tag:blogger.com,1999:blog-91443243877180198512024-02-21T11:40:54.111+07:00infolabling Anwar Hadiinfolabling, di tulis oleh Anwar Hadi
Sampling Pengujian-QA/QC-Kalibrasi-Valmet-Ketidakpastian-Uji Profisiensi-ISO/IEC 17025-Baku Mutu-K3-Limbah-Jafungwww.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.comBlogger191125tag:blogger.com,1999:blog-9144324387718019851.post-32241705860750300392022-04-26T21:49:00.001+07:002022-04-27T11:37:06.469+07:00You Tube Cak War Official tentang Laboratorium Lingkungan sesuai ISO/IEC 17025: 2017<p> Ditulis Oleh : cak war | Anwar Hadi</p><p></p><p>Alhamdulillah........., </p><p>Saat ini saya sedang kembangkan channel you tube tentang laboratorium lingkungan sesuai ISO/IEC 17025: 2017, kepada pemirsa mohon juga buka website di:</p><p> </p><p><span> </span><span> </span>YOU TUBE Cak War Official </p><p> <img alt="" 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" /></p><p> <span> </span>https://youtu.be/ML-ntwyCWLw </p><p><br /></p><p> Selamat menikmati..... dan jangan lupa <b>like, comment, share and subscribe.</b>....... makasih</p><p>salam</p><p>cak war <br /></p><p> <br /></p>www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-77469633973982511392022-04-26T21:27:00.002+07:002022-04-26T21:56:13.430+07:00Kalibrasi & Uji kinerja Peralatan Ukur Laboratorium Air<p> Ditulis Oleh : cak war | Anwar Hadi</p><p class="MsoNormal" style="text-align: justify; text-indent: 1cm;"> <b><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">K</span><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">alibrasi & Uji kinerja Peralatan Ukur Laboratorium Air</span></b></p><p class="MsoNormal" style="text-align: justify; text-indent: 1cm;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Kalibrasi</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">adalah serangkaian kegiatan yang membentuk, hubungan antara nilai yang
ditunjukkan oleh instrumen pengukur atau sistem pengukuran, atau nilai yang
diwakili oleh bahan ukur, dengan nilai-nilai yang sudah diketahui yang
berkaitan dari besaran yang diukur dalam kondisi tertentu</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. Sedangkan, k</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">etertelusuran</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">adalah sifat dari hasil pengukuran atau nilai dari standar acuan yang
dapat dihubungkan ke acuan tertentu, biasanya berupa standar nasional atau
internasional melalui rantai perbandingan yang tidak terputus dimana dalam
setiap tahap perbandingan tersebut mempunyai ketidakpastian tertentu</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. Tujuan kalibrasi peralatan ukur adalah untuk
memberikan hasil yang valid serta ketertelusuran pengukuran ke sistem satuan
internasional tidak terputus.</span></p>
<p class="MsoNormal" style="tab-stops: list 36.0pt; text-align: justify; text-indent: 1cm;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Peralatan ukur harus dikalibrasi </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ketika </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">akurasi pengukuran atau ketidakpastian pengukuran mempengaruhi validitas
hasil yang dilaporkan</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dan </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">diperlukan untuk menetapkan ketertelusuran metrologi hasil yang
dilaporkan</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. Karena itu, p</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">rogram kalibrasi ditinjau dan disesuaikan dengan kebutuhan agar dapat
memelihara status kalibrasi</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sebelum digunakan, peralatan harus diverifikasi </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">atau dilakukan ujuk kerja </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">untuk mengkonfirmasi persyaratan spesifikasi teknis</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> terpenuhi atau peralatan ukur laik pakai.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 36pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sehubungan dengan hal
tersebut, buku </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">K</span><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">alibrasi & Uji kinerja Peralatan Ukur Laboratorium Air </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">i</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ni dapat digunakan sebagai acuan
dalam melakukan </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">pengujian atau pengukuran parameter kualitas air</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. Dalam kesempatan ini, Penulis
mengucapkan terimakasih kepada semua pihak atas segala bantuan dan dorongan
moral yang telah diberikan. Semoga buku ini dapat berguna untuk meningkatkan
pengetahuan dan wawasan personil laboratorium pengujian </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">air </span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dan laboratorium lingkungan dalam
melakukan </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kalibrasi & uji kinerja peralatan ukurnya</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">, maupun pembaca pada umumnya.</span></h1>
<p class="MsoTitle" style="text-align: justify; text-indent: 36pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-weight: normal; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Akhir kata, semoga buku ini dapat
memberikan sumbangan pengetahuan dan wawasan pada laboratorium pengujian </span><span face=""Calibri","sans-serif"" style="font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">air </span><span face=""Calibri","sans-serif"" lang="IN" style="font-weight: normal; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dan laboratorium lingkungan pada khususnya, serta bangsa dan negara
Indonesia pada umumnya. Aamiin……….</span></p><p class="MsoTitle" style="text-align: justify; text-indent: 36pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-weight: normal; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASQAAAHBCAYAAADAcMbdAAAgAElEQVR4Xuy9B5hd13Ek3JPzIGeAyJkgAYJgJsUsKkuWJTrIOci/lR0kK9lKXtu7zt7dz9+u11awtVpTtCSKBHPOASQBEACRQSJnDCaH9+avqu5z7xsEApBIkwBmSGAeXrjv3nNOV1dX9+lb9qWv/aC/vLLa+q1oZf1lZvjff4r4w3/wT388V2b9eFiGp/rxoAwP+vvxubJy6y/2W39Z0crLy/FimRWLPVZfW7QLl8y0aVNG4fMFs/IKfVhH5e8yfKa8oGOU47hF/mUVVo6v5uOyfhwL3+3f4+fAx8UivzN/Dgexsopq6+os2J69+62zs+hnX473xPXgq7Jr4WffKj8YAYwHztMwhvqPI57Oz//lf9J8vP5nnuZSs46xTT/5HOdjz2ngWinnnGsx4Jz7C1ZZWWb1dZV4Hp/HBGJG/PUC5grzUOB8YzJ83rl+Sq+Tl8gDl66/o6+z9Hx4nuX8FnymH59NY6YzjbVZ4O+0TmMU9XK2mn1U0yiXfmPpd5WOz5FnpRmLA/RjTDIb4gUWseYHrDWOVW4/2eOS6+jn+o61ztXP84NpwSp8pRSKuF78KfJJPFvkGpftYgUVy/VvriSObrpO/1LOV6nd5nZ1stcaQ+t2y3EvOV6+aGIaNfY8B743votjzSk+YsCz+eBpHh+Q4m06QhhDGngNagkg6GzwpPADYFDosToszgsXz7Jp00dh2Hr8LABIsbT1eS5e/ucmNxA8CG56TovYgYmPffb9KD5vvFh8Q0+Z7d5zyNo7u3GwygzA+I7MwDFZ8SF9/1vh560OSGmMjp5vH8vysoJVVJrV1lVYRQVMA/Pvz/tc9cNI3ESEQLJPHQsGpWnVz8nNxekPSEUMDcYDa1uGyrGhcdNwwtwI3Pwp5zjKubtBE3/8D8eO4OJ2IWsQKSA6cEDd4t3Jxc+ZAUgBMhmk8cod8bLr5OVzHDSoGD+u0UK3NTRU2OIlc2zqlNF4rQfDLZwHHjlKawly0IS0vkCJ9okJCPcwyBzWfMHmIDQQSyqss7vX9u45bB1kRjwJnQt+k7XpqH7e8uoJEgcBKZ/H8GB8ImNInFc5gVgHIi+BKFoHZChFqwII1dZXAlzABuRc3FE5gPEYYLxcQzQs2Es+73wnnw+XeRYzJI6asxtGGe7/tXzDvkCIrIDhBdl0IJKtEMwITgQ5slBZoNsQx7p0fZ8ZgOSMJNHrBCJEadFxDpcWkThKYAnCtJoyu/CiOTZlGsO0XocDgg/GSnQ+A5mg2SX0PQuvAjSKnAku8ljcjv6YAHpX0uPyKjCjgu3afcA6OvrwBWBGOhv/zyEtsSqhoCbrrcKO3NTfuiEbQwcfP/fobggBUAjTqqvLrLYWgIMQjcyIc6yQJRtqrBLNVUWEVgmQnKjmoWlY3hkfsiU2ExKHbIiLgOPqrtOBJAcmWlsf3kYwIuRTxsjHLYVEOUPySOMMY0ilMfOA+FmsJSJbAgMXFQaTY1jop2bUb4sXz7HpM0ZjgXaFN4T3FJDgkxlFj8AtgMYBwrWLxKB84fvkyFsoZs7NowxhWQ8iwV179oEZFfCKfw8nw70EfslASjAwmdNbCJTesoBERyOQgU6h8cK/5SAA/BjUmqoyq6utwutcB705yLuPCukkMaw0l/TqzojPzpDteBpSeOVQfxTByRlg7MGcevs8bHMDcjDjKJdTP4p58nUfGhZn4MxjSDEomVbkqFsk+sI7CkIARhQWuUhr6ihgzxYzKuvvxHjgPRIJAFj0rMH2fbn6AncAcqEzPX80KKX3JabEAxGMwIz2HAQYdSMUgGHAWCSYirtRtYjPDSBIA8XxeMub+ustDUgCH+h+0oE8NKefrqoygBE0IwxysUgwoq2E0BrjnVioJyOSV/AwI7Hus5MhDRST8xCErCgxUA02nDzYEehRshGSgXw5e5TA8aXjUHJBr+O/MylkC6UmYyWlC8sBhiyJWTEMHhG6rxuCZr8tuXieTZ42BgPTAfhhdoGDmhZg0hXCUx4dRWWglIeJ6UziUP5PeORK6+4u2O7dBCMYAxTVPoqoiqkTO+KiJ+NKmaCEOcG4lJnJg8c3E5HesoAkh6MgwVkw5x1jWgEwaiAzgsPxICJ3Lh6el2pICOXgzQlWCkeyLFv+nlMZ+9NR1GYIFr7XhQiPVV3qIHBwlRJ8mFoOQBEYwcH2Fuj8nRVJfqD9kTn5r2ysB4rawjKPFvxN8eY8y5ZZQ8yVvy+ik3g8wFkk5y7n4hIM59KjFj+P7CfAkKAYykuuKTrOnlyWrYjFVU5KLhqYo3j6Qj2H7yBDKifj4eNil9XXF23xhbNs6vRx+LI+Z0Y6aZ46mRGZjQtvHFj+55m1xIxKlyTf5yEg358G1NkY3g8w6gEY7dkDzaizTx5F6ceImSMX54Pmc37EYOmlt9TPWwWQ0jxT1E4lFsl2FEIghc0wrbae8yO5OwKMpIMkA0nG4sOcjuWCq7+nFLROZTJOR0DiYi5VDai1MbnC3349kUmTsXrIRb2or+DhGKUI/k37dEKgUXUgywCFc0D78sSQEkLxXkEGy2SY4ZbNemlOGkuVGGT2Ti3Qkz/H+3EH43OcQMmlmBTyJNAhXiSNK/BE13iSgJTqkEqzaOlrsmx7nKUAAlS9od5sCcK0ydNGILvWo3qTsqhDEmrqHDmQHCD+EwMeNUYEpqO1KiJvyaDHQEkYJTPq6QcYOTOim2Cex8GHdRjhFfil+r/kSmKscj3prYNKbyYg5WARYMIxC6/n65jL2Rd7dXWF1dYgRK/wbJqvDfyH97gfG+jI3KnwubyuKWWGzipA4kqUwwxRIti80gQKtZhh4xjCHvCHzKggzYij69k0QZA0pWAyWfmKjznrwJyk8K/QeOUu/Ht9sqg9JSjTEWWP6TxkrwQsnV/uzEWKggX7Y7c3vsvXR4SOfEWkyL9VBQnx2YyoaSxOCEj/0V9eUaMwzActKJmfR1ykq/78YXaxUOxEmGZ28UXn2pSpo/C2LspvDjgVQGJem7Ir/DjDN55cpCp1UKd6OnrQv2PWNfECBEoAo96i7dp1yDq6yML4bTwn+A8Ncn6R+m6eJ78Fj1UclyglJ19MbzBki1HTHKRCUy218NxyGBxlLHZqRrWoK2OdkcCItWa0jdDs3BDkpjJdI0UKvoidHTsgJSZVMi/ZanjtB6cjQ+IaZEiWwTIHJFm8GISPD62HY1oocNwpzvlrieUnow5Y81BO0UxiWs6o3Kb094CQLRXeJtPTccPiVeckG5LhejKIr2UUOc4z+wJ/W/pn/p2xPISJbmf8EbakmqkTAtJXUaldVe2UkK4uQ1pP0RcZcumbKWDj4Kgzqq3vtwtQZzR9+lg8QVETxXHhAuQpKXDGGZP9FbVwg7LrWIGiUYfkg52oPB+7kKcwDWDU29MnAbsdqf3yVPSoClU/kkowNCpuRALGmEx5p2xg3AhOouTlJE3kp3/b682Qjgy3fbEcW7MpZUj6HAaSxcXZ4sfcVleBGbECm8wozV2sxFInkh57OJCAyTOxMTluAmdZyCaOEkW+AiUnORoLHxxnMkrtS5fx1xwcovAxJAk5by3exEEchHy845g8WtiTComDnfENRYSB+iwNRm9iGMcv9AhGpCYxj/xwcbY6qH9XzCgBVAkPAaMfIHFBnrmiFDE4l3D0zAkB6WtHMqS0frilgyfhlbb6MhY9QkNYfCGKHpFNK4IplSOU4peR/Ckc5tcOiJudyehHk5Eu3o/J9+biWDzHIdLAVVlXFzUjD9P6AUZJrNMhUyycTjmBehoxfoOPo3999rjkDfHZN+vX6w1IJ30dXChpacUiF3bgL681IzMqIptWjWHmyoNmF56PA5oyo7lXPlbIljQLZ1BepXx2MCTZDtG95MexOayJQxpcniDUS80o7MbtpDRsK50rTyrpKAQsgUgCGU1f2JWMUYDk8xygoVKO5Ci8/slBxgMxgUfoss6S+Y58N0WqA3RL9rXCH0aRlGP6aZOSFWnb1GfiNE4VkNIWDh8zfpWL0/1FFhvygnpQBFdAmDbfpmJvWqEf2TReGEECSEQhjCeQFyNqDGIKeFWBsDxaAJ0XzSUu40jvl8JFW646o90Eow5oRix6zJA/p/vuGJK34ajEV/ErA41jXvy19Jy/9U3/eb0B6YQMiQs4aRrh1TgOHoK552R2rRp70+rqqkLAhD6oBZX8Xxo5jexRDKz0HHIWJg9y1gCSFisAKew1YMIXpTtIcXuEaP3QjAhGYCtKHiQL8Hy2EkihMekVWT1s08vedRS3G58LmUOsap8HfiX/8uhBgl+28JMGJaEG+w1pm8Sw9J7QmHRMBzhPaKAcJBicQnxgBSMk/5yH5pmOlADvlEM2V7y0AAkr4io6gUorMrUPAZvZtOnTx+D5DrzPU/tlVu2gov8dTz1e9IvThDhq+DDFDDmGhM8QS0qDykVLAbsPzKjF2jqw9QS55oz6x7hn4UIGRjzXktBEhucX4fGwG6K8ez53Zx8gxRxoIWMsJAtptnz+ikWExRVFZE9rHKBUwpFE7DSPMcfhQEoHcWDa3yl7CifOOoZUgN4ZIayn9Gm8shCNNglUHzfKBrjEco3Z8AVcztokjKGgjY4f2bJKlLq4bTkBcOMIxxCURFPnRunMK82zgITHdXDznIPbob+F38Pf8dlko9reG05JoEiy4nblOrCTiQKSWwWeQ2QMnULFMQWoBK4cDkogwcHwi9jtX0GDd1krM3xlUPBMERXYjQ1ldgHAaArqjPr7u7Wh0ut8+ENKz2/hxbnanzZTekqTh40Fn53IQHqfFjQXLzWiLtYZYaNsJwRseY6YRPlY/ANhq598KQCVWsUxHr+FMGjA2b3eDOkEw+DAHCaRNnX6lh4vzahEar+mFn4ZDsd3nacFT2flmRWvK0o/pY/9uSMZ0tkISJIcSkM2OkI6XemrntqnpqPNsllBpHMir+FJRuyA5NlO7Nts7bWuNup5Po96BX95d4VwHNmU0LmzxMCP5cUD/uOdF5LG47bvanvqppGkF3dc0mk9ZneWxn8Sl/pRliCQYShYsLohNVZVK0QLdic357bKZ08ESF+ihlSJLFsIY16XwFoTfLKvC8wIYdrFTO2PRpgG70m4EcCnHd1x9QApjzX5jR6bplhU6J18cCB1Ws5ZzQuOTD2qu7tPRY/tLHoEOImW4pA+6HmCIjOHEIhKSwh8tEouPreeYw5Iycv/6Q9fb0A66ZBN1N2TD9KIwIwIRtwOoswofbI7SQpBWpTuorScYzH7wjvSMQwCUoAys5Fi/s5IxGYIEEzta7Osj2mWaE/ajsI2rns3agc3OIvyOvvRrffaj/GnurxGxxEkBQMKUxA5cANIG9YD00rE64rQX93+sAUatkfA8W1CPr8OeTx9WD1CS4+Y8BsMOiW6eA6uavVYQ3OV/dJv3WznXjDL+no7EcbxeM6igiafGJC++FUCUvRDSvlIHgP9jBrgKS+4EP2MUGdUNDAj0EUvzorFiQF0oAmh2ofe16xCpbS7PlZ2OFznbBTkAq+12AlGRfQzQmq/E+IRBujISlBf/skg/tOx4w35wtcbkI4+SUfmbMNloveaM2565eIiGGF/GjSjCoBTH7eDpDl2VxypYB/7WGElvwd+69kASL4OtdCz4VAxIkGGgUFoSNl7xBDKVPAoING+wJLNyh5j+fpOzFRzwEyYM5nKsgb7f99aav/+rR9bVVmd2xc1HCERa5j6oEex1U8qtXEhmxFQZSUcTZx0ciwON/3YK9etz/L5KgId7LIPkVFyP+WwzeqqOpUvdPZ1wFX1yrL5PP9U1dRYL/ufDa2y3/39X7NFl86x7r52ABLZHcHEQVOXdiKG9MWvfR8hW62n6eU0GduyArscRY9zUWc0GocBGFFX4kGlMcWuGmVfXMb2WfC9NE7p8B4PNcO7hqYUmo8L2rHA8bsXRY+7dreAGYGFEb1jOMiMuHEhsNoNIuo4BpSsvyFw8cYf9PUCpGQg2T6mDHg4/s5W9SOH5XPhvhtFj5VsIcK9aaD00D3iTY49mRdwMfYoJnqMITobACldtla/GADHNTGeGCcCCaMGCsoYvD4sZrIiakZeGMzBTSl7zoZnzRw5/KA5IIEhVTTaLd++y74PUKqyWpctCHLkJ73d1tzcYOPHjsH2Hudd1K8KfX128GCL7UFHjAo0Mawk+VDtkmMEScGYcU02fsIY2H2fvfrqNhsydIiNGDkM/0ZmG+/tbO+zTRtfFRmZPXeaujwUKcbjtYP7W2371oO4tqI1DKu13/r0L9qiS2Zbd6HDyUum1J8sIH39FjjKWi9kUv0PmqshBrzo4vk2Gf2MrKxbNI3Yo0XNByqcyhe2r/WE9g5smh56Zv3Dxbw4pZLB4IF8O8gubQeBBsWukj67jmYp/owRFGBGaDgISEejgcZZTlurNblc/7d0A0cZ1wwJRtwo67v2WU+mEEOGFACkKU8MKxBNX5vP6JFnceYDEhmLr+ZUM8dBZ7W1twfh8PA9LJ2Rl1eNEWuNXCMSEmQhUG4ZJaOa9omp5NiDouryBrAjAtLdeAybxU8fSnFYsHregtm2YMG59vLaLajXa7dRo0bYwQMH1atqEsDm8OE2e+qpF+1wSxeAjRGRRzLFYod99OMfsD/87C/Z4dYu+9IX/4tdf/019sEPXasN7NVgVu0dnfatb/7QbvvhHfa//+kvbeLkkdK/yNC4jevv/+a79p1v326Nw4baRz/9K7bwUgBSsV2g6wWeSY86CYb0ha/dgnOrl6c0tAypQ9HjkgtQZ8Six7IuZ008dNIQ5A4IOuFxU6ZF6Tmi8sDlKUAKMY9r2PfS8LPOgnrQ4JFhWhtS+9p2ImOJKQqtLREpz5r58c8EMHKzdr+aKmmTX/SrTCPhwJwW7sDX8qN4mBw4Ht7T9QX31OBAkjXlhQFAAqMapvaZ6mcFfIiVej+9uteXaVGpNerJ/Zz5gJQtQ5+jjCGlEeJCpxhM56AKPYQ0eJvCtGQ3vpDTWCUdzglSYkh8N8pdqOHh6SrYKQHpVgISSARZ0fARDbbg/Lk2fFiztbd12d13P2Djxo+12XOm26GDbVaN7T61kF7Gj58AMOqw9eu22PoNW6yqEjaPgxb62+0zf/iz9uWv/7K1Huq1T3/ij+2md15rH/r5GwBorbb11V123sKZtnXLXvvqn/w3++OvfNrOmTre1r28WaL27HlT7cVnt9jP/9zn7cDhDvvYH/wmGNI8MKR216JUKxXOketcYzJwKYdJO+P7wtdu7a/EhfahyLGxoYBOj7Nt2lRk0wBGXnNAD8lMWqCbhjF2gWuxu6HkWBGPdDLhqbN17LGwU6wKCdjs9NgWbWcd5HLp9FjL343XL+FMAKVTB6TS2Uxe1kEnB6qoOREjinRziJWsvKeDqKwuBzOqhFDKM6B+kBuI9qDJE0VBnBjSQDh8LWg68wHJ2SZ/fCeDW5kHXaGb6nXqOhhdCsKx8VW2GVnifM5iNGlPKggLUNKURHEiDLsKGtIt37rTbv3XpdpVMWxYk11+xUVgSEV75dVX4WAabN26DSiZabGrr77Uduzaa7t27IP0ssRe3brVhg4bYWPHjLUXnn/e1q19Be9vhN232Sd/7/32x1/7VWs93GOf+eRX7O3vuBqAdKOtWrnB/sd//7Z94Usft4a6GvvG1//aPvHJ37Ip0yfa3/zl/7J9IBJ/+hd/aFtfOWgfufkLtmb9q/aJL/yuLbporvX0oQVRkBQ3Vv/rhID0pa//h/whNaOLsB1k8tTh+CDjPw6Mi83lZRDECAOxQOUSFIDmi9S/KJ6P8Ux+hG8lSRLeyJ4IRgjTcEGdqsCOeBoXoGmkgwnACX8yQLs4GR3jtQzmrfTaqQMSzz7AJ0OJHKQ8NHN70ThpSTvQe80KaLhS++z0yM8xcxrTwnA4skIuhDOMS9nS13YUpWN6pgOSA0lamYnGOyPKCw+xphHW9DGbxnlgyYTCudhWE6GxjIJ2RhYUmS+NJb+DDsU5qkI/hmy3gCHd8p3bNKdXXXmpNrm3HDwE3We4LVu23Nra2uzKty22X/nVD9pLL622f/yf3wUoltuoESOtvqFWNWbnn3+ePfnEMtu5vQXn1WOf+v2fsT/5xq+CQeHxJ/7EbnrHNXbzL9xoK5avtf/5D9+2L375k9ihUWN/9md/a//fx34DffIn2Xe+eYt1tHfbRz/2i7Zm5Xb7xZs/b9t2HbSPfe53bCEYUm8BuzgyXI2bQvDfJ2JIn//Kd/sbka5bjDBt2rRxGByEafSYHCRm1WIxk84fxYJiWtyb8tsCdbRFwGlnctzOQnnMcoGRsmkI05DikzcO/xzflkzEl7mDa8Sip+Kq30rIc5xzOXVASsbgn/SBS+wo/ER4b93NhSCTvexgxIb8bDvL+Up9zWOIsx3ceciWAGmQITlOJD0kH/MUtTGMSOSGSRsCEjs+ci9nendKOmhNiwr47KUV789wXj18Vuoe80kmVl1Wb7d++x777r/8wGbPmGEzZkyxlpbDtnvXPtu2bRvCsyoAQZe993032PxzJ1t3V5d9859/KObThZq+mTOn2ezZ08GmNoMdN9mzT6/SRvlP/8EH7Y+//uvWcggM6VNftne+8zoxpP37WlSCM2/+FNu57YB95at/Zp///CdRjzhJYFRdjTv9dHfZ3/23b4Ix3Wo1jcPst5FlW3gxGBJCNta3SUfObPYkGNKf/uW/9S+5eIFNnTpWqX6KmxKoMYjSjVIVJg4e/CWyNm4Iqk/RGHKIPY3PScgkpphA99pM7fcGGDE9yZqXmMQUcxMCKUepAC+VDfiseQbPJ/JMCNdiBP26gur7csx4YcCxXG889ncIjpwMOVnN7MOXtxtO7hCYCq7BdpBapPa1l4n9r+K7UgicDC7F/O7NOL8xz24iJ/w5UxlS6XWlOcqybGJA+Vz0qvKRRb2+hl2piKLHFDIEc9IcxhhnYZwYEv+PtQCAqkId0ve/dS8Y0u12yUUXKl1/uKUVsscBGzKs3n77ox8RwDSjOHHu/Gl24OABW7d6qzXWj7J77nncnnj8OZCOyQjdGq25aag99cQLtmffLvu9z34IIZsD0u99CgwJGtKHoSFRUjm4v0Na0n/c8qDde99S+86//bVNmjLWnn9+lTJtF1ww3x5/eLV94mN/aTv3ttjHPvubACRP+8vpSTeLLNjJhGxLH36uf/r0CXhrn7YRyN4j0+X00m9V5IGvZ9K8ha3Htvp3BkxRjxT3U+NrKb2vCuwetBDB4HUim6YCsQj7eN6ePfMZTV7Gt6Tk3yIDDDJ2Qqs4Td5w6gxJsBG6JwZDrpWOoFRydk3JgYqDC80IYNQQYKR9ityhrRYREU4oy+pN+dNPql3ycR8M2Y7SfDj0Jc7RewSxhQgzbu7US/TpHP4j1BAIyYBy0D8SkLycxvNsNaxD+uZSu+3f77GLFi8GO2lHlusQ2Mteq6jusZ/54DXIjp8LMy3a8OHNyJL1WRuYzO7th+xfv/1DpO732vkLz7P5yMi1trba5o07bM3ql+wPP//z9qWvIWQ72GOf/tRXImS7wTZt2GGf/b3/ai8t3wa9qN3OmdJsty397zYRe1n//m/+xfbuPmRf/7PPWHur2Ud+4cv2yGPL7DNf+oQtuGi29aIwsjzU69SUTmzwRCHby69u07Y7pnaZ/VKoxayLmAsPwaEgULCIjr2OuDrhXVVb4QiWAYUGmFZAQwk6ql7XaFSuu4Psh4CNz5Yz7Ujw9O9lky9nPwmQPC2dUtSnCbb8RKd5fEDKgViQr/AqF68FNlJRnR7l97fzKntnTKyeZ+q23O8OwuZRcrtRUe88K3ywf18qwqMhpPqlM58heVianF9qpZGYZ2KMWqNBRbOR0zwQ1NG4OSqwXZeOFs9AKO0yiHY5vn3EM9JO+93KcobkTDi1+VCWLeqGalCH9L1/ucOW/uB+W7zofMxrpe3de9CWv7jKLr3sPPvQh68FMPXay+tW2/z5c23t2vU2YfxE6D/D7Jkn19utt9wHx1RjI0c125gxI1AK0G2rVi233//cz9mXv/ZrCP/AkD75Vbvppqvtw79wg61dvdN+45e+Bi1pC2rUKmzGrEb7we1/D0AabX/31/9ke9Gf7Ot/8Qd2GMzq13/lq/bwYy/Ypz7/cTsPDIkaEgWfzHm67nJiQFq/bVsoDiQtsTgz9bnUW3LQUkWi08kkbHMiPezwkknVS2bVQrhVUTc6PeKOsm2owNYA86NxxwQnpE595KHDjzjQOUjp/fzvrGBIHMuS9LEmtTRkc9wrzapplvSXh9spXFZDfnjLujpsgMZvr+kiuwplEIfNb3Xk36FIQcmJYEV8eIrjfvqHbBgjBQUODD4cHib7P1JI7XPBV9mQ3++b5pFDagIYk3UEE/L5Km3G74/98G4P/BXrAI85e9UVYEj/fLvd9cMHbeH5C/FkAUWPh2z1qrXIjp+LkO1DCNNetcnTx9uwEU3W1tph27bsAZjU2/IXttu3UUtUX1dvjU1VytCVl9XaypcASH/0YQFS6+E++9THv4os21V2M0K2DWv32G/88n+xFS9sUeH0rDlN9qM7/87GTxwJAX2lFXr77aJLzrP2w/32Czd/0R57coV96gsfs/MvmaVw0gOckiLMkwUkDanCPGdJqbWmtBpfm/oho3GgSJWR8WIAR2rwJmCK2pUeVGDvBrXrQF8j77GdwYtPNo6rO1akeQ4MzPz2WReyDWQsPvoxJ+FxkhkkoHIm49XAzn6c1VahzqieLUSEKLxvnS/20m6DmvUS5pUzpESvz3QNycPfcOBChLS3zBlSsgfHe+0vC4NIRY/sA98D49T4pw3lQnSXMOSgBzCh4wFSYrahD2oXuTsa7glTHRJCtqW3PmAXLlqIQuI2a0Ptz+bNOxAidduiC6fbr/36++3SK+bbmPFDVJe04oWt9u/fu8fu+PHD1t+8/RkAACAASURBVNnWB0F6ii2C7tPa0mI7duwFQ3rJPv6Zn7U//KOfl/j9xT/6W3vXu28AQ7rC1q7aax/9jT9H+v8VgG0RDGmI3fqjv7IJ5wxVZ0tnP7329BPr7Xd/589s76F2+/hnfwOANAd72QBIWnAEpHBwgSTZWMdCDpN3rFm//VX5y9TJT0s2smVuCok+hqCcW0NoFEe4T06oUIbMCBtlQSnZkF8hX/REcUnK6a87HPfOuoA02R786QzO5J+TCdl8JDzM8lS+M0ff4CiI0fg6u+GmZAig6meEkg1YgzQ/sqE0pvIJ+bg6IHlWZ2DI5v7jzGdIA0O2VKIyIGRLi1ClEGSWTNz4rv1CH8K1kDySZqQC4SA62pysBA3rUV8rZHMAdOTjh1NPbRo1dEDWIWHryG3fu9vOX4BiyBFDsF+szu6591F8BAwNtx+rquqx93zgCvvTP/+c/eDWu+wv/+JbEL27EN7V4TR6sE1kGMK1kXbOpMm2es1627hhnb3tunl2yWUzraOt2+68YxmOVW0TJoyQ3a56aasdPNQKMKy25qHV2Doy3qqq6ezYdqjfDiHL9+qW/XYARZWNFNY/83Oo1J5vBehX3BjM0hHdRJT4HAxJCd7c1J09cklyrW3YAUCSYJkWqDOY7IcPE2vR0075048mQF7D0Z0Lmrv2O7lRFvtn2qUZVWrfixgY3pfyRdkcp68Y8F26AteV/HRP2TDyi3jrPjoakAaGbNl964JNKuTivd2RNfNad4ITu/Ql1oqNstVgRih6TLcq8tYPmpycjcoJecimW4wncJOTCI8msfUMAqRYq/m2D1aou6F4lTrXnEsPXqKSh2x6HpbEVLbuqKxWyr5ZltqRqr0EQmFtqQhH5uHsyb/eQ7MThWxyPKIKzNTxjJAlLeNetnshbP/ALr3oAhsxehhqifZCcO6wXTt347y68M5OZMGG2W8i4/bYo8/Yww++iMgOYNRbhlCt2m648QprbTsMwbtozz2zHKFVu33jz3/XrrpmoUoIHnrgBfvhrfeATBShTx2AOD4Embkpqu7etm0XSgcm2jA8t3L5GrCkgi1cdK514Rb2K1ei+httij76e78MhnQuGFsvwDIcHW0/dRcQ1gyEmAGAtHEnNCRBdynwlACSFmf+Bt+h7xMgeNLRUkaHE+s3cdzJ21sDYVMLkQRCfjKc+DMndf/TwN3xGFICiEygdgVbWz5kUOF15E85RUzGYExr0QO7GnsRuWs/vxuFg0xeKjGQdR47ZMsFyDOTITmYK7gV/kbGi8Ai0Pd1ymdVz6UCRQISwSG1EOFWHNqBF1B4MzsHkqSq5iCUA1Ja/xEelABVSWgeVMtF7QAkaxIg/d9v/odNHDfW5s2bZVu37kD41YV9aC32sx96D8TsaSADh2zY0CaEkUXUHxWRaSvYLf/3dtu5cwdaT4+3SedMQIasxZ57bqU1NpfZP/7vL9rwUbW2dt0a3Hl6iWxz3NiJdu+9j2HLyUj8GWOvvLLDnkfh5Xvf/3aRiicefUFh4o03vQ31TmX29a/9o93zwEP2SYjaC3Hzjx50BdD+SDk4X2+plbXwmJgehjMAkDbt2g5WhaHGq+l+TKXpzdLF6odwap8Ol7+X38BsGtrOqp9RtBAJVuRWk5tuCRlyLy+XcWayoNcCrOOHbPwUwYfMh+PielvmXXNcl0MgY6pEH9F6hWlO8Wk8eUjs055trg2AKhWgtWgyhnQGAtLxGJK8dooMRMs9PeO4nzFGH0CEZ+r0yJlLIRXnKEJojXliuQ5yRzKk4wNS7uB9svmFqe81wiRoSLdgH9st2DpC7Fty4UKE5TX28EMPYRNttV151eWoSzoMZrPDLrvsYuw322Q7du5CZfU0W7tmk23bsdtmz5pp5547zx595ClttK1vKthf/d2n7dprl0AQbwHAbbNzJo9DWFZtdyy939773psAZLts2JAhKBvYDEa0wB599Em7767HwLautcUXLbCltz9g3/vuA7YeWtbHPvtRABIqtdFLTRuPs+RWrF3iAcuT6FuPBUhiSAlfstCs1IP6ROV1LT5ofrM4BxGXnLwCe/few9gdzI2yvmuffXpTal8DzM+xQEw3r0sZCa+f4reeqjd+LWM/HV47EUPKUDxb6D5ZaQ7UNoamgRrTeqT2QZAQHrPncoTR4Y5SkeRRpQOaQp/fsw+QXCz2kC20T9cJssXolcahvzH5AjGXbWdRaqRwyt/IsZMReKgnBxHJgFMGpHD6OmQSWpxlVFXUYXMt9rJ9+258B1qJwAFdftli7UPdv3+PtoRwL9vBAy0KmeqQUauvr7PRSPHv2b0XkUuZTZ82w559dpnkFBYe19T32V//w6ft0ksX2d///b/Yxo0b7Rvf+Jw99+yL9sPbltrf/O03sAVlFZhWN4DvMVu0eJ5d87ar7P9978fQl1623/ndX7KGhmH21T/+J3viqeX28c/9NraOoDCyF7dGU4fR1POMMoO3YnlNhrQRDIn3KktFcEcasa9Tj7H9sVNUb/TNJ9jVEXvT0JF/F5hRZweL7liB7YDF4kcRWtUa8aMsg/fMg97DY8ca0DeVrIfTAVB+2nM8ESCpYJTgLYMRZIceTYvwcCIJ2Oxn5JQoPLNPXXhahmzJJwl6Atg8lDt7ASmcYgBSaajsc5vGnaIxN8rSeXrfL81FaE7pDrT5evCBPyFDInyJXfmMhFvwedR8O0Oi22FTtlvQC+n737kHVofd+mwZXdFr886dhe0ds5XZ2n9gPwqPuxBmjbW+vl7oRe0AplobNXKsbdm0FTVLa+wQsmFV8GB96HdU09Br/+v//AnE7jF2w7Ufgpg93pbe+c/2yMNP2S3fX2r/8D++BkBagVT/eLCsdTZ58njsg6wCMFejqHKNzZg5zmbOmmf/+q2H7U//6z/YJz/3Ud/tr8JIapsxBrJ1X5AnDNlSLBtv9WmIWhVW+WaJAR7cSZH/aCCrAEYI0/YhTENVKO8wm4wmnG5YBY2FD/PIcaCB5FN5Nj16rZBN2YlAFG8P7B7ZG+CxtKJfdwfxCmz2wGY2zUs3Sm+ZXDqeSUcqDdXOJkBKIa+7Qr+3jhIx1Ia45iM9pvHxfL0L3/DsErA1A6XBRmhOYkzBrLKd5LHk5fBPpCF5iYAnJ9I98HhE15D4h1051H7kO3eiQRs6Rmq7VQGiegEZt2ZUYc9HfdEQ27dvH7Jt6JOPFGBdfb0er1yx2jYDkNgDvwKEgcdjS+pq3Eno45/4CMTrEfbVr/yVDUVzti99+RPoBrDBvve9H9jHP/nLdtnl8+3pp1Zj+8n99ku//GGbOGmU/Qi1UHv37rVf/bUPQtTutb/6q3+1ZStWKe2/6JL52DpCLHAiIjXGeSNIn4dspRsLHKicjJRtBkNKxXEpzakXE6LlqOIIJy2Dk0jhlLv2ve0se2BntyoK9uN46KpTdmxOvqgcw74wx0GGRMVCE+YjkveQ0US6whp/uDhlRlho7IHNmzhyAFlakaAnD7mP3vNXMjmczhItSdN7JmtIGh5nG742k2gdQKJrj2GUdTgQ0abEjJKArTa1KcQrdbA6fBxcHz4FhhTnEueoz0aWLSxIgHTLt++07397KTbaNoidOQtjpg/2hzXQ2NioP9IQYfzdXT1IzR8CW8Lm3Co0dWN5SBoAnl15n9UgK8vTZkjH9VKD1jQMtXp6kClDN9F6ZOc60DWys4P90irQNaABNUtd0Iu7sYeuFt9VpU4BDcPqlPZfhM21XWBnWnsuwnlxur7lBCEbRe2cIeWLNat38aDKFyofB98iE9LdQVI2DahLYPOvxHWnVgohdqgUfgBDSmQpN55kTmfT76MZUnCiEqDwIfT2pnx/OXtgYxGxzqhCnp1hMuf+tTOXA8HJ5/qsAqRgKgk0CAFkPOECEkp5/kU6kqf01Xo2hcs56pdkLUtB3hlB8sB6+FoMaUDIxjNy5+Nz6WemMgOwY26u/bd//oF9F3+qrQHvJWN27Up7EglMamibUNE/zy0c6SZM/oqzNefb/hl/Fjas748+WFFYgk7dOgpDsCLq3Hh8nI3exxEki+MnGpsr7BOf+4gtvuI8aFgIm7LUfey1ZFgciauSYcwxPDGkgSlmP+U8NPPkaLoI34XPXfsFFFyBGfFWRXHPJn7O2114vUtmQPL4PkylRnGm7Nj/aQBUgEQdIqWYuXyUJQgPKUfLOfBFRO2OPbDr6xGm6T1srqYZS6499KBUdZ8W58CxT+d81gBSDI9GI7F+DJzq2pXWDxDJquSQ0gcQsNOjbzj2G6Km1r/5fsGcaWXrOQqLOSUnBKQslGPI5gkiF5QSWwvNFk9Vojjx8Yefw59n4Yhq8B5CCpiRrslvl0TC4HVncV4DWJqvIKd+EQLFwxRDlZWFNizxmRvgk7BO6cYdXjp+GkeRD9zssrquzG587xU2ZdZEZCJxIwBdf4qR/DjC+VL8jjPS8A8AJMXM1B58cSepJ99o6GEaKR97YDNM6+QdZfFv4SnHjXYUFdilWkUer8VghffPBuensei3/GfT6A8E+jwS5ixwbGPjcnIdekNiMXyLAmVsjjS/b5ru8OjT7fqS25lnP/3ZQCiN0PHA/6wBJI2Gj4nfb85HJ0Uvzu19nMkduDWijwbFItR4dwrxdJxSYj/AyhIKnWrI5uzXt63EfdcEGrw9GO0yapwIjEVoQNG2R6G6wCuVh+R4k/soXnMQC75XGW5W9vMi3HD9ZpU8dwe4VJCpO94qSeKdPyI15Q4ySiIEgirWRWgLQCtKJGLLZKJ5ymK6oZ4SQ/JFHMiSPU4OxWljN4oe9/D21kkzimynaGOYQTKAgcV4cUIlocjZw5COcAk+FPpRvUvGkKJymp5J4JLagdB7sp8R286yBzYzntFET2CWvKIz2cxwsgQC5/DY4dxZA0hClaTFxWOOe8n9yXw9eofGPnh8Bio0TM9yprS+m6sD13HkhhRenIyGVCJ2u6jNwxI0Egymm2c4YKUfAZcYEsOtuGW3XnYmojOTQO8KsksuYYPqTsDeTMm2+T6Cmodg/uncmnO85TqM8yJQ6Q4qqd4txoNhXWQGeUNZjwDjhHitJ82QBCiZnJTRfl6C1xt5mLYHG2UZplXgdr59UT2sRiWqHM4naGC9i2sVGqNIMZ99YHQ8hqS14Aw6vHOWBdCIeXFZJcM0CNgUGb3/kZdLpCXHA6B+Q+OsbTwlY53GPVvNJQ/OGkASe6ehh7ExNCFbiuyN2BKMSZoRslNkrA48aVuNazoyBU5WqluRgRxhZT8xIJUkMAaEbP4d3LqSK9KcY9eQfPeEyyIeTjk50HNx44Zsy1GgkptqbpeJsXsCJQdbAbG6Dni4mrEkMnp9yMfTpQO+jqygdKLEvLxa28Hx6KHSc7EeB4ZsWRrMX/Xvwl+cSNw2hQI2i6k6OpjNYWo/QjwahThbArPjeI1jWcNZ8VyatARIqe5nACoEIAmVXDPiQ44xW5eiAK6GYERmhPS+fBcZj5gRPRJBio/TzHq4cGSK/1jDfXYAEodDcYXARIoRO6BijBzawYKYHBAYxXhKCnaWcKSzzQEoRvR1A6TEWJy6JO0wAYf0K4buYdwOlmTVyUFF2CWsiTXgNEO4odYoXIasXyLBovabp9wcYAQe2S/HAIGLINuLGyPb6G9PbXsBSAJqr3L3TqMpbRCnw3M5aYY0wD4SZhHYqlClSc0IYZoqsD2blhC2dJGffeznZBA1jWUOTO5lsfBlF2Ek0dDOcx9OjVnDwR7Y6mekXdPYQR1MSu1GtO74t3ugAR0Iw/OcyD2cHYDkYa3XzcmVutEIjnw/Gv/VC9GInR4VQmtInbGkkNgHnAdIVvV6A1LOWPyEOYnO0Jz5lISN8kZM4RNuvJuDt6Bx6FD9lBwalxOzW36N/jjeE5FNXKC+Z0BoHyDuJ+KALvYV46PbZOMZjlf+GmuNSCCFeHo93Z47TuskRO2Sk0zewKNtbpTFHWXRdra9nTUJLKjyi3FjOHYodjy94mTM98x8Tw7wJWw+TbN7QyUH+D4uHBoKsmlV6PSIxu2V8jrUjPLjZB+Op7QouPZKtI08MXFs/UgLJC32MIAzsw7J16s7ArLMACjZGcYdBY/KpmWhBj15FKWKBeRJnmTKr7lOf6qQLQGRRxzlaivj+o8aGAp4RJ8DpEKkJljIKXk9m68PZ0dkgsqWRcIqZfM8AYI+AjieopwMkOLqsi0Vob2J8eR2r+QAmZDjjooePTxz3Fa05zCayQgnZEibdm3zKy+JJwU0zKahdQj7GXWCIbHPtjdRC1RMQhk+qxJxofGJ/PGZCTfHviof03ATPr78Wx7aPbUvLnoTehXvpOlLCZ0eq9BDGbv2yYjEhWJos/owD8nd25R8k0946IGRaHitUT+jAEn2oQFWuEWp13tG8QnXQMphgIQarm+GRFzTvCkF96elGUvrOKkYAx2sG2E28DLGI+KQ1wmQNG9ZB0qhqa7PNRpeodudV+jzZc+I+VJJxbWuNXrzPgdX5zmu8RB4mUnUSs1CNhe5/ScbFf9XiVbsFeyp2sjBT/Ckc3HtSeCYxuMYQ5W+Ia1lVWo77csPRgWfFdisM5JmxBShTt9Xvudxjv0zCErHGpc0qT78mRjIReJ1FhhjFJcpy5H2pvFWRWRKyq0K7FP2LCYh/6K0drSq8gWRpYaPM1e+wJKm5Qc5XRmSr8pEAlzc9QJHZzcpAvI740C8ZjYNQ8t7lnGcqB9xBFI3SF/qbmSnzPhfR0BS+j0Ykhu6h1xaUd5zJkBCZ6/1FQvKwYAfOgKQBvhJvqukXCdng8nCj1y7/F5+p2eCU2uWLPvGzBvkB2n+YlSnCEibsNs/V8v5ZUzto+2s7g7iRY/JANLEDGpFr2Hh2UtpIjMCHWullDXFegmqVGQLEVhEHYoefaMsy//Dc5Wwz6QVaclkniEtxrRaSxfS8c/3tAakJLaKFYR8EMPLf7NmWYYhoHVD4g81I95RlrVGTFH7roKwZdXQcOhZ/+PBw5sNSDwJRJW8gABYXGsUKTpg+uZrB6S0vhxg/dr5OgHEx8iLl+PmjTiOa02O2vm1CsVifaVBTCFbGhct0WhM5+8VlqTzFMj78VPm9yRDNkczrv5uhGe797SgB7YXPZaseF2ci2slCyA9F572ZEz17HiPA4LfPYKTFeMWYmMplnAOeSNASHSe2odRsBBO98XT7YrSNCQOkBZKGJHPjP8jUCrTXk8w2KcNINE+StYdezxTKigPj6wxDhrkI+8N1VKbXx8bGiLZUOza5/YHAX0pG/CQxxmIG/CbDUgDGBJHIcAjlSQMBCRBkMApZ0i89th6FBpPhlYCtNe61oGOLTGoFO4K4LjONYSeXXPQcUA7ZYa0GQzJtSGAEYoe2VyNDfl1E0f8JEGKX5DsYpAhnRhSSz2N/EvSdfRRWVe26PmI902r4R1leXeQAKOcW7EMoNRoSuEsncuRjOgMZEgq6PNKa1YbK5PjcYyboIA9tWtxMJFGl4AFv3WrIoZqrKMR9DizzLKVUVjoHTmjoPBUne3rHLIRMbx8KonGcW0ZYL42Q3LEyQGp1H5LAfdkwDcxTb/5wTHYYyJWGvuBIa9IqE/XAJ6TmJyE8E3btwLiUPSIvXA7dyFMQ71RSiG7Vx8YmcoUBsXr10QkByN6ngQi5LVE9+gFJQ+X2JPv2q9lD2yAkXu7gYcPPTKbxaQjDHxb8uvHAqvjn+7pypAoAEnUlbYW0B0rO5X2qbkI62RkGGyqRrDy39KYaCABNrmR+li9Nms4gUMaBCQPLX8iQNq5q99vVYR+RqjAdiQtyZjF40RhT8wNBt/hCzr3sOSZSWTV6IRnI6muwnaQemwH8VuYo6eR3ITTaPZxFqZpDo41rsd88pQm4HQEJDGGAKTEkPhbwET2kxEnAhIZld+RhbqR9xtKJRYD09gOSh7FlY7Lmx2ynVUMac2Wnf27cXeBDt7EUY2bStZzol+iWZkfGmRIJ3SQ+SB6woDyXNrg6FpIP3ZpV6PfbH0tih7jVkVK6aYY3z9FNDoCjDKF45SA53hvPm0ASVlkjAV7EQUgUfPM1mWEAhztQrbdwRcwQzTqRuo5lbZBBNC7fMQma6Xhx4l0lRMugIRqHpYzxIxow+t0Qu+KxwPekwwwfqsp39kUsj30zKp+9cCucC/CjENCJfmcNHGK1X0ifnq//LrY0lvyICkO9yZ0nrHJQtzIWnDfD5r4KZvG4VZowWzHgIH17SNJoPTf6ef1A6XTAZDcYHNRO2NI2vGuWNgNnyl8JgTIKKP62hvycx58K0ghKtrTcAoopDOVLuwIpwc1pKNs7A3XkJY+/CKkDu5Nc8GJ86sGhAl5orrTiyWTIDUISSFJB2CUAoV72vzHw1/vJeNv50bZOrSdVQsRVQR7iKfK15Ksj57P/cAxAPinn4fTAZA8A8D15yK1ikqBNCxRERCltRuMXtfEFiL4zbazTHd7+p81MsGwAspSTk0jWZI4GNSQjrHctE45TK6P8vFR4WyKqn5SDemOR5bj6KzFcA+keaHop01T3PpSsls3tpbrtbP2x00go9mJOWroYvxCIwpTiWddamVD/nrcsob3TfNGbD6p/JO2fSSZ1u3jjR3r0wGQMoYkQApAYRzGsRGj98epFomZNr+JI7dF+K2KJDjIWLxy2TcFcsxTh+zkRNxrDALSmwRISx95AbPsjfn9xw2udKd4OrXBdH/pJGW+OSdLXPbyzszgpF3RXPcUq7Frn/2M0HaWtyry+6zFMQL4ucdKXjrS26XzcXaHbHnGxqPYJGp7ryCCDcHcm4RVKERjqCYvLsDyxxzapOG4/4ianoAzN4FwOINp/2Mi0hvOkO581AEpv71wTDENKyhs5kWVPH1jPfaxcTl/tpQinnL240QHP6nXE0PyXfoClSTpJLZEEZUGknbgA5CY2iczYnM1VWDTQae7U4j+4kix/zH8eUQQb+x4nw4MSYxFBXGMcB2cWDia9W3XvHlqjfdL60nZtKgpEvjg83pHEpg5AdpUnpxvcjAOSoMM6djG8IYD0tJHnscMI+0sETBm/ajQw09ukCHFyo4qWLIcKUBRKJQVfNF6dJsFLnLeqogCtt9RNvPAGlEHeGXdZCi0uNyLnxQ+/pRvOh0ASUaQrc6QEghMvrtSmTNm0KjBqehR0RhpaAy32JGLG5kTi0yX1zEd/TOY9n+zAAkMqQyAlHTYlJEcWBn8xnrpk7WpgWJx/qn/3ELNxJDoqaN6Xf2ItWNHFpB2lZEBVaGFSCME7HII2UXcqka9tRRCgAdRR6KpyVN7AHesnsMnOz4/yftOB0ByxsI1GMWQWcjmtVrcDlKAE+gDPVLTMWwGl/PkuCqELomq9S+hvs9DONojx24QkN4kQLrj0eWQLrwDpP/xvhZvfmh0vAE5OpT8SQzxJ/9M0n3otkMFUkzgVdhJ49Cu/SrcXxS3t65kb+y4iWOWoj7CLztDKs1k/uRneCqfPC0AiWMTFyUJmpqcwl2WqvjeNNUaqZA0uYMoXykBJK1vedzI2CWmewyONAhIbxIgLUWWjfdY05Sn+dLvgSL3qSzyN+q9RxrPmxFCpps25veC51hxywfHK0qEYTCVYEbatc9G5x7YRT2ch8VJ+FYvKRkc/3srAlIIyglsQ/R9rTk+2pgdsMUKFeGWhE4ns1hcgXZBQVk27kXzgFdgpJt0oPpaSQEON8HKgUnnohaGEfbFtpFEjwZDthijmJMT6bJvvIakkI2iNhdK5PWDJTlj8sWUPy79t4OWTElex/911JpNeqG/oeRYnvlIYJjWZlqwmeNKp3GcxXvkZkGdoXSEBKwDBct0PXrWpYUBp1X6/X530Djn/KDBIMl8kj7hJ5nCtCRge+PzELnjOlILUB9mL8JLDCk/8XRuSePI58KvKw21hyT67gw0jnft+WVm1z2AQTgz9tA4FcX6ptWj66FK14aPj9epuSaWhioPsx2wjwtI6TuyuU7nENdHIVvAzlsxI5MWelGR1IhbQ9hCJCbem9EzZNOEhE4XAxYMKe3wLF0ZpctrkCEd29jecEC647HnMdUQtSPe8IXnk5c1m48FmnAph6eSrFvE5FlxWSmIZEH80YvYLzuZVBhMyvAd8XZ3lG6NWf9oflofH+h1MwyUH41smJ70k9E15m8acBrZIpWRlJTOJSRIgptOJ44lAGQ2zawWAnYl61sCoFUUqbqj3FiZUmMpgDJqtCmFf94HWe1oPXIOPxDp6UDQUvfg11Zy+skfBCCHjebviWvwb6O94gNRy+OX5RkmDY8Axs/haEA6hnPxTwdYe8jkNxYNcBFDCieUzXHUdCVNJ2Pmfi7JIfg1hoZEQCrgfqrcrKwT9eMqh+C453POC5H4nRdVqnVH5mDju2P8Sn8NAtIxBkXrnSbk2MDHRzGqzLHk6z3P0pesqRKTz9Yvj7300RcFSFp1kSbyOzTEgo36DV+VfkAt8vg7i+5jxSaPGImn3Ki0+o/29lp2CcziuMdlSEe4s9wwA2SCdmZGqMELEBhAt9xadS2lx0wjUzIXyeC1dEMo9ePHgven8So0o2o0V4NmVK5S9wTW+UFzxubGlkZSLawUthGISpAkG+gAYE1LMmA/RAKW7Ih8T1o46fO6xnwFBK7p+vm9SXXh233PVwCIvi+/b5x/cxqw/PzTJGcMSWATSca8aQ3ediyG5MfxNeffl/84kPAQzBuw9xE1JPa/5r3qvck8q7V9EjKI5HFiGHV9Yu8ljmUQkDIgSYz4ZHs/veGAdMcjACRsqvXVzYktZUic2OjNG5PuhhbNr+R7wuAx6d7VjqsnkGWAxTua6S3hHb0GhPdND1Di0SKESF5MZEFYmQzVF672SCYvGwaYQCZBQfJ/AVdhTH5yapguYwwzcwz2c8/288V79TyWPbI3eQiQWz2ZUTXAiLe3rpCeRA0jWBlhJgGZQmK/O0jqXsgxrj/83QAAIABJREFUUONa3YyQZ+rlF9SlHHyiKqmUgUZKu1zd/ryUQNdYiiw+0oQY/EqpvTD1ZK2Z5bvHy8Y81UeFB2LfoQTs0ZHaz1/jEvPBs9a2jJj+lGYnXCg775kv3YE3gFDXmwA2YFBzo2XompG21vBt6vvMvu5+dxC2ENFUJWZfAvAgUD5qYkipTYmvO9eM0twMMqS3HCD9GFk2Zitk9GnxBkMKu9Ky9SZuXCxepi98wMqRyCgMCr8a20q8RSbflNhEGHV4Lx4zq54Nup368jrouXlk4BaLSC059P1o4Y5je3tyBxMai0Kf2AWu5/VuvxtpAgrBggwn9/K+RLXEMzPNgiG9N3nZ5IfjevAKU/sNTO2zBzbvkZXooSzLQTauJjbQ5rqPwJXj69aXgUIoIhlF1p23HNM15tryEDREIJEYgk+UDM+PHLAUDIkgprtuKCfFL/Zj+nz4X17A4MDpP34svs8B0D+QmEdiRn4tWkiSALRGFDKlcU0MqTSsS6NMiq+WUfitUnZ8GLd94hF10bgxKTweBWy2ndX3ZKcnhNO/dS2lIRvX0iBDklMqDbGOFZKWglNmBEc8eMMZ0u2PrtDm2gqxF79/uArNMkNyY0pKDO8NxgmvoAaSlmv2IBaG7CoZdhiZ0M0XtS8magxJZ/FFL2YQFpKBh+yLTdnJwKIzns7VPbN7yOT10HZXi5Te2NmDTEl/OZD5qo17fsoCqO/4OcZdp5zB8Hvje/gVujuDjCVBoN+vq4JtZ7lrH2EaW4pwXNy6OUx+Iz6lqsWYeAseZz7Uj9JZR/1kPvUKB92P+3Xk0Ol2SFBxI/dzJDh48ObXi0egCQ7OfMzngg3IaIU8DiuqJvdz4Xnou+hM1NjMjVtnQAfgsxOAFN+tN8WPrjmFwgE0WQtfDjvnJfA6sVsxnZJjxBQ5U46xgoMp4Hp6e/lOjqXfu871KR/vpL25o8zrleTcBEi+wnyMBhnSWxaQlgqQqmOqIj1dQm3dwmMi9XwwIRqCwIJu058vBCPw5RkxvYzLF1zacZ2ctwNA6U+qgXKW4aEa/8IdORIoCGT43b5y8+yee29U/cAAUVcl8IMR4Y+HEQwXggXI0OOxFr4vdArPuks6gZJfy1fcJQj8XIL2zcb8rwqb0hqwN009sHmPdYVZKfWfwY0+zs87tASY8rI1LG7kaW+bEyV3AnEGzlwEuimTxCfiDrZxCxudq5yIG56Oq2LNOP+4noxmpdiK86Jr9vcRCLlL3p1GQJxAhP+mlw3mo26M7iwcqDVZMdZ+XQNYTLoenmOsiVwrdBbpK83Hwt0HmRDByKxXe9N8Hfipl4BYWkIxbKpTTXM3CEgxt6cJQ7rj4WVYY25ESVhM3Q7jbk1uTJmB8h9pUyMDCV+IiQE4K/HeM+48PYwSa6FHC3vjIqbm5N4q/K7uneUQlRacoELgh2NgNZbz/nAybDIufq0DE8/EUSYHE54ab8niLCUFY7oQvc/P3R+nvXzqpxNgKDDTuCRWxJDDzaaSe9NwR1ll08Kb+9USBKlNe9sLF+x9jPyT4E3xtYEbYVoJCBL+xWcDgOMQYdaxuARy/L7EjIiJMWukRQSIuFVOst88K8Lzw3tovDG+4Wp0tw6etkJCTYaDqLbh+Yz6eej1XPPyecl311M80vdl5Q0pZOOQ8NwSUpfCiyvYzsnRQgRz3guRkRDFzo/uWnyFDPgJMHaGFHzeY5RBhqTFc5oA0iPPrVBP7cQTtPi00H0ik06aFqtjRximaDx9NS+YIBSeUp9zECmDrqJQAANSoYZavDEdF40vOXl/hTH4I/3VPb3EXq05ngfvokXsAPPJQiIcB/e851fLn2uV8q8oRJTR47r0nTxMAgYaEjM0vrRdk/Jr5RvVJE0GwQcEMmpVfjNMtkDtLWD7B86tFtk0thBxoNbBHJTp6WWAFM0Bw7RG/zJcp9/FxVkMWaA3FvN/+W1qvBLZwbNfY8e+Pz5uBD6doz4Uxaw8d34kWGg6vuZL58E7c6Tx8fPKe33zXHmdvAecj1OhD+n0fl6jn1dKJvDfeFfGnhyY/bMO7akxGv8tlNNz1NQ0lhqb0ixb1Aqlw2T4kkYEbIjjjTCNt7cmIKUEhLMx6m48Bo/p85l9r6Yy2O0gIIVDPE0Aad32Hb5aJXQ65c5EwDCy5IxSgyx5HYCIL/pKLFLSdu6H83ab8psyEO7IRigjpoDXScGJIXqNKOUicCWO5e/nqbA+pxonUaXsmx/Pvb3f9544wVsEcbFDs3G78VPkZ0Tz/fAOi/woxFGBp3hUHoaJ23vLCp0bv4lGg0Nj6xn+xc+RL/h1diHf3NLaLmBKtx7WqIlOhFfnh60Hl9Wjbxe7o3Ew7LRqHD/AnxXcquKm9fh+LOlGAGaGgKi0wWXizgvSQzQpfu16BcdCZlQhTepKGQbo96N33lLWj3PA+Qv4qJUF4+H3EID6cYy+YrW14w7FneinXlVZYXXYCVyFi68s78VnuuUMfM44B1W4BvzhViP3WpxpvcesC+ALDU/ZAw6HA73XafEyjwYk16/iMBp9fo+vRd3eGtk0tZyVZuRDQH2oFFST89Tr6hjpy3kQkDxwjwXv65zjF8z0LashbdxFQIpTF9XlfDsv8nAqr+NwZ+YXSuP2V6utu6/CNm7ZbYdau/AGVn3jeTCJpoYKmzFtAnpH19jajTtsz4F2HxgeG4VtDTUFmz9rMkIfMh+ATHWt7cA94das2y5DKUqYxQKE0Um78igNJtBt82ZPsoljmvFat8GOgBc1tnnbIVu+ejuADJpY2HBZf5edN3eCTT1nODI0MFDES9JinFLhuDX2wsrNtm7LPpx6nXd2xLk0VBXs0iVzbNSwetz8oGBPvrDOduxqxXnFXU5pJO6oNSq0xCoYw9ChdTZl0ggbMazaqsvRp1znXmmH2vtt2Qsb8RsGXoHzc+sTSIBraXMo6RlBsL6+wqZPHW3njG3GMQlsBBW2YsXr5Q22ZUeLPb9qE0CsxkEpYwfaQ6HxrcK4nTdvnE0Z3+jAVEHQA+PiDJbXW0tb0Vat22lbth2wlpYeGD9BpALlC+U49xqbNnGYzZw8AhuDCeTdDppWh3k+YCvxOY6x+j0X+6ymstcuuXCqjRoOhR9jXIbv8jWFFaKkgY9RxpAcsxyAYp0pDJRjAxvCUPQxtc/PVjiA5w4r2KzATsgTQBUAyV+DIZuP9+kISJt24TZITi/cQN1KZWDiF1rtKQPlr5HFECgctiqss6fCnluxxbbvJeBUO63v67HxI2rtksWzYNC99tSyDbb3EBZ29O7u7+m2SWNq7O1XLbSu9harQPOyyrpme3nTXnv4ydWAuzosZtdV+KP2rnKOWJDFDrts8QwAzVj8ux1GBJMGmLywZq/d+8jL2FYAhiVjIZi2203Xzrf5M0bAVjqsqpbiNa4BHricoFLRYD++93l76oVtAMRGgV4RzGtofZ/94s9caaOGVlobLuvWu5bZ2i2HrLIaoMVd5al9amSj2Ce7H7v5y2EMw4dU20ULJ9nMKUMdUCprbfeBov3wzmdtXwtDzRpdl8INkbY8pKKYXgAANdf32yULz7EFs0dYbSUBheyN59tozyzfYfc8ugr41YiPusGKKZCpyFuA4VT02rtx3QtmNFmxt91qwHyoiRUwP7sOltsDj71sG7a2AOTItFiHRkcR4U+xE98J0J82yq5cMtVGAPdFG8sbNU73PL4WZ9gAICBD67XhjX32C++/1EYN4byDKaEmK09YJDfmIbpYmp+sIwnRR72J+N1srsawkcGe60WeVcssS6DlF+lZTmdZMX6urg8ypID70xKQNu/cDifmrj7dUC9Nf/ZbE47FFLX5LoJzXZGyVFhHT6UtW7nVtu/rxEHAbPBaoa/bJgyvscXnTrH9B1ts2apt1tqNYyBPDqdqZb1dtmDWKDtv5ihrb9tnDY2NVlEzxFa8vNueAbgVy+q1SPtYZiAb46KNksyedps3faQtWTgeXr0Tm1hrkPFqsBfXHrT7H1uHz9Tw7MTUKmBc110+3WZPbgII4b0NtVaOuiHXc5m1qbc7H3rJnn5xB54nIFEn6REgffAdi2xUk1lnX6X96P5Vtu6VVqT562HgErvcO4dj1p4qsTl8vq/Txgwt2vVXzrGRw8g6qgHGZfbje1bY/laOJUIlDTlZFvUjhm/83wVdZZYwPuOGFuxd15KlIYSkokytDwzp4adfscee3wpwGqLrzP+4kfI4Ff0ddvVF59jCOXhPoU1jxALY9p5aXO/LtnL9AURgQ3xc8SFqfAIkPJZIT8bad9gunDfSrrpkOsI4gCLG+NmVu+2+JzdaD8ZN+huue3hDr9387gtsWB0YMgCqGgwv08MFvA5KBNS8+3HOt90JOvPswxpj21knVZ7kcJaZc1H3oD6/SevSMz58gwzpdAakTbu2BUOKdZ3BKo0tJp3rJQMkf+yLiMWPVdYGQHr2pa22Y38nPgOtiF4OodTYodW2aP5k27Z9j63auMd6ARS4YTReh27U12EXnz/Fxo2osK7uFoQ6w+X9H1+22dZshrFUgCEBi/pQ2+PykodZXKh93a1gPCPtovPHw3DarbGxziprGmx5Bki1Ck2oe1TjPK65bKpNnwgDKnZZY1OjA5ICavyubLQ7H1wNz78V5A1sggFSoduGAZB+5u2LbHhT0boLVXbbAwCkrW3ABAAl2RVPCWFpod/DmXIYu4JYCeIAhL5Wu+6KWTZvBlgMEPhgR6396O7ltu8wx6za+iR2J8bgQOKVUxRoUbqA49RVtNk1AJV505qQzeu1qppq6wUQPPD4ZntqBQC0utkTBDF1jtweSFuh3a5eMs6WLBgJZtiCMLDOymuabMOWXrsNwHi4B/ME5+BhcDBRj4CkexGsDXM0pL7T3nXdPBs/pgo3J6i1ZS8dsPueWG895TgetSRUKg6t77UPvfNcAFI3odRqGxDOBQh52QSJS86QxL8BeJS/RXoZpuFmauyBDW7HM1DAkS3FKCdQuOlxnv5yhuTJE7+9tA/EYMgWgK0FwaHiHJwmGtLmXduxZnjCnlcq/cmEr/BQiSG5ECyLlNftQMgmQNoLQCJDoseFsY6BjnL+vGm2Zu0W6R7FilqMDWg+vH9TdcEuWjTVais6oDEVrbGhGa832oNPbkAocUiGTzbPUIjJNKZ/WamrTZQIQWae0wRjG281FV1gV3VWDUBasa7F7gNDgo/WyqSxVfZ32jWXTrMZk+oRHhGQGgRIHjXgOhCyCZCe3wb2g3MgYwGIDa1zQBrWBAWlUG0/fmClrd/aitCpQQu/DCAztLHCZk4db4cOt+Gc91lPwTNDKtbr6bRzZw61t11yDgymy1q66uy2e1faATAkicMKLyigI6uFMEc8h6GcwmNeJ47R22aL5460Ky6YADPttBqwnEJ5s939yEZoSDsRHTfhXJUQxxhhfMQiydxw7X1tdiU+d9nC0QDwvdbQAECuHYWQ9hV7HNfaX92geXJghQ7HKnOcdy9DQKXtCCL9VlPeatdeOtkWzBwm5/PCqha7/6mNANRanjA+64B087vPtyE1HQBObKNBq97STbQOSM6qtW4CYFh8SUAic/LtIAB2hcJJgHfQSaxK4JnkKdlZiVDvh3UBflBD8vV/WgOSnE2kSuNCjs2QXENSZSxNBwuorbvKngcgbdvbAdIBMODCgIY0dnitzZk52V5csdb2tYHrYEHL90HLGYdw7sLzJ1tf5wEwnGp48CYASQMAab1t2nZYQEfjpj7aDFZzuLXNunCHXS3Y3g4bO6LKrlgyxeproGbAAGrrGu3Flw/Z/Y+vx3FCE2HIVugAQwIggSFVIBSrb4JnJyC5ZVixssnuRDj2zIvbAYKNAUjQkOp67YM3LrKhZEgwUoZsGwBIVQBNWkkBYdCsqSPt2svPs9179tvjz26yXfuQZYr0eRHgN354GXSceWAWPXaos87ueHCVHQBDKmO2Ta68aA21/Xbe/HOsu7PbXl63y1p7MKpRNtDfC1CbBlBbcg60qHarb6jDtTXbj+972VZDzyqrBKgAEPC0nTNxrK3ftAOgTY0MQMuQeHqzXX/ZZDDDg/psd/9QsLQ1tmZLG8AMzoGz2Ntt08Y32bVXnGevbt9rjzyzyTpZgEiwQgxU0dduFy8YbVdeNEEAsHxNqz3wzGacR63mvh9lAsPqeuxD78ZY1Tog1YghJeeczMLH25MihCEGfP49vRCO1M9IulFiPHyHr7L8Jyqww9QGAcnt1esGOc4cq0QhT3dAOgZDyhbCAA3JKbYINXUG6RKV9txLrwKQuvAaGtmzLQS87rgR9cg4TUAWa521op6EtTYKCWBos6eOsFlThllPxyFrHlIPQGnAcWrsXoitO/d0QZSFzgJjQ5IFOswQ23OoBaEdlyxCIxjb6CFldsMV8wAQbQCkGqsBIK1Yd8DuBSAVEBp6Ch/ZJuhGAqRShoRMkqaNHhoAc5dCNjAkgJMzpB4YWa8Y0pCmgnUj43fbfS/ZRoZsYEhsp1HsPWxzpw+HuD7N9u0/ZM+u2G1bd4LpgOUoI4jrHzus3N4HYbkCOtdBMKQ7EfbtbyP1cEAiaI8bWWHvf8cSa2/ttIcIxjtg1MgY8qeAc58xsc5uunIGxvQAmGCDdfQ22veXLrdX94KdMiuIrNbQpjJbMHeWPbNsDVgahW/s+wJDmz6mGoA416orDitkO9RZZT+8a7Vt24NsG/qkKJUP5/D2K+faVQC9lcjc3ffEq7avnQwSA8+SDeh1C2eNsOuvmCK2uhws9MHnXgWTAgqy9qyvYEMASDe/eyFAvFMZwZoGZv9cO/Ism6NTv3a9KjYFLWJ2kJoRX3CtiDVRXk/kYV5FhKPqr8bHSbMLjBsEpEFAchGUYQV+JYZEQFoGhrQVIRtF7XIYRRGi9piR9TZ23ChbuXqTDAX8QcJ4JVjL4vkTbNzoGoQT7dYEQbu2vh6CrwGQ1tiBFoRprJGB92V/oQnjxti2XfuQrevDOkVI0dcLQCq3G6+cB4CCPoKK6frGJmhIh0pCNteJKGpfi5BtOgybDEmhS41rFMpaUUN6YLU9zSxbCSCRIXnIVrQuhGK3A0w2vtKOaAvCNw0GIdHcqc32totn4nxbEAZttS0ApHJoPAJDAjJksfdcNxfn2GGHAUh3P7jG9gKQyCI5jnzPJLKo6+ajFqjdnnhhp72M76iEcE4mUUQmcsbkRnvfDXOtq/VVa2xutI6+Zvvej5bZrkMYSwBSH3SesWCb58+bbY8//ZJ19sLQUQfR19VpU0fX2ntvnI8ROwBRu85au2rsB0tXwHEAzJAt5HUUerrsfADOdQjL9uzeA1DcCJ2LYSdDN2yIgUB/3ozRduPls6wHc7pi42F76LmtAiSy1SIAaShE7Z8DQxpS0656L2pIRB2Gnbqvn+BIsVSAjYe2mF68i2zW1xTPx8sAQkKQ7hQvC8c8REtFoIOANAhIHptKP2Ta3MWz9u5qZNEYssFgUdcjoRWgMXJ4vQ0Z1oxQYhtYC7w2FyQE7fqKblty3kRrrEftDo7R0NCATFQNAKnM7nscgHSYzfAh4KI4prm+3BbA2F5YudZaO7i44dnBCpqg8VwP0bihBmFYLXpXNw6F90bIBobVh3BCTpgMCUL2NZeAIZ1DUbsbLAO/M4bkIdtdxwAkido3wuuDIXWBId1x/0u24dUOABLCJHp1hDLnTh1iV100ww62tthjALQt2/E6UuMydLCb8SPKwJDmcoSspRuA9MAaMCTaZa0XfRKQRpZJNO6FjvQomMeazfyOJmW6yARnTGq09wLUujq2W3NzM+qYaux7tz+PEBjCdyVKLMBwpo0fYksWzQXgPQfgo6dgWAv2NbTc3gNAaqhsVZatp1hnP7x7la3fBiYDjY4VRgyJasva7cpFE8BYR1knQsea+gbVAFGfYqHh8IYqa6rqtsNtnbZ8c5s99OxWfBZMEYBewHwOq++2D78LIRsYUhnE91p8lxeOenjmN8QUNxYbkmbEY6uuio4jpfI93PDK7gCggDMxrNCMBgEpZRgHASkAyT2X5Fd4ycSQtgdD4j2zKHYOGYKiPBjH/n0H6M6V6i4H7adgfMnCKUCMdjQ0A7tBKr4KrGDn3j7Ux6yBUTEBRUDqgTBeYUsuWGAPP/68HUZxYYVB2IUQXAUx/PorZyt0qwS3bwQgrdxwWCEfggYZGr0wJHe7FmlrhmxHAxKzbBC1ARRkSGXIstEcUsj2AQJScz8MmaI2DPlVF7VVPoNQ5jwwiysvmWN7Dx6yR6GrbN+FymZkB/lTLLQi3Kq1d7xttnV3tSBkRcj24Fql/T1koyDcbeMBSO+56QLr7GhH/dU6FCoiq8hMHkENLGz25GZ7//XzrePwdjCkodDXunAuL1tbAd/DfX1gOLMmDbPLL5wH0HzK9oCBVYDdEDUbq3vsnVfPsgkjTNXXNXVD7W5k6J5cvgs6WpNS7P14L8elCeN52cLJKNOYiEZz3daDkK/g8ZQYSwFzQY1t2foWe+DZV3D+yFaqUrxgw6khvXMRnAfAFKNP8KtQ3RRmgds7JDZ7WQGLO5lRS32gpCplqTPXmVJ+LesWKVF8kCGljKLYZAk4n+UakovapRpSW2+ZPb9iGxgSUuAItdQjmql96RTIUnWjehfApTtDIMSYPr7Bzps9xnpgqI1gLLV1BCRUIG9rt/sfXQ3xFQyC1csQXEcPJSDNs0eefMEOdzDUAtigyru8DNrHtefZWBTjlSH1TmMlICnLpsJIN4gKMKRrL51qMyfBox+DIfVT1M4YEkVt7llj2r+QMaRuFA9S1N64tSMACdcH0XrimHqbN2eK7dpz0NZs2G3dyDZyj5koYt9Be+c1c23O1EY7eOigdRabbSm0qr2HmSniFgxmxIpIq5tE7UPQyNajWpw1XUUUj3rI1oosG/SbS6dbe8suax4+yl5YjeLPRzdZXyVS/gQkCPxzUIV+5cUL7Ed3PWp7wDIrwJy4z6u2rFPsauIIyPyVEJsbhwNUO5HtW4NSDYwRP88bLpLton6ICYILzxuHEG4kmCvABeMsJKCeA+Aqqxpqz6zebw8+vQXZQGQbaRh4z3CEtze/a6E11+EzCNl4cwPVtNFtqfKda4bN1ZDF0yLAulAdF8HOJSVFZtScFNbpH/Fs/muQIbngPwhIA0RtLq60WBJDqoCGtC00JIRLuj+W+kUInIrcY6QQCilq6EcXzBuPbRH1AKQ2ZNBQQ4Qq7SrU1GwKQGJKmYDUBw1lPLYjXHbxefbQ489B2AYQof5FPdBQf3TlxdNt6gRoQ6wvGgJAWgdAehyFkQAtTyeDISHlfi1DtmMyJFxL5RAAEgojpSElQGJhZAFZtvOhIfUBTKrt9vtXI8tGQGI5gu+JI/xwg20vTqiAaybQlHFnOpjNrClN9r63X2itB8gmyqwNYvQdAL59YEgpy0aNpRzHKoLxqbZL+wLJJnyrRGVfi70boDZzUo21tx+0puFj7ZmVe+zBJzbjvFGigPcVwNTmT0NpwEXz7ba7H7NdqAQvQ3kFr72mrMs+gHDwnJEIgREmV0Nn6+iutfse2gTwBmsFE/N7l+E7wWgK2IPHcPqS+RPtonMnqEK8QuUAjMHRx6CsyZ5aCUB6arNCNt6dl9Xhw2q6JWo3ozCyHJXpdWxWp420XrHtRY90SCx0pT0lh8akZNSEBTSl/XZHodFgyCYgGgQkD95LCiNzhuQhG7ZWgBk8j0rtbfu6kLIGIHGRs0xQix0LWc3YCRCg88jcXH7BFGvGIkb+HwypAR4dYQPE4rUbWxC2rIWx1akmpQiGNGVsHfZJzbfHnl0JjQYCDABBWIfCv3kzhqC4cpK2kjQNGQYja0Xa3yu19X28USM2fV6DkG3mJIiwYD71oSFJtaDnhmEz+/U0CiPLaeTKsvWqMPIDNwCQmpFlQ2Hk7Q++bOtfQZYNTI66SWn7Ww8zYh8ZGMOUic32nuvPs7KevXb44E5kEUegMLIGoLZKgrFqtfiZLFtEZGPBKI1XVUjIXoH5QD96z40LrKttq45f2zzOHnpmmz0BAb0CAM5rLIAhLZ4zDiHwLJQDPG5b90P4B2hTvykvtto7L59mcyazZqjLahvxGyHqtp3dqtbehe0sUPgFGH3wMQWAj5gSxuyS889BnddEq6vqEbsij+kDK3pqxV4BYh9YrO70QUCqRZZNDIkaEhQ8AFKlfBar3jnvHqaRIWlDkkIOrh2OXFRjcwOwwpBSPWkgLA0ypEFA8hVxAkBq7y5H2h+AhEptblb18lun6+pcFNXDBQjdddy0igrthioU+tWgKT7CtQrcUNGw2J9c9oqtXLsHxumV1gVk4BbMHA1RewoKF8lQWrR1QhFRD1gIiiOvvngWGEkLBN+htmpTG9L+BCSvhaJoWwn2dF0URrJSm6lz1iH5dRGQGLKtQtrf65C8IRjT/iyMRLEfCiN7+wBIrNR+NQBJzI/G4216lTFTESeziEXoThU2Z1qzTRxdgQxUGcoSGu0AAOk2VGrvJyBpL5sbopQRRm8EJ/xhryR2MxgzvNI+8HYaeau1HNgBIIV2VT3S7n4MRZEImyq4744DDfF8CTKWFy2cZkvvf8Y2bgdLAWhK+EVpwrWo9L5owRjrRbU2yyP6wUb7UAe1fgvqiR7fYPuwpYW6GPOXbOhGRsSERD32sl0KULpg/lirQ+KgEo6kgAzik8v32QNPvuKlFbpRY8FGALw/9I6FCD87cPLUkKoR8nHDsLdscZDntaaixxxonGznjNtraVyhPPJnEJAGAem4gOSLxhlSO4r5lkUdkkWWzcM1/0M2wf8Y6lSBFS2cMx71N1Wo0O6XfsSQrdBfD/1njW3ajp2sCjm8RmYRjG3u9PH2+HN8DXUBZai9oUeHvjJj0hBUQs+CAR0EcAyxlwBI93Hjp4yFRgAxF6L2dQrZYNAQkbnNxNP+zpAlBP8iAAAgAElEQVSKCtlQGAlAKoNhOiChUpt72VQYSYZUB/aBOqRt2MuGMIf3BOP1scq6H2lxsoBysDruUSOlLuB7aioZKs6wafhebv49gKwYAWlfK0Essmysz4H4T6BmtklFV2QIOPFGdEKYh8LGWVNrbRjkGqbti+XDoEOtQ3nDAVRd40mOKhjSxQivlpw/ze5++DlUk6P0gtfBQwOErr1oil154USI4rvQfQHMiWIzPsm0/XrszXsIAH4AoFRkZbxmmxkxXl6fNQGUmBCYi4rzGtRSkV09ToYEQCqqDomhmIvaNyPLRoYEWihAqoRT4Dj1cCui+m25AyCX9Cp5RiAByElEIgwdQztKwDQISIOAdFKARFF7GUTtHSiMZJNppcVhpRUUTeFBecsaZnYLML4ypLdnTx4KBjESr8MTw9AqWciH3f13PfISwrJ2eH+2AUGYgPcumjve5s4Ya88t34AK40MwF9bPMLvUjsLDCgFSfS00pIYheL0VgLReDMn7C3HrCLNsqEOChlQBPYkMqYyV2gqZYBCqQ1rje9mQeeLdLMiQhkfafwjqkHr6arWXbSMYGmuEqBdxl/uYEXW2aMFUiNaH7EVsHm7vRjtb1AAJhAGm584