDYbg7isdLQaRympyeEFzgjeQPiomWigyuajIjQaRMpuhZrWtdgDVgk7dsWtZ4ZJ5sree+DLjguOHIwM4zCpGZClCYKpYqaOzdyDt5xxN1sYO4YwAwAYA8vAC/zjx6TKxKIIvWzMz+nBF2BaiSW9lVQWJ27dxdiSuMW8y4XJhijxTkVZMu8/ET+J4g+kI0dqqOTUaRhatQW3LA2BfgY0uvah0r6fXJJVHMvpucXxJ5IWDhTtANckbK0rsLJQfNoB2SiQbG+lSCTZxjQVQomunl8s3tvlY9+Cl+F5F55ViQXI+yiwLNWBuQLPYfWsd62dldbmlkzn3GfhvJgu5ma17wlCpB9nvcfat/fHlfEPHbU/LjDp+ef0OppdBCxdcpbe3+Sayjqhk1G2ZtyfO3n37nHnrnOzDZ19P0VppFncDgZspBJIWlWwyIQx7MSmqjWkEKwJHSQDYGPQaRS8iPXuea17g9RLpWEMeRzQUU7RqzMWUB72Y2O9b74l82FbxKSWSp0t7pCp8QeZMxA6RZXSrFdTuRZokgKAdgdrv7YravWRr9PckrrctyI5b4gZ5CuiSRwged0Qim2FbsS5PityFNChjhanw+3UN2Qk39f7E8blH0tHBx7m0mURHrj1fKTQTxd+KF7H641qpusq6Jya+pYrolOX/FHJYPJUUYgJjkjk1tZMbagNgKv9O31x6Dw3T+RV0t5bKWpjONmJRa+poznDGz3rt6rRhS0UJWiBprWzD+K3BWr7RiqJOJtRpYaiOJrjg16ujGBI4VwPN5DME5uMSQN/14+oRNRAkFjVHsSC1Cge9Xjm6rT3VUvyf29jeFib3JfKckpmZbejAp3K/wAf0U+B7kduw37VvCtLZNdc9o/1NrrV2NvMGcTIymNI1AoMm2wXegB2FMGr2BGIvEtLKN+I/lbUvv3/AN+5vRLK3fwUtkM20soVr1O25Pv3JP8Ac46lsFGLn9zr02ysxXH6EvmuJSZZDEUinTVZWdNYB7dIuhirWlbPqUnF/wDq8EVuhhRHHPuWP8MOIZCOJpFhjy00g1PV9Q8hCewBHyCvse+L9Grai67556e75a+ShqdBKCjZBel/sZN8Scw2aWJMqPSY0O7PXcsQKGwBJHsDuca/jnYn5KTfyV1Ql+cZ5OaTGheWI6RvaEdvemq/fbFLT+OdcumyOCZ6JN+iRozvxFyMUYkMhNmtCqS4+48D6nY+Lx146quSyitLTzjLDFT4ofEIfgkXIy1JP3YbMkdGyv5STS343qji/wCHRjqptLOF8GsqpRGrlzg+Qn4esMKQNE0IRzHpuytNqYb673s73hPzK5+rOSPGCoc58KM6ubWAAGBmoZmxpC33YWCGr+HsT2PnHTl4rDoz+vsbZZf/AAXhqZaCKBCxSJAiljZoCt8cdvLyanbjADABgCBOazM7yiBoYY430apY2kLkAaiAskegAnTuSTR2Aq9HlmywuRZzeYmfjGWgaSJ5ocvJKGEbKi69K0yGRizUNiGFAnY3iRV2qrqzs/gZhngleP8AHIcgY5eIZhSST6SRRMN63atTliAa1EgDV2s41p0tlkvfBs54WIrk5YPifwqcFGnChhpIljcAg7EElar7nFuWiuj2IyjouGaeKpDk3EwGYUwuhsEBgymx+UfMfGk46vmryP8Ak2eDbOYlyc0c/ZIO0ccIzOYRinVHsrA0bLCzRvZRvXcY8rfdGCexp1yW0SsuZY80bzUqmnPUfy0NiQPlWth7V4sXy6ra7puOcyOjo3bVD1e42tzRO2RykOWdET8OolYrbFqoqL2A2N+TfcVvPqNdGteWuxYr8Osvm59skPFxWdZWkeRukCgBsT5JG+omh3v6VjlzhCS2WW+W9/3OrXpqqYN2ccf/AD5Oz/iM6g08anUQK1HV+lWL/wAu/wB8RvR9fphJtnH1CdUsYS747/cYOc+YEyGQiGTDLNOrUdTDTpr1GcfnDGgDVH6KVPo6ZqFMUtnwV9Lp5aibaXBnmPhWrJqhzLl2F3KoIJO53XSRfvv9jhPRxnumdGjxydXpcFj9GKEXAOL5DMa8vl5CwIsxkMkg9jvuD9QCO+xxiqmcGSavxHT6mPq/flF28vwFMvEGFPoBcHvqbqe/rqJxcitjgWS6pNkgRjY0ADACtzxyaOICMiUwyR2A2nUCDVgi1vcCje2/viC6mNnJtGWBGf4X5hWjVfRd1kv8TqK0hFMHjq3I7rTefmA2xW/Bttrq9DXHyXNPrXTNSSzgacz8Ocv6Mh3ln0nQ8taQRuOkCq2ok2aJ3xItFCMHGPPub3+J3XyXVx7IrTIZ0MY7qyR29yR/vjg21PLWMs9LXZGGn6X7MbuZso2WyjzRMY5pSI0PZlQ2XK+QWA02NwDYona1oKJ6el2WL1dkebl/zWqMd0Kn+OFY1VzbKoU35oUP6jFF6Xqm5R7k8put4NfMscMa5dIT6j5nSIlqz1ULYfdtq+Y7eDV7wzTW6iycpbRjz9fYh1Fqws8mHOXICZPLR5iKd59fzEqFBI70O6nuaJNBW9sew0niXTZCvCUXt9GU4dWWKnLufzMWYVsmzJN/lOxHnX4ZfexjoeJXUwpcrTPT1vC5Lg+H/Kz5p5M5n2OY7pEsp1AeHcA7L+UAAAdRr5a8nppebDq7MXLoaiWLwSUtBFqNsFAY/UbH+4OJ6W3BZ5WxDP8AMd+JTUMAGAFLmDiw4b68pBdZrdIweozKm6gflZEDbDYq5O7DGsV/yLPHv7G6XUvkUfgvBLmZc3xTMm3lPpqfAAovp/yikUfynF/XOMEq1wuSNblZ/Enjc2b4hOZRp9J2iRL+VVJH9WPUT9fasXdBHEMx3ybrYj4OX3lkCRyRtfyuRIFYVZq0sUAe4HY4q6nxmuvqi4vK+n+SaNcpb7FtfCzl6PhmufMaWkfpEoukXa1UEWb7lvYD9fNS/wCoa77elRaj7ks9HKK5y/Yi+YOVnfNTSxB1EsrMrCxepu4I8G7/AFxRs1sbLnFLbODMKVGHV3JPh8meyxmglQO0Sg+sKIZD8zWdiBdHsRsSCDYzf4ZGE+qtb8mleoc30zYu5TMj1jGqagdykCq1e50oCwB9xsO+MqmVsc4y17lyvXWVLpizt544aMq+pFco0MZBO/WWOrsK2Ve1eQcT2aVJxUVybV652SirHw8/ojr4TxWNRAvD41lz5y4eZ206Y1oE7yEAONQBCkD81kVi3GHRFdHJicI2Xyne2o57Z3IHPZmScn1WV3Vm6mZBudJNBdqYg