Mecanismos de reações e ácidos e bases (06/07/2020 - 06/07/2020)
AULA 2: INTRODUÇÃO ÀS REAÇÕES ORGÂNICAS: ÁCIDOS E BASES
Mecanismo de uma reação é o caminho pelo qual a reação se processa, ele descreve as várias etapas pelas quais ela passa. A ruptura das ligações, os ataques eletrofílicos e nucleofílicos ao reagente orgânico, a formação de novas ligações e de compostos intermediários, tudo isso é demonstrado em um mecanismo.
As reações orgânicas podem ser classificadas em três tipos básicos: de substituição, de adição e de eliminação.
As reações orgânicas são importantes para a produção dos inúmeros compostos orgânicos usados atualmente em alimentos, medicamentos, cosméticos, utensílios domésticos, brinquedos, automóveis, combustíveis e assim por diante.
Essas reações são muito variadas, mas geralmente podem ser classificadas em três tipos:
1. Reações de substituição: Troca-se um átomo ou grupo de átomos de um composto orgânico por outro átomo ou grupo de átomos.
Elas ocorrem especialmente com alcanos, hidrocarbonetos aromáticos (benzeno e seus derivados) e com haletos orgânicos.
Genericamente, temos:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQEAAABTCAYAAACf3bK1AAAgAElEQVR4Ae19CZhdVZXuqTGpVJLKSIAwBCIRQWjBB8jUiqBoiyiIiq8dXvuettLNGJBmkFlbsZ8NTu2AwtOnqBAIGQhkDpNkqJCBzAkhA5lIpeaqO//9/Ws459yqhEqqKtwK3PN9955z9tnD2mut/e+1195nnwAFPbIA0vLLIIsMackBYHBOL/WphTFClg81Lm8ZvXgcohyg8HIqz5zINKsClfDoUvTC9EQEbrpRlH/vyD3onWy6m8teQIBZORAIPGRF/AIMIvUiCHSX230uXRcg4KpQBIGDK7k+AwLaExgAWE/AHj8d7yFC6M8KToS3B5dHxdwPFgdcztaz81YODzd1KIKAM+bgnAsMAqxUZA6Gsg8v0siAPzMTGVU0RUFALg8OX4q5vl0cMFmHIme5sRu9pLxVT/xZLMrbRek7tpzCgwClGQIBxC8gQTJWTCGHVAQCLvlYmnesZN4tFTOZ5omWdfcAKACIyD1c9MX6g3cLnw5iPfsGCIiEO5j4eSBA92BMMSy+gsdB5E4x67eNA97m8xp7zGnoz90SdHV42wh8BxdUeBAImRs5/EQRROppswR49qGAn808DNMXLw5VDngD97PUQ244DGQHEM0GaR1d9jwXj55yoM+BQKgIvBBTkMMBBQEJ8gjsJaggEthTNhTTF4oDoThjhp7QIg8o31QIAmYPhsPHoiXYO1LrUyCQzSRkUjCXy+j0sXiNCQB0Dlp7D7WmCAK9owKFzcXF2YmKEAQSQDoh08RJ1wF2DjlqRNES6MS3bgQUHARyFDYPEWoKyDQjm2kHw73h+/ShTBW51hQtAWPcoX1ycebVQnTCQJ4dQzYFAkA7gIy0+yzSaYYUQSCPb928KTwIAEilKcwskGkFco0A2tCeBpqJCYL+HcaEojlFS6CbMu9TyRwEpN2TMg+gPuRSWDTrGQzr3w9z5i8HNYP6kDEAUCDoU9U5JIkpOAhkfQloJgPkiPq7sGDu0yjpfzieW7xVVwvGdSNkM4EjGiWGwcWLQ4oD3uZDEKBY5YYgkMCyOc9iSGkpZs1fISCgErdOo2gJ9IqsCw4CqYw6/TIyHdQGJDdhyfOTEVQdjWcXbBMzkDV1ZYlqXQSBiBeH7pXLNQ8EspwuZnNPYNn0pzGyohLzXlmPN2k1UheyaaRSXENSPHqDAwUHAVeCdJaWQAuQ3ohXZj+OoGoMpi7aDboKedAvoKvGLEB6gaIl4Nw4VM8u/7BB096PgcCq2c9iaBBg2vxVIQi4LyBMc6hWvo/Q3QdAIItUJiljPWQagORqrH5+IoLqEzBxQX0RBPqIohxMMhwIpAwZ9NMHpJbAqhnTMCIoxcxXNmCX2AbsETLIZDJFS6CXhNInQEC8/+LtbwZSa7F0zmMIKsdiSm3rPkCgOCbsJfn3mWzUAWwOf7cEcgmsmj4Fo0rK8OyitdjpIFD0BfSq3AoOAmracd43B2Q5HNiAJfOeQFA1FlMWNYQg4LVWE7AIAs6PQ/5sNr0YAGFlKF9OA6SwbvpUHFYSYPriNdjuIMA09CgXj17hQB8BAe8B2sQnsHjexP0HgaIu9IoiFCwTys/WhHAAoH4fA4F0GuumTzYQWNUZBIqy7xWxFUGgV9hYzKTbHNgXCDC8AwhEwwGzBIog0G22xxP2QRDYhKIlEBfRO/zaQIAn9QvYUM9AYM2MyRhZGmBG7aqYT6AIAr2pFX0eBLg4NO4GNp3x8UPes95kTDGvt4kDIQj4vgH5ILB6xtQQBMLZAapEuN78baLzHVxMHwSBjVgy130Ce3SxEBXFsKATCLyDhfOuqFoo0H2DwAizBIogcHA0om+CgMwOHI8pi4ogcHDE3ody7QACPlskFGbSWG3DgemLV0XrBMQSKBqBvSXFvgcCqY02RRgDAZsXdn3hOU9ZeosbxXzefg64UMMVoTocEBln80GAjkEfHnI0oHrw9pP8TiuxT4BAlotDZKK4FUhtxCtzJyAYeAImvrzL3h3QKSPXl1D44cU7TSzvovqYDMNl4bJoTN8a5aYxq6ZPwmFlAZ6tXSmOwRTjqzoUQaCX1KTgIJDN6vp/3SOiDWhdq5ZAvzF4enFDEQR6SdB9NpsQBEgh3xzUH/sEAYGZkzGiJMDMJWtkOJBm/AyKy4Z7UaAFBwHTAWQp3WybWAJLn3sSQcUxmOo+gb0OB8xT2IvMKGZVOA64HvgXiUIQmDNVXiB6esFyeYFIQKBoCfSqoAoOAnyFmAogBgFBoHk1Fs95HMHAcZg0/82iJdCr4j4EMqMy2ApCWgLLZj6FkZUlmL1kbWQJpLPFV4l7UZQFBwHKXF8jJhKoJbD8hacQVI7B07X1tm1I0SfQizLvU1lZm1cvH2/iBh5BYO4UDC4LMHPBCjT4M9l7gjphJkGfqtGhR0yfAAFRhJhjsHb2Ywj6HYcpC+siEIh9qsp0pegePvT0LY9iypFiF3mKEtj2YYzF+2wai2dNxrCqQHYWqrfgXEr3FyxuL5bHzm7fFBwEaAWIEgiwtwHt6yE+gZpxeLq2CxDodrWLCfsCByh3uoVl/G8dO+/FVcz7TBrINgK5ZtlktIU7C0nnn0UuxW1H5aYvVOWQpuFtBAGTckxwBv7gFmOCBGm+RbgLyDSiOQ0x/9RBpI89vp97h/NOl+aWn7c/o8c6Ki12GQV2eeV5vVXEt4gTK9RpjAXlZZoX7pEtht/6OS9hTDbx8L3Hjcfo3jXzFQOQya2Q0DIgK7i1cK5ZdqBm389dphhN/nxzyijpgREhGWkSLVp9U2Em9tyfKeCYHmhgSLPrhiUJs8i78DR5gVYfCVPZ7yNamMqfx8/68C10J8x/79/p6DYIkAg5eMHy7Qjnez1AHjIC8Z07xAnOu8xVCfgREW4vRqEn0hotS1+BSphFeA8hekH9EIdirOCwvAO5oODTyOaSIo1MJieOSFmQIkrGUhOAPOdaBlUUKmoqRZVk+f7zcjvee7jXwDXZwhldkI4XKaQIhM5Qe2ee5erUGafGNHrSzmQbmckpVt1th3PsptBOCs8mMEZ3SixpjBA+iR/MJ9rpWbLgX/wXj96Na2bVmtTvTYrusK6kl6TwOkN+JMIi/SIrmw1GIMK6ZHL6DWuhOce9K5UPTm5IngfYEDOJLJJIy1cv+UjkIbyjPqTlxxhClDOQfgkRhtLLdCR5r99D4EOXRSQKqUokA5UKZccwSeDpLJJvw09KSLOmcNHqHafcZd0NyyGJDJYjgQwBVaZgqb/Rzkw9B4FY5ViWMp6BdghXee8kK1UM5k9FxVqSYoN7RrEgRkqnI0Vku0inNQ9tiF5Qd89aAb6QQnrakEPSiMulCE7cAbkt/BxWMptTIUkcJzLWQ+xN2kJaBIBSkJPLfJgNwSjjJm6Mfx4vnZINNll/RpfiGY2KnNQ6JJPt1mgNBBhJH1kCPTG9Nhe9lyIYN4ys5Utj6ggCEjleXyewe2dXRv30rMpVKsdLIUM/PuPrSfL0gttSmmYJP0L602Fj1PBYPUlmLNDTpwUErKdkucZk8imFFLLcCVtaldHFhEQiAlUyKXuciBiFBm6E6p2EledysFvnFrPRgxXWL3DLV7iZj5ShtNhyGiSzGSHNdUD6B0bJJpDJuv5on+r1zGQIshxMtdkQS4nQrf6BboOAkx4pThSyP1esH5WMB68F9GMMYs+WTVPK1guGAtYeT5/tT0ldxCGQG/5IDyqrlojo9hOa0sJgWg0UragqSffvJXglRKIxaecVrULOC7L6k4fy9SWxiFTJOERK5RT8JFuJqw0iLcCUUmCiIqYTyGZbxZJgT0ThUknEkHD+OVnCeG1hUb7GeAngMypN2A5CkiWp0REqqGYSxjngC6an1Wd8ldJZb2sDpKM1TV6onkjxWT6ndWD64y1CGikVh0J13dkLRVoRy5DRjTkWLg1OGKgdkDYm5pmTL9+Rr+yNtbE65VpOMsHGRi1pRRYtyAgvGUcP7SRjYOO0kAbSL92ido3CGAYR+Kmjdi31o+4lmQ/TZZAWi0nLkd7f8qXzlDCmuzer1ULh8jFL4bmHIECq2MPxx+u3OLyyPFvDcsJ8+2jyvZ09nukk80wlWxVxRcCmGRZBgOAtiuzyEfMxxraluNkp808jm0yJDnFhiupXVoYMbFoucl3XEBKqXJW6McO98cJTRlRRISgg/qQZUHHbqcRarioakJS1stTBJHJIIJujZdKu32lIs/FT6RJIp3itZSdM0CIb/2ajkyYK57QbrSHTea+ffWPdOx7a8PLl0DHOft97mZYdq66mrnBDlJQ08EfuCRvEf0T1bRcj3rRZq03SaaKz82Ad5VsWXs8OVHnZPLN1MS2veYo/s3Adkil7HQRac7QfqDUZmebW5Mo/HcLQMvMGaHmH70hYeV5WWL4OwZTPtERpbahuijwYn1/mIUOEOeSY6Zb0nIaWZkEzH9IoHQrLMPLcoiRVvQACIh7L3Uvxs1ZcmOtByikBDlFoH2s5M6RhKGP58SkyMcMxOdOz0qwzr9P7ATxW/D5PLFMYSROfzMoimWiznkSZya/dcJ97lsmTILIlY83D6oQXLI0EdjwYOz9cBaTjUfoj5DEbRI4qnhY1DwXP/KV3c9BNIJ1jLKogE5FA5q9liNnIxk+AkbPRI/l0UEB5FKXlLaP5T1PmP9dymH8PD7KZpFNpTbztWaqt0c7Zo4x2MxS9HvqMuhEeTix5EP95eBgxdsFnrBaZLLNU1Dg2bDv4jHRlM5HPQCxUHRIKFUa39P3G53QyoytgPX9nneXH4DjYxWXMZ6KSAhYsQUGfHgtSJkNhzy+dRS7LnFJRnekLYRgzcp6a5cLcJH+roA+xeggCZBYpYq4hZREymUJKyf6YVMhBASaQEadPO5CkFzillg5zyCqCJrJtkrvIyYthgyFYSHfs+XXjzGySykA2pIR9ARfJNqCtDmjaDbSnVGJWdhwEiK5hdfKKZ2U7Hs4AD9e04mNgJgn9ClsiCTQngdYc0E4/abtY+2DPLktmKeT2OukJKX4uoOHnuVS67P0UtKiUHCEqfc44C2Cg/5wck2HH4Oje6GeAHLyP5evBB3q2/HgiP9vT6rDKiQXYrsgba2jUg0SCfhpVubZU5CAjkGi9DBTFVA6Z0JkyxtcWJ3UhqEhDYxJWjW2JqpkE9qSAFlqG7eqrTKSApqSIDS1pPQtIMU/SZuAm16K8sXAHOzvzsdeH1yxaq8KMONxrApJ1QONOgP4fGgdUDolnnUI6AdFb+agv0JLUfKR6UhkdIjr4iLUjJfXEEnCGh6w1qUjGJEwVxKP5OYwutSbLqarcanwHap99AkH5IATlQxAE5SgJAtx21+0S4+FHJ2HzjhbljkibfGOuPTmoLKQzjWSOX761OjTsBl56Gr8782Rg6XqIT4XCt1pJz8v6MW0nEpwP+6ArZATLViX80d1TMWbwHRhe+RDKBkxEvxFPoHLwdzFkyD0YWvFH1Az4//jx74EtrcAXLvkUBgcBSkoCBJVVCPodhbFnX4rmpnYsnjNd1tmXBwGC/ofjnC9+GxwgaK/agS6hW8PU9AzJ0So5nRKPdbH04T3jM6wnB30hqiuh2cz8uRiA4JxM4qW5c1FeXo6glPUtRVBWgrvv+p400McenoCdDW0uHrq9Qq2TnYe8DvsgkY85GUW5ckiWSDbK2Jk+vZ/f/xyOqr4eoyp/j5rKCRgw/CFUDP0hhg68D4fVPIj+g/6IBx9ScKAGt9LgIq+tBUfab43UrHTlo475pYGSNkmouuDWIYMYnqFzur0emDMRvzvrA8DqrYr6WQV5lpNqq8PXP3UuhgUBqqgXZYMQVI7CCWddiKb2PVj4whQMCgJUBCUISkfiY1d+W4dW9C0h24PhAKkUSuMcdkWLzqyU/jx69EyNvHrk2rbgxMOrMSAIcMoHL8B2Xx+azeDhh3+LoKQcZTWj8foujoVZnjqOyMROJMTJ6fLazSmCkZnV7JIbtwG3/wtmHXsYtt35ALBbIZvl0VyURsWxWk9BgKyg5jYDeAM444TXEfR/DWd+AqhrUtnffzMwuGwOgpF/wlX3rAUtvb/+5vvCK/LlvC9cL2vqhQ/pVmxbtQSjjzgST9duxA5xT1HJFS4Zx3/KGhKgCunhIU89gGc54nLTfBi3Z4eDcEqGNmoOcdv5NmB3PU49YgyCoB9OPv1DaEm0I5ljTw385pcPY3AwAKMqD8OmXfViCTUZG9nTRTV6K+qUJ6yD1oP14yxAUgOInruBs4/ZiZpgPc69uBlbm4GmBuC+24DK0pfRf/BsjL9nFeo5PWv8EuPUGrz6etRfo7YCpxv1ytkqZ/6JX8IB0ToIyZMLZrYDd16LOUcfjjfueFD1MaEgwNksyTGxA5N/9YNQLy780jWituo/qsP21Utx1KijMXvJVtEXqfP+goB6TjlOZTJTBLt2x5xUxPkthPsNlYUiSSOVJbkp8eqKmKjNXA3WshInjggQlA7Cxz5/LRKua2JOUeRprN+wEcOPPQWbdvlYR00bPo2XLdN8audEBJBqGStrEK85nx4ddM7ptKD0bLk64I0lePmw/lg7ZAhmnfxR4DXaflp9BTRaAJS8Dmal15EMlXgOU2648Xp8987bhT5VNy0xLy4tGsqdDuUtwHnj5iMYsAKnfaINrQ4OO4Az3/MCSgbMwgkfeh67CRiZJvzw2q+KRRCUHoFr7v2d9maZFP7t9jvx3MJlaORwQvjD+nFMGymfg7J+/1FpJkf4c376WUQuBo86Ma1CSOTUravxNA/xnTBBLrN/ewAyMWUh015ZpLNk8lag7XWcMuJw9A+q8bHLv4E91sMLByUNULd6I8aNOgpb6vaEIMB22yYQTa835Wzdc1iZSOqRLrO3pRy18uQVxUpm5OqBc4/cgFHBSvz9Ja9jSwpopkXYBJx5/DoMDOZh3OmPY1MzkGAZ3imIYhrAMZwzN9lNuG38l3H9vf9X3oZsl/jKb101SyWgpWteYaGZ9NcD21Zg4ZGDsH7IUMw88e+B1xOcMhGZsiiVSQuQ2Y37b7gSA2kJlg7D+Ht/bUqXwI233I65C5aLqjUbxki63AENB/iBkIw4yfzT0OSc9p85nakw5okesBHnRBQGBGwKjECyOahpltWBP/rmJ3EUTb0Bx2NCbbP4uVWPGJfUKsXfueOH2LyLzGSwjhs5hrSRQVy6ct0REPIbfhSdU3FUfmEmx1UtW4AJv8TCo6rx2tDBeHHk+4G//g2iiWywfrBgEySD2PD5Ex7lMhh/0w24467vyqImoVFATac3NQurG7sOau8O4MPvmYNg0Ks445IUWhwE3gROGzsbZVXTcPzps7CVVhL517gOHxhZjiCoQtD/SMxbuAI/f+RPuOm+H2GPmbiytj7D5h8bN1PJMylZpSl6pgyNV0XI02dalEQRSKGTCuBCJfJLeCaxTVaWl4MAAdflsLezZGY8VFhmI1iPe6/5HAYEpRjQfwymLdokrG9jYYzLiGJhp/H9W2/Fxh3bBZ8VALSeEk2GGeZxJNFkt+mk0kKgYktnZaiP5vi1aVn6aiiXC48hCCzHRy/djC0UVRJINRAElmNk1Ys46ewn8FqLAi4JE/Nd6kQh6PoB/cbmctx53WW46p4fY5sBspRpi744j5/KNViDNmCiAyK5A9nH/wsvHdYPG2tqsHDkqcATC4Gm+CyaAVC2HnizFh88tkKG00HlSDz30iv4r4d+j+/c82MBAB8ykZfSl8vsgAlBFTP6j4IVUXXsFhM2G2fM1A+1iMFMLAe/M6hzvHRqSZ65HFIpIn4dkNiMc0dVoSYIcOxZn8PKpHaK4il3heLwsE17fspeBMgXSMQcV4BwBfNS4/c0Atw4YL685wIVHqTHdYpNhfPtqN+B5eO/Afy/f8fcw/phSc0Y7Prsv6oJRkVkRGOOTBtRzzglxWFCmn2vNo+rr70Kd997RzgUYu/ibElwBoLZyHRDq3bRO4GzRz+LoN8KfOhSHQ40NACfv6IdAwZPQ+WwX+KZvwFNos9E/W1YPffPGF4SoIzIXzYcY875FLYlswKkYtaSRyYPBUESEfkypFGYDL1OyhcFbKGX6Vm99p247aZvo64daFDflK5ME/tXdaGTjkjhUtV9/pEvzlbkmoDmlTh9VCmCYCiOO/1SbE0r/rofJuy1yfOMLpyhSFws2giZKafRdFYnXjetH2XhdVRLVQFCZZTIKJikWoDzjlyOw4O1OO/jzdjSAtTXAd/86g6Ul0xE2cA/4rF5kJ6d/bj6Xqxxkfey2pAlcmy3BD8YfwVu+P6DNPrE6St8NfnQJ8X00qyswwCdE3VbsO6Oq4Hf/gAvjRqGdQNPwu6P/jNAq1h0LydtIs24XNSW3oFXZz8qbYo+taB8ON579mewo1F5xNUVXDkgsjWFDDoyyKXF5xpHBazapNdU3gzd1pKZ9qRhPmFCY643NMrM0VwGwtvwxrq5GNc/QHVQjqPPvAJrMtop6tSPmdymtyq8GC1kMr34wjU1+dn4eXgP5HVh43cg8DCJR6+zmLqsK128jcDzL2DBN74CbHgOy/7hf2DNkMNRO+pUYOl2HRJQtgQmLtTg4fXNcW1BBALXXH8V7rz7dlnKyijSGSl5Zi1IqI3n1BK4aNxzCPotQ1C9AJXD/gNDR3wPg6qfxgUfbcIbjcAOGipSJGndDmS24vtXXS4CDyprcNYV/0fGgYzD2RU3T12xpLkJMKQgCkZAkCZoCOVALY2Xz7KShQx4c/WY/+KzeN/p56KByxlMrsoDogTzyIDK6GCgZ2XT3v7JATZeQiLP7DHblj2D99cECILhGH3mZdhErzy5RAVnT2tDOQFQ68oEYEXAgvBUAJvLjcx8U2YlV3gYgQC7GNaW1oavDeFInpj+4WNXY1SwChVDpqF0xO8wuPoBDO33G3zi4hS2NgJbc5Btz0ij9M0EaVmkkUAm0yTzX+L0Sa/Gfdd9Htfd/aPw+wmsP8ulw194wU6I6clOHpwFeXEenvv6F4DNC1B74ZnYVD0Wr40+H3hlizKOxowrt/gzmsV6+OE1nxNnYFAxFB/67LfEWiKN5HOC045kjZXTJQjoNFzU+Jly47q1GDV0KMQLTVO+tAQlQYX8SoMylJYEKJFwCpOoXoWBNcdj2/YkWlvYiijQrdj+2hy8pyrAgKAfjj7rSqy2qRaZl5H+LKWNjRxig+UiHjKMvU+uDVs3rMCgqkpUlJfKTEJpUAL+BAHFg14i5ZeW0mwuRUVlfwyorsEb23YJ04UJZIQwowVI1OH1Bx4EnpoA7H4V+MOPsHroAGwYfizwi8kQj0ps9SjH1LpyMYubbrwWFRUBAqt7WaVei1dbeNAfl176BRlvSnU4VMqmkSZwUOO2AeePnY5g0Hx84PJG7MwBbQngqis2YETJJPQbOg/fuAVopJ5THGzZ6T1oXTET4wZaWf0G4scT5gmZspLYlIxTWKwil19LwyQQpPXFHJqsbLxsEhEkUBPZ03CKTht3Eq2y+u3ma8ZjUL/h2NKQFMWSBTy5LBLtrXhj62YMqRmE8jKVAeVQUlKyz19QWoGS6pF4va5VQSDbjOyquXhvP/Zgw3DkmZdgazIXznDwvQoXl1s2JE+ESaaKfyGLrevXYlTNIFSaR7zc9SKPFp1hoQ6XlJShomY0NtVn0GxDHWksTcCHj16JUcFinH/pEmzhlG0r8K0vLsDw8nkoL5uLf7q9HpvNrUMSQgJTe3D7+K/LLE5ZSYBhJezsAgRVw8RzH5RVIKioxAWf/1/gK9KiggRl6+fSKb5R24LNP/0FMO0poGEl8PjPsHzAEKwdeBzw66lqgnAqkDMpJsEErWS+dfnqFLx/QADWPSgbhfv/8rJ8xo3gLdDDssgv8QlYA5Nnsb8o2ObjBXUNPth6DEroAaUtQDBSMOYFM9fXMqgkrKC88OKZZnQQvG3DXJxQHaB/EGDMOf+IVQltD7Je30BArQITdJ7ACSTRmn41zcOuLByLSpW5qIJIzR1pwp4/lidNqUwdsHMdfnU+HS9bgF0bgbXzsfqwAVhVVY3p7/s4RNrsBk1ozFMVkA2lHTmu5DMP87U3/AvuuOs2MTtl9bPxh9fy1qTkosmlqjuBc46bjGDIbHz5bmAnWchWuRO45vJWBJW1CGqmYdrLxiNhbAvuufp/4pIPjVEFKw1wzNlXYG07QMcT6eN7EFRoZhXSm01h0eypkqZfEAhoE8iD0jKwYfK6IgjAZ2xIbNQBQa2U96Uoox+iYgh++ZenJF+1xrKI+4pcm31otrczaaJSUhuEq8kGpF6dhRMETAfhuDM/ic10f8Tob0vH3t3gWF4qRSuTyk+EpOeO1xQ0GxV1VU3mfBrIYP5It1obYkGRFvfNtQEXHLkCo4IX8O3bdtJlCa7jIEHf+ixQU7kUwag/4dG/afo0mc2KcG0Jnd6ZN3VVZ47Dt8247bqv4oY77udA2DwsEABg/aT+7FTak0CSpj1Nvw34xfkXAJu3AHVrgfUvYvXhw7FmwAhMO/Ei1Ucyj+ltqlX4nm7GD667Ep854yhzHldj9DlflE5W1pRQF8gnUTBOEZKJxkjTSzlFwQZNXEzT3qqMJrGERHlTi+vMKU47vKHarAD7GD7lj0AgQCGFc23AG/jmJ96vZkv1ezGhtkUUgmWrQrGLbEMuzWkjtTgF6HhJ04cGGHssWUpKNppdFasPez8eXh8/sw0xS2U+rYAt2PPkb/GLU0/BH085Ez8ZexL+PG4cXjmiGiuHVuNvI09Rh0wDy80iKSsWmQE1hsqmoKTvIaZx/Y1X4467b0VrkmM9+iG07mH5BkxCKgW5E/j4yc8gqJ6EL90GtDARtXIn8LN/A8r6r0Aw8AXc/2izLBCiT6R27jTcde/tSKUa8JWLPoAh4hs4Cg88Nl+SSt24/CXValCtfNNhC3sPKisJo8NXRUu41Dl7Nk9aAmQe67cbmUwDPn3Zl/G+0y4Cl2xQOuVt97oAABe8SURBVGKKmjJpZLUcxFqTxK4Ync+se5u83GICok61b8RVnzpLAKq032g8uWybYC97aB6UmRyydFYdj7poy2YDJEbcP+P621HN88NbOe/OMhgs7oac8P9jo1dgTPAy/vXWN8ShJ6u6G4H/vAkYXLIAwdAJ+P4fbIzvwhV+UHgtnMRXJ3j7Wtw3/mu44Xu/CD+smsokBaApftED/rFzpZWW3IA9Ux7CT95/Eh45+TT8/NT34S+njMXLQ6uwfugILBhxCvD4y0ADpzWNJ5Rlex0Wz52GW+69DclcO7568VkGBCPxk8dfFEClpmoSVpazA7zzTCwvnqJgZ5adiZ6CwBQ2R0H8haKJJVQDU2fVbe0y8+XbemLOc1xah6ZVM3EszdnyETj3c9eKiRnlRkVNiMPt326+HS1sGWFnbwasWygiPVoqNGW1QqKglCl9ArE68ZptVw6+Hda6A6hbjxU3/TPw8iJg1WZg4y5g3QZgwq+wikBQdSSa/uF/A9uagRaOCexNNcmYmSmt5AdfbiEIfPfOW6VcHbMqCKQ70CIRKJUdwLnHz0QwmCYm0MI2SD3aDXzr81tQWr0AwbApmLRQgzdvWIuLL7gA21q55hJIbHgZ76EZHQxEUHMi1teZf0VQV5eeqlVF7mbFV8FXb0Xr48wRptCfw/q4eUqgq8fvH/kZPn7plwSoWabLKWrwCgDSw1IeIhvj815PpiPsxclCOmiS21C38gUcWz0QQVCN8668WhofoVc6buZDepPAHeNvQXNzszd7dfblOMVH6kxf7exVjMhQBZDRjgcyEif8WTGqWj3wkSNWYnSwANffmsWWpC7b58TWP30miZrK51E+8g944nldLCR6J3Xm6+kiFbUE2KsnX8ed134N1971gDgS+ZQ0KuhqlYTUFPVrE7BnKZbe9FXg5QXA+m3AxteBDSuBJx7Gq0Or8drgY9Dwia8B27i6lajF5e7N2Ll6MT550UewNaHLT/asehHjqqkX/RAMHYu1b6ZFrWT1o7Gye8uGQ47GGe2cjJ9ZxQgXeB0dbLD0ZtZh6ewn0Z8rnUrKcfHnvhazBtqxfsNmjBo9DnPmL9Oeh/KhTU8Wimc6yvGAr2hCte4Cdm8E7vsucjfeCKzbAfH47N4D7N4ErJ0DXHYOdlUPxoaascB/PgpsbRWTjWv3RdkEdJQXuuVVFjfdNB533vndtyaJgEYA4Nz/FuDssRsQVK3CmZ8E9nAJRT1w7+1A/6oZCIY9hfMvnyHW7fznJmHAgBHYvEvNSTYQJLdizZw/oYq+mJKBOO6Mz2ITd3AX/pNfLTpfLd5Zl4nLryOZHm6gyuUM7U247LOXoCWhjmB3ZnVMeWD3LEenVjUdzflGUeaFc6ejkkOUiipcfPmVZkFq/7N+/VYcfvh7MH/+8jz9ispmvvt/SLs1K4C+BjHuOFu5Gzjv6DcwMliDCz/ahp2NQGMjcNcdQGX5HFQPmo6LL5ski4XYqJlFpOMEQUqGwq2XocFtN1+D8bd8T4YCgjOMYgnEeUswTGwF3lwK3Hs98J0bgLU7gM1NuoS9fj2w9nngM+dj28BqrBx4JPDAX/V58xtY/MJjqBrSH2t21EtDl2Xmmd1YOu9R0C8RlPXHCR/8NN5o1Y6E2kuauwcC+8/ft47JnojIl9oDJHfi5vFXISiv1qXDJQFKSwOcdtr52NOiykyihWcRp986/66ecp1100488pUr8OuTTsTv3nsK/v3vzkfr3AVqxtW/jgfPOhoTTxyGvx15GGaPOg4PHX82Jn3bu2qKUhXOvdYs0hcnuSWyTzKYNAk8cMczOG6QLhuuqJqEquETUTXwbtQMvQf9Bz2MiiGP4P7fAlwweeWnP6Vmf8kABCWjcMM9P5EFVstfmiqzBPSvBEEFgspjEAw5CVsaM7LaDuyZCLrGO8KzTrzuk7rwAevmdfG6hQ97fKE+J+KoLl5K6/CPC2xyCdxww3UoKVPHL6dCy0srcMYZqhNcPt9TVZDpaMUi5Fp16MalxD/54cs4auDNOKLyEYwon4CawY+iatBPMWjQ9zB0+H+g/+BH8NPfAPRzW58vBgQnBsThzDzF0uJGHnT9Ee2VYDZ8NlDtymxNACtCEGh+Db/6x4vwxw+eiIeOG4v7/+4jSD6/FOC7FHs24P7Tj8LUU0dj7qgheHHMe/GHsefg6a9di6sv/KD41oLyAEG/4bjlzl9JC699fpqsIuzHcOloR6Fs6MlYuWWP0N1HQIBjJsJuC3LZhI6R2PPIOF9bPQklw+h3kWZHi18ckz1VAfZ0HEfRBGsGmok2dMzQDKZ064GWncCeLUD9bmBPA9CUVnmKfar0+SYn3h4cELpsMFQUahDzoqlJhx5fHqKDlJ7oLOTllNaMXktvIavbOFWmS2idDPA1YjEJtWmz/+FqDEd7aS1cZOVdj5nJTnNX53hdWL/4fVdp3/I5Gz9Bhk1EnKeUNn0VdFylZDpVTGZbj8By+Wq1sazHIEDafL0HWSJgRFpYAGVDY5UrydsByqEtpb+WLNBIQ5LT2hzFmBhJvfhXeCE85tCRkuDwisvUFbjokwq1lxfUbfHys8BG7fmpk432lpJ41hP2YtsuYPs2YOebQEMzZHkp/QhokTzZRuiDkm6eHR0dk1KZrMw4OQAJrQW3BITrnJwlt9MyTm3PqiNRFIcMc2Rlndxry9g+wf+WGvbWD8l7n70gQ5wpbtKL0GxNpD/nDEOI9J6AaWlG2hw2S41f75MKEsBKpdKanhGlIdADzg0pmsTfIouL6PGWBTKGiPK2g7+vTudeFpkE3yDUetB9olw1XWC4rJdgoUQfKqT3RfukUEAj3uDj9YoAZd/pu3zCVkdqrFFIWdQHWXilDUcHlfzWAGukd3zCTkFTd1nKPiPIoiEqGTudTDraF0DYpAUQcH37MfpRuAZDXjs3UZCLBGzqklSHaaVR07EgTdKFpvIxIGDZdA6yTu4rYu067h4kPmihR/MNmSVh5EQKyTabQyGosqMwGkTW5sPzPRFE5WwnP0Yr7HCAdSJFZFhGp35C2ik23thzufYg6RKjlX/7lPB+PNC9CnX3GoqL7dp3QKYwKKI2W4dPdpMkHjIdJA3WAmIntwz2q5FQa+QnuiCLbbTXoPnIqUvrRDgIdyQy05lKJDsSEUBjj0URSSunB1O5EOicdvWwUUGZYddHx3q0tZG23jnky1NCp4naFYCNh9aYOTE1WMGLYCByismju9QID82pq7CpZYqgWajQQIvE5CF0KTiwbZHv7TZtyejirqJ8DF9FvwlcjGiHAimds9wsRF3n6ly3b3IyvQFL6HthkZxepkKyIOYfZak3Ik9tT5SZy83bGB8LjaJZ0crBwoOA1cn1W/bJ45SVc4wVJWcFDvX9BX8k4zm/6fZZlzY7XoflEhBYbGSti6qEsmREa23cGYlHHuNlMVCelPZKYVheKFT1zMt2UewlmDV/ZBC7mhi/5E7+svIuvkcLI1nmzluNatq0V2r2HRi3BjxW3CrwsAM+EwNjazek8ZBQevnFGiAPaR3a+gDRfPbDOuNzwOV1SMCiOIDS2RBltpSrDyD7TEqnQ2uL09GcycgpfgpD2bBUzj4dzSJSNFN4sEHLK4Zx/fDpTLUE+HYkQUBpUPBmal+9KNvFUT8Y6D9li1gW3lhk8Rn9CuROR4BnR+vrZXLcyEa3TyHtBQUB1kd0W8CLtWJNOfWmApc25hocbiKiq96ogEzfsyN6lVgQmSjvRNGtLq1KX5JSxNZ5aYnD8TVX/HFYQrbTR0EZ7Wfjl7hueUgG+g4Cq6tcUFJkH0NZbaR5q2GaRWtSF2hR/xIJmqd8q0zN5dAssDGuvILLTVq8K9COTIBDiO7izxu715XRPayLpF0+dtOVbGc1hY2kL+zVyA0dImq7orJQMCaLLkvoOoKL3IcdOoWtY3vyV9hGMghYAhgaU90rprduflFtUmzUKj/WSW5MN7ReWieZ5WJyaaD6MrssvGMpbMzCB+1rmIJZCd7IeNRmVZieD1T97IKWoekC8+DSA454QlIYmWtsNE7BQcDRTlWfi1OUMP6L0Ekvx1vCWN4oA6XX7Vq+XcSwzLnuX7Yys65fOwT19lgvkMy06noIk240N65FEAQcCPzcVUMJlY8XKl3ZY5FYzh95I+G5tEyL8pbbTLGxS1qSb6MJBSkSTiCzsYFahrr9mEOLzYNTZyOl6IJNscdd1SkWdf8upY7a+0kCKq2ZrQpaWh/ygzohh/iQTHYe1s0zG7LzQhqZWCZKgITz0hoSi+DSOPai2u74T31M2/JxJ4IgYUBBCTJPkiuHNVAJtOT2jIueCOaUpW48qwIki6Q/YnoyR/wItjclH8ZYQWuAaXXbMVMAk7XTLM9oftmblgUFAakT+SC9KaewmoAsZwrS4DvP9GmKtkd1ya+xMLUHf2Sg/VRoJg1nLIUv2K+C0QZpaaJTDwiwpEIDlYlqrm+ThcgvUYwBAvq6QCukJaqCAQbjRgyL6mXhrKIpBctg0QU9OhIgvHC6CGZ8zyEt261xVC7DMW7rZrMFPabdymcD4S+ubx7mJPKsi+HZWNnIyUEOE2LjGWmRatqrie91cUqZJhZfZKV6x/LcHlBwicvR84laPOlxPREa/ZHQk08Xn0scodecGaYABQcBfQ2XleWUEJdZ7sKC52egdMjRmFm7SSpJ6qNKeE2Vcc7abp2ZKbNR7nQqg0LUZc80AhXdY5E8WbeKDhN5xSg4AQFO89jHNoyusMHLvSkRCc/ji9VD8ot41AkErLyOCh7S87ZfKK2kUw6jT6qKNBbOnYmafhV4acka6RQkXDzvOiToMblakACAgICzTkBBG3q4elKGJbQZTReswcdBVxWKQE0ZRsOCiE7KL2rcmpZhCkIq3Vj+xg9P7/JkMOl1UJJqOO1ESgECBRvPQnls4MC4zODANhVxMnrz7MQSmeh04Ztt27Bg9iQEVaMxZdE2NQGtFl5xNkhlNs89PCIOSUZklJvW3DNe0VzBgOWGYMDYTNuTg+m9KpIXFZv9HQVlz7y3kYixhm7lMpokdTrCAM/Yzh5ukf3WkxXurPSpgkaNQ8lMY/GcZzC4tBTPvvSKrHuQhmrKyyFhzw9tcCrbfP4qTWyWlIc1HjPzI7lFNKsgWJ84CDD/+BEDAam6tQHRLe3ZGSNMwwv7qW6qFUIW6E+t1DA+85Qb5StL9ixcf419YRkFtgTIAJp7vvyWLwptxNIXJiPofwymvFIni12EhVYTRUqGRJWMs/iAr51DduaJzPKxmZp8KjgKQZ8fcCn7TCDjTaeByiawZyDAcAEBlm+Hx+1oBfhznmNxVNKdeeVR4skKda18NckaYdoAU1g+91kMryjHrIUro29TUm16CQDIX7f4WHQe70Ido4fVfs44tiRvcB4mGTCQebol0BEETBaexvOwor1xS1ZxejqQ5sm9k/L7uAw9zPPkUEOHG6ERINELDwK0APjBD3ENtwDNK/DK7L8iGDwOTyyMgYAxixXSJmHMjNe6O9fOKZ55xBqXB4nJ5sWRgF4aUzN/R+doiop+gc6mbkSm9lxy74FCuCqzNp6YxsgzJ57nvnV4FZRue2FJZEBaE1g2YzJGVJRi9qJV2E4vN8lnImmDFEZPDpZBXsfMdifIAcDvvSX5PZP6dR4JfGCAZpqa99jzZWDMYdcpKwvgKV50mJwP5IZyp4UaNWzPy898ps5mtWQlHcm0OhQYBCL2iNc5y/cI1mP5vAmy9v2pxbq+WZhtBGtledNLh3PKdcvv/cxieO1MIwG9BgI+9KDSqDKqQqpgWawcBkxedw5X5FmMxqhHMN7YM4+ijSxmunreBTw7bcpSY7DzmQzPJbBy9hR5J2Jm7Sp5D5/KzINpVfUtoFsnFka+xx118YxivHS6WDAPJ95u808eOT9U76JnzIJ1p/Q9W6tYpG8d4zA5E/EsiSLrVPkYkeYkehlajpXvZBTaJ0AifdmuvBHIVy5bV2Pp3CcQVB2LqUvqFEtjBLP2VOiQaXvj8wGFaeaKprF8jYPOSD9L1lK4E3VAhXWKLFkxVAqIaAnLswueKEwVtJXtswCSXPkSLyA/jZfhysMimU/hDq+jK69odshWgkAbVs18CkdUBpixaKVsyyVThQma2p3re+A1YWFsGjFwdKJiPPWy4vx0OcSf8Xmno1OgVtDTheV7Qi8/PvzIk71FZDxm5fE9ffzsz3jOO5zJPBd42TBpIzMFCOjNzDYAqQ1YMudJBIPG4skFOxQEYsquNVfiO9Utr6L7e8O83KRyxYqUwmmkquQpq3tfe9iQpA78c7nE5Bo+6zREIX3svUyBDRQlPqttFzyR5pBuBvivVxrR/vJ43/GcHJ7lCPlAfWjDyplP4rCyANMXrgjfw2fcZFqBwJN1/xwWGPEm5Df1wR1v7hx2nqpp7Y3Z69GJjrBi/kTLYzoFALNEQj0yeqjzBALLmPGjoWNMjozuhe/rzLw7PospXOGHA0acmnaNQHq9WQJjMbm2QcYyyixtqGFlnKe9ciYnlU97yy7Ov+i5CSsK6NmVF7Lfuexf+Z2y7RSw3wUetIhKEhtcrHcj/OeasWL2RIwoCzB70RrZepweE4nvKwoPGlWecdQxOOviZ4/VvbPLUPUvL4+9FOJBneLlBezjhon3cfQZECDOyuZt6fVYNucJBP1PwORa7tbKgwBwMEFgH9wpBr9tHNCezoBYFJaWAEHgCQwrKAi8bSwoWEF9AwSkA6BZVC/DgWVzJiKoUktANxJxs9e7AefXXhDUHxXPhwYHrIfaOwi0YNUstQRmLlqXNxwI3y04NGrZp6nsQyBAlw9BYCNenf2UgcAe2x6rw5hGWOqmVJ/mb5G4rjiwNxBw+WbasHqmgsCM2nWylbrvLlUEga4Yu//P+wgI8E09rhfghoyb8OrsyQiqjsdTi3fLUlEOFEI/Rji28bHa/le2GLMvckDB3C2BPCdmOoE1MyZiZGmA6bXrYvvmUx/Me9cXq3SI0dT3QCCxCStmEQTGgusE+BLR3kCASsNf8TiEOUBApxfcZKne75hfIAYCzywugsDBknThQcC6ePmMMy2BxEbxCBMEJi5u2AcIqCc5NAoOFneK+R5cDjgI8K1AAfto2k0C0imsm/6UWALPLF6j+/47RcSOogI4N3p07jMgILMDAgLrsWoWFwsRBJrC7cd1Xoh19Z7DLIQeVb+YuKAc2CsIxGaB0mmsmRGBwHbbOFVoLoJAr4muz4AAN1SQPdqTq7Fy1l8Q9BuLSa+0579AJADAmQIqShEEek0LCpWRgID36Dq841SwAD2fpdNYPWOqfHn52VpdMSjrBOStK09XKOLfOeX2CRDgpiIUPTINQGIl1r4wAUH1CXhiQWP0KrHwnLF0hZXrzztHFO/SmoSC3BsIZLHi2akYWVmG2UtXi2OQX87hoZ8gf5fyrJerXXgQMKEm6e2lByCzFktm/1lmB6YsatAttsJlnBEI9DIfitkVigN5IGBWAC0+hmeyWDbrGQwtK8WMBUvDFYPykRLRG1qPxaOnHCg4COgHF2zbKG6okdqAZc9zsdBRmLZgl3wajgrBGQJ6j90SECXpae2L6fsMB3S2x0DAgSGbxeKZ0zGkvBzP1S6X/QQ4HJD+gu/G8zsEAgZ9phqHJCEFBwHnmmzLzE9lZbZjwbxJCAYcjnlLtuv0oACA+wCoKLFXPz2D4vmQ5IC3d/UFdACBXBa1z81FTWU/vLhomTiJuaSsVb7Uww7BLIZDsuZ9h+jCg4Dthy6Izh2G+Dpxrg38zFNDbJtktQQI/BR+DASKPUHf0aYDpISii+TaEdxNztxoNJmUz9rLa8Sehlty28dJDrDYYvQOHCg4CKhpR1Dn3s7caqxVPktGlaDQXUniZ+0B+Kpl0UPcQZ6H1O1eQcA6eBUuXyLSrdYYtz0j8K/fYAk/BsAExaMnHOg7IMApQu4nL+/JZ2TcRyCIryIjEGjHTzPQfz2pfjFtITmQDwLW+vNAwLYWtyXCjO+b0MiW40VLoFfEV3AQCGshrTvUAAlmkP8YIFE8QfyBhxXPhxwHOomxU0B+lfIfF62AfO50767vgED36C+mKnKgyIEecqAIAj1kYDF5kQOHOgf+G3HNhVSSRNuGAAAAAElFTkSuQmCC)
As principais reações de substituição são halogenação (pelo menos um átomo de hidrogênio do composto orgânico é substituído por um halogênio), nitração (ocorre com o ácido nítrico, em que pelo menos um hidrogênio é substituído pelo grupo — NO2), sulfonação (ocorre com o ácido sulfúrico, em que pelo menos um hidrogênio é substituído pelo grupo — SO3H), alquilação (ocorre com os aromáticos e com os haletos orgânicos, em que pelo menos um de seus hidrogênios é substituído por um radical alquila), acilação (um hidrogênio do anel aromático é substituído por um grupo acila) e hidrólise alcalina (ocorre com os haletos orgânicos quando sofrem quebra na presença de uma solução aquosa de base forte e álcoois são formados como produtos).
