::: 首頁 / 污染防治 / 大氣 / 環境檢驗 / 環境檢驗測定機構許可項目資料

資料集名稱 環境檢驗測定機構許可項目資料
資料集描述 環保署許可之環境檢驗測定機構許可項目資料
主要欄位說明 LabNo(LabNo)、ExcomNo(ExcomNo)、ExcomName(ExcomName)、ExmethodNo(ExmethodNo)、ExmethodName(ExmethodName)。
收錄期間 -
更新頻率 每月
資料集內容最後更新日期 2019/03/30
提供機關 環保署環境檢驗所
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lG0JOGKkeOEVJiEfGW++jxeD3rCQ8wDqhvN8aNcm39MFWoOOE84Xkrd7Kj8fgZG/0wqjgjHVsXS8FspdFOQboPP53xKZbQvYIgwRSQm8qnKUEEQW6Rlk2DDKDsiX3sX3Omx833oOqp59rOIbaS0loZSwSXS067aF2V+L7mh3Hf7fRxBD/4Wo9RIBOxoLjLr0XqKuF1ZQtzwI2KkZXZEYGAqqNvXCkl1BGBgBXaiO4wGf4ZB4ydGGPCBA9N9hDTjG7a8jFw4g5y2f0epGMum2Jps3ZdvlqJ8TulEv3CuhRRL/61jXUrTwA0o63DdFTrAib1es40u0qYIG3tgnJM7vZRMVhmlp86V8CGIFpoaUn+EJfclzADNKO/9HDwR8IwZ4aGWG01CWtc8eJJ3kk6Aw3IqZ9a+SBKsgTKkWEYF9meRSE80iWxOn2r8M6CroTANhYQuTvPNgQzBZE8AnGqeDsZatUVpip04e+itvINAOFSb5secGbPwVZBgjfB30hvSk14OsZWZ0ARy/oGYib6Du9BOSIyZW1qcpfxjIbUwGPuP8hjSNAvYJfumxGFGsLUOQC+80G1/jBHzVjN3d0NPYcSq4JLIg3hXAYFTLRPiAuz/fepgk13QelGG1uwafnlITrQYDnAOK/SQw5IzP4zjuE6J1RlQNguMW68pHMQ8xQn0rFDDIQLLoDJfHDkxSVqBgjHJ7MTX/b5n844BFhN++d4ZJMB9FAJ4oDgEW7zinDrFYFAvNZzo+GPdr+NMdnz5a4DE0KuGo5yqCtoeO9mfGn3G9ew2xB3bOyzH6GpLQp7hGv7wUKk/6lG4nWzsWHITfy0WRCjCcZcXunDWoC6Qi/H8dk8xhlmJfqzgjns4JnaR1iYNL6Of5owyyx4oYCL0jMUY3VRudgqS5dN0Qo4ia5BEmla2RUI9xlObAggxF8et/jfDKDwTc8qVzk+E297LfT+x2lK5zj3l6FVANnt8V62uHQLlYzbBzrZut5QI+mQQVlW1C9YoZrJZqe0worUQOTRl5wYNQeIwimwUcO9B8q+aXVrAWgm9ggDtaVLj8tnUnjdijgCRraC6RaBM3lp/OyhBlSZHMopxn04aqNy3Yw7TTJ/B19QL2OXC2rHIVMUNJtygBxd7YWD7m7BJ/w83BqMchRg5DxgZJ6V0gn1dMmAZc+GG7E3YYT+iO9+NdWyAQHDLqIE4EDtfc1dAPO3L6rSEch61/yfx5L00uYmQxaF7QM4JLZwi/jauXOPmm93sHCSVw1zYqVcLOWaMoNqRP4LCuO+if0wZpPk8TH3usKEddbM9w6Vy/E4bv0ShWg+h0P/7WVhtw7iicsJ5bpll+84ynNhS9hvdYPsIpj3kWnhVxTtle4Z1XZ/JhIBuCxTVVxgNf4FYvw1iYMRnLXg7S1zOestOJlbT8yM9OAKrnZ5yCqGfjlcV6Chis9rHLS5JS3xHteSofXoRJshmk5Mkiv0zpN++fDh1dJPva/TwfLoEo8K7TZpacPd5TlfzjQxtlquXCYUUh6qD3evTEXGlwYqdrxQZg6OiRjrPamghRZalzG6xc5vwCXVI9lq7otnRn8zq8FCuRc7YYJ6Yg/Jt+SNM3Cc3xjwWqVPc9DnLgm/uNbP8irYSFu2Uf+8fmf0RZDwXbBV669Vvxz/pAYuidJ/lM1+Zff2UWoeX3zK4OEg2d7Luhh5zAOu452DA5T5MeW4w+Q+gvmCRF3NSleknUJZj+8gYjtxM/qFxQZwFzo882RTYsYf0ph2u0fLYsFbcFjvps+l0gIg/N1OPmKtqv2wSh7iOYNYRY38vaooX1t0E4Vsfbt4FxikJQPA861qNYF+oTvnmdh7t4EG3CQ8WOz9g/530DfyUivP1IfQYBlxSZksaj6GVq9IIiOk8pVlCCUzuGiReFLcXpeIqVPXZYZsH5sSOygqoA7kXT1A+ALV745qbCs+wQfFTSnYSfgp+32pOTAH3Vb2Dd7xZ1lMmkHIyQ2+1+AeGJfNHSXHjnEu1WWxI4YEmWH9cQKW939Ld/W9UvmFAA5cSTE72d5ofTxzQBhxV8bWXnKcrH8pKGrJL+6krmyolz6haxgmjlOUrhNFuZqvLgrjrbo0h9QQfGrdS1hs+Fw0f+jo1SeeABTkfi1gh+viKu3EN3scANX5e9cXfBbWTsgJnx1qkz/stcWwB6pIipIwjHsSL2S5B4nSXsqxgNU0BEGj2p3VP16hV6kAq1KWhsJi3Rmlwtvm0yfdrD6OW1J0xg89ggmbxFWVBKEekyoiYSFs6IjhHLXhlKtiIuDoT5nZcw0UytqGOXb0Jvic6leKR8USmPxW25QYVcWej3U/N2aMqLThFx13ToI2BFsjaznygjGa3CPQOtQNRA5Ut1zJ37vGUnif57TKZGWMHC2DbED2hovhU/RWBrJ8hchKxsA/vIxGOQk5WFeLQejnGpVkuYHiON3prcPZq1vr6itb5bKHNIMbu50rUju/LMSnOmIIKO6LRcTpT1zMpLj6sOTtSVCHDU0TsEjqxPP8xNmgdlPK6qv70cwu4gDjrl9xItcF+kbtUpPf35ZcIS7e9dGcytbIbktQkOhatS/JlS9xqyg/YQAzHw9l7jWfO8IohjqUx9RLD7MmB8wTdt6ipW2oXwYJVq/HVnrrpnn7vL/+/4sBr9QIHrI4o6V3xK6ecmjgujuLUTJh2myUNjtqbBEkL4TWw3kyeiB9MtqzuM/XVZlE387ln9aZ0w/lPobKMHQNyB8NuUA9RKScP9eDtufj2snUv1nc7kjOnwClOYVBp7OJOuFzkVGhXZA9qUav40qCm3XnVoO55Cu/toA4z6nvvqCAr7gyDvVGbdG4LwQWHZIvlAWn1uEeh0TotVXpZa0bstcNGcLXfzjOE1UwMLP+/EdZh299tMXYIzLNRwKWrOPvjvVa49YnR75NBqI4wjxK6w7datp+0aDqGtVAd8nUQ5hJ1YozI7a7HIa699bi6f3Bv/x5SEXZIK77qEEwKLYrqjvwMtlytoZ8aTclWXoXSum5WaaCd85p5Dp+VU3UlNng2ACgUVZUfIwB1tj41g+/y9ue52b9rQ4cv3cPNJeFV0mv+vPOFldL73DSzYEBPDuIOHLrvGt3TlT49QAcKT3wteADMZ1fN1cgWCy7ZjF0cqJEYNc6J0gNa2Lnu5Z2k9h+z0wE7jQbwbCEGLxFlO5uC/ZwxkSr8964pi0QtnoiM6M0jnkXJp+58BhvW4gP8FtfQ3OlBNg1bRiQZNhshOS8R54QRTwnanfZIeEw4InhGc9No8cZTSYL0HMLd7AsglIl6SR6u0zEG7jkPK3XRQFn6d9scH8RjQTLds8MgT7M8t+o99EFib3uPvXazoCwLExXN8Y0HO7yhHtV1tdwqQA6m/1PNFv7e17Pq2nT+mig5VdjWeNfZ9IctmjjK1Adx6c44vOK4BynatRKhlZ8wRu5CiKMlBM3JodSvFLOCSSeTmQ2a1/0RzP0L43Sj/pLqmurMyjhufA+wxzBzgQkLnBq5g8InDOBWpaNG3Q01wmwktezIGvZ6qSSAqVfwAg/XJkVly2omcNkjkjtFdt02hd2b1uDcimX27uGUaK+a7SZGt/aGSdtLy1BFgQv1QNaM07US0S6L1HrbYmkukWbneFwDEuniYSAs5XpSBC1caLOtSP/7kIEM/lwT1gdbek0MAIUwabOJZUlXm7IfnaVnxfKe8uP5eeNVjibwgvhV28d9sW435uiNbeaBCVafAN1ukBDZlq5/7rpwmVqVJnLSUfK19WNPBXwltrjr/7oauoaaUicLQe8LcoHi821qnE1AEeJ4PUmTgibndSNynsy7QSA/yEHoXz3JVfwnX0kYs/+cBfmU/MknlIkoxDbMrK2PEyH265bdnVQhi+20FYyLqBB3sNJGet+5UnG2O1fFJw11+V6Kw13E9p4PDbQ6Qq+1cIZRMnL80NolxsCt9bP065pub7ZjjT2Q1yqp/9z6/bSOUIhKwyj9huI+Hp5+dsuSiUZCy8X2dCaiMGwQYkloKI7Bbw10PYN434JqIpFch8wEggDuful4cJYNIFJs0Js6bEGaP+OLoF5GZvuBMGM1BkV0ni6ZuyGEcQwGLetQBXC91BMxHw0EUbSlceK7S8sQLnuyraswjoIuFDXXwdBIns8jrpRNZPB0DikKbxAJGQiReC4IMrYSgsa1YGJe5b8U6PfTocHph0He4TiWZag5pXEQsFviYsQgOM3+JUkmtRIhUnlNGrDXnMBDBOxGbs9w5fJ37tKgnhBjRDnSoL/3Cwq4kfUQjXfr2697DMr95XTMTSYRZ9IKUSJCedsij7sDfNkbWTplsF6iHJ1DyWFoRzYHPUidyRtLyx5Ilaiprpi9jM9n0r5CT6OBBZ6gNl1LHIpLWf2BeIUhBNYPlHt7/zKHSjJJ5KZDOnB3dlsmnBsDxHuJmMbg7R1zGuCX+bWb7cOnjfcoxkHzgdPDmDbkZXAX3EmAuLiJw0lIxTeOcLQCnxK/EL1fzfWMDxFEwa4wS4k5cJy8gO66hK82/prAsB3ULT/jVgUqffPVsiSRqqkwSvoLraCv+BoiqklRjSfYvmQ/zYN7zG37WR7+pLAxqkQ6a2wijfmLt9K/X0pABF/Po44ZfnZYnMGsrc3p/0lR1PgGndYuEkcNXh9TtpndMnZHCK4cTrgtlMuMIr4g0qALJ7yhnp77/fMc4PqQHnWl6eS7KWXeyZD3gKLondImjag1psPrH3ARqGx71MB9NFolMpxdVzuizeBTwPxNroAMnWIwuj1xGcZfR0DHJYPgmYTgfSF5I9MU4HizoIZsALCubtc34NbcaXHTg1h1SebOkn+1Fiu+5kcZK1hEeyk+GE+kV/fuu9JKdPhorBtApgVaIvcblYEQIgk+LBO1NUunAhMBy1P4q8SLo7VLDVwMpQCqMML0IF8g/HJx+QYz98KSMgLQKwmQoigVYF3DYswfP5tB+taNN3Tf9hcHv792kXRcqV6n8/OnoZwc6Onu+yCrNdN0ygwq/LLlCPSPbRyuVx0FVLzTTL/LIiRANlmZ4Awwk+zWAKbDMCYmN1N/NOUkPD2WVHJxfJZj7Kit5Xh895/QQtzYp2i++eFmtPotf0vIaekiUgjkyUDdpG+kxrQfOpiM/pwuWv0F30iG+3uwHOMoWSTERVx9j1kciGOTGDAstlKPdOK2L0jbv3mE7Hve9K67nbMmDdNvGV2O8GfayHumQ6TTQuaa10VeaJGHsCv52xV7ba43yZ5AvHgr+uA2GTTgVv6rWWhbKmtgP+r4RcFUNW6aRGeRy6SQyODQnrl5LZ8WISeXOfITutvxBuQpNskPJe0Y1MROH52P0UmB8N41SQw2PH4dPLL9idbLt4Ps9djzj9AxTbikvay1jCx3iNoHmnoNrm1gaYpsz+LPRu8Hk82eI3+QObU0qmuPwkYb8LSCKop4UeeBSI3yWpdHUc9R7AHcDpoNoWdRXrRg7WZS0iLihM9ooz8mbvDCpBgI9EWAzG+2myMszUoIQYDhh8huCma50J10MWEKnbw9E2u1LiWVliPDAGEQENNtv+iCjOlQ0jkE3N6Sz9Gh53h5y3uAX5qYgLjYVf1MTOKxMQE93SDht4u1a8bMpgWeZYRLD5zdInDlFah4T9flemlMVKSRodTG1zomAbzMs/HEBVQXDKS9ZkXMmRm9nFgBDuqAz3N/1PTEoeX94VaDZyWW+wijbJ1Dy5R3KT9ZopT9Y6YXp9+c23jSrRlMYP0ZbIb3sqPaFaMRc5jbOlCmcu6BoZQBmAfglhJqnCCVnpKUyjCE6SO1amGpOpIqtiLi3Qy0xc64fVef+VFyJE+NVmDCZGsF0nBOFNNVIvFNb6PEuwXj+mybeIM8sATwEwGkt/uUswxS/9XvdNnOjU+jkOjSzGlvcm6nU44HCuyTSh/78TEJGZ6NOapS3PhfGqzErrckLPrThakQgQRFE7TuX29H602bclvASY1YHv/+ReltHBggUX3SP6uxn00CA7GyDGTMh8ZmAQCGiBXyPS08LiHAJS7FLtx0ayk3CMv3M81d3j43G088DYSaIbhkf+S83n2VL503cWeoXXw9XxP7twGeTfp+ycAUlWxdKMzF538wEcHNg9blIbAMVzchNGynyN1zoQ194UDJIdXONQno1PeQGHq2sidyF/jZ7kCkElEk+iTZN9NBguO7kAYF1IT8k4hXFdWmzADdgB6p1rXGyCpblrGux7MHPfi9fuAXotTmtBMJ6FDXM+AqVeD0Zy41M3q5GkYTUN2GSyoo6XvMLd59pNPtRTB6lwzFarNRoukX0NAFOy7Z+f/MHK9tlwJ2jQ90TIfyvFFkSUkx+dHaIblzSafqDH5RRJGL7E/ZfvUYjeS3xJ9nMe6RVgKCP72eFUSmG9rGQxaxiLFAhPk7hEI5N9A3UEXxqmv3YVjbj1hJmCi/ONg3EqFIBAkCE15cDf4BdCAQIJbEo4NDX3t0slH6YdDyBJdSlc8kUq8KmBlWEbzRNNCzFLYuPMfAhu0HgrwtLmj7LEwmM3jl/dAKao5VD82uU472+d8gpx9m3RPJKiQ9fJAmhW3VgPpY0rDhwfdmGIKAIru/EBTka/KisV/sz9ArRLAsJl8Fwaol9oQBZRSwuC0SzpL00IWZVzL+96uAV/qZWehniDk7CPDyhP9RcOTamu3FqZ6ujJ38HIP3AeUdwNVzgqd++d2GnORPednpavr91+MLFFtRx1m3BFTFNYQ1G63jUhcDjN1T3mWUUzI+/wugIkrqm6Xx0JSrcCtmq1xx0VRXKwZh0ogpT9W0xi2uFIFbVESQIdXRU3TC7KLSsnz+TnmoJAxH6knlOYMOaAZMh2tdSWXVQD9OUxJGFIlsQo6OvXbvqAbmUIeKGB+/V4z8bAiZDaJtpsic0iXywSLABIQa/34WUdiIHHS50edlgopSy5F200Ndd/pMqVCFQmc4XwMl27B1GeRhK5u6kYEnet0pncbNr9vTJ7USaCeofI9WTU2M4Mn2EJsBnVVgEI5beRodwPhgGe+MicB/5+rBmONylG+mrrL4Kzv6vBt8J0QynElfB+aslHUFpNMvskBHXP3f+ZKHjlitFH9hHhEds4igMcqMTTYt7imtO4dVBfhvY42OG1Bx7u1CptY+/3F8cT0fgwKSddLJzPuh8HSeJbSAm2fLZ7crABd2d82TYKXQfE77KjBkdPV4jWgpcBkVAEwGGBvHcpob87Me4jfHOzLqp0Jzm7HTsy1vRkOuA8sGBrxGFThurZ76TvtLlCu+w3upQzYHS/qdK6/pLKo5qooCQNmqyQmm0rLvaQq9lcm7TmtlsHFn7S+yURrAcPY1EGSryK/SXrg+scQ4o6zXiPD4uOBWPb0QuX6JlqraUNA2S0Tn3KfKpzIp6HkNbdwEHmgsr244krGsV8303S/fM2lQnz8KISWlVy15URxa0t6UfFjdSkPOhBwUxnyUC05YpNuCLLfoAu35SMnOHIRW94IdOV7kts/SxoRU6WyMgZnyl6lhieJ9Wdq+P2aVg1hPEUK3jK8EArPKyXuv1/HLyLV38aiwDbc1UnMtt2JXXJclZda/OAimHi4dq3qV5zGFWIMp0BKjPiBD21mRPPILWkWgioNQsV13zR4ujN8OfN/j4C3tH7oozbd83szGMcbVVDR8gvUkyIIuSRgEJ+MwqErxypbg8KxxCndjjvn+3s2Nonl0pQDxPBhB8UMrRG6KTt6fqnHAADNfrn3fTrFejnJlG3jhb4ztNNO2NknVrcJIF80x67wTnjayuekhSk9MsNmiyn4ehzWiZU7VURijuntNG7BCptQnEYAerfQwnf3poG3ETel5NrVdG3+63/R3ybY+T3Jd3WapwtMGIl9K/Eab+raVtb0kh54IBWmYr6jxDfb2juDEHxQa17ykIp852lFZIh/mJaXnWQ6v3mJgi7qm19el0zVNU4kTKY8mXgUF38NyhpURH6i3ctAYzS0wON3y//VdsE9Yn772CASAlbgZ3IXGXetT0Hul8GUIXmwTvaBwihEUnrNymFZ2aY6+qLhMaNPb/MwuuUaoGzwo7rlRhqA2cKKR/v+Ckp0zbiLWxt1nmDJkOLdT3s8PgyUSzJjrfjyZfDfYZYzF4XZtig3ll+3RqngQ/b1IbsccRdo0VOV4oJB/qfl9TUh6ko5ljclj8/0/6XUWR7NfY59hQtd9CP2/fnFiGYQ20ErzqyyIjye31NuNWtu4DlIyTZx2Xflv27xdriUiS6+I5caEPDDhb/jCuPhJeWU/4CXVQEFB8o79AqFPJ1YZMvEk6F+x6JMIl5FlbMz9dYIVEt04blK9KVCQkR10nRPEvFJf1n4iAKJpZeu2siYJhrW+0dxbqTDF7vK7VhveEly6xqPf/dW9OkEizcu0M5C+4F++J1Gtrz/PphCQmkeUzo7yPaZJSI0rmUU62s1AQjP0cWnc29gjCC3JGWidc31udfDDeHwxZMbnFJJGYXexmiLNOsXIHmNHMhzp1uZTCgWLCdvH7M6DHGxfstSqp9z44pVWwc66+fv8Yh+Gnhdhi4/Yxl+A6hx6NlBW6JI0xtzpPZI7Lpoimv9E3FTPCzjnl5supw6hh0CydsxprkvWJ/UU2wXb9Tq4ob8pnaAIzl4PU4X+Z2OF5I5oT4crnKY7bCCjIaaMxbF/fLjUPHH+0cIpeHjgQoFO80uAvThUXdiXvXqpbCZD/Wjh33p9BHqic4sS+iMf5tGNijzZhBt37XGD4zYVLwqRixKJUxb7I+FTfqs6E8dKk8+06EseQKasvxOpfm2OTEenN1LKqkC4jIlk4/YZIhrE/KVX1G1ec+t0Dz3IxlpzPSEdIOVuHB2xTeXlZGJm2Gt9rcIcsmFNC00H1/NqjgcHXCCTMYI1/1X4cvVfhER9t/tpTRniN0c+mhrzPcW9si6PdIyWzElELgaj6wa+mHE88VKr7T+NMRPykZsUd4UELtY9VRifXRMu6lmA0K+6Nw0RWB/NSloh7Xivk7aZbhSp53HiT7MEL8qlEwubB05NTNvIPmPovqFDVukv6YlnkcDO6YgaW8I5CVa5C1GlbZT53VaFFqiK5+K/EJGJ87VZ2hWcegZt4Zwl7VkOWv4o63pu5xxEv7Jme/Wivutm0FIRi0DYoE5qlnD+xXWmCtkho/Gz5OFSh/YFfst2uFfPkP6fnqcUaYfYTYry7DAGo9KXwgvxfc2JxwfkX/2JUuOkahNBunHXTfUAPYcApxuL+CsL5JhaZiqzqB/xA32D0i6lSH9ipux4f2F+6M0ZasOSTznrqqCf8i1Ez8POgz4pjDxxOcUYqj2sU2PsRm6Od/tqkjtTIaNNEf7dtLz6AE6leQu3ZN7QQ2OSU2odUxrTvUJsxluYHEApzNhB8/kJoaqsprtZPIdWzxtJ8SwccaDB2EceJQoO6JapRe1HYb06MJYWIlAULWQeDxofQyCoznB6F+D3XfQYNZmsbSuc+2KRIbo2QDszomSR92kpUWg8IQqtpx3d8z54ESnt2rakhdhfzqhXwfN8b5BmpMP0MWDPYZZu/uo4TPGrcv3WnKCEtBVYmU7chcdNV3Xbqf1+Q+qVWAsJkXtfOdrrRkPlyM4jUEkg4DMEM1mc6MYKDnfponLM4htB/mNta3TJC4s207HyilAUGmZqa8tsgQz595mTmO3lO946V4Z8PC5hxIAJkaLQ/Lu6A/eUuKOMThCFqoNMQKZQIhkMyanHRsQruvdzLQB/hOdjEOrV4GQvV40XanZyFds7OZPiJ+0Mc0eEzCL13sH2Pixml5KbY5GBN/s7f66elIs4qFktBcfoVZscv8UestXSYiDYagjM/vqtqk6yPO1VH4A2W2Lwe936yCRR9JMID2q89NChpxkmPPgRYZzO43WdZrUSyKwlcjitDtE8hUzowj26saBug6FBkht5bAh9mxywu55ZSLhUVA4MaMupPUknM/+jZSPluupCiEBXTmPTsoHuXpsO767c/TD38d/+o9kP6AkrDQqsG1/Xeksp4xwFDO9HFtoraulFp2xUQbOLT0LJkSpCkHmGFRb8FD6Wc+9eQ90SLJ6o11LAEEKj4gQYY+zvb+q8W5NvbnB8f8m8QPaP8U2dJEvito3C/q/524wCVEcAs0MlVD9jz9jOAf1efHYbUz/msVlAOJLeivMfDjYMNCBc/IpIES+rOTSImDt69mjsBa6MM/smG1Ty8YbQoiMaaQ4D+BYq2fbl5kf+0ivLu7FEk3SPhRDxKJ3lfW3FYM2xwRCd5gtIoXbg/QIkVOYqpkneJATsEQlou3L4ohtDp5WeM1BK4M0/T3nEWsvpNTmThNRNh03tl+PZvsmi3dNRRLXMZjwwsVGjfrWWMeKUejvwwZaleEqbFnf6zC1MmUSvTdqHORgLQDCOj61EkYPoXtX6VlNlpyVIHlargF/pK2VCSa4sLyLA7J6rvUfheKgOmRoAT42fjTevaL5aOp1YxH1jgcQqtdxfNjyMbzrJ6dUT9WC0kjCgrMSJEmJXtmfFhrRBhswfofsxazZhQ3ZterIZM2z6WGQ5N7E5HfEeWG2so+p3qQ3cEzj0/B4/mNoz5aHrIzMey/cfP1mLZjP7vMbEQhI8C0VPzSPsexWbO9pQrn/15GcbxsO+vbMX+SZKaXt87I/UY5A0CfrN0yzmlTysePENJqZ3L0