7jbYe9459rs/wDJ/wA/mDs6PyKr5QrWE0n3+/Janw043JPAYpY3VoAq+ofldd9OlvLADcfY+cdfS2dcDz/idKrvbjw98DjWLBzj3AHhOANP4yP86f8AkMAbgbwAYwCN43xPLxIVnnjh1gqNbqpJIPygmyfYDfGcA+b+FepBnBGjmUxMQrxirKg0R6umqarvtRq++OffVGtOTkl+/wDTJ3NPa7Gk1nbg943I0rkyiQPvby9X9WUtX2xHRW57xmpfr/dI31EoxjhRcf58ZGXgHE8hCY2zohnVogG6fUIO3VVWN7vt3xtotHqfPa8t9L+yNNY6p0KSl6kLXMnGoHz6ZjIxmKKIoY1cbAo2q9IY0pberHc9ices0mkjCtwa59v58HMjW5L1Dpy7xluN+tlJSuXzBX1A8ako+lgCShPS4sDUG6lJsbDHL1+hjDZcM1bcHuTPLfwvlykpf1IHDrpfpYFRYNr3B7bjp8b7Y5Os0lmphGDnwzerUKDbwPvAEEfrwgUI5en6qyo4P9WZf+04tU1qvMVxtggsk5Yb7mXCm0SSwnwxkT6o5JNfZ9QrwNPvjMPS2vuYlukyVGJTU9wAYArH41cqTZiKLN5dj6uVJOgflJBLL9VKg/UX7DEkJpKUXw0zKzlYE/I8fgy0kcEqlYC7WwYEJq0uCq6QFXro7n398UNX4JZrNBHVVSblvlfCbX67F+vUeTNrBEfE3Jo0ozESaFNKwH0FKx97Ao/Ye+LH/S2sl0vS2creOf3Rrqq8epPORi+A8PqSuSP3AJU1+cVQ+3Uf+7FvxWhLWRsXeLz9nhfsQdX/ABtfI6c+cElVPUy6s6DvGgJK+bQDuD7Dt9u3ndZ4dGyfmQ+6JaNR0ppifBLPl3T8UpSOxoQt10oBI07gD7kVfntg9IqsWPsa2alYaMX5vf8AFCWvk6dCtp2IvSCewFgk+W/turZKfmy7/wBChnuOPA+YoWBGSQ+pReSElAPqxZe/3Wz9MXIalSeIrc3U+ohOeIsqSFnuWZ6a4en0j4C2dtjdG7uyO1YnONf592XtHpLLPUuBRhywhd1NFq2YD5hQIDexutu2w845k5Odnof2PTUpV0Ynz7mPEMg+VMfqIA0qlgCbOzEbgdu1Dzvia2qSSyUIX1Sn5keFs/o+/wCqRanw1dhw9HRAxd3JANVTFfP8uOhpI4rOb4pJS1G3CS/pklc5zbDl5khzLLG7i1F3tRNtXyjY7nbbE8pqKyylXVOx4ijvh4mz6giaiDsQ21b73jbKfBG1g1y5wywSGqI2I/pf9rwBz5VsvoXWOqt+/fAHRxh9MQCDoNdQPb2HvgDXnokkgBzCHSpFAORq2rfSRtudjeCYIBeKZXJN6eWycPrN2SAID95WA6B7ljZrYE7Y2Sy93g26XjOCulyZy2ZHqwI0quWaJiCm9miSDYIJ6q7b+axxZ+i/d7Herl5lKUNngguKcVfOZiR4kSEsrAQRFdICqxJ2rfYksR/pj0/4XTRqcnFN857nKVk16ZNnRkMllpJIPUjBDFRSlhYB6rC/S/GOFHWaiEsdbUS64wcMJbnZz9m+HNGIsrk/RkRrEy0AfdW7sy+10QR97u6fxT19XK+Sp+GlDdsZvh8MhwmBcxPKHzU4olVY6V2OhSQAAdiWNav0xHb4lC7Mk+O3f9CO3T2xliS579h0y/OgLWYqjPYhrNe9VR/Q44//AHuKs6ZQaX7k/wD299OU9whzJzWcf0JWjiMaq0igEu0bEsI9QIFeuFZqO40iipx1IzjY04vlFZxcFuuP5/Yk8xwC6ZJ5llUHQ7EPV97DDdTQtQR2HYgEbulN5yzRWdmkb+B/idLDNCHUDStEWpxXcqw6DfizjaCktm8mssPglMSGoYAieas0kWTzDyMFQRNZJ91IofUk0B5JGNXFyWEbRazlnyxnJnzc80qRsQzFtKqToWwqA6RQABVf6Y9Jo3Vp6FCUkkG3KX1MYMjmJGWJI5WZzQQK25+1fS/pV4ks1Omx1xcc+6xkPq75Ly5Gih4cIolkVi1B2UfMzVbEn61+gGPmsPFbrtc7LOHtj29joT08fJ2W41858zDIw6lUSTNsiE7fVm9lH9+31Hcv1EalvyyjXW5srPN51uImNpqRo2OoRqf4lF1ZJ7bj/wDOOVq9bNeiSTXJOtNGS5wxgk5ByjrdzR6t/UDajqoA6wRVGgekLt2rF+mNeoqUlt8FSyrpeGV9m8m2SzqpFOkrKwAkjsVq6TrvZTRO1t4+2I5VxrzvwRODhux14LwWJsvGs6n8SpdnYsdR6zpJINHoC+/1xtRbRfHtk6l1ttMsQe3YF+Hss/oyeqohliDPYp0tB0gfKe/zbV7Gt8w0aU+tPYtS8WlKny2t/dGXO/KRzMGXSEskuWBVQ1nWhrYsTZYFdiTRs+9i1KtTWxz6b3BvPD/chcpxvN5XLx5djLGy36gYANRY0y7Gtr6rYE798UbJTq9MUdCnR13x8xS39v5vuQcmSudZusqQ2p21GyVb+JidW3nY/QAi4pSl0Yl3LumajqEmlle3BYfwmlf1syuomMAEKboEs1Vfba+2LWkk8tPgreMqHpklu2xx4Q2lJSQTR7V3xeOEas3mYmUhYiGPY6QK/pgDXxqYxZRBpLSEhUTyzG6X9BZJ8KrHxjKW4Fvm+VYckJZi2YnchEje/T1aSSFjvTpUWbNse1740st6FklqqdksChluATzQq8UesSNrpK6TbarFAAhidlsY5MtNZJ+Ynk7X4uqK8uSxj3OzI8AmnzI9ZZo4QCHdkIbuaVdY3JFb9gP0B3o0zm/+REOp1ca0vKa+xynl0cO4nJmijNkZBIA+hiI9asaegSBY032ph52x3Yy6oKs5Dk5bsicykEGYE+WjlWJRZD73di1B6gu9Ud9/0xxb8XN1V8l/Tz6JKUiag4Vli6zTL60R6ljDEAj6kUTXtsO4N448dTPTW9DjnHOS9dJXRzE2Stl5SYwKidiAoFAKWOkCu1Cq9qxrLqep64+5ajj8L0S7IdedcjCKMbKmYcgCMf8AUJIA2HZvr2O4Pgr1dfp6bGnn1/1OLpbbYr/17kN8PMnnIs4Vly8scHpONT1QbUnbeiW07kewxLo9LOqXVL+fzCNNTbCaxEtAY6RTDABgAwBBc68AGfyU2XJoutofZxuhP01AX9LxvTPompewPmHgmefJZjUynUmpHQ7G9wR9CD/pjs6/Qx12klWnjK2+vK/XuSU2eXJS9hz4T8VGht1yiM5+VnkJ0r5FBRuT522oV3J5nh//AE1Cit2OWX74/wBkt2onb8Ii35w9Ys1CNixOkHZbNjTe9b/pWOJqvCJR1EuhN99iaGo9OGWZlpmz6L6sUgnIogoVZT9Q1dF+dhvjiX0aueow0/h9iaMq4wymSnG+FnIZJXiJtP3rDzddX2U0B7A46eu0OaIqPMf4yrTd622L3LvPcaLLHLLpD0VcWxU0Q3bzsv23xVpd1FMoQW7NLr65Ty+wqcW4lE8g9C2N0rsKG+1gd+x8++NaYWRTdjNJ3K+cYQW2V/Uff+JUbSAFjR6BI7gNsd/scc3TRnVcmvf9i/ZWulpkh8Q84Wj/AAsZIUj9oR5HhPt5P6D3x3fEPEI1tVQf1/wVaKcrLInlF5IoAJHZFBIjYsepQQDQHfSTV/bHF1b1EZRtrbSl+mxYh0OLTWRtXjEEiKsiiWWyqx6AWYgXYB7Cjeo0B749Bo9XKVOLFma2wv5+5Ss9EvSyvvi7xICKNPU/bCSzDHemNNLCiwGktZF/pttZ2liyT6mur2XC+C54fY6rOuXc5/hTzNDloc3LO5LFkCxjdjpDHYeB1dzQ+uJq5xpTydDU0X6+UFXHjOX2Rx8zfE7PStWWIy6XQCgMx+5YHc+wH6nGFqXN7CXhMaY+rd/I58mcqZtofxGdzOY/GN1R3I1QitgyXpYn+JSO1DYi8WlDbJyJXqL6YpdJ2rzRD65kzR9JspGqugtv20rSA6QBqY6ICVNfJKT2JraU1CHVIwtNOyfTWs54+hCc9cxZTOwJ6bt6kbhgrIwsEFTRqvIPf+HHN1eorsrxF7nX0Gg1FFvVOPpfyjHkDmxIFlhlLFQplXSC1ADrv2F6avuzV5xjQWuMWpdjTxfTxbjZHnhm3hnMme4jJIoiEcSLq0o9MdwACSOo7k91Gx74i1ErdVFqiWMfzk51ajU05o3/AOPNCjITqRgVZX8dwdj2I8g/Y45Gl1ep08nCWX8MtWU1zXUhT45wxsxlJvwtyPpsBLLEKwLAedWm9u/9cXPB5TjrY9a9zGp6fK2POUsnDNwYSfiIoJ4pJFczPpB6rCve90RRAPtR8ej12h/F2dSjv8dyhVe4fQUeAZl3zEKqwPWN/sbP9hjlavTvTqTksNHSpsdklHsWlyrk5J84kjAtobW7n3o1Z97rb6fTFHw+uy27zH92WNfKFVXlrZ+xaQGPSnnj3AyGADABgAwB83fFfgbrmpM4F/YTSMuodg6MyEH+YR6r8ktj0Hg10ZxcJPdZ/QSWB/5X5T4OYcsZlgOYaJBIrTEgvpGrp16bu7od7xydRrp9coxltlmyhLHAs/GmfLQGHJZWGGLT+1l9NFXcikB0jvWom/dcX/C4tt2t/BmK3wWd8MY3XheUEhJPp2L8KSSg/wDEjHO1cou6XSaPcz4zzZlULQkGbYq6qAV32KkkgH6jf645Oo19VWz3L2n8PuuXUlhfJRTcvymdwoREaRtGp9gpY6b7nYEYpPVVTa6Xyaz8I1Ky8IkOX0OR4kkGeyykN0FXFgB9hIh7MPqPr2I2t+V0P1LJzE5VyTWw/wDMfwyBt8tmPRiC2UkDOBXchy2oDzuD/TbG8tFW5dSL3nybyzq4DkZpI4VzQEbOoJJPewD0mqLm918EN3GOJLwR/iMuXpf6/Qn/ABS6cLkl+eODs+TC5daaIqQFFnR2eh/EQvVXkqO52Pa1WmhOrpS44RUjZKLyhB4JxVckXZ3LiRVGoLuKNimLE1v2Axx6tRP8kVjs/wCYN8x9idy/Bo+JFXRo9B3PQrCtroMCC2/YgafY1vLoNI4TxH79T3/TjHybyuTQvc2cmfgsx+wH7CXqAJHSRQdftupFe5HjFrxFxg1J8Hb8J8ThTVKFuX7YGf4a8qZcL+JYepMrEC/lTsQVHvR+Y7+1Yl8OlGyLkluil4l4jZfLpW0f5yWKRjpZORwUDzdxD1eKStmAyQo5ib0gurSmoK24ILE+T4IGwGOfe4zn0yO/pIzq03XHnn/X87m3hMaSB/TidyO5lorGpumkK7ePYX9O+ORdVY25Rb6V7ckr1ls4p2en2+SbyKZfJRypoGqWi8p+bZg1f5U2vSO31xFXrrrYSp6edl8f5KN3qmrJMWeCc18SzGaZeFRLpFXaA2t7GVmoIDuQBR796vHrdH4ZToa117ya352+iOZdc7XtwPWa9LNyxZbiUb5LOuAQ0TKUnHsjURe1UaYdgTtjN3hsLo+fFZS5919fj5MQulDYdOBct5XJg/h4VQkUX7u38zNbH+uIVCKxhGHJvkiubPh7k+IHXIhjl/8AmxUrH+awQ33IseDi5p9VbQ8xZgp74i8qf4TmMoMm0rNIDTvpJL2AAKUAbMPHnFmd8dXFx1Ecr+dzaNkoPMWX9wXhwy0EcQN6FAZj3Zq6mY+STZJ+uObiKeIrCMSlKTzLc64MwrrqRgy+6kEbbHcfbGcY2Zg24AMAGADABgBLzvA4/wAVlYCzyj1JMyRJRCqpJCqAoA/azobNsQpFnG1Xo6pp8rH68mzk2sDhJGGBDAEHuCLB++NDXjg+efiTyZPHmXIUMHYtEyCg0d/uyPDxAqo/MlV8pAl0+qWmmozliD/Z/wCGWK4O1YXJhwzmbic6vFJmJUiChNIjSPttQKoCtAVsR3xH41dXRCLq7/cs6PTKyx57FrcncDyc2RhHpozquiRhs+sd9TCmvzv3BHg4qQpquqTlFbkdl11NrSk0KXFOWBNmvQgzcBi31uZE1x18ysgILN7EUNmvTQ1U14fVGzKexZ/7x1QxL8y/Q6OZOJ5Sebh2TivNSRTRr65okLaq+4AD9PUa2tAd6xcc1JqEeDiWWdcth2564rFDB6csixic+nZJFIf3pFb2EsCt9RUecX6a5TfpWSXONznh5ly2bR1jKSRmhHp6gxFHSykWrg7gEbgWLo1Bq67afTZFrPAjJPgZocwjIHBGggEH6YwpJLJkguMck5LNEu8ZBO5KOy3e90Dps+9b4jdFcn1Y39wL/BOUY8q7TZXMyRyIOuBypB2sqwoH+Vgf673HbQoRcovDXcHTzPxOPM5ZbKrMrgql7vsQdF99muu+32xybtZDV6Z9pLt+xLW+lknyXD6GVMsh0K3WdWwVQO7X2273i74TW4VOUnyZufVLCIfIc+SzTyiKNGy4bockqxFD+HfubIJrYjbEes8Wjp+FktfgodCzL1eyF/jnDVlz4m6VWQ3IL7MEI29wSB9bOORd4j58HLGJF+qxR0zpb+n65GTl3JGASvCQdKhmQJ8wFkgdqNXXi++LXgt05uz6L+5zNb2ZA/EzhuXByscJdZc3KsapHRTQSoeQCumgwoChZ7e/o9Joancr0sY9RVldLp6SyOC8GgycQigjWKNfbz9WPdj9TiSUpTlmXJGUr8XOe8tnDHBlgzNDJqGYBoWAQQnlhdHVY3UVePQ+G6SzTy6rO64+H7kVkk1sWFypz76sUJz0TZRpQPSkf93NYBBVqpSRvparvYnxyrdH6peS+pLn4/0SKXuPV4pGxC828vJn8u0LdLfNHIO8cg+V17GwfYixYvfG1dnRJS/b3+A0UdzHypxlY5FnM8yLvr/EF0KgEseprA/mAx6KOr0Uq8KKT9sGCd+BnLU7gZszSxZcOdMSMQszAUWcXRUdu1kjxW9HxDURaVaSz7/BhF3DHJNj3ABgAwAYArj4jcUzuTlkmysDy+pCkayqmsQ00pkLKATZ1JRPTsfajd0VVNksWywv6mGxA5a4Jx7OyeouYzMC3vJPI6g/yp3b9Bp+uLmru08PTWl+i/qapMmOfeK5rh0cOXnzsWdlY6yrw6WQCwGDK3nqXqFmzivT4dT4hFwtTiuzXv8AQmpvlTNSiyBy/E83PlxL6mXQMzCJCD1aa11qYhW3G1XVE0McjUeHaHRalU2V2Sh7p5S+2Dp1au+6LlGUU/pv+pjyVzjnFzPp5YZYS5pkUmYsEBUMAaBFMQQPN6VAF49PqPBKdLRmptwW+O6y/p/bY5V2pldLqnyQHMOUzGWzMiZlSjszOV8EMzdSiz0kg1ue2PMrRXXPNcG/nBVlHc6OXOPPlZGnhEfqxra+qhYUSFYrRFN1VZNUW395vDdPD8R5dye/2a/Y1XpHL4X8QyuezEycR/5rNS/u2nAZNIFlIwdkN2aAFgD2x2/EdJLTxVlD9P7k0JKWzHrP8mw5SRM1kgMu6uvqICdEkeoF+kmlKi2BFdiPOONfq7J1Ym8+3ujdRSexz8H4ymcy75mBZFiLsKegpVh+0vrKrpdi9tp7Vivdp3FZ7s2UssbspnHdVdY+jSNrpj/KO1DtuRf9L2hvFDuJPPvFY0DRqRHZsoBpZi25YjYkbmz2Nd98cHxJ3T1Cgl6VuSRxg4OS8lBn3l/EIJI4lBok1ZJ3NHfYHY7bjG/hmlUZOTRiTJTiXDlaM5SXX6a6SF1HtvpPem7XR2B28A45uuvt0lzhVLZ9luv9fOCet8SOHkbl/KtJNHpLFSrx5hGYWCBahlNHSRuN/mPfHW0Trvq6b1u+zJbE661OEuc5O7jXJMkkyRpOAjhmLMtsACoIAFKxOofl/XGF4VVC1dL2fYg/EPG/J3ZriuQ4JFplmdpCLCk65Xq62FBR3Fml+uOxpPD1n/ijjPJBOxv8wjcl8Xjz/E0neN0hycJEK0W06nOktoFKFVtN1QCrZ2vHU1OnWi06jnLl39l7EMZ9TJrnTj75tp8rl2LAIyj07OttNE9Nk0TVfr9vN/ip/jK3FemMk2vfDyYk23hFYR8k5t3hyv4OdJpJLaV0OhE2A3HTQ6ma9z0gfX22r8UhObnB7Y/cRhthk38UeZXlkbh+XAGUylIQALJjAUkkjYKekAd/rYqfw3TKhQ1E/wA0v6P+7MTedhg+F2VMuRlzb8QzcDRO6EmUNEoVEYEo4IIpht9NqxzvE3FarphFNPfGP29zeHG53cs/GSPSUzisWViBPCnQyjsxViGUn2rf2HbEeu8OVMVZB7Ps+UzHmpckrzJzplc9wnPnKS6mWFgyMCrAHpJ0nuKJ3FjHMrjmSyb9SaG3k7JejkcrHWnTAgI+ukav7k42vebG/lmxM4jAYAMAGADAHlYw0ArD6g+W/ipFKvE82ZVOoyalNGilAIQfbSAPuD7Y9VptTRHSQjFrqX+SPG5McC+H7ZvgxzYLrNG8jxruRJGAtgL4YlWojudj4I5v4tPWQk+MrP6m3CECJ2LosVlyw0BO+q9tNb3dVj0Gs1lUPSmnlb/z6EUU+4y57JZv8RG/Eo8wzSKaMgLM2zKoFeQ1dPfzW+Ken1Gn/BONckpLPx3MSy5GrhHBZnSVFjf19LVCVIYqoDOxBF3tQHknbHLu1dFniFdm23L+2374+xpKOdkd3LDyTcT4asUTo8ZiVyQd9DHU/wBB6dD9Dixq9RBRsgpZTeUSxTymfRvGUSSKRTpYqLo0aIorYP1rHmbZJRZOiopuJQ8GbNwxhpcrm7qEEK+WegJEa+1o6lTW4A7gWetpqLNTBS4a9+5BZPpWxuyXP4izEMMkjDJOtmRSVbq6QxPzKodGJ3Btj4FHSvw+XlTnnfL29g7V1JD5zHyrkXy0muJEG7+ogAfVQ31bliQAN7uhihavMWJEyjl4Qm8M4HPw9FMsyRwa2L9AUkkEIGkJ1VQF/KLFDc3jma7zqaH5O7e2xdrs06hhw9Xvn+xF53maMSuUJayBq96vf+/9scCOislBOf1NIvMklydnww4A+YkmzJARLKK1b7kMSn+YbAN2G/fx6Kijqj9v5gu+IXxivJgksYz9cFp8JhALlraVWKF2JJI2YVfyggqSBQv7YsaaKi2nu1tl909/59DlM+ZviDxoZziOYmH7vXoU/wCVOm/1on9cel0cXCvOCtY8vBbvwy5PggHr5ecymWJT64AFBiSURCCF3QXqJPjbfHN1uquvl5UtkvYlhBRRuzmWHC+I5vOyDVl54SUPtLaXF9C5tgfv7Y51i6J+YHtuROY50zUcYzMkqizaQCrZb8ijS1fUxBOKCuulLq68fBEnJ7nBxz4WNn6zuSn0pmj6rRTgjSHOs0VBuiflrwN/OPUw8VtlVGuXC4JFFcmfxJ4G3DuEZXJQ6mjMtzyVszdxq9gWNj+RRix4ZdX58rbnulsa2bRK54DloGnjTMMy5ZbaVl7hQPoDuzFVHnq2xXsdmqsbXPYrVJzl1Pg2cWgSFhm8nHMmTdzGn4hhctA+oBpomMjpO53sWewiennCT6X6o7ssSXdH1HwvOLNDFKuyyIrgfRgCP9cUyVPKOrAyGADABgAwAYAMAYst7Hce2MAAtbDYYyBV59kXLcOzckUYDrEwDIotS3TqFDatV34rfGHnG5iXB868P43LErCGZoVb5hE5UH76Tv2xSakvcpyUslxfBThcPo/idQadi6nbcC1vc99lU7dtTe+LFSWCelLBaEjhQSSAB3JOwxKiYhZI4M2srxrUiHSJNBVtQVWWjszJTDzpYEjtjFtW2GExW5/4WM1lMxcFTMgliYm7aMDUFo7EpYryN962zptZZXJSbwv5kxKCkjVyZwaCCCES5J55IS49X00f0/2jN02Q53O2lSex82d7NS7LZuLeMm9dPoSk1kZuLcSimWIRurMxsgmqRTqk1g9S/JoO1gtRG+I288G8YuDbZ1ZcmQL+IIQsLCLYFHsGJHejVXvR/Tbgi3IN+T8lFmkMcKWzdasSygENaqhOlQaPjtsKGOZfWlfCK4zv8ksG8Nk+kP4VmKr/AMu1Eqg/dEKq9Kj+Aqq7AWCCaIbptzl5a6nx/Qjbcnl8nvC89G8kxDLRkAXfvSKDX/dY/TFajV0zuklJZeNv59TLWwk/FDkHKTKZ0RoZ2YAyRjoJPdpgAR/3CiSQCfbqx1U61hbo06Uzn+CMeYhTM5aTQRDNpbqvTYJOkgUwJo7+57dsNTnrjJLGVv8AbYxDjA5/EDgrZzIyxJ81q4H5tDBiv/cAQPqRivZHMGJLKKw4pw7L5jNRZbJs8hZNbmYqFjHsQEB2A3u+61eOV5ENvK7leXKURj5I44uXzObypn9aCCIStNvoQjZ1WydgCNx3KtQ972ng4bOWSStOO2cjHPwluJBWzasmWB1R5YMQX9mzBG9+0QND+IsdluJtZwSOKlyJHxU4KkJyuWycWXy6Zlm9RiFQFk0lNbkbBQzNX9BdYw5z9yK2L2SK55n4Z+HdIBnY86PCRF20MdqA3UEmh0tZ2te2MwslBvEmazjjaJ9FchAjh2TBNkQID99Isb+3b9MYzknjwT+BsGADABgAwAYAMAGANdlu3b39/t/vgDnz/EIIFBmliiU7AyOqg/TqIvGG0uTDklycuZyOUzMDKywyQON60lT5uxtY734w2MZixK+GOXggy8sayao2zjek7bagCACD79Om/JI/MMaVrlmlXdjvmpXemjiWRV3GptOo+ClqQR33NDtV4kxnZku5ugyz6G1GpHHUV7A1Q0g+3963xiST2QRGZnhZdkikm1hVZlFaSDpKA9JFrUh2N4g6MSUe3P8AQ2/8Wysv+N8zw0fh3C+osIL+oC1y2QRsy6VIAANkCtgQRi/Ro+vMlxnGPZLuV7LsPpZP8kc3jMZhsvnYolnkXWFCnY7kxEMSdWgB9I7EuDRGkZtoUFmL2No252H7hSN6QEikE7nVvdgGjZJ2vTv+X2xWJCM4zOkMqFWWNkU0CpIbUdwa+WgD1eL89jy9ZqIVWJyeMb+/PbBvHgjn9XOsvqyJBED8kbFi311FVAPtYP2vfFH8dp9ZYq7J4+GsZ+5t0OO6GLI8EhirQp6e2ok1/Xz9e+OrVoKKp9cI+r3NG8lT/Ez4mlmlyeVFKpKSTHuSDuIx4AIrUfY0Oxx6DSaSMsTn+hWtsxsjb8A4pQ+Zcq3oyAAMTsXUnVQJ3+cAkDvt4OMeKTh1xiuVkUJ43LmOOcTlXcxcpoeLapLigzUVCRAKEy7lWsEDUlke5De2Kl+nhZjqIZ1pvLFLjXB41zc2Qy8gjjjUNPPMwotpDBnqgVXUFVAO+rybxpKPTJRjwRT/ADJJ7DP8NOe1McyZqVESJlELSNu6nVanydOkdVD5gD2GLEXGCSzt2JITjFYbG3nLleDi+WRDJVHXHKlNRoj3plIPv7UcS5TRLtJC7wD4f5DgwObzEvqvHuryABUPj00BNuew3J9qwyktzDxBZZ2/CHjn4mLMqdik7Oq/lSUlwP8Az9TGlcsojon1J/Uf8SE4YAMAGADABgDwmsAYVq79vb3+/wDtgDPAFJf/ABAQy+vlnEbGIREF9JKgluxI7Ht97xFZHJDbHJWOX4hPFE6oZI4pDpfSWCue9Heia8d6xE4vBA4SwfTvJXC4Ychl4oiJIjGDqI+fX1MSPqWO36YsRxjYtwxhYJfIikG5Is0Sb2s1v52rc742NjowBAcRy0n4yKSNIv3MiGRvmW3jIFDcigdr7nxiOeU0bproa+hDScvxZ+WpQssEEjXIyrrkk1WyKygFIkawQDbMCpNKQ0tbdaxF8kTSZK8P5F4fBIsseVjWRTatuSD7iyd8Zc5PlmUkSXEM8ynRGA0lajfyou+7V70aA3NH2xVtsf5Yc/0N0hTeWUI+YdrV2KSD8uk2p+x9hX8I3Jx52cLtRp5XQn+bOVj9vgm9KfSc2c4ihhEUSFs1elUQbstnVqrso7hjsNt/ePSxeqo8mUfVHGJfHtkxL0y2Y+5BGWKMObcIoY+7UL/vj1cViKTID5/5D5fy2bzOZXOF1zYkLLA/SrW/VqGzMwJNrYFG9966V9ttdCcHt7kUUpS3LX4D6sfpuxGkJGPQiVQqAxnUI1Av5wp3J7+Nsc2+2DaceV++SSKaG6GTUoaiLF0RRH3B7H6Y2TyZNWfySTI0cqh0YUVP/vY+QRuDhJJrDMNJrDKt4t8O4MvmvUdpRkpF/aMCLiddhqOn92wNau4I3NHFeenhtkgnTFNMRuGZjJw8RzLyxB8tE0ixRKdQkZGCx6ib1KwBYk7du/Y5kod+EQzUFLMuBk+GfEszl8txPPMp/DKrPHH2QyWxIj9kFhTX08rjevdZLNXGRGzvFs5xScajJmJSemJBsn0VRso/zf1ONJZk8EE1KbwXr8MOUW4fA5lIM8xBcDsoF6VvyRqYk+7ewvEkI9KJqa+hDpiQmDABgAwAYAxdqwBiFvc/0/8AfnAGObnEaO5DEKpYhVJJAF7Abk/QYGPk+euaOZH4lnEkadspDGf2LAMxiq+ohDZdj3IO2w7Ak6uSKT1Kc99kWNybzPNm9UEWfy80sa2WlyciMR21aRMFberrTVjtjKkmWYTUuGcfxPkhGVkizucaWZl/Z5eCNAPU/gcL1SDfbeSiNqPnEmuBJpbDVybC+WQZKU6jHEjRtVWhFMv1KOCLr5WjuzZxlLCNoLpWCahyZSRmVqRhvHWwa/mU+LHcdiaOxvVtlYNtzsOMIC+IM7TSFoPVUt6cag6Cu1B2I1WaBsCvGIZQk3nP2J35PUsZS7/6PeRpgcnAhNypGBKPPqWyyE1tZkV7+t4mw+5FLpy+l5RPnAwcHC0sSMe7yPf6EqB/RRitTupN85f7bGzIDjXC8ykUyRGBoWVrMpa1Fd6AOphXfULodsUK/Dp0Skq5eiX/AIv+xt1p88kzy3wxIIUC3bDUzN3Jbc39BdAewx0dPVGqtRiayeXkljic1IfmPl6HORsskaFwLjcjdGrpZSKIo+xwcpJPDGwux8DjjOX9HNZhJCQwXWJSiMu61KsjLHYHc/S7rECnFpSwuxnAy8DzkjGaKbSZIXCllFB1KqysBZ07NpIvupPYjFho1ySuMGTF1BFHtgCqDydE+Ymz2VykU+XvSmWZigkIoNLFvo0kigjLTaSwNFb0lFJbIhnDulky5u5zJyU+VXhuajaSJolBjpVsaQV0jfTdgAb14xopvjpZhWtvHSyb+EfK5yeRUyx6MxMS72OoD+BT5FLR0+Czbd8SJYJYxwh5V/B/r742NjPABgAwAYAxZq+uAPFTye/+n2wBngAOAE7mv4eZXO24uGY/9SMDqP8AnXs332P1xhxTIbKYT5Kl478OOJ5KYHLa5g40iTLkqa8q4u1B+5U13xr0mqp6VhDr8PfhV6Drms8RJODqSIG1RvzO38bj6bA79WxCMMEkK0uSwuMcNaQxyRMqTxE6GYWpU1rR6o6WoduzKp3qjub4OdeNyp+/yky0N3hqZD76Qn7U/rGMBudvDOMQ5i/SkVmWtSbh0vsHRqdD9GAOBk7XNfXGAKnIvD1QSFH1BT6YFVTdJmBo0T6uo9tiW8k4lsm5Pfk0isDZiI3I+SKRGZotLKxsoxK0fJVgD3/KR33sYg6JRfVDuZyc2by82ZHpyKkULfPTandfKdgFDdibJqxQ7jdKcvzYGUiZGJDB7jIPGwYFPh+Zg9N5ImaMRT6WBLJS6wACrUKKNa7dqrFRpJOXG5JKMo4ydnCc6jZ3NIrK2pIpAVII/jRht5Uqt/zr74t5TSwaOLXKGHAwLOazLZ8mGAlcqDU0429T3igPkHs0o2AtVtrKODAxwxBQFUAKAAABQAGwAHgYGTPABgDxlvAGC2DXce/+/wDvgDZgAwAYAMAGADABgAwAYAMAGADAHBxLg8M5UyxqzL8r9nX+RxTL+hGGRg5f+HU0lTLmWU+Gnc7e1k2f1JxnJjB18J4auXQoh6bFAKqhQFVQAFAUABR2Axgyd2ADABgAwAYA8OAIxuCRHMfiCD6lV36b7aiOxaqFnwAPGNXBPc3Vsunp7M053lqB39VFEE/ieEKsg+5oh191YEHbawK2WxrKUpLDZhJy+0vTmcxJNH5ipURv/qBAC491J0nyuM9RrgmoowoCqAFAoACgB7AeMYMmeADABgAwAYAMAGADABgAwAYAMAGADAHDmOLQo4jZwHPjf+5qh3Hc+R74A9n4rEjiNmpiQPlYgFtlDMBpUsdgCRdiu4wB0+svuO9dx39sAc03FYkk9Nmptr6WoXdamA0qTRoEgnAG+LNIyhlYFSAwIPg7g/bABFmVYsAbKmiPY0G/XZgf1wBxQ8egYgByL7akdQ29WpZQGF7WNhY9xgDsnziILdlUWo3PlmCqP1YgD74A2o4PY3gAZwNrF4AxEy7bjftv3+2AOSPjMDKjLIpV3MaEdmcFgQPfdTv22wBp/wCIcvpDhmKkgWI5DudOnsuwbUtHsb2vAHp4/l6vXtf5W7d9Xb5Nv3ny/XAG6bi8KCQtIo9IhZP8patIP1NjYe4wB3YAMAGADABgAwAYAMAGADABgAwAYAMAGAIbN8DLyu4lKrIAJE0g6gF00D/DsT4uye+wAG1+GyCVnjmCK7KzroBYlQopWJpQyqoNqTV0QTYAiMrydpDapVYmMqCI60krGNQGo0R6Y2FfSqwBI57ghkm9T1FUbXSddC7XWGAKG91ZW7tRFigI+LlCgg9VCU0kH0fmI9LZ+vqT9kKXatt+kYA7+F8A9GYyhwSyhSoWlAVY1GgXSfISQO4Kg3pBwB5By1EsaKQGKsCWYXqptVUSdIujQ22GAOBeTaCj1V6CjA+n1Eq0LUx1br+xAA2rbc6RgCR4XwERI6l7DBF/Zgx7IKB6WvWfLAi6ArbAHvEeBerIW1JTR6CHj1EUJANLagVv1Dfk+4u8AR2X5cZZEUyKVUKxIjptpmkAU6iVF0CTqLAm674A7JOWw1H1GBEjPsBVNKZCtG68DUK7DAGWS4AUKF5NehlOyaQwSMogPUdwTqv3rYUMAch5TO/7UWYfw1+mf3G/T8/7zf5+3+XAGU3KKssiiaUah09jpOlgSdusnUdzvud8AMijAHuADABgAwAYAMAGAP/Zdata:image/jpeg;base64,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:image/jpeg;base64,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://netnature.files.wordpress.com/2012/02/proteina-4.jpgDo grego protos
Mais abundantes
Diferentes funções biológicas
Papel central no metabolismo celular
Grande variabilidade de estrutura
http://biomodel.uah.es/pt/model3/tripep.gif20 aminoácidos diferentes (proteicos)
Quantas palavras ???
http://us.123rf.com/400wm/400/400/hibrida/hibrida1203/hibrida120300009/12810816-colored-pattern-with-letters-of-alphabet.jpg
Aminoácidos: Número
Identidade
Sequencia
Hormônios
http://www.corpofit.com.br/lojas/00013414/prod/superenzymes.jpghttp://papel.deparede.com.br/wp-content/uploads/2011/05/teia-e-aranha.jpghttp://creationsciencenews.files.wordpress.com/2011/06/estudo-sugere-que-protec3adna-no-olho-humano-age-como-bc3bassola1.jpghttp://ambientalsustentavel.org/wp-content/uploads/2012/01/abre-rinocerontes.jpghttp://guiadoestudante.abril.com.br/imagem/fungo%202.jpghttp://www.cobras.net.br/wp-content/uploads/2012/09/COBRA-CASCAVEL.jpg
http://fatosdesconhecidos.com.br/cache/public/conteudo/post/logo1-723x400.pnghttp://urologistacuritiba.com.br/Uploads/Images/foto_6.jpg
	2. Aminoácidos
	