Abaixo temos um exemplo de uma halogenação (cloração):
![](data:image/png;base64,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)
2. Reações de adição: Ocorrem com compostos insaturados, em que uma ligação pi (π) é rompida e outros átomos são adicionados à molécula em uma ligação\simples.
Genericamente, temos:
![](data:image/png;base64,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)
As principais reações de adição são: hidrogenação (adição do hidrogênio), halogenação (adição de halogênios), hidro-halogenação (reage com um halogenidreto (HX), isto é, um composto em que um halogênio está ligado ao hidrogênio, e os átomos desses dois elementos são adicionados à molécula) e hidratação (reage com a água, sendo que um hidrogênio e um grupo hidroxila são adicionados à molécula).
Abaixo temos o exemplo de uma hidrogenação:
![](data:image/png;base64,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)
Reação de adição do hidrogênio ao propeno.
3. Reações de eliminação: A partir de um composto orgânico, obtêm-se dois compostos (um orgânico e outro inorgânico).
Podem ser de dois tipos:
3.1. Eliminação intramolecular: uma molécula elimina alguns de seus átomos. Genericamente, temos:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATQAAABoCAYAAAB/ugynAAAgAElEQVR4Ae29CZhd1XUmeurWrNI8giYGIRM7bifGYAR4fHbcTto2xmDw0J22n+MkL3Y8JLENxjEGx0Mmd9z9nK87ieMEGzvGkowQINAsQKBZQkhoQEKAhGaphnvrDufec//3/Wutvc+5VSVB6ZaGet85X906095rrb32Xv9eezwB6jmqAKqR/lBGFbzmM/1VAJRRQQUhIhQQVYsSJgyLFq+MalQGGI8hq2WEVY2OcgWoRPqrRkKyIuFCAEWNQz71HGRbAlDhSSRERP5MRrUislaZCOFTBqoloFoGKlWJw3j6rh4h0ripBlINDJUGgroJJQCshpYBE1+XykVEBAMQvNxB1CAiRCDAKYBoCMEPoUsQ4U8BTZ4LDQNBfeAIDv7M+CRlgJZHKBhVLiu/clRRwBKxI02DySPYWi//wUucxkg1kGrgNBqoC9Boz95JobfDnzgt/kKcGmf8hl+CY4olVZSjUD07E5LPCSfi7YHeGH8GhAmQNEYWq45TBBQLFfHQiigjFFCLhCvTJt5YSG/NpTUUT5MyVZ1cdbBPo6YaSDUwdBqoG9Bo6Pw50OKlGrp5UUSFCiAtS0UrRQa2KKsxXMmrSIGQ19pUdaBBL00TzZNc2n1dqiBAmhNYrACFCChVAV4XeU0ZQ22CFsoqK5vFvGIawxTQ6lJ/GjnVwFBroC5AE2HY4UQ0M+9JBeSzvPR1SZ+Uk5ogRADpBdALREWgAP1J8w4RiGkMxgaqdW8ZltmLJKDVC2psUeYAZIFyD1DoAXp79VfIArle4FgB6KoCBes2Y1KiSohiqZzCmcvX9Jxq4ALRQH2ARkAxQJNLnyh6MQpofB5ai5HIJJ5aETi2Hfity+7Aw6t60WXNOekrM+AgmLHrn1GVdgycfFDLzzMe3EUF+J/fX4pLxn4OU5v/AZPbfozRY/8aHeO/gYnjvoEJY76JUZP/B77/ozK66bVRNklLpOMVg+OWhk41kGrgLGugPkDzYEOAcaOPbKPR6q3vi8gjff9VRFGkfW5FYNE/AzOa/x3/+eYVOFACysQrjmxa8BLoAWl4bbWyZ83ahwkQrUs/bPISObPAOy7diCmZVXj3hzbhYEW9tL/71gFMaH4QY0c+hs/f+SJOEGTZfK7mdbRW5KhLgjRyqoFUA0OogboAzWEVAUcBjV4ZgcyahwzANifBKiQScDoEUMkB77h8NSZnViMY90tsOgzklYi4XpytQfDSnzwycIugbVICputfI/EzO9TLixD1Au+esQtTgi14203P4GW2iJmULuCtMw9gVMNmXHHdA3g+r14jvU+ml71omrgz45/GSjWQamBoNVAXoFEUBQWexcWSM58lXmiz1DltBWD7amBa868xonEzglGP4zv3At3sM4s4uqlxq4JqOm2Czxhd/DeyEQxTUKsHUCizjGfmgXddvA1Tg2cw58bN2MuBAU45OwHMuWw/xjRtwIxr78PuEtArvIsya43z6+rhP7RZmVJLNZBqYMgATQ07MV+MKCTGz34nooN1iuWBf/yr3Zj3f4CZF21FMHIrLn7rFuzL6uCAgBb/MS7j8GdgJpd8LnT5j6AmN2eckwLEvcDvTN+JqcF23PDBvXiRTc5u4PMf34hxDUvRMWI55q0DDnIAg/13IYcyyjK/7owZpxFTDaQaGHINDDmgeZBxwCMtzhAlhNLJ/9ILwAfe8RNUDgKfuXk3GkdsQzByFR5YIy08mS4hIJYENQEtAy4Hch7d6tQJyXYD7532PKYHL6Ch7VFkxt6HSa3/hCkt9+J9v1PEi53AyxFw1HuJ2qQ2rK1TgDR6qoFUA0OlgSEENIpEdLCmoAMeduxXS2AnP+d2zf8P4Cc/BNAJPLMKaG/ejoYR2/HZbxzEYZvCIYljfMEwoykDDX08wDq9M/Ips9XYA7x7CvvQduD9NxbwSg9QPA589tZDaG99EJmxv8Af3/0CjrL/j+JwRRbHJ1JEG6pymNJJNTAkGqgb0OhN0a7pUIl9c+TPj0IS3DjqWVGcywE3vG4BXnkW6DkB9JwEfuvSEka37EfQfi+ePQacZP+VTVytlN0gA9d+8sfpttaX5oCzDlBzcnNO3Lum7MX0YBv+6CtdOACdg1btAv7g5gJGti5FMOFezF2to5wy2TaZ5iHJipRIqoFUA/VqoH5AMwkIDgpovFA3hqOUXJAuL4rAzieBaS3fw0UjfoSx47+G8eO+i4nBoxgfbELL6DX4m3+FTI3gXFdO2dARU85GIw2dDkIehEmZwlFnHxr7z4pRQSb5/s70lzEteAZ/fOfLAmjkihzw138GjMmsRzDuYXz7x0DBkJtyFCscaU2PVAOpBi4UDdQJaNYcJPjQsgf6scnJDSoKwN99ZyueXAWUiurpFHJA5w7gDRMfQmPzBlz25j3YmwWO91k9IBBmSwjIwnlp9YOJyZ8F3n3xbkwNNuMzdxyUaRt5m5/22Y8ALQ2bEUz6NeauAbgEiunkYnsFVdJIj1QDqQYuBA0MEaCxQ8n6vBzK8MwfZ16EwC9+WsBNN/0ShRDIl3W0UBysTuAHtwMjW59Ay6hl+JO/fN4DmjpDBAzOP4sB08gKsNWlRDaXCVA9wNtmbsLkhpV4zy1rcJBLnYrA3969A2Nb7sOIjofxto+sxStsOVMOWS7gFqmngFZXHqSRL1ANmN2dSjpn36d6P8jnr43cq9tanYCmmCWykxelEuRhU4wLuLW1+IXP/ASTR38F40f/JSZO+WP8+KfbZRF4VAKu/82/wdS2H2BSx79hZPs/YuzEu3DNO+7G0S7Y3mhEHPMAnY6l346rCOwd+TiNnOosQvYJVgH+/jvLMXX0lzC59X9jfPu9GDPhh+gYdxfGjfsKJk68HeMm3Y0f/WuELk7lIF+jH9HlTOehmVbT03DXgDMbb8NS02uXCt+5w1+7CP6BCzHYsxp1stXlSHtKwoPhEljQL5CGHjpA8wyUMSedihzWdCtlgd4c0MMuK+5sEQIV7maRAypdQKkHyHNBeB7oKequF+qhaSKEFv8ZqLH/i4DGs7xzL9yZD114DVCjH3lNBnmg1AUUe4Duk0BvFujpAbIma2cR6I5U5iIdURXKlJsAVE89vUg1MLw04ExFpJYbBx6nATSzQzO+OhKshGhWtCZnXt5kvXB8a/bmnvlAMfu6AS0mZVfGhLvLyiVlKAFhCORCXTqki84rusA71PWU7FcrGXDIDhyySJ00NMFedlMk75l4/RHcuDkjd8QlkFoTmIGSPwd2Tmi2ZHWOrJw5esktg5I/Lki3IEKqEpYhqxhkZxAmLj1SDQxfDTjzkBS4GxnUU2fBAYwaM+0xYV+0Rcap6+gPaOQph5NHbszw7ZW3a3dv5yEANGVUw1vSyeexR1Wuui2BIpRkK25OAKNyFLTKEbdXJCTJoKOitbi9JqmAUdxXR34xoPFaAU09QwOaGqFMIXzGQ858FqIaFdXzosMWcs5cJPy5Vp5LUUmNKze5GWVSkbo3mtFLT6kGhqEGakyENzQJ69Jxm0OIqZi9VM1pEDswE68v2WqXJE97pq0JoPGB+5GB8E88cu/suZNhyADNgYvzqLx7SITiZolsYjqubsF6VLWtuQkUBDfdMpGJ8lMinOCiaQVBpW1p9O9JXJWjZ2VGb01/5jHGuhEdcR82R0IVSjBjVto6TXtJHzDi3ke8jzg4oN8ccElKz6kGhqMGXNmXQk3PzEyItsDeIm+zErCPh8Zn9R6xAGqPjiefU5bEe7KiPMLWPZebWIj6Ac0IKhgYM6cVnk1BDOaU4/uh+I5+GSfQ2jyzUqkgECRk+c/i6wXR0YGaRI7fM6z7+UgOzLQvIE52fMUolKtYiVCssleOUMa1p/ZBFKKrySlAymupwdRriymlV6kGhqEGaADeXuLpV7SJgQFNm6KSUolbZ5q9zar51nhonKolu1irrTuMERxx8frIUB+gkVjCwF2/meMlL7m2qBohrEbIV4r0c6Q7X7wdp0g2LaUTTSfhSho414uSG3290Mm1zkMTVfJ9TRjeUC0eiWKNi2DMtLIqiozKGo7/mYGiH9lmN0KVO1MyeIkfSDEw5degKtpM1q9QxeTTq1QDw0sDLNxqUw4snFPg7gU8nJ1a95DYCBPqL+pItdikxucl+SlZAzO2imwfRdon7VRkcvE0sBegPkBziTKPpT+PTgDPAngCwGr7PQ5gI4C9APYB2Apgg73jeTd0ai0VPRBYWS3ikuCYJpSuCGcBJMH06jhdlzwdr6cA8LcGwDOo4gAq2A9gi8n3vMZx/WZUpXy5SvmTbKx8J0x6TjUwjDQgFXtWlhUSLDj4JebSx54lRfJCK3LtVnKB60wv6QptPcW3tDPOyGdflfZpUz7vdMQBawSoE9DiNrXI5JjImZ7SM8h3fxrF4hwUinOQL82R63L3R7Bt8SdxUXOAR1a+EYej30Nn+d3ozH8Yx7vvALACwCHFY1tG5RItZ2Gm6YhZSi9X/Nq/oBzc+GcFjnfdjq7CTciGNyBffDvC/DuBnvdi8+qr0DQ6wLylN6Mrfwt6Cx9C58nbAawCF2MJO/lnYCojsCmg1ZSk9Gb4aYCtjspRbFy5CA1tU7F4wwHxgNQhsBaO2ZGeaO98nphFUG+qxa5iMHPkBDSrZWxZvhTjmluxcu0Wzn83QKP3ZqjrIth5yABNrN41/SiktBtXIyzMAdCAKhr9D4VZeGHJ23FpS4BFTzfhMC5CN0aipzoTnYVbAdwP4EV1zxygOcFNwfGtAhl7v/SXcEkpj8hBz+x+dOU+inz1EhTRjDJagMoIID8BO9a0o3V8gF8/fg16K5ejHM1ANvtRAHMFDJmFciTSR+8s9dCcYtLzsNRANQ+U92PLyoXItF+Ohzccl1kGClhu/bTtMi3lnQZwlgFNAE5tmr3UW5ctxsSmZixbt1W+PaIe2lkDtEQ2miDa6eTcyHUoFm4QIIvQIiBSRjOqpSuwe9kNmNFKQGvGEUxFFiPQG00XD0mB5JBWFA5EHEnHUvjxhp2UOkKqUzeoDAvMuHLDpuRc9OQ+ikI0A2UB12YgHAlkJ2L3U6PQNCHA3CeuRb48C9VKDGgVHIzdXCeLVQ4poLnMSM/DUgNRDgj34ZmVDyAzYjYe2NTNjWfMAysC1t1CUyOMiSklu3a8DdaReqPBk1zKvxjQti1djMmNzVi67ln9poeEO5uAZgLVuKlMH40fGwTQompGwCwUUFNA27X8BkxvC/CIAVoOI5CvTEe29xbzjE4FaCQcN/18jeGnZyQUY0EhfWPz0JO9DcVoBiI0AFUDtJ7JAmgNkwL88slr0VsxQMvdJF5dBQek1vLKtvTy5JNeR36mUVMNnDcNENBKe7F1hQLa/E093GBG7YtgJh3yWs7NL1NRpeB746pP/IQ9CSExLAIaORaxfemjmNLYjMXrt+OY7+c7J4CWSKsIxXt6aNcjqgbiFdEzitAIFNRDI6A9tEabnHmMRKE8E7nejwD4DwgIeTpsu7OGSLThHag5vfLswtecOSDAwYd56Mp93Dw0NoGbgfIIIDcRz63tQDAlwH1PX42eaBbK1Wnoyn8AwH0yUODdXOduy1llqi8309ipBs6jBgzQtq2Yj0zHLMzf3GkemjkkzrbMO6ttkSReDmUSxHZjQNuxxABt3Q7ZMZoepPSvnZ0+NKZEE6aAk/Ba+BhrUCheLx4RvSL1jAhos/D8suswvT3AQ2sDHMZkENBKAmj0jH6ugEYSJGzDxQpoBBJTJt/xkprmWZThT/aQ0y32iNeXBDRUG4FyG9A7Ac+tbRdA+/lTBLTZKEcz0dP7YQE0Aqu62qwx3Bw4XqeAxpxJj2GsgSSgjbgcD2w+GQOasy2xP7WpWkBjusXIh04BZr9qWxx4KGLHkkXqoSUATaZLOUAz+ZwQdQ4KxIlyLqnOzaIwfLIaheIN4pURzKps6kWNQC8B7VoBtIXrCGgTkccIhOF05HtvNCB5JYFMCmIKaPrYgZcHMmtyUunup4l0gHZ/nyZnAxC2ALkx2LWmBU2T2Id2NfLh61ENZ6O3++PW9D1gDB2IxmDWR5dOp+k51cDw0IAA2j5rcl6KBZuOy9QNCu/LtgcZPqMNaPkfqgT24yMPjI8HtCYsXrfLe2hnD9BcYm0aA5OqgMY2LoV6CoXC2xFxIIBgxl+lEchdIR7atBEBHKAV0IawPC0BaIdUq8aDw8Wk7WuJBG/NAB0ccGF8OPGq2OSci2z2NpTLM1SOqgO0Udi9pgktkwLMe+IqFEpvAEqvR77rE9JMBfoAGtOVDgoMVXlO6ZxPDRDQwpd0UKD9Ujy00Y1yxqbnHQfX1POtlCTqnXkiBL8YPWnP8pATavPYvmwhJjdlsHTtLt+HRhuvch8vHznmX5+HRoLmuCRl8sJhAwqFd2p/lXTEB0DUAPSyD+2duJhNzjUc5bwIIUagEk5DXjrj2eQ0D83T12kZCpp9FOBv1ZNjTVLTLCUoYZ54XVF4mQ4IyKBAm3hoBLTGKQF+tfpNKJQJaFcmPLT9QovrO2UOjrl/PFGWAXQaaze9SjVwIWvApm1sWrXAT9tgf7GWbHav6EoZ2rgVe93g0CZ3DEXhp/2oDdlAH+1dHtC6sti2/AFMbM5g2dodOOnnoXEqCSVi4NpjCAFNkccLKEKtEw+Nc9BAj4hgJk3O12HXsnf1AbQ2RCUCGgcFCGj8fnkSMBVQPKDxnWeWvKQcDMWfS3B/QNNBAQLaOGlyNkwJ8Munfhu95Su1ydlzm82H4woCUlNAtRthTQ6STJU0/Z9qYHhpwAFaYh6aAlqir1jNuj+gJWyvnkTHZMxWjZ/abxZbV8zHhBYFtC4DNPJjW02dllru9QOaSEQpFERiAclotawOkMEABJCO+Ao74t+AHcvfjos6XJNzAopoQSW8GLleDgrcB+AFFZgEJa30uggqWltIMhLMEpcSgWH1x8gvCTj19nwUUXiJyCFN4Ar70DixtgMNkwP8x1NXI1u5EpXK5dI8dRNrSVvcXApiCtdnKaDVFqf0blhpgE3O8kvYslI9tLjJmXAIWN4TXSx+YKzW4IYg2WLkCc+E3mHOe2hscjoPjczODqCRMhMmVq6oHqeTSnkC+dJbUUGAahLQ8r+BHStuEEB7cAMHBcYZoE23aRv3oYo9NhclyYOglgARdyMyJJ5LGAVAaSbKtI37ZfZ/uXyJrVhgfx4BbSJ2rBmFwAPa7ASgzdNlU9ZHKGwsg5nmgWqIIcjZlESqgXOjAelDs4m17Zdj4caTtp6zD7gYoKmZGdg52xsySfvwFOchj+3W5OSgwImz7qExMQYmnASnm78p6CiSr6oFNDfKmb8iBrT1AQ5iAgoYiTC8FLkclz79XABN+62Mh0eTpAapBPdLPqdYOpelFtBuQzmcJX163kPLTlZAm0IP7beRjWYlAI1Ln3RQoCb/vCyWCbWs07tUA8NDAzLKyYm185FJTNtgK0gOX+iT5dzszb9zgc/wfCo6fB4VsWPZA5jcnMFj63WUU5vE6k4wSN+jviYnqRlVBTOCmjuchzZH55/JoID1o+Uvw67l16mHJoA2GQWMQViahVzuY9I8rOIF6bfy9HiR/AkbB2ZJhcfBtJlIOdjknItsz8cRla4Aqi3ipYHN3+xE7HrampxPv0kArVpONjm5bCr2DL08pwBSl/r0nGrggtdAlAVKe7BtxVwBtPmbT8pKAQE0Z2tSzmlD7jiHgFYJsXOpAtqj63fhiPPQ6DFWqwmscbKB7cD6DnpCNf1VThFi+U8hL/PQmgVEEDXrwED+Muxefi1k2sZarhSYjgLGKaBlOV1iLqp4WfrLPIA4utSnd4FrAc2FdUGZMfpMBwU8oEVtOtLJibU9E7H76XbpQ5NBAS59Kl+OfDcHBeihEQwVMB1d0VjNTX06TGOnGjgvGhBA243tK+5HZsQszNvcJTtaDAhovrwPMaD1cQzUXs1wy2XsXLpAPLRHNuw4l4CW6E9yCRcM4EoBLk4nkLVpnxXnoeUv8xNrH1mTkcXpRYxCpXQ58ll6aAQSBTTJaEeTZ9LtC2imBTv5KLWANhe9PbehWpoFRC22lpMe2gQBtMbJNspZmQWEl6PQdWpAS/I5LwUxZZpqYCg00AfQ5hugiT/GQu4Luk2p8N7aEG4f1A/Q1HmQ5FXK2Llk4bkGtES6KZwogmcKthql0nXg4nSgDYhagRKXPs3GniVzMLM9wNL1AY5iHApoBaJLEtM2OP/LDk/TAM3Pi6HqVQESxIW3vPDxZXH6fyDX82GgPBNABlEUAJVWoHscdq9uQ9PkAPOefhPy0RWoFGeg3MuVAr+s8dAceccrpu/epOdUA8NIA9bk3L5yHjLtl2HB5k7bosdAxTsODtz43OanOSOoN7n96JCH8a9E2L70YZmH9si6Z2WlQMHCRzJxvz/z+puclmglTeQ2MBOGXPo0B+VKgKjaBFSa1UvLXoHdy3Ut56InA5xwo5zRDBvl5Dy0l+LZwIIcBpaWXl0RYJNdE31cySRK2iUu57QpoEXl6bJSIKpwpUAr0DsJe9aOkJUC8w3QUJ2FfJdbJM8mZ+IwhdL7iz3AxPv0MtXAcNEABwWKe/HM8l8j03E5Hlx/VPrQxEOLqrbVvDkszgaHGtBqdOXALAa0bcsWYWJLIxate0ZWCsigANdx0v74Yd8+R/2A5sBb5qElts0WmdagEN6ACjKookmWQEnTs/f12P34OzC9I8CSNQF6MAW9aENvabrsWaYbPL5kX/VNJJLp4K1Mo+CcNO6Dpl6a4UwieYl4zkPL3QKdttGKiB5jdRRQmITta1rROjHAvCd1UICL5Ls7P2i7fhwwT9HoGaMU0BKqTi+HpwZkYu0BPLPqIWTaZ2DR+oPI2oxS+fas4oaWf7mmDZiHdlZSnLRZ2nqEjYsfwuSOdixeuwXc0F+s3XtnDF97DAmgKcq4j4jEoMMtuLP5m9BT5NKmS1HCZSiWLkNUeDs2LrkBkzsCLF49DkfKr0cer0MhugFduf8HwELbbcM8PkExE94AhUBWC2g2XcTeu4m+KhtHKhci2/OH6M2/FaXwUhQqsxCGvwFkfxPPrJuK9kkBHlw9Bz2VG5ArvBWl8uf9Wk7LV62qTOcpoNUWpPRuGGpAtuA+jg0rHkHQchFWbj4g89AK/LARba4ivpolzIGNOhBDlVpvrs7GpYVn1KsRNq1YirEtzVi2ZpMHW77l1+H0Q0u1ktQJaC6RVAABjT9rGgqfvejsuhO54ifRmb0Vndlb0FO4Gd09H0ex56vo7vwqjvR8Ficr/x3Hez6CE12fRmfuBwCelg+URPxAguzaEU+biDvW2Nw0xdskV5no6jVExTvl8wMpTyHX8/fIZf8Iudwtsh13V/dtKHb9d+R7/gRHsl/FK7k/x8n8Z9HV8zkcPvZX9nEXNjn5mT0DaibZmtk6LaRWoeldqoFhowH5CEkPUM2LpWQrbs9+lnHrOvK1ubN1TZ03szoSSxrOMVDHw1biJHmWS+KpsanJj6TkuYBA3lMeZ9+xEHUCGgk5wgQX/pSJzqI/aqDwKwD88VsBXNbEPjJeLwDwa3vHZ7xfZx3xBJGKDS4ooDHxPq0O0X1aTOEMIIEU0Ph186pgO3fc4Fee6P1xA0ny549ycVT1AftRhkUmB79AxTT0ATRhQZnIIz1SDQxXDRBACrLVNm2LpVnOFauxnafmbZw2pvblzayOpJOG46mOULy00OMK7TcsqVwWnvGiaglRxRyohAxDAGhGzadQDZ1b6FYJBPL5OH51iT/OB3vBdpCl5+Oes9OeHzJhf1WXfiNApKbyFKgckvOxHI6fOzul+3vtX2M8hUN+9IHLWw9bc5ayEOS4+SOBi7LwHZ+/jCo6UazyOzMJJXvmDsRTQHPZkZ6HtwbcRNVypQruzKP+gjkJyXXRZl/ezOpINmnQgtSK6BHys3XG2+a36ndDYxCNcSB2npIi1A1oPmE+obrkSPcET4CBB3fCizUVGYfPJS6TFamny05//1yVyiBMDM9ySBwX1z00JnKrI6CiAEdLSSlPCcMHeaCS1Wd0CPlxYdt3TRRNPi6+V7+GSRByApy3cz+9nC9JTBCXPSKGu/FCvhbhXGYlw/LZ6Y74fX+Wjl4c5nSUBv3OMbTqU+JLeo2vpd0HGzSDV4lg9FkmtXU0UHit2mPZ9ItOrgnHPilPJuSXvh2Q0KaNrgRg+Wc3Dp0BfmPXfd+W37hN/viOzgIdBXpTtQdJkZLYGZnReTGeesF9z2jBavfEBMbx8rJLqs9RF6CRuEdMeqlVJ6AZPEcj+FfmVh/6LvabbFdbaavzvSGuJcjRVYRTeqQhhOSiT0r4zBaRM25y9FNCirLcV8+VTEW8vzKqkX6xXTRrtKk0XiotErQaRDRumjWeErCPOK96m4ybvHb0jYB7dUp6DJCU0+yHitdVHJoOpzel5wLxPESHE9TOJUT6tSwWCrIpm84oa5Vfole5KKOYixu54nNROsuDFtiwQkOLUHEfeiZBS7dkoVzzmYbnLUlw2Ejzj7ogDStjLr7RqEcDQoL/RKUVkVGMn4z5cybLMFY+WZrtth7WGtcR4lnynKlWYJJXxozAQP3JdCexBZWPancknCsigCh5poIS25zMCjr8Zu4T2j/ee6N8N6RYeDuK+XfKdmHc1JVfe8v3fhAnOv8MwFIBNYcDAkiCF1WQtqhJ9MflTJZH9NaqihvsP+OPMoiwmql63UeDdQMalSECWQFVxgktUWILk6+EphiR3lxMukW6t5EU2oK6nRS+6HallMLOOHYoSZ8RdisvKQszzUqYPFMD4Rs1cmY3XWsesvMlwyvsxzRF4XFmx/RMDkZP/oTaIP4l4yavvexKy706JWUGMP3KpUv6KQBN9cMYPqASONP/SQH9tX7pmmWBR7VkNa/p2B6jXGYux3L4bCYGSv9IGZxAyWg0NgElehH8VasKiswnkrfwzBOpe/pkj1ZwDji1Uo8AACAASURBVNASL50wZ3j2LQkmo6rlS8uf8TgXgCa8mQDyD/33aX15EBtUQKcFhpRTzUGKsFQYXBspDy1PSJOYYkDC4GHo+rTZXfQr5Ho/KdOgZFswrr6JWlCVddJc6tiIqDwDhZDft71Xu3es5UUOFWd/pM/Kjg/Lys05I8x78uUrOkJFjrqyMPCPLySBtRlXF6BJYZRRSBaU2PciL8/PmIah68CLxGNTTVWsPFdRivQnz6tAoazJUnG1oEjNQXqaJuHhAJSL49WttQxhOGYKM5NnXla4f0eEYsSRE9OUySe1R7WKYrUiGe7kYDxj6c9CzD2Umzr+vQqdV3mdyFQmKFGRJABNBJcEawFh3qgCTDF1iK+0SUCLnZ4TdC0B4glI5wwQFkuGOizIVpidDPx8WlmbJ4yaVLoAoNFjeSFHpkUrJ+PP9y7P3dniuILgbnmu90h6iARapw+WS1qE6EO8DX3n6miVhXaT0NWZCuMSJHlOD03zWdInGE4gKqEK7Vx3tklscDpEhTZRBop5gN0uVvmUoorYpiTFi8ppUPws5MchO0Bz01au0666j4nzM5EKaN3dbn/DfSAPeo9qhap9+U+6pTIQRqgWQ6nEKBd1mAf5U2IG4k9xhvFMxBqtDQ2giavPQkjtaZ56pYksZM8pGPz0PBVnK+WJNURlysmTAVW5ogVVKhYTlxQE0CxhvCdpBTQG4gAEf1aoJMWqA+YTaQosUgbKwlnG1Bqn21htwaaQ8tE08Nod5OXS5J4NydkxPAWxV3kt8mpUy3AfIXEvAfSer5kOPfiszoME5WDeU7emVD4XzynWpTwiSxOCE9XZiqSjJsBAOjR+1szENeJeCSjlAWIgf3zGd4UQ6CoCJ8uQLxUJV3pppO/6QjXJ+sySaqx9PpvwZ3wSb5Ceh/TnxBUKyyWb3cJIXE9KaGmnEKIn6ssE07dn/p80xX7iSkvYyHPyFmSTvM+H6vWSd7nCyRA2PYpyyseF6Rlrs9UpirZJnBOaspv0XPnokNswVbw0+xCSbujaIN/vKBTczs/76UYLoOWjPLStxl4CZigrNbbMdE0jeaj+jJ9hQznSrilWZUwRfypPrLb6AI3UXKERyonMce8YIOK0h26geAxPPbEcQUMjgkwzguZWBI1NuPuuv5JJJvN+Oh8vHj3uC6gTk6QUUAg4LimaGGHLf95TdIlUcGLokgElFSoDAKWTeGrVEjQ1BmhubkTQECDIZPCtu78jWvr5T36B/cdOCjwKfe/tWAE1RcbA4CQ9g7PIfgbx+kVxGeFe2L0mwGeUY+cfu+BneHb0tHiZEZCWFydCqaq+CsNKE43vckDPYWDarH/AoieBnEw3KmtTgooNgX/4/hOYPvabGD/ix2hq/zUaR/8cIyfejY5RX8f4UfehY9xP8b2f6WekexmHdJnhRcpBw3aAYu+kHPF5otI7w3T7aE4B1oYjwFEUglmRFT3fmxi+vEgcCkqQodBnfpCUHCaHnWJDJwiU87K3mAMpyiHOAQfDyt1AOYeVK5YhaGpC0BwgaNTfN+/6ttjlr372CPYcOiZ2qfzY5JyLYvET8UeHEmBWtuuwMsM+HM5pUgckb8mbKRc6BNOoW36PL1+CxqYWBJlWBA1NIsNdd31L+M/9KfmfEP5sLlNnzGFNh1OAnusDNNJIajB5LXwjIORUiU4