Ix/a3qPf89deI4yCyjYaA8acjfZbD1Z35eP1ukmdjmvtbuYUoNMsNkxy6T90LheEf7a3O4F0tpCq6V3ri9ao/BzDgGX4RW6DRpkHn5Qiupc0ZkGijwQJGmr9+iAZNveGSnz2dS1XTeoxDc8/8GpxoQa2oBAD1bbUWrrCLwttbAIl8snaOGc7CRG7jHzunsla7UzUEBfTbcREdpRpNz2kAOSvmRaKdbDAqhlOuTYwA+vYB/+qOSannAyV8wmYeZn96b/bIFu5/exWloMPvh7VBzejrVRtL5xR1CZfvvQ0IgGqz4Iz5aLagf9Ngoww3FLy3L9xdtYfdSYxBATlFa4p26/N2uNAfmp8nyaFQ/1jAn8l6HGjf+Oo2uulU88vrSR7JFFeqLIG4ZqkvEK/Ppov2U3u7gwgL2d16xdJAINZ7EteMKqRK1qxZObKbjNEaz6/76yDKqwB/x2hXfe3mSCEym+dXO24qdh8IO8H5/PBQ9/K2zZBE1YKK7FAQ1jOpKhGzUL6d2US8WimC+7lq+cd/fK/kyYayIsJSXrbA1NM+GhK9IbEkmANz6JoLg5sHl/yXgOo1aHsBP03Zf/57333Rdb88VnaDK264z3obuRUkjzMDA++byE4b8ULiToN/2szSb7F+x9RDRY5ye0Y5Xk0It9F9vwt7ruDytgIwXvc4qdjeTVpsTMXYSRjnqagQilJOaBDjOmQJkoiQoyOCaB9gtnsczNnNA6J1VslUdfXOFlm+aV/1PEP21HMqS1LJ374YVHhRdbWsOWf8XwnzCJ83hxyBpToFDivblBwfiY5IHZm6LqHAdmT7SxaPYrf9NHbMMN2CZE32oMElIriZygyl1kDQxSltaXGvbW2OLA0vlEPt6Tn0VNHeOaKZI8elkdEAeWhDBf9K0yfcvDzWNydGdDb2TXQkynNk9NHOyppHnS9UJpKWtlbKHcpA3MdkQVeBMmj6G9TJTz0wCn/PkrsHupyVpb9Cdd+hFukbqBRwAGmfYIz1RjAUbyLK5c5af2Qeffo53dPSB0SVqUr/bx8l+ZD32oiZacx8KisrW49E0DyuZTQb6X34Q8GDUZX47CUWqN0EOeuUStnXfExXYhBqtMsVbSbCllbSdF5oSYRIa+DxbCBnLVbQhXXwuHOhBD4We9VDHlnpOw887KMhlsyevkJe3bE0SrrlKs46kOIxscHM2mCpjgwQ8l9zswSQ5uGf3v47eqNPXiV8tRak76UQxJP6MCauLu3TQ4XS+WE68oRu92W8Aa9YG405qGrYcZhf3wcHkr+Ku6YqfUOfUvPBvmLy49erK0TGvs6qiRKbjQpHSjCzmhnouBzeLf5J7oZuN4bLaA3rGW0RoU3B/JVGATpLL60Z74B1vd1b5Mb08tcdPGBJ5UsPqW+pVAd8GFipfObFHjjHzhS5o26MRQY0+voBjoFVuwtvUTjdtUwt2BW2SQ2HSEChXrUKz0D1U7u6wFRBhI/eZc24pMwXH2ZiqAHqXo1TyxCJlL3uw6PzVcBl9PocP9JUYL8z+P36B8WPeRj/3adAfo4LzsvAJ8DdI8P0FAzWSpcM584lVuqH2IostgO9NHX8Nprp8fiZWFe4c90eYJaGtibAoaXfyUaV12jjtm7Xb7QR6D6pfe0Vb6+VZ61nBHSLQCVlYJpL1jt1i4O1jOWOPeO/c2yMn/H+357gODoSKJYnSLBFhZWK2HDYC1LKKAcH6MVE62EtT8chDJpjr2grO847TOs2JcREKW2XmrMPzlhjtCdzQKVhPBzoRBgEoXdINONLbS83D2clM1XplZ5c0NfFyzSxhMXvZ6ZN+tywlXrUeReJqV/MF/R549WDWg48UlaIA52iWjtI/8gLh1+OIEXLCDr1YRgUz5RKWyDhr4Wgr18qNb+kzA3IxYEHKCMPvOvtP0uj9QUeWbvM2s/e7LcwjH1UeBn26LmZmk64rU0ogI3zZOLbUXCsDrvDcc0wS8+b+tqjpFbeECitK0xuThOQJK46hqlVilNw2IBqTPqsnlttNmsT4TJe/lodmmG2CJIf442YNxWdbk7JzFTl225LTXC9dtTES6gGqyZdGZVUunpMuWp9aVTbg83xrJ+mz6BOV9KDqAhp/HwaGD9LKz96HlyMLrrteib2njCfYXHZaV432p54bt1Gii2KZY5q3ow8wonU2gJjbUAKh2dQTslaVf4VwM1tA7PqYqINY14b7GnkJayjOqlkFD204yLo5BX+Wg2IVqsdwJKvV12kpXd/wNcHcUAEHsUvdDzarcTOfCTpwliKPiItNZEsKM0Fxo26LZscs5GJ1faYXcug0D7oGy4CvGmJh9tW10RP4u8GnX6mnHNbB1QOcdKXQcvXj4cyA1srdPnZwphLYKSX6+lFPnnsOxIl2nBDjG3G1HKmlOqphqrWElCA+/Ci8npvVbW4/+mGoE2jcotbnwppF0iby1bw4Aakomc+Hk6q6gQ1sdvS+71UrlvPyr2dqcdvIDbMokff4rv4uhKV07SXv8GxhVzzhsjF2Ill4CpYLyJG24WuqX3Vq9LnX5s62TSzX6Nw/Mit4wN3MUEIOV/bHpSM0JT64BwxrqLTTOiW/V7Rq854SGOoTbO7pymZGnQM/vYL9oBDF+TlUxQ+vxgREMVq6HqklLyjAHzVAcMbK9MFlgMQJc3WqHY/h6iOuO3/u7twcEjKBpeSZ/XiA7wlkCg54AxuVZcox9ah96ImWQ0zEMf/BLdqleEc87gv03jay4BDG9WklyWvJ06ntXkkolqdnqMnh257NqzJK06gHP7Qzpxo+vsNi69++W/TrW4AWYTYjuHPB7KV1+UMi3RiuT6kmbPUdaB3MbSixEbsewBJ/KzZ3naWNE8sl5z/udB2zLL9uvGO8Y26BS9jQutbvWc7KnN9TJC7CChE+QPepLOE7kHPBFBAXZyHvD5Smlwqm8HxnFQrHvuWl4hkwsF35C6+SSKE6TcOlfpZpW+Zsbvh6hzkCouvgIr/MRAihIsrBnKo6mBp1xWXMyj0vX6itbgCggiAYtqoBn0Vj5W0k2yiy+P1tLUpok+17L6y970hj+BvqPw1CxpM2ZVEN43ZQE1koHwTCSAOGSM0a5J7pxZpbvAeB05SxqKRiYLSwNy1oPkGJsUH73BNR8zZyQwQ4HWebO4SyckHAP7aV3OpA11I93bfRaGuZZMMTASvD+qwpPGUzqP+9lBcZLAsf8han37bHauwvcAavskcEZXAWVqbnuzX3sVfllRDaH7FKqb+kux+Tqlu78rM8x/lHX51NrpJ5u95A9V2weivvJOGol0Imj0eUp+YKok45ie9YEFxhTnWOthQoSrsMPW6lX40kjESJ4UsTUnd17itM3qiEhmy24gLJhE1C9CxSSRafQ7SZxRvSEBrFVoz+7hbZtugXOGaa3vMGwq0aDzhYMvrVEgKFRIKK8CW/SBGo9qJNhjexeEfTS/PsRDiS8kutZQsIczmeFVF/TyPbVhaNSeNqnTVu1U/iX6sqKezOVW8+dvK/HfPDlsR2Pst8erIPoeKTDET4+3nBNMbbtNT7tnFsxR807Fi3uc434JnhfpOAL23S3QxVw5m7dgANDufykeQ7wVb3ai3Hhw3tzJgD/VDCup6Mjs/ZJz8XgVvC+OKeXLPx61QcJGuBXAqGiRSjNLVsDfStWON0GDY0IOqlteLxDFOpmKZa2ztJCERE87Y9xKcIf8g2Msi2Op3SHRhMt0WTaji+6dX9DUUq9dcBJLIK7s4DRnj+h5sl0UWXJLDamoiRbUNUzX1r9hgvwvOTTDAYkI/jGelhhSyC2sxYgHO64XDGyyV5HqKFtm0Lj+/VbaYHVLa/IGYn/9PZEJ7jaM26t0u1sxnik05h4dMdc+KDEhdhDv3VJBn/cNdxFRIrtfLD0TZdgc6woQ5R456cxUiq51h9fLMPXaYmJZi6a4htfNjgJETPwCQ94XPyjf75o0B9+8twgXm3PejEgiGI56BVh6MYmOTnOq/aYpRvmd3rMA3ntRC72iXKwqGTWHDvGyiiri+UfO3qw7+Agt78+LC7hjamV6qbCEgRDrSLMlKuRNtuOVz65sWlfUQl/h1PrkcmNhDKFLdmrgdU45ONaWMHGhT1GSah92trBUmmJRlyn7vuALZRUaGJor2Z64z0tq6kSemiY9k3b/qaLCfavr5u9vgDVuetqexZL9hRIMuB4h9tI113lfEArtDD7kBGFlUq8bS5DwrT1sE+A8tRsKH3wthvANon5N0emGNJk9vQLeLergwciZaDATvuJ12copmXTpPBRW7dPZqdkEZmstgS/A3sU4zNYmtuqXi1r1uAdU2OJYgPi2bXyJ/s/nATT7sqU+OEjmipiMAl9xeBMdiY7Y5tiapp9PXuwkMBLNmGNPuY8yx3WB2fbO+cLAVJT8Eh+frqTV5bEmDo8WQz+UcCyyx1HwkTJyCDMjonbB+Bxqk85wnUmSDkP4h2ExoaFa80mu01Gcf5vflCav4E2UajZPdUStodbMCIfvatDuufEuzOJH1O/IDWs94VThYEaPC/VjGYUza8hEY/JSKRDrM7grFaNT2RIwP6m3f+EoPQq9CjvmyFDekkc7rQ39uphgSw4DkA2X0X51OSCuKcAQTmd5a4+XrrJJEiP3CwP0No4nEXqkbBsPW3rpTCstq1X7aXJP6pjplRSOyo5K989RZ1YCvEWM1R4sfcr76lVlE5C2oa9pPPJt3dEF4W5fxuaqmvQG9v9kcMBV4sYmGlxQ+8ICXmhlj+HMVjz55xULqjZCuBeeInDf62DW+eqTCaooA3ycxdkKpdqo6TCrhMPSDxpkWLl/SMCWKjGd61Zwui4Du34IdrHvrsVNGB9tHk6FJ6RtZtuiHaD0ehDMHe6fd3WBsqJdeGXHYOCEKxcWBAdZcUSAnKC2qszsIhbY7whL6l+/QbsvLtUCCLq13wzXXY1tQkS8OhHrTC/XJoj374a6bMuVOWzuZLekQL7u6xJTO6FiTMDIht/B2eaz9hNDll/BfnF5rXXEsuooN4SMysa4PiDquUOAS9jVq740ZmTW+UyV3sAn6JLKUkNyaqiP9RsLe+BS7P9pPPbsowOnNuC3dMb38OWXMZ9T+2igVBtDJE6pSZluL+weSNgE7XVha53Ld7AEGT2Kk9YoBDC0saWnkN9v1WtfYohFR2MLpSd9y7kEInrSuHYwGdQUttGwYQ87qeNacPguyRbmtJyRrjbp4WTs8Wutd2yrFVQH4Xl/O/VXJoQGfkh1jIlZpfsH6zRdSWw1blhP8zobPoY0aDHX3YilMkWrCAo3mSHUpYPKGw0kyKa0JXElOQ+7GPlREx2U1VRUGTTkqKGrn8Dp219b2N4PKTtS5fB6ywmrHPJtuNCjTFe0uYoluIzrI3tisZSb5irUK1XRZw5cpFCwzcqCbX5pzptT4kLf+PrH9MZTTe9F8v9EU9weOvBq37dlQiso9HHycYbrobAYGZhmkVQX144FvUMMXu+1ceR/hdSDv9cQ0/126dN5GWGBBo3eqKPduUyy0H6sGwAsp1ywXzTfzMry3fwSF1VKvCbJXVNUml6PZmU4smoqLSl5HVXeVxINISMpT07Nqbhxhd82IOzbSHi33D78pIcwTQQWlOn+xjbe0cawA7q7C2uQY7RanZE76P7qpaiX3sp1HR3FG0qb4IFOZQm317glDCpBd3xFRBEM3EY/DNsoe4aAaN7FQdyLbRhejCaKccY6fjIEjThBZ3RFZoNk2HNzPwBVNxHQiSW9IuY0R3affCqdSEMs6JZk/bRGCAUu4NZi/ouUkTvnwInNtktgoUiA33x1UHObMcvS63ENT1d1Ye5zngiL46iCcMxiqoENiewwWCddRdXYBv7eqxvXyAqvCNeOmgS5vYBqI47ZZvn/WRe1e24c0jGDcWjhINfTA+T9gj3Gddv8JtrWya+Tg3mvXcUjntTJC/UQXSmIPzedAA+z62Hu78grj7o3nnyLI5Px1bVb8Qy/Io0GCjTXjnIuxtfncVFUVUUENW4bdCq1cH+w+fLT3qXVIZrCaesruwa/UesSTf9fgSUB8o03znxfzDCNsCvewgkwDv9eAgWjw2PbTYdafDOZTEK1jrAbg+VP3DZ5p+7m02YxA5eWHgxHVzB11PdRAEJi0WSD2bmynEH/psJdDDd8hpYaJxM7QId4vwLsB60jisRWyYQSOVahS2zJwdgirFYOGK97prYklR6DQxwWBwX972FSwCO0jpxVv3PqTs1QODBIww7NUhzb5RihC5m+DUULAj2T0DRnXT2GGYs+dbj9syyz7Jh1o/ZKuAEI7Uud99YZQkCf15+cdn5SmS9aMhbKyaLuLGfLuwJNB7PnG6XZbrUykmBS+suLaIiYJMclNUNGceCw57uHg+UN9yXyvjb44ZLFyBPnwEZax3kcmuMG4JzeDWgwhBtTdOG/Q7YlBeiiwf9thcTc9e4WQb1mbUxRi+FOHw9EOmDchP9iJkpYMaeFkv6cpcpEz2+Tb2fxhQr2VFPgkrupsoSQhSXmJWLDVnU2ZzNXo1Q8mkpUzxyVEmeld3Cae4UuVCmmur3n+uOzyls9J+ItDyE3pGjs4VbKZh9r8vQZrK4QFEHRllBabDnusAWoc5IiTaXBHxhTMttlYcBwI4KKCfv3DTqnuIGckZ8MAsGlEGPPrl2DSb7yXg6eWs62d56kaZVTcnPr51fWnr7mMP4htLVD+b1gGTLzsF1p6xtptsC8kIKvogCnVGEOHFRK1/LYCmlUmK1misKcN71ovW5YEuK0SzST6PEQRkPTORFg5/KSfUTSEy0QBlnYpmrt6SZDLQ2L41dTYG9GrdeQ2bo6biVBOSq+QDU3p4Pzn4nkTUQPA2oQQcf7Ff6gEmgaFewZiaYlwgXmq5WHZqZ2YtWEwPo/j79tdv13TGne9Shd6nN28td1b+LWo66jFy4skJv4nM6p1Nq1uxjFjMQDL8PqtggE2IDy26LunU7XbuTOx83Fq32nYA0eNft2tn8QG2dRPe9O1gUpo4dBM8B/gi2HpWZsQNLXnx74rrwg4bUMICDdubux87FRSJDaMT5e9kPJFWqoAXkq+6CnYUo5nDi1wN2s4ZPMGmXXyypLNIufuF5iD5Hv5jfEscaUvQbiEkAcfHrFSgtXZbHz/o7qhDn+SqQJBFfWJCAsSUC+1MFWwFFhUg4JkEI9EA0YFUiBDqBhnHYpiwsDMaeDkyqDry/XKARDY9HJqnbf5tjWN9kaDoJaHCEaH82EARfcq92+rApmJfsq3rHQFChdThI5NrrKUTjqx7rRRb7pc83JwZ/oEoDpqJiZAn/BbQa06S8FTy/s3Cx0w0A/QeB/KakPWWPjDtKwNzMKkJP1YDVRBUQigjdY+lKG8NrPj2zPZ2A8j+KrjE2Ifg57FOoTY5s0uTcBP9pyMNYysQfkUUQ9ClfaNqxl8hvbV6uMVgRXPyScW3uikxF9HHxNebAsNc9G2SwWcMdyW1gXn0lFNReY11V7r+7/bDHc9SmRcXicWPxn7g2l3e5AcaiqUo6CxAGedjEpFE0urgxFG8FbJ2MkdGzUroMeZseIjgKdFMTwCZ/2AaG92b2ffVZM7l8A+EbDAZSd4jodFBDlp3W48BAGXRJY29fUHjcbhc15F5M1yqEW1nKT3Ib6TbIdAHNls4eXdO1xbinut3OkpZ/KGY+uBGNev7RdVSfPW2lz/JZyNerpK80r0RNrJ9px3Fq30ChbQ3soP2QM7kKtuj4afSmf+tDY3TOZ3Qo+Bjmzh5iz3wA1izbCZ/Y1GuriAFjMy9rcO6a/AnnNKclrGlmuEm8RnsIs+dEcHKE4Vevydb8MXVF0o4o/HO+ni+gYr7Cxeu4umnrATVvKyQgwRbPHpGrLujKCQEZS5zovEFDPtUqxJrz7gglObFXHeZ9oqR18ktVkz01Z3GBg/XsoUw5YCVC2zx6nR4zHH74vmcPOqZZmYOg9nDNEmTpGPE2Hvn2jcJl1iisKn4dTnVYiHXuPsfLLYsPqzfEhMq132wioFBmEUq11lLA1XEzroY1MJf5/TJUGu5b38vIxESt+6oWPlotDWjbCOzIs1SG+KwO9AKhYb88xj0/8ON1fc2lGF439aUK7tSsPeSvMu6jSo6AbV4J3d6TN1u/VdgJWlrm25nUhm5Pk/BsTj0MrAaRUY5Yr567sUsA80xnjGtJLCNTIWJwL6LNYhwgIm6UKnXNFJRUEXBklxB9jGf39lc9UtSR5T2INF+R5paD0ywwArAJOTgpUKc/1IkhlgOvJL214cD35rbIsFlw01mynxgqrgs+PwCUuNOanrsTameNey02RmtCz7IbzFS2q9ddSy14aWb8ddP2SRG/DImoCXRD5UTw0Efy8/NaBflh9a2zHeMB1fxfG16ACMFgB5wwV7UkY7z2qGzHrQMn1m6wJGGg1Pd4QY74lgbjsxKQETZlWJ7hyUwo2j183RbpAhQMBiqW6PrTpHOSJCRLoewqP8USK/BWXggkKLjSdO5N38X670k8zoVLJtEOlqkCbt9byW5R+v8hdycJAMwmMNFSYJCToWnlOhFwVIajMDV2U12QZtAmdSTcTk9rXr17Uhqbq7kjJdW1GJsBsJ0x7m9FlHh1Vb3vEiAMnOFMBZ09Mq3rnh20STxDGxAOOoyyxXpQmD1LE2mNz9UmVlBLetuAi+HrySBI/qqXwsgEqsj3jHES22jfRh121xOmvrGw5W5soBMx5SNoZooTLPo+9noBmkQvjOYglSmhV7qvfK/OoaTaigU9yUWfFFoV+owMz8eAvlI9nbSIu8rFvRuHhK3L0XfG9ALlVqlMpr8ddgpXB5YV15ULsg1H24NaWeX4Bk08Lvz5icFbN94OGCJpXJMgT4PsjfdhPtnwsyfPWGD6k4qV1abbD4dFlr9oJ5LJK6vVNWjQ0Fpr7Q1T/gquREDJ9HJdjbnqUAR0yFNrFKVSFqGoJDxLOtX/O+EeADd0zYT5ATZ1PNSYHzqOESTbF+9xfdV60p8F74WEePYYBqOp5aEPq4DWkL6wMrrDNZcrINFJ4IzObuxLr50wLTfNzPM4v+ymQNVCci7HxTS7CHWDA9OdlUFA0g6x2bMwJIQ6aLj+CwwIN5T+sVzenJpdsU1xfZFF9BDUs0AO6b62Myb/j0dP/Z8xmn9sN3g14D8QJXiOujSWaIwyWDDVdc8u7/sMraP0Xu31WgTT0jhvGDVL7x7OXzWVG4FMHbhgyF+Kwz6g/9jXszZY1P0tf/i37d9n1bCN+V26H3Pw+Sabw3a4V4RGUp+81XyYVS+sbWlOJD1uAC9RZT/FeO40oqSFYueSGM1FdBkk/8KXQwUqP2LCBNsREKT4IEVX7vWMmLfPMQVwQ7+y/8YR8lE/JuUrJR4szWdkqlZTyCEjpaIKxv3k0s/nGV+N0rkpvGPZfKT3tDUQH9pArpp5QY+oxNf76gwsHevd/wa+IrXrEpa307Be/F4QtKn0d+47r6cGVO/4s11vJ3R36WEIp8QjfV1rMRabPX7d5ZEMu1anLQ0cLFdEH9qf7HSIq0yxqwZuCSJqCrz64S6qsIez6jWG+OvQtTWyEOj0LCdeo/2CZAp5Tz4sC8H+q0fdm9Pe+BonaW630P/ugBWOk9qutMz2SdVvVKOjwKpWb9W/2/+lYkiH9GLAzyuGgnEPcfrDV8+jUfVmwXL/PAgqltq1WXXVkwX5rQ0W+rzuV7kO40/WvpTPMimNgpvJvT4jHQfl/noPRG4gqGToW5twtA0RfMNLkGSrpbLsjQjihGNikAcYOpkdmrxANeovmxCSSkhOyk1twVxDwAJxlpQC9AisZztB5YMynh4w840Cfo9oDW4TrFTM3q/mhYn0gNHQ0zItc8+F9BJkW1sRObUDHNmIkLjZf0babch2O9pLxK67HDbOC+NKMVw1OCwplY4o3sHskCZ8e/F/1O52dGRREcbaFubgQaQy93MBy3j5cyHKNAfO+dLF4ilis5kF1S5Q3q0+nVg08jSwxjNvm+B6YUMvr8yNB01yIa3C+cn7bVNdc1nFuIKZhfNGk1E5l85V0boqbjT68Ugj9TX1Hxa9hb8flvX/5lyL4G2PY9lr7HFIi862GtV1I6s6c4oSQhn9plKQqChuCi4B+c6P0zkN5BA5aWW98TwpEq9ZlPh0cUFCYPCLHX8V36yOcZz37PqdR4JwSkzwU7DANX+QjuVclf9QgvrOk8jUuHsV7+e/DG2jRPLL8avZEU4kGY/oFiZ1AqCsS2IXb+pEFUgLBnHAKFFwf+xAkUepJ2/ddhEjgc6r5mV0sQ2NZYr6JB+WZaXgPzXy+BqmoUZEJqct4wp+eDF6oH2nSIYVP9JDUHgjPjsUraOLqODdJA9zglLlqQhBsvpIy0OSlIpDpuB0Hj8456ZbAYObfB3m3R+L/jnf6Wzp6+grKK3UAayNU6AcWrwK+XKiRUOI2hS2srfMP+ThJzCqGU+GGLv4s4Rcc/1x5B0IRbpkxRy/zF5MUxB+V1abm0o5lp4p1KKIw1+4egzRsRZo+5liRXl6VhzaWWzF1CidGKe2kolnl0X0qqapE2sBdtoItC0mRoePqP7ja9AdKayXWkACX6N5+pWb7G9vJ8w/IZWPbO87vmUhLNzax74W9CTsqpo7ntbB8OElsop76vrbv+3oiWfVTHACskp1RbsI4AyhAfLJdejl5J5aArTEeFLJVR/XfnYicaNvzdyueSAHvFcRRrTckYhdtbqS7NCBSdWSo5radjnVIvIyHIFx+SeFQILa675onuEjc9cilgBbPvvUPXZ1crtAIiYRMWl5Om9bAb9cmVzbR9U7AS6g5b26IfjCg5l1OJx2DM80/p1pmU8DKqtESWoOcPihe1e6NLY6ZZVmqoxAWebs7V1sIo9KvTr2iwCL68GVvMxX4rEi6yNv/EW3KUV4FIE041vw+ynagWPYf433vFkNKSKpQfPcA9fK8zYkbybnxqZLCYOuWnCD/D6BBuR9pzBMTespLmRz8b2/z3U2a3AQOfq3vQlaMXQ8X+6EJr9lZ3uxAc6vLfUjl2FXJ/jWbIcjVh2asFPpdlGCceTUq4z9wZsR4FFqnkGq8OInSWBgHcbUp+PnqtlB/WXZf0yQ8hTwzKzNTz3KT/OwdIB+HKRDTh0z6tC9m02FdPM4H65JjYpPfryCEPXiyb+LPVMVEKhmi0FxNrYAm+Yovnzk40UDpJy8Vf0U9q38MdrdsSI2+IH1EQiM+BncgdOhskDqHFePIVT5dGo7i0nzZ6FpujUwiyj5HZvM3eeARDX9iWrfx9LIuUHOKcgpsUp19MuvpHXLQ8fw+/lmi+Bf//Pasi0H9r0DPmppk+bh8vogxnPSTfw1TWuqvcDpJX59ajhvzAGFyxdtXy68/0BCrIkI30Yhy4JIdOakNhqvy8HJ4nIsdJY5jJelCsAFvc1QmhHG2THsc3pmWkdm3+YBHrTqElfAsTIvueh/AHkTOe41SnPJfbB9hbh3I+u4LBtAdFQymk4YwgvVrlZ78QW8xHtZ9AgUgUOCebL6gO7lDOzIop1C3iBIqzvkD34fr+6KP3QIUNuVSOhuoEN5EfT/+Vh8KzRS4YEtREevkqDYorNMgePWHebWmWsM5pUoS1CsXlkiwduOjjVzEyJIigEAN+43JFcKBV+XYGu+dF26vjh7Q/RqoPTADx06lXq05kf6YChraN/TL0jI56s8aAuVsodMC72GvU3ONMUNcgK0wX7NfVFTh0Da1MyWdxwD3X2tWz+Y/1I92uMk3FLb1Cus/AzElV+0lPCMXQd3AfPvenCTHz3NIj6cV4f6zm87Km+MUqLKnSWCrPuHGFRzja9pBjTEOqIk/NQlVLhOFwC0Z6GjRI6lg9CZtVcZghrSGweG/jY+mttq8Z3N+ZMFmDqbRbO/XzesrFTZZDR8WoGF6sa74i1k5btzfYrf5vwMZnIhWkaRLWOpG5I2Y/qk9Fj4TDPHS1WuGalF18MaKemlQopMTrTB3Mc9M2GmAG7st4GRfoqI/QkqdsTneSvTXHFCTCOiU4wS3Ejk6MWdIJ4Mw+TqCi07Ts1xvBhjdtb0xO7lVhnPSsWss1sSk5ANGT+0phnWqkHfnAsrMI7qBKYuamDZd1BC3eyz4OsQOw7hOLLkvXBfhs3gWn0VAMRI722enXSbAzZ3lsZ0HO/SSB3nrxWTFDnJdOh99rp8Y4thkKFySC/IwyADwxtDjSlIkmF/APNaZBbyNZtAQZlwZP33RqujcQauoHkPplCthDyquEBNy8fA8mwGBfVqg9PLzehmmlZyJdLWelDRenM7qZ3N9v4jHz4O2f0QUCGyi9wekEhEhIG6heKnZ3Jd3JfWd4ifflaQmv4mGiOknwYFxehPYzTfZmFVck33MPg1uQGBF19KTv2QvdaEjihx9Ru4KMnV+nlM/CEuu/IACEQ9T/yJ+QLGCN63r1v2Hq+L+096/rnhFE5/DBgfFcKRqpbBGy13aZ5DnAcaZawNk/qnlPpBPSDgZd3fL4d+gTWYnAQu9QP49la1uuikB0wir5Rf+H60jIMPbbz7FqpBIOed+SorF/BgSy+TJbNUFYztIJtbgt6tOtiYdwf/hsGAZJQem2qCD2IJOoajZhCZy412a+3ajpMs+2oqZFlY1Zr3FOf+/DmiaZVrRfR2fPgxQhse+0ZHndbde5s5LkCeB+B6fRmnljiuERZFWbs1U3EmA5tGarkxBhyaYlv9EWpdhKxHpFfoHfZX/4XS5K1OByyuXhdj8CO9aCrlLjk+dlAqqDrSVrvnTa7H48rhpb9RzNPVZy3gMQvkRU/nCvISKB2+X34V9WpOVu9sBYD539QT1hoMZ4PojBO5YOZcHaYKqH+XzXagyAM4K+OcRezmsoJq9H6LxR+1UAYCtuDyeT2NVHso9tsm8sIZUld/5LRDBLtXvjRCzkSkOeU0OZmSDjxA2ehUyj8//cGTZPEUv1vgaHexTp6kUZMVZCFh4xBQQeOmR+crvU/lFWaR5q4ifLHDg3LAqrnTEsdN+JQfyOto9usJ+Gfz1i93nPd9Ec5VxNxW+NkZeqJ44JRv44zs/SX0BJqDhGlXQw51u5bOmp9bAg1G6ECNS/Qp3jYkpYAlgCZvgaPYr2su+xrbUXIsol87oK4F84CFGUKi6wBCHigkbZhNeQeV29E3PWWyYyFC5pK8t/BUL7XuE5m8biI8wM2cJcmqFDbEJ72u6tqllb7sux70h2wtmbFzJV4HCRsgBldbAJFf33bO5opSiJLZB8jhad+8ftmFMbFVtO7pCr3MZtAfuLSoqKd5UOnDs5uUurN11PA11xBNqQ0Y3ZxomW9RgxShdSIt5oUjJV4ROVqrHjuOG82r1HpIQ71BLyhDXbonEQ83H1UTMQnsX7lhUB64sWniIfl0+0PgmT83wGum1P4jQVuThMGWW0nUpJVDFlaF7mLeaszoOfxW3TwFJRo5HrxVdJ4KLsTK6CAAu6+EH8JseWBhHi9SSXrlwD0BENjRpYiDJrsEeWOSa/9FpKOs0ltSHoq8d2DnKFVBVx2r3k/VITwUyPal3TseFWMh5GyKXeYsxeSynXgyREG417O1v+mOo5DF4SVUMyYgJbezPwljHv382dhObF+ynrFRR7wa8hthoFInQZLBZ0C76m95DscaFUkeFgsuL8nPNd/ABCGiqwwdpKNzMtVSq35ZkFw9geGrl//9M6halG3/ExsyaMryAkHEOAP97Ro4ItKtAM7WTW8Dx6NUwgrlThozyaLt0R9KP7qXi4IR1cLqgQFJD2gk5X2GQrcAyzK7aOJIoR3tXnbCBo/q/3vyOnNZNkdfGUNYI7MTo1xq6O36uXKLxT7AvHyhYqPd1gvzSu/et640yJWOODn5tSl84+Y5GMj8xOLqzslJ9Lz+klwCbs2GKLf3pFVtgp6XWA6KBrN2vahajp7DhSKfQCRfuJlYg7TE9hRTQ4Yj3BBzal6M70mSHZ2I51Ai4OpWe7s1oMsYPrXf0upX4k+A6bnyWMF+JX5QW3sI2QuHRnfndr7Ix9m4PtsqFDuhYc2Mt5QDAP/yqKzOwY9Jd1XTmJ28NEAPJA6YoIYtLJJlCNpp3z6kAJl3/JvLgv13sy6HIrdIjbKJO5LZzsaMWC3dRMsP0h8gU5hC/tJ6IXxkYBQsbB2/LRsqSXKWyXZPxg4sF/DzYbjDLb1VgmB1JC8eOOuYo0ON3XjxsFD89oBefHtkslEZHPES1pKa6JwLUlxzwqRyY6yJegyJSwTNDHgH7Hek5e792KyHWuMKvM9xw7TC3L/AThdrfzuZMQJAkFo3S8ABj+voVDh6KwsTvSv9kN4xsXGJDmyPTWih81AUufr8oPdjjkPe6Qm3o0WONNyMj6nzpzIk2o+cvNb8Jxwvsu2nTsXpzgLbZ4nt6YR5USehTMnPwvXAhlzOS4UumkN9QXbqmtLsuoHNg/z6GZieNz6ym7MUKi3LS1t/I0mGOvQ/VUCVcG1A/hBoC/cT8OYOo0UqU4ysK2zKKlOopNvzOMKyPvrLflNbkqoM9Qz4NbwCSjwhzSg5O3ymSG+lz/+VD1fDcglcE/bM7Yde8rNZeQoRtBAL/dxH3wx62r/dd2SFOW/jnxsBivQHBAr/WMYL9TNegdxlYREi4Wcf6xveeteA5G+iyY8kcgrOs7N/7LT+11BoR0Bug0XvTDyHFf9UegMVKib6OsIxKQRHTuA5eKtBWmD1R+y8WI3Lrpf1z1tpiDODm7yRfW3zbRn9mNipgH9TWJNjPvoB4KGMAWPscdO+LmK05cgEkkvY3BLgWPKbUIpvLkfqUgfohuqyJQoQrF4Xrp6Ao3PwkJvrL+7L0JHeZXTlF7iYGDE2c1sl9ljv5cTQ78dounz2FbwKKShrnvrjr+tYq79DYWSuxnU2sXNzxvHoBwLTpavQiK74Keia/TUcBJHizEALintpSgtJuLfCBONCCCNacuKyAqFnLyFFKC760PsBSfjdx8Hu0IICStfkIJC4Kt82WDsrJFZp6q/6W1ao3/S5HFZ8TG/UzNWQpC0ps+GsJHxSRWk0k/pMlkxgsG66AB+qlf/Ch3/1zlSfb37bQMVxwUgsRBKPn8FtuJSdyFO+osqw5vGdxbrs+RUzUoZYdgmZhfv4w1cZSpryzcQ2jf33yfg3WX0i/mwPFeCeEm9rBSXHnPmlTFh5sft6VDEy8NyLr2p/ibihEOvC2IZl4eY0D5AnguM4NRMtpXQ7lr13Rb1gGR4MqU3VJvjNU8C1Iz+C9rNhT6luBeW1S1PMyGInzQMAbxeF05VDWORN4LpWAn7RN3g4NGxsieKpNBuC5G9s3USLDiRBgABiqJKs7ufvsxeB7Cw9mCPaLPDgqdgjUbAFVdAb845wMobC9bq/aYEdCeOvyp8yaSFhPEvbEnf2NPEHVAT6ZhwtKxb07KZVzUQvG4e1I3o/3T5/FETl2jmwza+x2IVUD1ZNQvtcBROWOTX1LAy+qDlQZvAoq/PL3tQpifLC0FdtJYZqAK5MhpGDAuo0bdGn9uxkFYaa7HiO13OtyrOK6NTL2UC/+tPZ54gSx4o0jxYFccVGS1aks7SJuqH77OuPwJF9 1 環境檢驗測定機構許可項目資料.xls
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檢測來源測定方法
1,1,1,2-四氯乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1,1-三氯乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1,2,2-四氯乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1,2-三氯乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1-二氯丙烯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1-二氯乙烯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1-二氯乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,1-二甲基-乙基苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2,3-三氯丙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2,3-三氯苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2,4-三氯苯水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,2,4-三氯苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2,4-三甲基苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2-二氯丙烷土壤、底泥及廢棄物中揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯丙烷揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯丙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2-二氯乙烷土壤、底泥及廢棄物中揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯乙烷揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2-二氯苯半揮發性有機物檢測方法-毛細管柱氣相層析質譜儀法
1,2-二氯苯半揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯苯土壤、底泥及廢棄物中揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯苯揮發性有機物檢測方法-氣相層析質譜儀法
1,2-二氯苯水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,2-二氯苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2-二溴-3-氯丙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2-二溴乙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,2-二苯基聯胺水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,2-苯駢?水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,2-苯駢水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,3,5-三氯苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,3,5-三甲基苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,3-丁二烯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,3-二氯丙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,3-二氯苯半揮發性有機物檢測方法-毛細管柱氣相層析質譜儀法
1,3-二氯苯半揮發性有機物檢測方法-氣相層析質譜儀法
1,3-二氯苯土壤、底泥及廢棄物中揮發性有機物檢測方法-氣相層析質譜儀法
1,3-二氯苯揮發性有機物檢測方法-氣相層析質譜儀法
1,3-二氯苯水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,3-二氯苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1,4-二氯苯水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
1,4-二氯苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
1-二甲氨基-2-甲基-2-丙醇環境用藥檢測方法-層析法
1-溴丙烷揮發性有機物檢測方法-氣相層析質譜儀法
1-甲基-丙基苯水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
2,2-二氯丙烷水中揮發性有機化合物檢測方法-吹氣捕捉/氣相層析質譜儀法
2,4,5-三氯酚半揮發性有機物檢測方法-毛細管柱氣相層析質譜儀法
2,4,5-三氯酚半揮發性有機物檢測方法-氣相層析質譜儀法
2,4,5-三氯酚水中半揮發性有機化合物檢測方法-氣相層析質譜儀法
2,4,6-三氯酚半揮發性有機物檢測方法-毛細管柱氣相層析質譜儀法
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