	Primeiro Aminoácido a ser identificado: Asparagina (1806), aspargo;
	
	Glicina = glycos = doce
	
	Tirosina = tyros = queijo
	
	O último dos 20 a ser identificado foi o aminoácido Treonina (1938);
	
	Para serem classificados dentro de um grupo químico, eles possuem características estruturais em comum.
	2.1. Definição e Características dos Aminoácidos
	
	Todos os aminoácidos possuem:
	
		Um grupo carboxílico (COOH), um grupo amino (+NH3) e um átomo de H ligados ao mesmo átomo de carbono; 
		
		Além dos grupos acima, está ligado neste mesmo carbono um grupo radical R que é variável em tamanho e característica química entre os diferentes aminoácidos (carga, estrutura, solubilidade, etc.).
Aminoácidos Padrões
03_05.png
	C e Estereoisomeria dos Aminoácidos: “chiros” = grego = mão. Exceção – glicina 
		
		Forma D e forma L, baseada na configuração absoluta em torno do C  do L e do D-Gliceraldeído – Emil Fischer, 1891;
		
		A maioria dos aminoácidos que ocorrem nas proteínas são estereoisômeros do tipo L, 
		Exceção: pequenos peptídeos de paredes bacterianas, antibióticos.
		
		Estereoespecificidade catalítica – série L. Reconhecimento enzimático, receptores celulares p/ odor e sabor, etc.
03_04.png
		 Imagens especulares não sobrepostos. Assimétricos.
http://s4.static.brasilescola.com/img/2012/08/imagem-especular.jpghttp://www.alunosonline.com.br/upload/conteudo_legenda/fd2c3c2fe66e4913ba695adcde0f3b80.jpg
http://qnint.sbq.org.br/sbq_uploads/layers/imagem1533.png
http://www.e-escola.pt/mgallery/default.asp?obj=7725
	2.2. Classificação dos Aminoácidos
	Nomenclatura Abreviada dos Aminoácidos
	
		3 Letras (Ser, Gly, Trp, Try, Phe, Ala, etc.);
		1 Letra (A, T, G, W, Q, N, M, D, E, K, R, etc.).
		
	Os aminoácidos podem ser classificados de acordo com as propriedades químicas do grupo R;
	
	Esta classificação não é completamente fixa e pode apresentar variações;
	
	A polaridade do grupo R é um dos fatores mais importantes na classificação dos aminoácidos para sua solubilidade em água a pH7,0;
	
	Principais Grupos:
	
		(1) Aminoácidos Não-polares (hidrofóbicos), com grupos R alifáticos
		
		Alanina, Valina, Leucina e Isoleucina – grupos R grandes promovem estabilização por interações hidrofóbicas;
		
		Glicina – grupo R pequeno (não interfere);
		
		Prolina – reduz a flexibilidade;
		
		Metionina – sulfurado. 
		Aminoácidos com grupos R aromáticos
		Relativamente apolares, absorvem luz na região do ultravioleta – triptofano e tirosina A280
		Aminoácidos com grupos R aromáticos
		Detecção e Caracterização de proteínas
		Lei de Lambert-Beer
		
		
http://www.quimlab.com.br/img/espectrofotometria_eletronica_espectrofotometro_uv_vis_varian_cary_100_conc.jpg
http://www.quimlab.com.br/img/espectrofotometria_eletronica_espectrofotometro_uv_vis_varian_cary_100_conc.jpg
http://www.quimlab.com.br/img/espectrofotometria_eletronica_espectrofotometro_uv_vis_varian_cary_100_conc.jpg
http://quimicandovp.files.wordpress.com/2012/06/fotocolorim25c325a9tro.jpg
http://www.dosage.com.br/Imagens/I_spectrofotometria.jpg
		Aminoácidos Polares,
		com grupos R não carregados
		
		Mais solúveis em água (hidrofílicos)
		
		Cisteína – oxidada para formar cistina (S-S), essas pontes são importantes na estabilização de proteínas.
		Aminoácidos com grupos R carregados positivamente
		Básicos – Lisina, arginina e histidina.
		
		Aminoácidos com grupos R carregados negativamente
		Ácidos – possuem um segundo grupo carboxila (COO-), glutamato e aspartato
Outros aminoácidos que podem ocorrer nas proteínas
Por modificações de resíduos primários:
+-300 aminoácidos com diferentes funções nas células não encontradas nas proteínas: Ornitina e Citrulina
Outros aminoácidos que podem ocorrer nas proteínas
Por modificações de resíduos primários:
4-hidroxiprolina – prolina (parede celular e colágeno);
5-hidroxilisina – lisina (colágeno);
6-N-metilisina – lisina (miosina);
γ-carboxiglutamato – protrombina (Ca++);
Desmosina – 4 lisinas (elastina);
Selenocisteína – pós-síntese (Se).
	2.3. Característica de Ácidos e Bases dos aminoácidos
	Os aminoácidos podem funcionar como doadores e aceptores de prótons H+, em água apresentam-se como um íon dipolar ou “zwitterion”, predominam em pH neutro; 
	Substâncias com esta característica são chamadas de anfotéricas (anfólitos = eletrólitos anfóteros);
Zero equivalentes de OH- 
100% das espécies moleculares
1 equivalente de OH- 
100% das espécies moleculares
2 equivalentes de OH- 
100% das espécies moleculares
0,5 equivalentes de OH- 
50% de cada
1,5 equivalentes de OH- 
50% de cada
	2.4. Curvas de Titulação de Aminoácidos
	
	A titulação ácido-base consiste na adição ou na remoção gradual de prótons
	
	pKa do grupo COOH (pK1);
	pKa do grupo +NH3 (pK2);
	
	Pontos de capacidade tamponante de soluções de aminoácidos
	
	O que á uma substância tampão?
	2.5. Ponto Isoelétrico (pI)
	
	Valor de pH onde a carga líquida dos aminoácidos é igual a zero;
	
	Neste pH, se um determinado aminoácido for submetido a um campo elétrico, ele não apresentará movimento;
	
	Quando o aminoácido não tiver um grupo R ionizável, o seu pI pode ser calculado pela média dos pKa dos grupos amina e carboxila:
3. Peptídeos
Cadeias de aminoácidos ligados entre si por uma ligação covalente, chamada ligação peptídica;
Oligopeptídeo  poucos aminoácidos
Polipeptídeo  vários aminoácidos (de acordo com a Massa molecular)
Aminoácidos ligados por ligação peptídica  Resíduos de Aminoácidos
Polaridade da Cadeia Polipeptídica
		Amino-terminal ou N-terminal;
		Carboxi-terminal ou C-terminal.
Pequenos Polipeptídeos e Peptídeos com atividade biológica
		Insulina  2 cadeias de polipeptídeos (30 e 21).
http://www.medicinanet.com.br/imagens/20120210140438.jpg
		Glucagon  29 resíduos de aminoácidos
		Dipeptídeos: Aspartame (Adoçantes) e Aspartato de Arginina.
		Oxitocina – 9 resíduos aminoácidos
		Bradicinina – 9 resíduos de aminoácidos isolada por Maurício Oscar da Rocha e Silva (1947) a partir estudos com o veneno de jararaca.
		