gexCvmzYJQZDBb1/3DhzO9spEOdZRP/nxvRgbtGNy00Ts7+6RrXaZaOdTkiyFZwFlH4FvjDp+jpfMOdOwrkAT6Yvynl5ZHug8hDdOm4impia84aqr0ZPLStFnuH/6559gbNCGqSOmYN+Jk+g25ceWYq6EdWQOpNBa9b6GO5eG1xD01EFiz1LCkKYYilmS3MexHcs+j+MAg7hytBw/T1PamGq0zC/W8KxP+L5MpyALzP83oHHMAsz5wD50W8uTgMceAdo6y3rlAHDN7L0IRuzBNb8HHM4B3V3A33wNGNm0FMGEe/H7335BFlULcWZKxEosREFMx8ooy4Dkm3aaS1h7Nojk9g9KmjYyLpVqtYiwpGWbyZRWNvkIeymIKqC4dnEF2Z/wa3sS61/Du3ufD1LRa6uEgCYVCiUIFUhw/BX8p4svQpDpwBXXvA1HertRQEkA+cf/8u/oCEZhQus07DvZLTvGCt3qizKHs7PzRpQr03U3atmVugEEM/74QfGwcgm6e7lhK+d5HhTnj/xpm55/50t4/fQJCBpbcOXV1+Nojt4bw5Tx7//8Y4zLjMaklml44Xiv8Jd31ueeLxckG5OaOg2gJZR/mlqEwmkitcDIjdcqFbkfKOzFGy+ehJagFe+79Q9lwJeZzeLOslsJI/Q89wquHDcTLxw/LoAmdbqjY6S1b0BrX8cn5k1NqYfAMk3qVIr6BiFQOgzk9uOqqZPRFmTwux/5jOz95GoLysOmZ273Ibxu/AzsOXo03sPcySEuuQpDHi5uUqHu2kVxZ/f8tZ5PHa9vvug95ZF0+4gWzt3zbAcvXfjEY/d6kOdaeZQen7HoccPPAiI2860/QRYU89VJ4G2vexiZtk0Ixi3HplcgFQjLgxwkwc9kHwSuu2QlgtEb8Fs3duEk4+Z07vW7L1+DhtErMOP6J/FSAX4vL3YduPRpLsUeGeUT70QvHLczP1NOlgXp58kBpRdxz1f+AF/41g9k/y4BNQaQfjRr2p3GnpTaa/+v9ufyQDC71h6lPzKUiaguydLMqx4HOvfiLdOmoi1oxfs/9mWZXMGZlyXr52INdOy5fbhyymV44cixRAVPQPslSuX/Cnph7hOVPLO5STDj4EBYnoUT2ZttAjubnGbI5SxQPQB07sBVM6egJWjC+z/xxzgSRZLl4lnTusoVHN/2Eq6ccgWeP9otlVbBnJpyRMs25SfUVSegEcwMYCTTTGCvOTY1d+Nbn/sARgZNaGqajsc2HxTFcRsQBpMOP170RPi72+/GK50nccLayKIBo+UyzifCP1c6zkNwQMd7yqbKoWu9H9/5k9swMmhAS/MULFn/sgKW67ej/NRPL/CDr38bL588blupWJr4jlYiOtTmjHqMCW0mLk28WJzEu9dy6eL3D0sB+v8Irh7QTEYT1kq5epcMI5WIJas//cE8ISNy5o/61spN86j2ncii1bM0I3Y+Dkxrvg+tmZ3IjNyIv7k3OVuJA0dV7RI9ALxn9hIEHavx5pt6BNDouRHo3nXpKjR3LMHMa1ZgXwGSX6xCmUbRnzQDiYAGaKIXpo8X7jeY9A4Q1pqaqvseINyJe75wK77w7X+ULREIEPqOfYOUw+nKldsBaA7qkUuHnpluOXjBR1LJc+RTc0lbbAWgsh/f/dLH0RFkMKJtJh58+mXdnkdaNBxAoLxFLprE9+/4Bg4cPapNPiHOSegL0NX5aRRKbxVQY18aRzXpsfHbt9zqPl+6Hp1Frs1+UDOMlRr7q9nUrezB9790K0YEAdraZ+KBp573390MXb8eO0yLVXz3jnvw0tFOqcfYjHeYc8rdNpJ7C0k72zIpzvSk0kxhcuLzEBVpQ2gpCtl0ENeeOZkH8lvxxikBgmA8Lr/qZrxc0pqY2SqljlpnhyBHuyqRjETS4PheDITtDykEWhAYLSxS2ZphzDd2MEpY+vfMOTZbIgW0kOZbzQJdO3DV+GaV4y03Yn8xrtFJ04+gcSSC4oh/YYVRmHJUgTLyjf7UD+BLN/1Dr+XekieGZe91ikgc5nRXyXgM5/PI5Y07myKYbMaJEVTBhWVInoU9+MaffwEni+rgyAi5vDydFK/lHTOC+mBBU39YWPKfyyOxaOZZqOMGBeB/3L0T8/4VuGL8ixjRuBlXXL0E+3qBLDPfyUz35gjw9ksfQfOorbj6d4EjPUBPN/B/31bGmNYH0Tb2/+Ch1RBjoOPG6NICFBoEEHpFLBAmjySJNwQ6/nh9pgdbBcLRdJ8FctvwvS/ehs/d8z+l69ztEKF5YG1ucraiSjGH5ogrFKHn0ss5fxwpNN2wCAug5LbiLTMaEQQjMeuqG3GgpPZQMvvRSsm6aQgiVe2zKkpeclLtMtzzjdEYNzbA+PEBJo0NMHlsgEnj9DdxXIDR4wK8/fcChNETCHFMdST2lQOy2/HmaS0Iggm4/Kpb8HIhEg+Q3UPx9BEaotm6K8YVgi3TdJotuJ2hFYus3yKUZXipIvN9pCePbVb/43yV+KeFWRrG0l9AxQkVUVwRPdsfxuwx7GS8GNPfehv25FVxonQZeiRIVICQM/YZWw2xwPa+FDYWSK1lZSSJdFkKvAVzwiVHPRKullXI7AmQDuCoG8Uti3DV2CYEDRdh2jW34kDZanTpVFD5oxIzUO2TLOg9ClS6mtXOBHACv8jK+VCcK0UATehF7ImkuJTESizDsFZx+nbngQq0i893Ycj061F20184UZL5ZJbq1SHMtDTLJf8RuKIc1j6+FG9483U42CP1r5+L52gP+iy0LT9EU8wzyxp7J1nKawIwxSoAnS8Av/u+v8WJg8AffRCYmFmHzOgHMfdxIGc2L5UFk3cUeM+VixG0rEcwdjPaJvwQ7R33oKPt1/id/6sbx7qA43mtJIl/rFCp8IpMDTGPyAGayMFUMtBQABrLgBtdZ38xB7724Ltf+iQ+f9ffy2I6gix14isWymYDB4xNkeo6EmmSSt0R0yIgDMibUtIu5SgdR37rfLxhVICgYTymvuUmsQfKKn1+zpTooUn/JzPCDhGYMP0Ecsf/Gl2dd6Kr+8+Q7fwz5E9+UX65zi/K/Ymuu3Ag+48o8oPjOCZTprQMdKHn2UfwG+MyCIJpmHrVx/ByMarZTYN8K8KfRYf26X4qB8UYqD4OvD6cvGao+17Yg4umTEKmIaj5NTQ0gD8ZqeRoZUCh6PmMxMjR07C/s1OUJ7lYKqCwcwkuH81RxEmYdt1H8VJFC5+wI4DQWKXAUXkEFGazwiTN46U9OzFpdBtaGlWOpsY2NARNaGloRmMQoCEI0NpK/s1obBiNxmAkxoycgv3HD6EI+mf0ALsQbVuO2Ry9CS7C9GtvwYtWI8UDwFaLkz3LutWgaqIh9u3ciovHj0RTQ4DmJuVL3qoPd6ZuGuXX2NiMlpY2dHX1oMQ5Nv0OgmD/5y4/3NkBIM/qYnN5mHke5hnRQB2QKBsrzdRrSed8lcrsz4rwlS9+EaNHjsH+4+z8VWPrJ9prfUAhE4x5yRT5VLlEmBGLXk8Ay35xGP/0b1vQXQS2LQWmNjyEoPVJfPrrwEnOQRSYKKrzcxh496yHEXQ8hd/+cBZHK0ChCHzuk/swsXEBRox4El/4KtBVBnJaL2knPXlTDfpP8jOeA+aeW833WtPbLxynGvTga1/4LFoaArQFASYFAUYFAYKWUQiaJyBoaJWy+aFbPiXpom4oWrKi60d2UA8ccmkk9ayMib2iU0TrIixJhVg5Aex5FL9JQGucgEuuvQkHSlW/uSOBwvUOUF7ma0kWqrMVSrRTQMse+R46u25HZ8+Xke38MnKJHwHuePdf4oWuv0MvnkQBh8UaNfE5lHYvwWWjMgiaLsKMObdiXyGSPlDKKBU9a0J6l1bBSaUuiosLGG/7HkFYVo+IL9QTUC1w6x41HFKMf84LYaL5cwmmjbF53F2WRp5Vgnnkdy3BLCouGI2Zb/0wXq7q/hUijHSUOuUTzEo1y6SoSPHOoqIOPdPVpHhVoMSJSFJYyzoHiHp2FhWxRgrBsSZ2cNI7qexcjjd2qBxXzLkJ+6u6Go0KZE0gYOEURoy1AuA7KNlcCjnMzGVSyltqDpGBQukhRpPQtMyuTrxzAKWyx/F8fFMHSfDnm5qOhlU4q59cKWDOCqeB004aWvSXIaga+AcBRjRk0ETgJZgTjIMATZwy09iO/33fr6SwOt6DPlNA6lwySk+uPLi8YXcBRwElLXQTTgDveuO38fxBoIt6PsrBgS1oaNmGYMJKPHtIm48yQkliR4F3XrYQwdgn8dE79J1MWXoF+PzNvWjJPIuWUSvx2FPWlBa9sUzQc2aKVMdOnzzL0e+BezGYMwGRUyJ6dWhW+oYO4Jtf/hT+/Fvflz49LcM6vuEqkFCaTQpqg+E2cFimz5A8GSCRPtppnqAm7hc9yRMIdzyGK8UeRuKKqz+IA6GM0wjwUWaxbWtdFIralSDkSTfiDjSP4fvfHIMx4wKMmxCATUw2O93PNTnfe3OAfPQoyjioQ3RFTjDMIbdjEa4UD20kLrvmQ9gXRonvbtK5MGfHihdBWfLOkmvZmkyxXHsPTWt/gmIZsg+ZN9QkBS0cjEniTLigPu+te0kLtPnUpW4gvw2fev8b0RY0ImiegQc2HZTRH2mLhwWUSmwTW7lz0UiXGhVGRErrR6tW+hs4BxBkxEOb20JMvCv6VgQeIjo7XrbjD9//JqlFg9apeHDDK9IJKk51RfsHBHzMInNhKJkrt2wSM+nO9aXz7JbaeD0pK/dfyo67sbOCnWuuS7HxIZjagX4M4EBRm6gsvKxgmDZKx19tvmgtbYWcr6QPslM81f/8oY/hN69+D47lBOpV916KM7hwQktXAXWu/Zk+MZZ37KOkGLvXAxeP/CrGTLwdHePuwvgR/wujmx9AW9NeBK3r8Lf3aoVH45fsY+f/lYsQdCzB738TOE61MenHgf/3q8CIpp0I2p7ED37WKQbBSUJMmZQe+af68WKKrswzk/dnkGYfhTq28sl84FzL/C586wufwJ9/+3/J4JeVQLETKWsyGqpORN3sRQ5msOV1gqBLL8uca+LKM5nIykmAz+Oz/+V6tLJ11TITD28+HNsDawxHW/ogbX4gnRjRLFcKLEBv52dQ5Bb75ctQDS+RH1cOROEs+VxksXA9jmU/ZVuE2SgnSYdZoLgbn3r/m9DKFl7rVCzc9JLwFw9NHAfpCJfyzYEARitI147mpy/2iTRT5MC5vrEnYAYjSnJGZ0rrYzh8y6VCknwSFkBi88eQSWZuH0Dn3tW4ZFQ7GoJ2vPcTX8QBVhLkbsPr7KAOC1V87S/uRHc+lNqEtMWAWc3y5w1Ym2qUW2f2qwFJZonxKrhywgYX48poGeUoH8CJHSswbSSbp614762fl+kjbKaQF9PAM0oRvv6VO3Ayl6ttkpGB9PlpQrUvS5Wr/Yt83v+g6LG3kHzvdKrPRP4BQI1xHTiqF0kpGZcG5ECN90k68T2nxIjRlY/hpz/+If7Lzb8vWxnTuJh3A0vtqL3Ws8qjPXMmk6rJaloFoWIW+O7dh7BsKdCZBbqzQG8XsOdZ4NIJh9DS+BwuecsabDumzUeO7rP2mzNrJYJRT+HTdwJH2dVKT+8Q8CcfPoK2EZsQjF6IX69RD4MzPbi8TforZXSAeaQApzp2ujNlv9YkniocWykhm/MEtpNAuBd/9cX/ir/4zo/EQMmd5YNnasbloTwTcDsV4dfynPCiZVCKBJNmngxLifzoabjDFTK2MioncGTHeswYPRpB0IH3fPRzXl6WL9oWj3Ihj299/RvoOZETp0W7YLjt1v3IZ28VMENVlz3JagG55rrONnnXk+PSJ51YK6KKUPRqD+LknqdwydgONATNePdtf4BDka4BlkJJFKY5VkN87a47cbSzR9MjKzKsQkokTQIT0FwaCR7qpSmgJTuc1YAYO6bg4nmLEAWUUaoWZbKEogQhnTMke7Dp8QfRwr6FhiZ84Lb/JrP36UbS3va8dAiTp87G6rXbNNMTZc3tbc4CoJ2EajAsotSN90YonRNRJmnqexGZUVgrRN14ZvVjKkdjA97/kZtFx1w7zbWjO/e+hClTL8HqNZuNtgpCuo4fFScykReVwDpL2rpOpQOf1TtTkNZmuw20GBmnz35n4ZGkScY2YkjvgN4pDYa6JC1hpLTVk+PDMqLCMdx84/vQnSuJ50kPiKBGHdZzOHmVhoEny4J7QXHJqBNY8DPgfR96Fod6gc4CUCzYFnXHgXv+FBjTvA/B6Gfx2TuAk1zuxOlKh4FrZj2PoHUn5vwucLhLQfAHdwCjGxchGDMP19z6dNxcIV+fN5RKoYSPxZZ8mmkUBgZ1KIBrlFkGSZ9dGyjtxz1f/jS++M3veJlYKfmRf2aHdBuQd738+wAayRmgKXW+pzLoFOgofcSmkTgInBuYxdPLFqI9Q7vM4OaPfRKRDXLRU3p27z5Mung2Vj+51etU0infqv0FCtlbZKoG+BFx+0Volm+HVNEoUziy+RsB/Ew/euQrmKJOrC13Ye2yeehozsjKgA9/govdOWVH82rbnn2YMPMKLF29IS6ngjOR7+Prm3UCaAaG+k6M05TglFFztmCOkitA0nsXIpKheyrQSo5ogIXnpHSg/MWXP4+GDEcbmxBktN/nTW+egxO5ijcwsQfGsx/79jRjyihzNFQhU0BGyDtQYTPVbIqFl5kqclhGSy9zyA7NbnzpS3+IDJd5WGZmGlvxW1ddi65e+nbGmmlgMsyLc9NDuJBdZLP3ykTDEk+kvKhgfp2ovk3+VyBMJNMlt/bs6Rj0+OamAw8mTms2Sa+wSOSfKJPAR71pXwiXgomHZulMSjXYaye/xJMbyuUVo3oqAl/6xDxMHXknWsfdg7aLv4J/+vftuiIgD7zrTbdjRscPMaZ1LjLtC9A45id487U/wp23b8bUkd/DxLZ/QUvHAjSPvR9jJ3wX40f/JSa1/gvGjvxXmb/G7UF7nCDSKWr5LkJRK6oZBnGgJs+GANBYLunNyMRaWZjaCRSPi3fPOWgsS8xQliERkYBjgKZlOaGrwSpfgFTz35toH0Bjd4yklZ36LJiUQ4oS+fIdK/pO3PHVP5W+V/a3Bvw1BnjTnOtxIsv1npoGKXpMhMyw+wUKvTdDv6LG6ay6IJ3f4FVQa0AYTUV3gYDGXapfFgWwh50DcVqaKXsnEB3D1772p9LH2xC0IQjaETQ0C/8jWcUFKVLSkaYJoBi+Xy2ht9NMrE2EOt2l5BIDmBG5e95K4vVdxI5TMSOtzZggKWYWzkUTVnYjwGF0a94baU8+KZ89rAnvA1IZ5KqZLIXRudcuAguEFArOdYnnVTkWdPHFzXfh3YtzeqbSeJjOX1UfLpzGo+jUvxYqIzVUp7564T3Z2uwbOgica6Tz4EwI1nfsFSjqonPuIMX5UOy6JEawx4CzMDgOxAFjtjqkF6EE9Ebx4nRJguPPsxwu7XrnXid1ZwGH4MTyxbKVmMh6Sqq1cp0y2Ku+0Dz1taCFj9PJB5RroEKiMsh+gL6KY2aw3NM5oadv9RPjMzjPAmi/RG/+ZvHCBMy424Z8wLtFPizOFQOF6lT0FD9sgPaixCVNdkm5LnLNYGIDK/hYRl46jJBy6vhbmXdB+6qnfkAzBl5hLtHkGMtn2tC+DT73o6teMkakMnVDSEmN0DClO1368KTCd/UdBDXx/pSNoqwMKhRlUIHKFzGMrwc0spUX9fFPY6caON8a0KJtlTzRQ0DMhvus3NPUpD9ayjxXCsxFb4F9aDNkqyDZPqiie6KxT62MRhSq05Et3mJ9aPuFrt+VxCXa6CenNvkBSgG1PvYpNh/3iToy7jx0gOYoOgVIwgV3rYNREUMm7RoQ0QN2Heack0WPyB3amc27swto8QRZAyjLUA6tFyMufjXQtHQpAJqUlkYnc3pONTDcNODKPz0mKeIs//SgyzrB3ntNrnEjCeQo5/3oyt0WDwrInmhsdmrTs4xmFKLLJIx+jIjf2bXdoa2FxLZvWJLxbKHqeZld6ZrcCwXQLGcNByCdp9Y/p53oMVBoGJ3x70db+VoSdjYBjbTZBOUOqOZacy5qQUf//BQE5rAlxKVHc8ASmZ5SDQxLDahtEcHECli4Wf7Z3SqHrn6xS7EBMUkZD12K3vw30Zv/CErFt6FcvAHl4nVyLhVvQKH0NuTyN6O399sAVtrX01x3j3qD2pnH1TOh9jWTOCfW276ExFa6OTUtKHEwtNWkspiodhp6D62Wvo2cKh4QrKRGkN5FbgOsbWlZvyX4pUuDPKh5TVLxdvhUuMxwL87kTD+6KAMNoksqkLpmk5NTSmRhrwKe5LSrxRwrL4t7kJ5TDQwjDUihj1AuxX1+2oLidk8l+Um5tySx0te+Lw4psdm5GcBaAE8CWG3f0+U9f7zfgGqVH0nhQFy8lbqzJfETbOtv751x5ZBsBKn9o/0ATWwugQd91H3WAY38uEaUcqj9m+/KdYgyHQLIs1aQXWxVUJl6QBV4uf1FQnw+I9jUc7A24JwYnWTKbKJipZKQLNB97JWPemlxOsh3ILnqkSeNm2rgHGqAhZnDr7JmmUN2XHdcRBRxAqAODLCMJ6clSdOU8WQoXwfIfD8zRadJ8JcwFF5yEIg/91hGLWVGgEYQJ4bEaXxlXZBIe6SF13hoJHAau6sb0JyALhvcvfB1Dy19umcUUayoazhLFXCnUY5x0DHSyXw6cMD4Whu4BPQFD97XCWgyj4uTnfICqpSDbq7oVLb7dTzIJwW0RHaml/9/0ADLP2cpR6Ev/wQPzkjQOZ/2RS75QE0MRoJKNFhbImjdzrFGHAgYXnJ6hTYfedYmJP+r4xKhyO8Y8CDKcQg7LMvKCtqjWnjc5SPBNPSA/88+oBGVmRpDWtlqqBpiy8qVGNPcgic37fAbKSYBzSlAYyqKO2RWsHTPNMQZ/ecQe3QCq5cuRPOoi7Biw17IkiyrSXTJt/FJIHTi8ozYppFSDVwQGkiW/5HTsXL9Ppku4+2MzUEDIJZ5gSJe6I2r4+MJCUyUe89z4lbtmXDGVk8fR0G8QBpdhA3LFmPiiHasWLPZL5b3jBI0lXr//2cB0CiydtrVpMgATTA3CrFl2WMY09iMFRu2+435VF4FkBpAkxcxgCXD9U/SIJ7IR1sOY+OqhxG0XyybPsY+nymdzJShEY7lGASnNGiqgQtQA/TO9mP94wsRtFyKpWuPywYTDpS06KtH5czAnRX0aAvucPbCbhydfqV24+zFzp6Aha/BijKeTNWFagAADCRJREFUWbEEY5uasGzds4kdck/loZFG7TEkgCYkKaiB1qsCWrWIZ5Y+hnGNjVi+QT006b8SCtq8OxWgeX0IyvdPkErxGv+z/6xyAJtWLUDQPh2Prj8irq7GphzJjHE0LWPcbXpONTBcNVDlZ7f2YuPj89HQOhuL1/bohGczMmdr6qXFzlcMZs4W3NmBWcJuhAgByUDJBZVONLV1BpEjKmPrskcxvqkJS9epo8PZcN4Ok76FRCKx2qNuQPPkjAETXwNolgBJlwRmwzuPbUsWYXymEUs37JI1b7WApksjvLckkZVQTCeZOi/F4C649q68D1tWPoCg/VI8vOGkzJeWpEjrPZExnrIBnb9PL1INDFcNcNnTHmx6fC4ybbOwaF2XVeje8sxZc15aAkCsW0YdD7V5tXsNKxpxxjrgmTzYEedac9p/tm3ZIkxobMTidTv8WljXk0aaapvuIiGPZcE5BTQmnksquK7wucWPYGIDAU33EiegySFLk04FaH1mCPvUuciDPBPQwr14ZuV8BO2zsHBjj6zBU7IGXC4zPGkqMc5w/zi9SDUw3DTArekru7FlFQFtNh7a4ABNgYbJccVf+70STb8EoNGu1bYZ3oFfAnwcoRr9qB0570+8vkqIHUsWYVJjIx5bv0u2Vfcemo1sepOXC5MnQXfIAY0ozbkjTKAclNv4JgFtx+JHMKmhEUs2Pi/T9BTQGJjKTACa06gfJu6jKMfnTM4cng73YOvKuQjaZ+OBTTkZcVWlGXA5/jX0+S49Ug0Mcw0Q0Mp78MxKbgowGws3dksLRStsLeP9iz+fJ8q/u+XZB+aNOQT+7IBOPbJaEKQe1UPbueRhTGrM4LF1uwUXzg+gJRKSBDQ+FmQbANB2PvYQJgcZLN64Rzd8lLLBgDoezLjiBznaCUDzYFlveSKglXZj24q5CEbMxvxNvTKyInJ7eeJaQJ47eerlncZPNXC+NUBAsxYKAW2BB7QYpXxxdxfSglKnQ8RnUBqkAzS5SIJZkpbOW9NuqaRXR0oEtCJ2LVmIyZkMHl2/W3AhCWhOBOHLG8aRszyRf/V7aI6LMeByIeehySNLLK956ZqcpwY0+mq6y8W5AbSd2L7ifgQdszBvc64W0CRtyQzpWwvxXXqkGhimGpD92/Zh64oHkBkxCws2dZqHxnJN6zPAEDtwZZ/PdUNLsW+fdMah3cagJe+TcSVsAgyt2ap0+gKaOjoDAZqn6+TzMgBDDmiKvupeCh/DAwpBQJO9O6t57Fj8ICY10EN7PkZiGQnp46GRiCjFCNltIg1nflnjoc2qaXKqkkk65iuMRJYBnp+5FGnMVAPnRwPSh0xAW4CM9CHHgKbAdCpAU1Byg39qEgSyJKCZ8+TshWYkRmXem3vuU66AtnPJQmlyPrIh4aHJiGg82ChkXHy58USGENAc7sg5gWKWEPJVQOODPJ5b8iAmZgIs3rQrbiuLkDb0SyhJILiXW8IwAQRN8eHi1Az2SjpFbVCgbTYeXt9jo5zaB0h53VHLX9NH8E6PVAPDVgOJUX4OCixar4MCtCuClbao1LCl/POfdf2o/SXLv9pEPwegn3JcuMQLIa7rqreveAjjmzN4ZIPiAj+8REFUJh0UlJiOjMSNadXvoZkHY3xjys6zIeOaERGifhHbliqgLdm4IwY0Ccv3vFBAUxBUMBTZ+U8u1LVVBSbYDuaS83Aqe3XaRutsLFrXI8PWVJ7VI8rKsRShKB/fJrzQwfBMw6YauFA0kCj/GSn/3ee+/Ht7VlzYunwhxgqgKS7UAho9QIYT81PTFyyIFXr2Ac0Y8qSIT4HooT0kHtqSjYrEMsrJQOZeUsTX5qEp+MVJGsSVeGh7sGXVfAStV+Lh9Tk/D8cBqYiUBDRpFptSB8EqDZpq4ILTQKL8Z6T8Z899+XcGJkBVxLblC0/joRmgUZE+Xq1W6wc0AyDSJwjEB4EmNvyYv+5vPyCgSWSLZz6Qi8ezHO7BUHhIkqGchzMfQduVeMgDmnpfjpU7x/zjdJlU6SnVwPDTQKL8Z6T8O0A7h+XfGxdtqojtyxZiQpM2OY+4mQ7is7guJnNgfLxatZ81QKNrOHAf08CAJvtWUkjXVCUIyyZJ+szTSiREgtemZ3B3PkM5D+1KLNzQmxjlUWAlD/UsjbTj786D45iGTjVw4WggUf4zUv6z5778J+0oChEPCuxKDBY6lTlnx0DNPU6chxTQKJs7Tgtolf5NTgKaxndCO0Bz9wTIWlczyc/xHdQ5kaH9AK2P56mAaookY/cbFMM0cKqBC0gDifLfD9DOVfk3I5ZTFOo8tEb10A7JR6Opr2SLSPuvT6XFIQM0MjDZ5KyjJOy4N0BSibVD3QNaBm5QIAa0RAKkE43xXSd8LZA4fqdK3Ks+9xnKpU9XYsHGXu1DYGbKaI6CqO/7k7QYVTKvW4BXlTANkGrg7GkgUf4JaAs2WpPzXJZ/syE5EdAWP4wpnFi7YUdiwn1yTbUO153K/OoHNAdYCfsms9MDWhHbljyC8ZkMlm7cIWu2HKBp+gyRBwI0Zq8Gcqczz3AOW3OUk31oI7j0Q0c5ZWBCPqTYF9AStcOpNHrm0qQxUw2cWw0kyn9Gyr+Ocp7T8p+0ZWlyKqA9tl5HOXVJ5MCAVttnr6o7a4DG1QKc/CBTILjdtgBAhGrErbeL2Lr4EYxrzODRtc/KqnruWRljhAKafjWd1w6VE02+och6GbZ+CZsfXyArBRauPxF7aCX9MCuVRu7qaaaANhRqT2lcIBpIlP9Mxyycl/JP87ZpXbTzXcsew5TGJjy2bps4OjWAJubvsKDvIKTq9KwDWoVfiiUkEK0qBDRu+1vCJm4f1NKCVZt3ygaPDMUda/mlZ+st8yB49gAtD4QvY+OqhQjaZ2LRhkMoiJyUkZrWyYUxoFnz2bXpGTY9Ug0MVw1wP0Ar/w3nq/wTzOyjRNwK/FnZViyDlRufw3H7NDmdIsGPPoA2kPkNKaBJvhoXeja6NKKMsNRr4ESMoHBlbF65TLbgfmLjczjCL2ILShPKPJzp1t2kJ5+1cv1xQ1h6ZMfa43hq6UI0jb0USza8KN6YdEKyD62sX8OJXdsEoA2hGCmpVAPnRQMXQPmXD8CZ7XMt6Jbli3FxRweWrt6EHhsU8IAm2EIbJBYopPTVW52ANoCBDwBofpSirNCgXlooXhD7zvjTN/rpOIEukvZSE+R0OYaR75uOM7tnU7bUJU1gytBVseEH8SK1ViA/D2jCXF3eM2OYxko1cAFp4EIo/2bQ+nnLElDgDiC6UifLL0UJDPC/QzCHOQPrsW5A86OYjqEBEUFABgbY5BQY5mJ8fnRBjyq/ZlrVb6XnKTj72QR5tZkXkQADS4RTAJojNnDaXv2pjOYU+Y17FIltBl78bFfEr89Y296zkQsFNF7656/OKQ2RauDC08CFUP7NiGQXHvmMVBnVkN8FVTBzOFKDM6fR5BAAmjUFnYUboPGWgMYPlmoTTtGBAgreUpn2eSs+06ch2Ocm946eJJggF29LJMHd+9Mk7lVfkUaZE3356S4FKHISF5dSR9r8FREcv8QABeWUd6/KKA2QauAC1MAFUP4JAzwcoNGZqHABp32ikyJq1xVt0QJrhAGNb4gAzTrtyL0PoClQRYK6DsD4nT5ZBRApdAgoCFA4QFN0kcRKGs4SoFEx3LWkQPnJiOCsW6BUKgqzlE3lswuTk8pNAU3KYvpvOGvgfJd/aZ3R3nXbsFD6y+3Tl+ZkSEuv78ojMcoEwFkeDAmgmc+llp8ANOcmuuYbkYHemQCBLWuiXPLV5Ao9Od1nSaHCAYhKGifKJPdIU2dpcnTEYyyhHOnmdaTqhpNFd8lwiaaxvKtThDR6qoHzpoFkua6e+/LPj3rrUUZYzgs2iCvBf4ZX6jgM4KG5AI4EhmKDRyGaQMpTWbg9d/pLyGCXpOF+/d+eOl7/sGf0RORz/BPp6UvMhxvQ4+0bOr1PNTA8NODLtbOBU4jtww11+Ve+JC8s/MXg+NTpoZ0i0enjVAOpBlINnAcNpIB2HpSeskw1kGrg7GggBbSzo9eUaqqBVAPnQQMpoJ0HpacsUw2kGjg7GkgB7ezoNaWaaiDVwHnQQApo50HpKctUA6kGzo4GUkA7O3pNqaYaSDVwHjTw/wG0gaeB+9OUtQAAAABJRU5ErkJggg==)
Um exemplo é a desidratação intramolecular de álcoois, na presença de um catalisador, em temperaturas altas (pelo menos 170ºC), formando um alceno e liberando água:
Exemplo: Desidratação do etanol:
![](data:image/png;base64,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)
3.2. Eliminação intermolecular: Duas moléculas interagem, unem-se e eliminam simultaneamente um átomo ou grupo de átomos, sendo, de certa forma, o caminho inverso das reações de adição.