YirKAKWIXLShK/PG9K2xvC4yOxZMC6SKYSNHGjx6K7SetSOX3qteRmp6hSGcINJkb3zYDWTKk5gGivf1NKNBcY6uReq/A1g/11cY4XIHOAgTuBx5faavwmiFbSFAp9BzGfr9xdsPlU6yzZQeyYA04f1ZEc5sJPootMRteQdYMe9P2teK8qxjqUZ9zEbofW1cmIwv4DuhYo7BHtwxtZJ5aCYb0lAMSCx6pf7FS+2YwJAIS65C0kbe/CscvIr3vXT7FeRyVMtApBZ/SmqKjqFE8MQhIg4B0UoBEhvQcRO3t2DpSxv7cFLGBSs2o2GXV8qFD7RJs2Xea4cCopnJbvGACsjowyFqGbNUo6Ku2Ox9egQ26aOEBg5U+1Q19BDrGnOmjbdXLW7Gbfw+qpmEI2mXeBYPttasvm2PDGnEcGBu3RNwP4+qFvqG7meIcUJSgwshM1MZetgpksVz3oe27hvSkto6QIZGgQENSyOZ1SN0FABIYEreOVNBoqeiAmcxDS5NrUS1+8MABexotQdbBuNmETd0lUSs1BiUD775mNnoKmR0EIFFDOkBAYpaNgi+Y1MRR1fbet1+CbSOb7dFlG60L5652IACFamtFSDoZTKkJZQ5ootZXZz+46yV7dTdoB86DhYvc1X/t4inoKzXKnn5+gz296oAVWL5AwIMONWtSLa5jgRU6dqjeq6oGRZe6nRP7KwGUABxrNx1AQeQG2w321o8MXTn6W6kAFW1YWKN07WXTURzZJLB9bjU6KjyJLB+UJt18AYA0AptqP/xOhmyo1KfWVcvWMXyNIpEnNAiQWTBWUtwojpR2CSRp4DiINAhIZysgKdPjqyJ5taPbj5SEbL0I2SBqq1IbIRvveMEK3hHIkDWiCnvLK3ugPzhbosZSj4ZeC6FNjBpapQ6FtdBY9rX02j2PrLKD7cw2IUvDfWwAnQvPn2iTJwyxDZt3o9/RHlRNo32IFnu3DUGF8HVXzLEm7mdDBmnNK4ftwcfAkIoIP1QljIpvANJ1SJvPmMhd92BIyur5bZ9UYUNAwh4zakhlYEsSYsGQhihkIyCBIaFS+zZkyDagipoFhQQCbvCdz60jiyahX1ILwrlubDDeJTAkIJHhETBvugKNy4ZV2QFsx7jzIdQhCZD8pgpF6D+TsYv+3dctxD6y3fbA05vRogXjp5suMO3fgtqgMXbJeWPxXI91Furt1jtX2q79WJgoqQD/AGB02Tuw9WMqQsOXsBfugWe2o50aWCCPD9CcjND4I++72ApdOzA1tdh6Am0HCjaLE13mQ/8FNIzbg4TEg0+vQiU564KYOGC1tpc3LJo7CiwTG3yhLy1bcwCJh1fUdYA78yF1I2QDIKFVSzMBCSBWXUOHQgcUTewYojEUI3NmB0yFZamWJtBKMVw8HgQkj2k1St6FVRLcYJYt5MXwXB6LeZbN+QUXUSUWORgSQjb2QyrC2ARIqD0aO7rORo8eYS+tRt0KFqiarbE+CUa0YPZoiL6oQUL4VA/Q2nOwFzvRV6MaG96ZWorYDQooF09HxXetvYrOhs+ChfUUUQXMe36hm0BjfY9dDbChxtLYEIBEURssSoBEk0B5wHXQcqYjY8XWso2NKNpjVBTrvwg2oSwb+iFVsLYHFeX5bn+K2gAkpv0BSOsFSM6Q+lE4OH/GcBQkIhzqRA3RKx3IQO3yXkxqGQuGWNtn77p6to0cWmZ7Wgp278PrEBqxOtl7RnED7uTRVdjecQGKKveh6dpadAXA+IEhcpyL3Yfs8kXjkIIfg2/sxraRRvuPu5ajtxK4BjKTZTR+pNlvuvZ8O2d8s63dQH1nI1gktCyGbNgzOGFYpf08AKm8f7+1oYr7vkfX2J79EL65D47v6UKBJ7pvXnXZImwwXmuPLduGOjAK5jwFFrh2oW6sRsBah6r5F14+gA24W5Fx4/YWti9hoSvS/mBITci2FQHmNWC97GiQUaISgEkidtZh4gjnp51Jg4A0CEhC37QQjseQtN+hpDBSWSaI2mJILIxklo3CLhkSAGlknU0aP8qWv7TJuhAG9KV0LwxlDjbXzsTm2mp0Nmxoarad2Cn/wGOr0TmA/bT9vlus6h49Avvc8FR7RwFp6g7tiZMkTYEcQuvblky2CaNqESbUKwv2AKqdewFa3nCMx2i36wOQ2Mq1AcIudZTsFs0AoaUPvmTPStRmqOMN2oYDTD5wExlSH8IoABK0G24dESARoME+5k9HhTSyWN2op1q7uR0GDUCCYK27b+A9ZG7vvmaODR9qAJE+gMF6ZNk4fgAkhWwdNmV0ub33hiW2Y/d+ZNDW2WGEdmVsccs56G1BiQQEaxRH9iOdzk6Pt0PvasOetH6gKpuoAT5t4vhhuK5KazncjeO04foZHBHUmS3sRgnCXBsJHeoQcgJ33L8eDAv6HL6DNLGI4tSrlkxDEed59vKGLQDFDbYD5QBl6H2kruk4xvghRXv31TOsqanKXlx30B55Dlk2hGzlCPcYsg2FhvThd56PynD2hoLKh5BN21ekVokegfWyYtvDt6RbKwSLkM3ZeJSXDALSICCdLCClu4X4fbpYU+OARIa0bR+1It/tz53sY9DCdubUSajiXm+tnbxvGyt0YSfd8NyjG2zh3NHoh4R9aShq3IwM1sNPofEXwg0vO/SmZUVoThSQy3RPLt8hrmwNm+Ejg3bVJVMR9qDSGzvk12/rQI0MAYmgxiI8Giw31zJkQxiDkK2Jm2u5Y1elCOyHhN3+DyFkexGFkSx6ZIU4RW1oSEy7E5C6AUg/BiBtAiCxmFB3DEHZwVwCEnbJ93QDkLZ0IFOH9h/sE8R34Nwbq3vtPdCQ0KwA20sKENw3aL8eNyBTPGcTtcmjK6EhXYh+3XvtHoSbh7vw+chK9SNtf9XiiXYBAIltdde/2oXd+OjW2A9KSINnFTRrvLTnDFuX5VEAVKImrMJGcaQdsndcNcVmoY3JfrC0Ox9+BfME6RyAI9DrOWSXXTDerr98pu0/sA9gs9VWrMfO3WjFwn2D43D+771+DnQ6sxXYwCxAwnU6Q8LmWoDeh25ahH2F7OuE78QbmUD0LSB6ILbkd3aJ55ykZj2MHJBcKhhkSBycwZDtmAzJQxv3XLrDBatz1cuGi57bDgKQwJC8hS23iziQjBtWi2b8U+ylVRvAbrqxJYLZL77Wh7R2EfumxtkICNz1DY1qyvbYsxtQnIcWIErZw6PK00cTe6bTmWbnwlXhMLQPhCtXI4M2aTTSzAhhuGn0IaT9vTOl17yg4zfecw4210LbgYjcAGOpxEZedkXk6mf7kTsfpoaEvWwozuT3FQCmGSA1gyEpZFujkI0ZQIJhAYA0TyHbZOvq6kA3yU7USnn2iVkltk5pRv3Oe6+fZ0Ma+x2QADj7W9lLA4BElQga0jkjAUg3kSHtReM1bCBGJTX3unEyCgCLt104CbVAI6XJrd7Ija2b1T5WFs4WHqxtRCq/H6I3QZztgXndKj4EWFWgOPKmK6fZ/JlD7MDBDrvrsVds6x5UHWnPHUPrVjCkCXbNxVPQc6pFWbQnV+wEwHnYxrIGdiR4H1hWdXXRlqP1LcM6MiSCH/sxUUP6WYRs9QAksh51VIjaM/WLi3S/i9c5IB2HCB336UFR+2wVtUuWhHsxByTXkGgLftNH+Th48zaGbNSQomOktj9A4xkLMXfh/Cm2ecsuW72ppOAR6R0khVGPNAop7WprwC72jagxeuy5ACS5bhb9sa2pb09wT0tAJEjRGMkOOlBNPA4tXodKqN6AosAHnwAgYbc/K5AIWuVgUTdcMdumn8O7b7AOiZXhOH99hRf7LX1wudchsVI76pByhoQGbRkgId2O7BaFYArG89GW46pLZoNZHESxIrJsW/bjLLGVBYbaC9F9JMDs/Teea9XQzPaykwEBqYUaEkNKnABCtsmjAEg3OiDdiZCttRP6EcMpGjQKPq+8YCJatQxXe9flLx9GL22AHopDCbgydBynF0Drd4GhmwD7Uwk0PQle723FXrhpYKPDrLWty+56fIs26FawawGvVf3Jh0GHWmAd2OD7GADvpQ0HMcSsM/LQdCaa270LIZuh++ZKbK597HkwQbA01qBRvGcv7Z9FyFZfjZAd/9Wht5XfZDKjRk59OIsl9GeQIfkcldpY6mQwyJCOqyE5dZR3I9IQl9iYK1FKcHOm/Sk4iyHRu5PBsPkYbqezcP4k27X3AKj+LmSJvD0q08EV6K0zf+owNGobqsb/qzfvsxfX7FIIpRsAQj+qguFrXxTlEBhPexsyTbhVGSuANY2ok1kwa7hdiMLAShQWbgRDevDpDQIkitPELwNoLZg11kaDrTHUqoYgxexROUKgsaOH2JARo5BlexGAxBa2/z9779kvZ3Fme9fOWTlLKAslhACJDCIZA87jY8+Z37x4zhd83pyZM8fZJichQAQBigjlvHPo3uH817qquntviSyPwahtsVP3HequWrWudSXYmXOu0F56pgCTOx1SUEEkVi7bkVOqh4RLW/cOy1u2oDOtXb0gXaaawanLo04xUReQKH4/CnNTraPtBHEOIlZ3mwFdGYBfIlo7WNSidmv6OSbbmQuX0x9eOow+JIakAEmuHS+bAOmeOxZTnK6a3niPMfr4Em59PFw2WxMBmHjz5tFLjYoHUwC4KlJqjGQz2TFDbe8Hd68gxWalQewvNAh499BlME/1wwPspeNtWkdcGOU5T5y8mkZzCRNzYwDt7u2LiGXamMbHhtIHsLSX3jrLGMt0lTexmhb3VACkuwEkglp5tQNIKqlbyFDdSvs8Y+yrcaVbDOkWQ8rora4PwUpcDdGApEmkhQ0g4Ure/5HqIUXFyOiBWE2rAKTdBDb2Dw+xkM5Ty0dWguKUVBisktat6CFn6jaXuniHbiNHPiMVPi82KrfRuaM9PXTfFkd0S5t68+1P05ET14gqjhCChOv9Tor938sx5JE7fmoiPY/rfFw1tSVqm12RkMvycTE5uU+1DLn4dnb7Jx+6I+28cytetgMEXgZDisJpBPvR2udXpI4ImCYBqf/4Cyab6iFR+lXdMVrEYAC1aXQpn8ueMy3QDJaYW/sQ3O/HZX/t2qU0MjUfreowojYoiSDttDXqHa3Hy/bTZ/CyXaB4PqL30BjjoyRdkRyA7OE9q2yyjY5XKOB2kXy9fkBbsVhioRRwWzsfhnU3Wtwkwn9Kv39BJWrVJCEK7UuHup/UkUcQ3zVmH1Dx8a+vfpqq9GaT8G8dUOViGKdgLzF2evBukjAzTCG89Wn3tkVpaHAkfYhW9uL+My437Gtwy6gpUkcESJTGVRxSN32T7KIujPbL9aGvAkm3AOkWIHkXLWLkLPMNT5rbXzN5FdsihnQKhjTjZE32TjL1Vy6iyD+ANKFKg5+cTWcvs3Wr0L+AjUXQ06a6SGoU2UZ7HQqcnacmtzphqNg79XduR4jejaA7SVcS6TsqvSFv1owEWVBvmly3bXjq7qMdUgegdfzUeHqeKOKKalZrTUW3aru3zZYcz2HalDqoxfT0w1vTtu3rSLl4x6xB7MyxSbA75Wf9Ei/bwl5y4AGk/xQgke2fdG73e1PEc0Sgm0EaYQSAUbi/t3Uk/dsvHkArG03DY8NphEqPv6eO0SUCqRUa4bAb9Jn1xCH9lMqUAqS/vHjEEd0CJLETmVsP3rUCrW1xGpuYxKTF9OX+5QGzwYw5tXcnwZn3r3Z5Eip0U83xAvFYus4cnoDgLlB8/MG1qToBUxuhjO2fFG+k9tmKGI8kPJdFM4ioc7CeuQBd3sbx9O//sgeX/hiVAqZJzxkhwZcStgmPpN8nUXvaJltfG7XQOV4HIRhOELbRlnUjg90thlSy9cOjcMtk89rJu5FVhi/qOhJvDkAqeU4xoFrt0aFWgKS+ZQfeoy8b8S1abFqbzaR9rMKk2UkzR4yedOIMHWmPXo48NUtCHIMyHXdvX5mWr1hMtv1xCrTBNvCWRWLoWLpry5K0deN8AGmQWj4L6XgBQ6DV0Qz6hmsvq/8ZgusDe9a6Y+wJRGcVqafQhoX3aJ0UIKEbCC+OMvWJ3wGQnnhgS9qyZQ2M4QPX455RJQFpHVz7Inb9X8jtjyA9gXv7/wBIRynQ1qR616p0qGqJZosmjgY+j6xqCFGc7WE6uT6KO/3i2Y/pwkGTgonu9F9Ee18hQHLaQKBcmtG0dmkLGf330LH3iqtdDqAhqZGkhkCtlB7C1Lp751KK01FRkkz/42fUbDNiiPT5vZhTj8KiJsYuuWvKi/vPITwPondHvaImxnHn+nnp2X1bABg0LlJO3qD+9yukykxN6z1hRntScEyVDTF6izVx/ifwYj5OM4WrF0/y6Oandzn28wcESMHSmu32p3YUqSM9bYj+HEkVJ3PWWo5FyrD0BR60WwwpO46yFPJPqyHlLcqSsPEjZ0xo+unnLwOk2P3lymGKeVHLfNJBIoJUwDJWUYG2E+n0BQJdbLoIUNR1pIviY7cx4at4lybT/rdp/4xArAxw18hRXhvxSKtuW06BehYj5ozYQUl7uHPbmrSDRpKKiu5buCR9eORSeum1jzl+lNdwnA2A8SjpGwupTnkM/eOl1z7Cy6ZloTuOvhXyNtl6sAYGr+FfmxopPrgrbcML+JeXDtBNQyZbjjECVOazVn/904ecuT9O7NN//uEtjk+nD9JcZtBq7P3LG74ZhTvhzqRuWjrtop7Qw/dtI6XkU+tH8+cvTddgJP/7d29RfkSJtGT7m4mhIS3vSr947qF0Tl62v1EVcwz9CNDTJtBMmdxH7kOQRiO7cpUYK4I+T58fw+JTSo6wb8RlQh4jAXaM7i2d3QtgUSddNWFGZWCUlwcgbaAg3v/4yX2YmdcgTm2k6aj77Wnu+Sx1yqWZRfG07L4ElDC7YK97Ya/PPb4zDVwA5Al07ehamg4cOg/oqSpndBZpgk3O725Kv/75w7j9ZRqHqO3StMGvrT+qvpMwO8Tub/a6ZbL9k5hsngj1ORDhIcIW7u+GgGQmkT9QEDsTcGsnAikF9kmX4WuVxXgeWwSZw7EvBhTcwX1UDlzQ106cDqYcmsaVfmkuErVVtI2j8J6FfQiyHS18vh+3MsmteOAcGsCiWEbyaleHCp6pANsiAKsKk6AEicIBi9nX2ZSWLsFEAHHGiHW6TNFqBQ1OKjbHNxEpCmZdvpdYeK2IsasQtWUunjl/lYXJ3wgdcLNC3tdJO+h1CNZNsDt1Afn0tJoMiASpHrQqGEi6zsGkMl3j41FHnADCgQHy7ijcLxd4J5n545PN6eSpQYRjsR+lbih+iMXc25aWL+uj0wq1k7i/VsqKTKn/nAGVWK6l3amdQmkjoxMI1gJUuds1zirsNsU99JKyMY2HjGYH8xbSsrvCOI8Tl9XppGZ1kp1P/7i1qxem4cFLjCemGh62MRpFXoDRXrw6zrkpsTtClLXMLSovrFg6D2a6Iq1Z0ZsGrp1Mo8Mw1M4Frll1mfcP4K1rIxpbScaqTNBFGZm1axZz/RedJ9jeEU0kIxYpJpL1rDJe3wyP6jtqnpONCbkhJ8S8vdWXzaNRM4UKcYglkFlJw9fG331ZknNYmVpPWlf149UeaX4GZjs59KORCdVmQY0haa1LLtCk/goMydhlAUaQlieXTsb/rMfIwlHJWrnZOfDE+ESarGr/17qX54dupuyWHSxKLWxpFhPs2sqnMkgipk4iDGsSd9LssYJWMglDCQ8Qvdx4r/rS99DmSJ1IVLa1godrAo1KzE03MolArtnY0zWf99LJhEUyzt/lrfMpdL1eHTEcUYBeCbITXJ9SUHq5vl6AFS8ev1NiaDPvr8JuVJK1m3O3Y+oQCkSpjsFUqQKseQE4alz/1/F4b3ViHG8UOg//6+KY7e3q+MpYcd0tMDDluU1OMEYCC48fTQRI39A1L1ywmCjyTn6ucG1RqVFpLBOjg46d6utbxrHoxjI2xrViGnKNSuId5+8qctfVhedL5yArX2EZFViNzFMJzVWNB+fs6upwiykB+iTPQIGtFY4lABd8tOKwaAVUVMlyeKgf8K069qoVMb9VibfcRwetwTWOlQnMOk8BninhA+PU91YeW5ve6/CMsGIDkDKhvsWQ6oPxQ9SQ5phsefEY3IwwX8aQvOt4Wjk8sjaYqmqq2jqRk6TFzQRnAVQIiHTd5Oz2VdBeB5O0FJ6vInBrQVv8FYIqY50FW8p26Dgyf0z3SW3QjtuBmdSGS7qZfxVMwQm6kUwKHcpLi4h0kHYVeuPcap9U4e9uwZN9zgGQkn8axFa+b+Uz7XjtHHyNGz7YWxRPaybYsJ3jthlISNMdGUtX6MGmoEeBRQjCutUYh2gaS5Y+C75NTTEBDxW7b9Jgce1qiDjJop3k+qc0Rnm5NgMmbbA6YWYV1jGlaxeYy2/HL9v5rCoiiBnKAzgDoE1pE/Ai1z1wjbTZVhkX3ecEYyRAUzCl4pOkm6l9dzusqbWDa9KJJKtxLoG5Ak4V4CjWquvSVyfA6h7UMhsg0vtVJEHHUzeYKp8TwFk70xiz6bQIiIiCb+E6gknHhtUYfv1F9Y7qD/TG390y2f55TDaz2Lxu8pbl9fCVACl2utjrtAgyMQqzLgOW7T8msxZKSWyNBSd2wmR1yYssMkswla6jWQ7oWCOX50oX6DlcJnO0pVYYgRa2tCsn6MqkK0GavjKOzQ1Kw4nKO+puIYZVgDGO3fiKVtZBFTUwCl8QBJhFOecqgFavVnm9eF+FamP99GCzuWkTJBshZojyTgXYqeqjgMSfN4FSl41gCAZal5eMek16CcjUFHE6N1EswXEWrnU3ptc6RvZs5oh5td3Oe4XZku6xbCBKKTFeMngGZbchVxNJjaPGJVz7epOvQ4XUNK66Kz1DfcTXqOoDGt+cl+ZrjBZJ+ipTuZhmqoPepI2DmzUgcd5o8igAjE3t27xuAdI/ASCVNdNgsgVRjKqrXypqZxgKJuA56y3Ri77s8MUTZ/AxmMTfXeLdZwtm4s9osXo9cyTl0PqlSa7BDjOwBF06GNMsR1evhZSvIa/kQFhdToCUk2nzpC/axY0XQYHXMEN9ab7MqG45exfPbmveWq1Oo2MNmYHFNQVQBwSGeOslZxNRhxb46McMfDKe6jiVxzEzT42HbfP4Zxe87i+/y2fJO0BZ1jWdL07pWy337w/y0jFjvPVxo6OZY4Bxud7wrkV9I0w92FIAum5CXVTyGJXH5Y0jgMzbSgb26F8SrzyktTlS5ssthuTVl3en+D6m8A/Ey+ZQkTzny+qvrWc2tK9issVqLQvnekDKKzIWkqaoJrBTG/JKybE/ITgKZGBM2mVJCI01FuZbrOLYgX0cP7e8eAxmmU3VQCgvWmtcZRnUl0IBmgKT9a86lBZ95MnJbHRuXvloBrq4mrzw+F0FQBocHLTJNquDaoGWjPoBchl5dNByvYLoDMaN5CZjWBCW2jX4KIa7xnPFn+v36DHJk7oAZO39xp84vz5h76cnf+xIjYcpVSIFSOMArtteMz6h82mjiHU014SP9JUYfT9CLawaIuWr9biU9xXIKuj21b/eYkjfX4ZU5ocnizY7bWRYP3VLJ8jFlzKkMl0K2JQtsJZzEzO9JhPEThxMQzEuEqLDXJJPLjxDM5h2qkloHaYGYLFAGpmAPufdPC/wEveUp39to6ntunmXCUsrDKraaswL0YvG58wUwo7quIFYo65VmQHSEBEDxd8q6DJiSC7Fm0Vb3VedFZZj1sGk8bsA4wBcA7zBJPBK/zFgyEQNuzUv4vBolHts3E1r4JB3XP8tPzB/n59NIFAAesAZ/zMylqcrc1NVPhHypQUaVARIel8cx5sDb5f5qA9GK6y822XTNp69+6nwjQC+bDAZ/L469tzwnbcA6fsJSAIdt7sSCpixx0YbazDWneZ4BW30KwJSmeqxOOsvT9G8+PWdVlVUt1NFQ5UBGRjEZT0SInZnZxvxQh3EuCDukjbRkt2HOp4ncdFlAjXy8ooTll2/ths37PzFAIvrKmaDKHAs9IaVl99R/qbByNdf7qtgmNcU73MqSKytCmJuAFJ498r58hKddZ6avpSB0W8vQFTurCCdxyyAt2jEOmlh9rPFvzlrNb+pMMpZ/KOGUDkEIhAjnpewT2e0qajqmoRSSFDnfh2SkLEky2C1ey26WmBQ6ETRYTZMjmBIhdXlEWoA17nPYs7dfOGPtwDpuw5IMb9iOjSYZhk0ZksMZV1Lp5RHuxKWx1cJjPy8WVL0IacZuK+WPF/srORJnaZQ2AGCJU+e7XdxNbzTeJJSWrG8L91z93rqJC0iC35CxT68mzpHzmxDUzbMp3xfNQT1z2IQi14AACAASURBVA2Lqpg0dWgoCyMDUx1H/RbjnJmB1a3QfTKLqulUvoZcSCwv3GBZDBpeq/6BIXukYvf3UeuLtfZ9HUDrqBLXpAdVw4kCSPk8s8uUNo56QdbCqvJxdD/59GEu1a/Gn64Bsr7PPwjx6mTJgKzcPIHRtLL31T8th1OYVucx0riXsr/e3xrBvugC+jrrxAUea3f8dfDnuvfeAqTvOSBptWUzTc/SzR+Yj5VK1VaHycQ3BaSgW7MnmgOwaVN07NMBalvTiJCytFVRMZTcyYoCHBX7Mkq8UCU9vW9HeuCetSSFEmSXKUggaFA4ebLqXU3zgvICbgCbAjJ54w8xPETC0KFqhKC+II0tAUjWP2qdU+u4UpxzwWry73ElzWZIdcF57sppHJVGuCrvy5gQlLVmbgVQ1cy6WVSnDkife65CfjQCjeMh7Gq8D49PAL9rYosRcUEONJWmJu8cG4srFvh/9XHJIpE5qFlQ2Q19zsyQGkB5DiJ+KzCKRzpbT7sVGBkbVDTd1JMKJ01Zl7Vn53kWXt2/e2Ck2L6d5zwrhc+YqMSaNZmIpenr1byr4rmOEJhYl98YkMoEiQWlk8p33ZauqDb284fSqfMVCsF3EGhITBAnraK/TCmlg/erjvOS3mr6zS/2pK3UKWrDNa04JadR8fdYCpG4W26gtv3XbLZGiToegXfzBtZRE3/ibmMkZn0fJlv5TG3TN6LkBVc0LANSNZtsdSF5Fm7kJTcXkOa+p/zd3W+zllQW/2xAmkVx8ljMXpTlvhpNtrjNrBXxvb13eap6pAxYqigZ1QkibCwDORtVEb/LWNUSQuMK8n+1W2fA93DdAqT8+MuKq7PhPDYxreqb0CwTvrynzNH89btd5D90oHq3YU2PBpNNP9rLLA0pq60ehKhyqng2ZWa4ZLVhhGN9U4ZUBt9ucqMe/yWA8INPLqQX6I02TsueURjRBIsYeuTAxuHxKSoDWFIlm3+QSoab0iP33kbgowIQFYQnu6M+6WfrRrPpv80KsZscj9ToTq5/Lj4zV5CP1VmWaD18oTCAGJ14j1ifXgKOwpAUVf11crIaAao2afN1zWZI8TBrlzaLgcZRikBYvBPFU6GvZeSKpyuOFTK95ne501KTatoBqNGnLXCe/+BJVGiCfuECd/o6S8DOj2gOO268r7/X97cY0vfAZPMCjjg2U4scPGx92HXMIhldm7uyFZS5EKs0Nt8bAlJtvQbgxdvzbti42xdPVVlwqie9n6TNN6koOE6xsgqANE4B/FVLetLj+x6gfc571OM55/Kp02TwP/PohvQ01QwnKWavnC9FbJt6OpAuGM1s71L9esIkq8czNIJQEISMJHl1zHKdZ1aiQfhyhhTHUerJNzXZPo8hNS6wL2ZI9SPMXZTXgW9BJT+7utZj75gjsEuL65JDFKJi0YtkyhdB3rwqC9UNKn4D8H3R/Pgynvj1YesWIH3XAKmRIWU2b6ZnbMnzJIDDEoyrSoAJWEwOLuaVY4GzxPkNGVIjwbBXSEFyomFkmCuL/I23zlBDqIs6SDRZJM9q05q+tO+ReymvcZC6SJcIiKQdNS1+fvrYpvTUvRuo9tGf+ub1koMV9EA7uUXnDBxfJZhurm385dN9LkO6kfEV7MqA1MCQwst24/d/+Xnr77gekOYypK9+tKL2hK4jczPmRM3jpe/1sFQBQSK2Ix1INTETivAD/ccJsw1azc24z69+F1/8zluA9F0GpGyJmEdkzuPAYMkoYflonlWJcatmp5CT05XMrlAXc4hvwpDyOp7FQgoakit14P0z6RUKeI3T1LBK8uYEBfDVN+3hB+5Jf3vl3fQZdbfdu61yLf3rs7vSA/QcGx+7RueReeRCKSq4uNTrQHCjaTp3cja+54Ym23UA8v0EpC9nSI7sEpw7nimASiwoRE2VD3a1Aaeh5IngPi8R6zQFq6277esM9WaByrc5zi1A+q4BUgGhhpg6SQQGJdtsrtoaAUFURSNx3s07VL5I+rDkI+dkhozjjfBGGtKNTLaa86RmwuU9uUbP+Jk6P0doJ/3nFz+mrg9lRyjcJjNH/dDm9/Wl85cHqKuNiKoWST2T6f/7l/uopTNBwicZ9RTfV5a5D29Loc5A/j679PcTkD5vQftpeA7Uy8LUtTLMNLnz5dpXzl0OenRKiYdbJWyx+F09oNDwhhCDb4MiN/GztwDpuwZIs0Xt0OuL5684X8JcmyTp3gK2a6lF8rrcbMoeiw0wnEtfWdQORpRnV/CrED5t0mSPFJ6yAQqR/fH5D9Kxs4O4/Nsw21DTJ6BqFcVpqxAYiIi59hx9wPZR53lo6CK1jnoo8aGyGFlctdWgBRIxMUWwvYlzO9+MbqRIvf8cJpuDzo002nEiR01gZBPN3En3G8m+/runQ52N3gKkmGWzzOkGLfMrzcEGT1ps7uGBLN/XPL5lDTW+53vlZWscpxLMoqmXA3E13xT2ozI4YkbcpwsTFiFb3resX9asmi9iSAV/dKSaW1eDq6cSco+/cSyEJ7gmfld66/1zdKY45kqLE7j7J3HbyNkm23GSTql3b1uZfvnMHoqKXaS2TlOaRzfZznbVCxISlVy5HzJDyoAyd/bncW4Mhiw+L6NL7YHFt0GDaX/ApuCwDMqJWEbyQog3W1QsUdlZQ/r6etxXWqbf+k23GNJ3jSHluVQ8ZCYokVAv54mZkUvtROJ4cBr72GM35H1fC5B8gNCjZjmtSmh4pB7kHcVWIj+3zEvvH+5Pf3zxozQyIVMBdoQruSptgjrWm9fNS7/52WPp+LFj6ZW39qdnnnokbVk9jxIf5LE4DikuOWNeLKxZ5KXYiN9WVP6umWw5r89erQD8xtd1sVL50ZbRd/xHAyJZM1JXWx66UkFqmfs+eACSx9mMKv/qFiDVhvwHzZDqbKMOAHmLC1InU01zSrgQDp4IZI6vYX4p6BEzTQX0PTfLmg6maBbP/AxAimN8qckWFDOuyTJpnrwuXSvxSmVcs8nmzh6480+dV+ePY5SaHUVDoiiZmBEJmwqOXERj2H/99SPUZx5J////foHGkv20MNqU/udP9qYe+sI3UxRIBd0CjMqq/HsJq981QApne8QOzWVI+VoLQ8rFDeK5ZCbk4MfCkvRwyU2jxlHUVKq79h0Na+aUk5Y90rGrWNS+pSHFTt7gaSzfz94ivuCnfyqTrXF3DCBqBKQCQN7ZPM9ic4ugR5XpCVEgTKrQjaYV0hOD3OD2/xqAVE/7zAdXxTRNayZ96WA7TVb/Nfqu/eWlj9JnF8bdOqhSwUQjENIVHvm+Axb01GN7qC19Nr1x8FP3OOtsHks/eXQLxepXp17qY7dhunlpuV92jkuq7fy6kX9WhvRFgFSosVHDD9U7jmMhYzxq3gp1Q2HolJMWQY85klYTIYNOjXwZnMRcw/6+BUh1kPlBA9J1DElAFBtWCYPRvIuY5DpxiOalaEYwI7n3HZ7Nz6pQalnHkBW10ZxGIo1bxQD5uWRZfCVR29gn6u8dXLtrrpntkhW6UJgQlQXfePsEbYoupvGZTvcRQ1gHiCi+j1dNzG2Sus5Llsyjh/woReUjo7ypcjXtu2c5rZp3OmK7U51lYUlmYTXwCZoYi68AUklu/cr71pw3ftcY0o1NtlgYs03moDN5k9G3RQjVJHHWviYLz0qdYjSRPG1qXKoO7/7DLYZ0I+P/FiBlqlOqImoGNcQXaX5lkpPZZLCjSJSNcJPACldGy1JMZHWb2evjBqQ8M7/YZIvJGyZbXcQWgkQagbXysAWlmBNXdLl/Kr30yifpwkCkh6h2UHW8ygWiIYFaFXUTwRxQze3IIWfhqNHjhr70bz/fk7pbhl3DurubiG3STAw9tkmLl61R7G6kkf8sgHQ9Q7qxuFyfKGGiZfeq3PmAvsBI3kztTrEjiS4JnHKuXx3L6nubLbZbDKlxJv2gAakm2oYpH0AUG6PLzBqL6gypMGtVUnW9+fyZWKUUY/Sn9UOI8rMZUgCUubrm8lfKZbM00cgoFLeiK9Pvo/Hh4WNX0wHaUQ9V6GOGiF0ZH6fuUSs96afStSESbVkRSrB1HAwnnoItLaen2v/67UNp8bxqGhu9lnr7cP8DSK0AUtik9b1LrsS52czfFIric981htQISPVbb9Qv6nS53HlAu5pWTvJU1ffAz8OUu3gyohpmnlqzhqyWlnMLkK6bSj9kQMrY4UlYF7FrBlcGKIXk5M2R+VWlscS0s7S1dMPBFaaYOthENLaP+80AaY6QFZDHf0LfqZF8T+Qw197+8FT6+NgVsvvb6flFePjYUNq1fQOAVCWV5Giaok21vG0K3HTLncpQ+um+renHD61PV85/mrpo9NjR1Y7Jpg4lQt9A2ohF0tfQrf55TbbrAel6AAotqRaf5dEAjHLGfrQ4yGZ1LR1Eu0nR4m5knBRz8BZDakSlHzIgzU1qnz0PA4RK5H/pVKN6RlFJOusLCsQ2pXK9gjDRvHl+I4bUCEghLof3J1c0zNqDBO0ZgiHHMNEOvPeZW02rrfbYOAr7WH96+sm73avrd398O41W6GuG0K2OZmrTs7yvJf0vIrUXdtHtlt5j3eSytdPvy+ZasSdLTIFuJFdUrAPSjRfXdVvd5/7iu8+QPi9NJG9D9nJOM6YCJE0Qdz3xs4py+/aQZveq1MTPG7GQoG4B0i1AEtAEl66Vo2nwNsYsCXISZpq8aYrALlHZ/DX8I5khia7AkKwbxez71oDkfTufwPhgXUr7sKiYFkFKI+SsvfnOSbq70iyQLP/xcfSi8Wvp6ce3p56+jvSHPx9Mxz4bTzOUJ5kARsero2n7uoXp3565kzu6kHp7OlJPNw0GqafUpHZJsk/lyeN8EdsQgn28AoGjblB9CgVghmkZgFZfZNe5bYv73LAd1SojvKF+zMbjlQc0N9v/87DOUBfEpPYQSjBVTVyuXWswFIuARfwzqOiXBTQbJkmDgK1C/Ao6jSrWygMsepIbEkVdcwGRhesyfPmigosbpG4B0vVP8ofBkPLcawCdRjYU8UUlkbzMmyj7o4J+Lq7m/oclcjCArAjXsUFGaNC3BKQbPCDHHuVEA7cq4kTqCc9JBUj73z2djp0ZTBMqOzIGfYMh/eixbWnlqnn0kL+Y/vD84VSZ6cK8Q9imO+zCrsn066d20He+k7SRptRj75pWcrTjiSaPYkZZ7KoJbbOvba5xmR3ZmQ3UPzsLCCyihUYVSajeEgyApapddEEpO0Zcx/WA1Hj2vH8UJMs/6rgBBgF6AUz5NzK5ay7RuslmYMlbTXyn94frNV5y7XMHqmdkZmQyHH8yK6Lio35vZqnz6vvcm64cJN9v4Hsd8K6PQzIcNwx6uYjZfCs2rgykBfsysy73XuoqBXUPwP5KPLc8F2GoRyOPX15ItaHOx7zVSjvmZW26ePNprBiZSUXOH7sOfL06cpya90VPVH8VYdCcnEKKcfflPJtnbfo5YVZ9AzUPbwIg1RfadRNNQpa7tso+