		
		Captopril – Sérgio Henrique Ferreira. que isolou, na década de 60, o veneno da jararaca Bothrops, um princípio ativo capaz de intensificar a resposta à bradicinina e que foi denominado de fator potenciador da bradicinina, a FPB. 
		
		A bradicinina é um peptídeo encontrado nas células anucleadas presentes no sangue e responsáveis pela coagulação, as plaquetas. O peptídeo é liberado pela ação da tripsina, uma enzima secretada pelo pâncreas, e de certos venenos de serpentes.Tanto a histamina  quanto a bradicinina causam vasodilatação, aumentando a capacidade dos vasos sangüíneos devido ao relaxamento das fibras musculares lisas. Assim, o fluxo sangüíneo aumenta e a pressão arterial é reduzida. 
		Amanitina – cogumelos tóxicos.
http://library.kiwix.org/wikipedia_es_all/I/200px-Alpha-amanitin_structure.png
http://library.kiwix.org/wikipedia_es_all/I/200px-Alpha-amanitin_structure.png
http://library.kiwix.org/wikipedia_es_all/I/200px-Alpha-amanitin_structure.png
Visão Geral da Estrutura de Proteínas
Teoricamente, uma seqüência de aminoácidos pode assumir milhares de conformações espaciais diferentes;
Dentre as inúmeras conformações teoricamente possíveis, geralmente apenas uma predomina:
Conformação Tridimensional mais estável
Proteínas Nativas ou proteínas no estado nativo: proteínas que estão no seu estado funcional.
Estrutura tridimensional das proteínas
As proteínas podem assumir um número quase ilimitado de conformações (arranjo espacial dos átomos) tridimensionais se suas ligações tivessem livre rotação;
Função biológica específica.
Proteínas nativas estabilizadas principalmente por interações fracas (muito numerosas):
	Pontes de hidrogênio
	Pontes disulfeto
	Interações hidrofóbicas
	Interações eletrostáticas
	Íons
A ligação peptídica é rígida e planar: arranjo Cα – C – N - C α
A ligação C – N é mais curta e os átomos associados são coplanares (caráter parcial de dupla ligação) e a rotação é permitida Cα – C ( psi) e N - C α ( phi) que por convenção = 180º num polipeptídeo totalmente distendido. Teoricamente podem ter qualquer valor entre +180º e -180º .
Gráfico de Ramachandran – conformações possíveis
	Envolvem pouco ou nenhuma interferência estérica;
	
	Com base em cálculos que utilizam raios de Van der Walls e ângulos conhecidos.
Para resíduos de Alanina L-Ala:
	Azul escuro – totalmente permitidos;
	Azul médio – nos limites extremos p/ contatos atômicos favoráveis;
	Azul claro – permite pequena flexibilidade nos ângulos de ligação.
Assimetria do gráfico – devido a série estereoquímica L.
Estrutura Primária: 
		Seqüências de todos os aminoácidos ligados por ligações peptídicas e a localização das pontes dissulfeto;
		O arranjo espacial relativo dos aminoácidos interligado não é especificado.
Estrutura Secundária: 
		Arranjos regulares no espaço de resíduos de aminoácidos adjacentes em uma cadeia polipeptídica;
		
		Arranjos mais comuns: hélice  e folha .
Estrutura secundária – α-hélice
1 volta (passo) – 5,4Å – análise de raio X – 3,6 resíduos de aminoácidos;
Sempre (grande maioria) orientados para direita (podem formar também para esquerda);
Pontes de H estabilizam a estrutura tridimensional;
Seqüência de aá pode afetar a α–hélice:
(1) Lys e/ou Arg – R+ pH 7,0 – impedindo a α–hélice;
(2) Asn, Ser, Thr e Cys - ↑ volume - impedindo a α–hélice;
(3) Pro (anel) e Gly (↑flexibilidade) - impedindo a α–hélice.
Polaridade: N-terminal + e C-terminal -
Conformação β – estendida em ziguezague
Pontes de H são formadas entre os segmentos adjacentes da cadeia polipeptídica e os grupos R projetam-se em direção opostas criando um padrão alternado (Gly e Pro nas dobras).
Proteínas fibrosas – arranjos de folhas ou feixes com funções estruturais, suporte, proteção externa de vertebrados (resíduos hidrofóbicos) – Ala, Val, Leu, Ile, Met e Phe.
α-Queratina dos cabelos
Colágeno – resistência mecânica, tendões, matriz óssea, ossos, córnea dos olhos, cartilagens, etc. (35% Gly, 11% Ala e 21% Pro e hidroxiprolina);
Gelatina – produto alimentar derivado do colágeno, ↓valor nutricional, pois é pobre em aá essenciais;
Fibroína da seda – insetos aracnídeos, conformação β, rica em Ala e Gly.
Estrutura terciária – arranjo tridimensional global de todos os átomos em uma proteína (resíduos distantes);
Estrutura quaternária – arranjo de subunidades protéicas em complexos tridimensionais;
Proteínas globulares – enoveladas em formas esféricas ou globulares, núcleo hidrofóbico denso.
Enzimas, transportadoras, reguladoras, etc.
Estruturas elucidadas por difração de raio-X,
Estruturas:
Primária – seqüência de aminoácidos. Todas as ligações covalentes (peptídicas e S-S) unindo resíduos de aminoácidos;
Secundária – arranjos estáveis com resíduos próximos (α-hélice);
Terciária – dobramento tridimensional de um polipeptídio;
Quaternária – arranjo tridimensional de 2 ou mais subunidades.
Há limites para o tamanho das proteínas
	Capacidade de codificação genética dos ácidos nucléicos;
	Exatidão do processo de biossíntese protéica.
Capsídio (vírus) – diversas cópias de uma ou algumas proteínas,
Músculo, cílio e citoesqueleto.
Doença do Príon – encefalopatias espongiformes (“vaca louca”) – demência e perda da coordenação motora;
Stanley Prusiner - “Scrapie” (mecanismo desconhecido).
PrP – protéina príon normal e PrPsc – scrapie. 
	Relação Estrutura x Função da Proteína
	
	 Dogma de Anfinsen:
	“Toda a informação para a estrutura tridimensional de uma proteína está na sua seqüência de aminoácidos” 
	
	Seqüências de Aminoácidos similares nem sempre dão origem a estruturas protéicas semelhantes;
	Importância da Estrutura de uma proteína em sua função biológica.
A seqüência de aá determina a estrutura terciária
Christian Anfinsen, 1950 - renaturação da ribonuclease, 105 modos possíveis para 8 pontes de S-S.
Desnaturação: a perda da estrutura protéica resulta na perda da função
Fatores: Calor, Extremos de pH e Solventes orgânicos, uréia, etc.
Tipos: Reversível e irreversível;
A estrutura primária não é perdida.
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