Genericamente, temos:
![](data:image/png;base64,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)
Os principais exemplos de eliminações intermoleculares são: desidratação intermolecular de álcoois, desidratação de ácidos carboxílicos, eliminação de haletos orgânicos, de hidrogênios e de halogênios.
Abaixo temos um exemplo de eliminação de hidrogênios de um alcano, com a formação de um alceno e gás hidrogênio:
![](data:image/png;base64,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)
AUTORA:
Por Jennifer Fogaça
Graduada em Química
REAÇÕES ÁCIDO-BASE
INTRODUÇÃO
Muitas das reações químicas que ocorrem em nós e ao nosso redor
envolvem substâncias dissolvidas em água e, por esta razão, são ditas que
ocorrem em solução aquosa. Dentre estas substâncias, estão os ácidos e
as bases que são importantes em inúmeros processos químicos, desde os
processos industriais até os processos biológicos. Só para se ter uma idéia,
o ácido clorídrico (HCl), que é um importante produto químico industrial,
é também o principal constituinte do suco gástrico do estômago. No in-
terior de cada célula viva, existe uma intensa produção de ácidos e bases
que suportam a vida e controlam a composição de nosso sangue e fluidos
celulares além de também afetarem o sabor, a qualidade e a digestão de nossa
comida. De fato, quase todos os produtos de consumo que nos rodeiam,
tais como tecidos sintéticos, tintas, metais e plásticos, envolvem o uso de
ácidos e bases em seu processo de fabricação.
Desde os tempos antigos, os cientistas identificam os ácidos e as ba-
ses por suas propriedades características. Os ácidos têm sabor azedo (por
exemplo, o ácido cítrico no suco de limão) e fazem com que determinados
corantes mudem de cor (por exemplo, o papel de tornassol fica vermelho
no contato com ácidos). A palavra ácido deriva do latim acidus, que significa
azedo ou adstringente. Por outro lado, as bases têm sabor amargo e dão
impressão de escorregadias (por exemplo, o sabão).
Na aula de hoje, portanto, veremos por que algumas substâncias são
ácidas e outras básicas, por que alguns ácidos e bases são mais fortes do
que outros e, por que os ácidos e as bases são tão importantes
REAÇÕES
Nós, em algum momento de nossas vidas, já ouvimos falar de ácidos
e bases embora possamos não nos lembrar dos conceitos envolvidos. Para
que possamos entender esta parte da química, é necessário conhecermos a
natureza das substâncias dissolvidas em água e se estas existem em água na
forma de íons, de moléculas ou de uma mistura das duas. Essa informação
é necessária para que se entenda a natureza das reações aquosas.
REAÇÕES ÁCIDO-BASE
Ácidos e Bases segundo os conceitos de ARRHENIUS:
Na década de 1880, o químico sueco Svante Arrhenius (1859-1927) ligou
o comportamento ácido à presença de íons H+ e o comportamento de base
à presença de íons OH- em solução aquosa. Arrhenius definiu então Ácidos
como substâncias que em solução aquosa produzem íons H+, e bases como
substâncias que em solução aquosa liberam íons OH-. Posteriormente, estes
conceitos passaram a ser expressos da seguinte maneira: Ácidos de Arrhenius
são substâncias que, quando dissolvidas em água, aumentam a concentração
de íons H+. Da mesma forma, bases de Arrhenius são substâncias que, quando
dissolvidas em água, aumentam a concentração de íons OH-.
Tomaremos os exemplos abaixo para melhor exemplificarmos:
Exemplo 1: A dissolução do gás cloreto de hidrogênio é altamente
solúvel em água devido à sua reação química com a água.
Exemplo 2: A dissolução do hidróxido de sódio em água.
Entretanto, estes conceitos, embora úteis, apresentam limitações porque
são restritos a soluções aquosas.
Escreva as reações dos exemplos 1 e 2
ÁCIDOS E BASES SEGUNDO OS CONCEITOS DE
BRØNSTD-LOWRY:
Em 1923, o químico dinamarquês Johannes Brønsted (1879-1947) e o
inglês Thomas Lowry (1874-1936) propuseram uma definição mais geral
de ácidos e bases, conhecida como Teoria de Brønsted-Lowry de ácidos e bases, a
qual teve como suporte a transferência de íons H+ de uma substância para
outra. Portanto, ácidos de Brønsted-Lowry são substâncias (moléculas ou íons)
que podem doar um próton (H+) para outra substância. Da mesma forma,
bases de Brønsted-Lowry são substâncias que podem receber um próton.
O conceito de Brønsted-Lowry torna-se mais abrangente, uma vez que
pode ser aplicado a qualquer reação que envolva transferência de prótons,
inclusive soluções aquosas. Todavia, devemos estar atentos para o fato de
que os químicos usam H+(aq) e H3O+(aq) de maneira intercambiável para
representar a mesma coisa, ou seja, o próton hidratado o qual é responsável
pelas propriedades características das soluções aquosas de ácidos. Entre-
tanto, também devemos ter em mente que o íon H3O+ é a representação
mais correta.
Como exemplos, podemos analisar as reações de transferência de
próton que se seguem:
Exemplo 3: Reações que se processam em meio aquoso. Na reação do
Exemplo 1, na qual o cloreto de hidrogênio ioniza-se em água, o que se
tem de fato é a interação de um próton (H+), com uma molécula de água
(H2O), para formar o íon hidrônio (H3O+). Portanto, observe que o que
ocorre é a transferência de um próton do HCl para a água como mostra a
reação abaixo
Pesquise a reação
(a) Um ácido de Brønsted é um doador de prótons; uma base de
Brønsted é um receptor de prótons. Neste contexto, um próton é um íon
H+. (b) Quando uma molécula de HCl dissolve-se em água, uma ligação de
hidrogênio forma-se entre o átomo de H do HCl e o átomo de O de uma
molécula de água vizinha, e o núcleo do átomo de hidrogênio é arrancado
da molécula de HCl
Exemplo 4: Reações que se processam em fase gasosa. O filme nebuloso
que se forma nas vidrarias de laboratório quando se faz a reação do áci-
do clorídrico (HCl) com a amônia (NH3), em fase gasosa, é o cloreto de
amônio sólido (NH4Cl).
Esta reação também pode ser conduzida em meio aquoso. Neste caso,
o que se tem é:
Já neste exemplo, o que temos é a transferência de um próton do HCl
para o NH3.
Importante: Observe que neste caso temos uma situação em que a amô-
nia tanto é uma base de Arrhenius, porque quando se adiciona a água há
um aumento da concentração de OH- (aq), como também é uma base de
Brønsted, porque recebe um próton da água.
Um dado interessante é que um ácido e uma base sempre atuam juntos,
ou seja, uma substância só se comportará como um ácido se, simultanea-
mente, outra se comportar como uma base.
Existem substâncias que, dependendo da situação, podem se comportar
como ácido ou como base. Estas substâncias são chamadas de anfóteras. Se
atentarmos para a reação da H2O com o HCl, veremos que neste caso a
água comporta-se como uma base, porque recebe um próton da molécula
de HCl. Já na reação da H2O com o NH3, a molécula de água comporta-se
como um ácido porque doa um próton para a molécula de amônia.
ÁCIDOS E BASES SEGUNDO OS
CONCEITOS DE LEWIS:
Um ácido de Lewis é definido como um receptor de um par de elétrons,
ou seja, moléculas ou íons capazes de coordenarem com um par de elé-
trons. Consequentemente, uma base de Lewis é definida como um doador
NH3(g) + HCl(g) –------- NH4Cl(s)
de um par de elétrons, ou seja, moléculas ou íons que possuem tais pares
de elétrons disponíveis para a coordenação
Curiosidade! Trifluoreto de boro (BF3) também é um exemplo de um
ácido de Lewis.
Como vimos anteriormente, um próton, H+, é um receptor de um par
de elétrons. Portanto, este íon pode ser considerado um ácido de Lewis.
Desta forma, podemos dizer que um ácido de Brønsted é fornecedor de um
ácido de Lewis particular, um próton. Também podemos dizer que uma base
de Brønsted é um tipo especial de base de Lewis, uma substância que pode
utilizar um par de elétrons isolados para ligar-se a um próton.
PARES ÁCIDO-BASE CONJUGADOS
Em qualquer equilíbrio ácido-base, tanto a reação direta (para a direita)
quanto a inversa (para a esquerda) envolvem transferências de próton. Por
exemplo, considere a reação abaixo:
Na reação direta, HX doa um próton para H2O. Portanto, HX é um
ácido e H2O é uma base de Brønsted-Lowry. Na reação inversa, o íon H3O+
doa um próton para o íon X-, e atua como um ácido, enquanto que, o íon
X- atua como uma base.
Bom, agora que já entendemos a diferença de uma reação no seu sentido
direto e inverso, estamos aptos para entender um par conjugado. Um ácido
e uma base como HX e X-, que diferem apenas na presença ou ausência
de um próton, são chamados de par ácido-base conjugado.
Forças relativas dos ácidos e das bases
O que de fato precisamos saber?
Precisamos saber algumas definições úteis:
· Ácidos e bases fortes são eletrófilos fortes.
· Eletrólitos são substâncias ionizadas em solução.
· Eletrólitos fortes são aqueles que se dissociam completamente em so-
lução, ou seja, existem em solução totalmente ou quase total como íons.
Essencialmente, são todos os compostos iônicos (como NaCl) e alguns
compostos moleculares (como HCl).
· Eletrólitos fracos são os solutos que existem em solução, na maioria das
vezes, na forma de moléculas com apenas uma pequena quantidade na for-
ma de íons. Por exemplo, em uma solução de ácido acético (CH3COOH),
a maioria do soluto está presente como moléculas de CH3COOH, ou
seja, apenas uma pequena quantidade está presente na forma de H+ (aq) e
CH3COO-(aq
REFERÊNCIA
Brown, T. L. et al. Química, a ciência central. São Paulo: Pearson Prentice
Hall, 9 ed. 2005.
Kotz, J. C.; Treichel Jr, P. M. Química Geral 1 e reações Químicas. São
Paulo: Pioneira Thomson Learning, Trad. 5 ed. 2005
Vc pode estudar em livros de Química Orgância (Graduação)
OBS.: No texto vcs tem perguntas a responder, dos exemplos 1, 2 e 3. Respondam e enviem por email até o dia 05/10/2020, junto com o questionário de fixação.
QUESTIONÁRIO DE FIXAÇÃO
1)- Na reação abaixo, identifique o ácido e base de lewis:
CH3COOH + NaOH → CH3COO-Na+ + H2O
Justifique a sua resposta.
2)- O que vc entende por mecanismo de reação?
Conceitue:
a) Uma espécie nucleofílica? Cite dois exemplos.
b) Uma espécie eletrofílica? Cite dois exemplos.
3)- Como ocorre as reações de substituição e de adição? Cite um exemplo de cada reação.
OBS.: NÃO ESQUEÇA, RESPOSTAS ATÉ O DIA 05/10/2020.