5DrpUioz7a13T2GyDTpdpEIhtsmxwfTg3k1py+23pXc/PJv+9MIhwKrdaOqeX5MD6cn71qcnHtxEP/nx1It+1KSmkQYhlbeMyM9YvPra8H2eoFFcPq/DRobkh6G/NUSAFi5ZFq0Pl7vnOuJTB2hkSHmB+WEG8t+IIUUEdbnM+jXOCijNQJRhxQs3LiM8FwaRvIt4MdkrFu+uLXIb6OI9MtNaYUYRgV3Eax8xNqf4nIGwHLyAiq61AFfDdef3XR+HVK/aWX8OtRFveCYNx78OvL4S5DQA3ud/G5tUTsLUXUony0F2HuJbgDRrnXw+IDWK1QWccqxQfdfzXDEI+UAh20yzZuxNgx2VtI/anMpbRXkOfxeGFA86xw54DpcGkCXWgMWBqH3w0Jl0iFpH44COTLaJsdE0jw4jS5bMT0ePXiAsgJbN5Leon/yUPUIjac3S1vRvP7s3LV+YUndHM73jZZepxVB9ggcDLKJsWXXCjwIeeTcIey1eGkiZeRogHysvxEwtyw4r5hADXV/4ZfmYmfi+4/hfhyHNrkeUuUs2C90oUqMoDBQA6+o4RYxmDVXzjcQ9OTLWb4wa2GIxk/bjE5iqayweSd5j/6SfUzbH8iSxz01jmUEuD1QQw9wS6caBkeVZNAKRIW+WWToLPI2wcQVx3bGT1jx/DZ/9SnCVNyAd1ovAUen1hZSf8C1A8tOvb4rfFJDC7Iq5EpucVj1ApPAdF1eLTI1a12MvOa2RvCFmvLiJDKmsh7KLxk1Ggqb+hdvfpFAJtdTOPnlmKL3xzqepf7wFUTtCx8dw/avX0sx0G6wIx5r7x0uE1aTixiaupJ88sjk98YBY0iQeNhZcTPXM5QMMAhByTkx2Z8cV1adzLGyrMBHEHgTDwYH+VovfZmYuQp6BoNZSuhzLABT3FcZBhBvUAImuI67pkqmN9R+DYwavRvB05cuMBBktazWza1MndiaPrx5omU86u+8nwEXJiRo7N1Kwdhf1jCIy1e0s/V5NnKkMsL5zC4AZGPxYC8jp+yLMZXrOfdRMtnz3NYzMepM/P/dlQM0MxYeM5ybQjU4qItXRbqkIf8EC4zl9qen2BYCksxUBtpZVr/vP42fzN5uO8TwzUOZrLDPsuluao6t8rRI4WZ+zluJxCQ2lfF9bufl9s95TGEoxo+Wj4vvZHWkapAgd28xRR/kiQNJnyucKmAfbnGuyzXWmxHGb8Z5DKtCMpCG5+qg9uXkNFhLh644aRzcdkOJhccGlN7sWmzULAElMRgtcJgSVB4fHW9Prbx9Lh08NEPxI2RFSRVQ3VzpHBa/bGIX9CZcBjGS2aadnkVWH0s713ek3P7mHukjV1NmljH8tshiwMNk85TIw6Pzld1kDkuYU4eLZzAtzL9ZBLrORMUHPLFT+WORBxbImkVdF6TFW22g8wAGQFajqwOBwNIosn9fx8lTIwas+onbyiDUv1xnr1DuJQVH3Eg/Oi8a/C63H1yAgzfXCVQRdtyhQF2VWe2u/RceX+atyD7WRihguX3WgdACyF4aANU9G0CJqHpelqMkV7CvM0Di/yo4GVgeQBYsrP+ubiD2RFifQKe2646TZG+FzBOB63PJz8K3E6MZ16O8ZPMpVxdeAkaIrFqAunWny1dxiSF+LIYVc4A11DvjWhew8+jwTxRC60mNt3cRGZ+dJbmXWrD6Gfu7xrG++yZaRPVITNLGzieP+a0JlFkZOFZ9KbenCxTFY0vF06txwGgGEJog7Ug5b03Qlbb99XVqwdBFlbN+iT5tutJMMlGrqbR1Nv/rJ7nTXjhWpHZbU0SFPmxZDA/rmSWvwKIvBs7CYBR7VsuxiCudFVeCrTPwAIE38WCzl+stO2QAhDYtA67M5NKRZDKksmxqvi0WbjegyYi7vq9ovsRxri89r06tUDzfvgjUkLEtR15hFbIG4YMTXHbqX4bTWaiZUpligWsQCuAxOPnedETWawrm8sT+pRe5uKHmcZl2OWVIBpgwkmnh8zow0D7KG3j8H9sRx9Z1KldaoVDyHHL5Z19I8HDWUrD1531EG9NDbykAGyMczzUzkFkPyuNX3Gg3cXDaUxy0zpNqayePsR+lNXt1B6BikjcqaUswue8O1hCw9qFRteMS97vLzufkMyQI2F6adL64w32gpjWrnP38LTb4y1ZquXB1PZ85cS9f6xwGeidTZ0ZFWrViUNq5fmq5evZaOnjwHE+gKLcQFmqpp7YqetGZ5d2qjo207729tFdA1TkrPNgYgp654Vuf5n7fWTNLzxCwzXYMju0CPpzGwMoNCXqThRahDUjGbamCW/1SBrg70D9rlWTPZvDCMDT5E5gy+OMdHZ3u8tjJnuZfyB722omaMF1c+vmBBnWTtUcvmshelj66ZEMcv11nuwOfMulCZaH5yZUKFSulnWYeM+LtiSmpMxLuhwCUznwL62Vz1xDQ+6TiZmTmhUr+Pq/F/y6BkgAqKFBrUrFcDQyrDFIPbcKm+4sbzZqHbU+QWIDU+09mAFGBSZ0OzASmmjKwhz5gMRiodpNw0PV21dNXI5znqKSgvWmyIpgaeX3VAuukMqeZBytngMXlilw2xVyChGwuAslhNQq3LXrAghKoKdBT1Hx0Z8Ht7euaxjRMgOU0MwwxKPcjd4qjsqtlRe0eXO1rWbfbiKSuGUZnkWjgyncJcq++1AUKxl4uV6Crjv7GO9HsNnky7KNs6w/l9PwaPInSXBVPXaRRp3j844Ehzg4AXmGlOLO8MDkXPqS2kvFgLG6j1NuecpSGjc4Q8irHgxHXs0chmmqKw9Y46SDLQ7swSLLHEGukcGs1SLVsaWuwmGouMZppEPlsc04DsMVHN7Qx0NZOTMaqZhDXI83j5WhrAojgr42/BDwOoMziVDwiw7Kkt+XZhpje+imVeDyUoqJYBSmfIFmE803wALYpbDCmeaxlQEws957zZ+fu6xzKef8zOmMoBLKqB7XZbeVOdEnMm8T2eLp8XLmRZodaG6+8JSHE/6rEED9ICNvixhPJkdIkQT8qyi0kUxUxz/aMJuwcFOhqZVsqTtLr3mia9qkhKGI+JqsXT0toCGLWltlbc/1ntjLorxfUc7/VOXwbNvEwlNsqCCgxPlM6NZcqidakUieX+JP/XgstPyqslVB5XffUqiCVveppBlzJNXlgTIO3AoFppB3g1mg4GgKALsUb9NdfG0wP1efUXLT5pOcErJbYboHwLkefnBy4B2zlBug4tXD18nbZAln4f087ioqaIdCEDasMCt3kXd6XzhKkt0Mq7XUxDH98gzpsNSrqcWqNO/RysJECwDvgNEOkbL14wY7+vKY+p9DI+FxCo8YxnFySvMJ68+9ZpYG0coxB8jGGMQL6XDHq+NJsPOnbmy3lx/DBF7TJGeX3m2L74bYBTMBo9F/02vsrmMRhZwNbzUPK8TDI5Vjwr8uIpG40fRp4v/x0MqXb6+Ka+HGLKeQFkZhCMSsxDZoZuUJ6xyQAJBzzyxQXYtOACXcPMkVkVnqx6/WyJ2qKQWQ3hezGaAKS8YPRTYTSeiICff9eaNQxs30SRKGe+y1sRZpTWZdB+L1N/VQBX7LOhuYRXI5aqAEkXPw79GwSQVKM6L6tAMptYxYyUByL+XgMPg0/WWjwJNGbxFOP+BbwAgZ+19KJIXPRYA0xl7Dx5uEe/jU1CGp6QTJ+34ZwXdqhV5XllaPCKlYYTwFlC38TQ9L2eR2gGgBXPzG/LImWMS4ZXTeRAwjwb4kwBDzlmxVQ0A52vKSoD+jn7a14WGgtDbmwpUXJGQ51hLoNPfupeSFo1hsc8phnu8tn04Rx5n8E1zMc6eNeA16MbLKK+xPKg6Wj6XNl08vf1v37Jd4GyNfD8h3nZ8obveZw3o9A3Y1P0M/I01NOVtaJNkPpl1MCO9tbxnMujDk+hxpIZxhwt68WOLskvpS29npuWt83ymxIYOWfAy8Twgy2FvrTwtMyDdsdv8yPOUaF+3JpAxQfvu8uPXwDA37RjOp7BTKWAWxwxXmX31k4fiylYTwYUI30sboNIIGYYSZoTsa37vMo69iXlPlB+b8m18bFFQVQwKp8zmxS6Tu0U6sI7JEAyIzGqhbjqh5wXbM2O1inr8F0YWjCDeJQRxarIV4BTnkuONUVgqQApFm7dCybhMMYiTicg8XFsrsSk8XeeCDG25XeabGYqgFt4RgMCavWSPA6x7G1qy4RWyo6nny7FA+njx9PWbhn3UcIo4lb1HDXWATgeIP2BYwYg6SMN96QJm8eurJ28f/t5lscZA12AIxujOkfROMtiK8f/wTOkMsfyxpDnrxts+BkKQDLZFZg4jCU2xQmqc9iLnJ+Ng2/zs/d2YRyLiR+PLrY/z4ra3P87AVJMfh0872R+8OEx0WJSoTZ5daakMdSAxm/JABALwHO1OTMl7ZYZaY1POn4GpKIbeWHYVIuJbUjRcbzzhE1bFnYZrDhnDgFwRcW47gjGC+dkiz1Zca1hTMWSjbvLS0A7r1lHNksywIXgWzSkwlL0XCJ1o0XVM/PCmIbF1DWWeKABITpT6FWGPGlYcul715fsLt1NkyUisgNddS9Z41LcBIX6hU3R2SEAILx4AQFibAYyvcdnJfargIc3AY1JwL3OV8NThSFolFRZUgCSH2MBqvgxJlrtldHRo6fDKrbIk1YnEDAV50eewHkoagzLQOj/xHXVdvR8Bl9ngFHcnNJfAqxD96gvAo3BLZOtgbnrWTU8rFhHeVJ4p84bR1AkD72Kq00qzshrJthq8UI7sV5WSh7zKGEdFkxjl+m/r6jtiZKJdKNJoolhp1VmHIjULtSWTREvAF2n4hRycI6C9YIOFfe36GGMRDASMZ66sVHmZ9ExzMbcYE6DkgXeMoezTtVM5HJszzLd9EAEiPpOFxtetsxUM8gH7FiX8BcdF51D91MWq44kRsS1TWBXXxsaCjqqR+MFrpgg7lP3azLAMucHW3U2AwNYvPBVSU/jqcVLvJWXrx60/pEOEjFAEYsUIqSuK3YugbjBXVRZgJnTbDxtaiBRvokVHPeUz617cJwQX2WKCQgL3Jv5ZlNKoG1zu8wzDaA2h9h1p/yMdQ2638x+Y5AztMj0jrlQ9qgCajFmil8LQI3UFzh2pvqZo+UtIh5leBdj3szgCPGksaZWQ6mMXvmLN6vMs3QTun/fn0fEdxxbUB6jOM11r++3yRbPPeA8NmPXyTJTCgAyqJe5zxhHpcco+aNXgFEemWzmObzEDzXYkZ0VBR/yyHpcY/+JOXXzTbZivgQweSfyGWNxhahMhr86i2hB6a+m6aqhPZNIUfMErbDYR1HtSyCgdrM2Fl0n3WpVKdJTRJPV6Ozh4F8xS9SCNxEpqnpK4X3SVRDzTcmSaQrBBfUfG1f9bjGWYFNNHK+dE/V0S5sSy5Agn5mWsd4IWbOjqejN55vS8KiuUwuWd2jDZxF011yuQgAAIABJREFUdwsEJtOVa2NpYATh3s9V2ojeR5R5K+/hXnQnQ+7QCWPySOmx83fK83bT8knm4kS1JQ2NiTGKIel6uGYcAW2AVCcpNAo0GyEfsMIxAii0+xM4yn12MJ7R0JHx5D0xh7TaNGZZF9CR+dGbgJgZQNhJSEVHh8AIqZ/0nZGxDLmNbDAv02m3OuacXE9XRytR9NoJqdbgGaCxb/MzLg0ePAnN0nQlbZ4Ho9yfQDYEeb2XGLM2vKwdgHcOrKWoOvWyWnyvriKoZ2GGp+cZpp3PwTV2cu2aS/gd+VuOWJ8DIwYaL4QfOiB5JON52IzSQEV4jk0sA73miAJuaVVmzSjMNFsHBqIAIwO5wSdIbx2jMkOy1RKbeglZ8QYvRedmA5L3EF2IJpTPWXYmPXDdnC6mnWaQLenQ4VPp0tVhLphZg1drmjrayxa1pZ1bVxNX1JJOXRhJH3x8hnFRlDYTkIz/pQu60wN7tnOcMX3C2f7hpi77VwYPPnP81LX09genmewc37MOc3FmNO29a2PauHYJ9ZYqVBw4nj6lJlNq6Yi3VMfSmmVd6bGHd3G9nAN0sbnowdPilf1MZrwZDwuXrikffHyOVuAfwXJ6shYjuK3QCnxLWr9+UTp06HTa/85pBG6ujUOY/7BYd9FrbieJxOcvD6bXDxxLwyNhKnrEpsfS3t23pR23L3Nw5cmzw+nV/Uf5S7cnjVkidaO2b1ud7qELy8XLl9Krb3ySBsYYEEqyeFFOjqZdO1b739RUJQ0MNaUXXv0oDQKezbzHbCr2rloIUmhATamdelP33rU2bdq0yGEER08MpLdosjAldleDf5mDZffUVJzCK9qUFvR1pu1bVqbbVvRxL3SGUSUBxYPpzj1ng93GpORszZ3p9Ln+9MIbH5N03REgKXY1OZL27FqX9uxcR9mKQYiRPLc96YNPzqb9B48hb3WZw5Z7iF1YhY65i8nh9PD929L2zUuJ+h+CwWYm7HeXRZdB6BYgxTPx0OSn601T6C7Ptkcs1hjfuxEHk6LIJcXz7amgt2XQNw5k9qnfmgFr3mYGXmOU+oT+f1MZUj6gLz1P9IDLfDO24zXdI1p7jB1//3sn3fooUc7WcAXgrF7WkfbecRsTuzkdPz3Eez5jgXWGTgFYrF7amZ5+7K40NnwptfOedkreBh0Peq15bDG2pT19ePgyQHGc8iV83hoCCwYg+9FD29JGaisNjU+kl984nj450Y/M0ulrnZ4Ypg9cX/rJk3c5TaWd3V5xUVp4QeGz1ynvBM0spjfePZd+//z7YGpfgIUW5sxE+tlTd6YNG5ekv778AdULLnDnnMNYAnNpraSfPrU7rVzWnU6cvpqef+1Y6h+RNkQqjN7EgnruiZ3pjq2L0+DIUDp2eiz96fmPeMDzXEHTJgWAtG5td/rlsw+k02fOpj+/9GG6Aui0cC/qzDDFMR578Pa0987VaWS4n+O3p//664fp6pAANcxCFQh2fT5vZQJ3BZ7OAEhj6cdPbEu3b1pAbMl0+vDoQHr+zSPEgnUYsML6lNpkdMzmYQDNNGC2ZEFLevy+bWndyh4AqQJIFBYbU8KTL0+QGeqrHzs1nH73lw/SSJXn6V2GvzL+P3pke3ro7nU4Bi6mNuLNmlr60ssHjqaXAedERVGPt+PCYoc27Ol3k4PpuSd3pN3bAKSxYZ6jaXd9V867tC2L2rONjeeHabIJbDK18RBos9GKUgiONmNgnsGWa1+hOYVZZ+zxF7NNj2v+yYAUzzpwIRiS+/55ezLf9/cZy26eyeYDZmj0fQlAmCjNNslkdsgckckTMUIjldZ04P3T6ewlaL0YkN7DLr5qcXvatWVpaoeZnLlYSW99eMZF2lxTG0Basbgj7bv39jQxcgGTqD21U75WIm/ZeUOEjprdH1Gz+5X9ANI0gGQWwM4/M54e2buOhdJFlPhMeu3t0+nwSXZfFrF0n+nKaNq4uouFsBVcGU5d3V0Gx9gNitco0jF0TS3N3enN986n37/wEfYkTeRsZ08DSKPpmUe3p+XL56c/vXgwnTg7Cm52R0gCYLVkfnN67vEdLNTRdOHKVHph/6fpGuZjSlTA1ABODaanH749bd80Lw1T2vfEuen011co65vmhY6i8AhinBb0VQG2u9PQ8Eh6/tVP0lVYVnOrQEMAPsRYbUy7ti5JE6P9abDanX73/JHUP6z7wDOnjUPxCYod0HV7JUdcUvvMSPrRwxvShtt6GffmdPjT8fTigePwPjGrIvnrYyGQ65duT2OwEZgMpntuX54e2rOR8RvHDI64NGOZ6XmwTW9QPKujn42kP/7tozRcxUbz33hPdTg9dd+GtHfXyjQyciV1dfVyvb3pj698lN756AIsGkYqCT7PZpnCkvnNZCv93PuatOeOlbCrUT9HA2kxE/RVntPazvxDN9nCI+vCaSYPelaxZkJqiVZFU8w5zZ0syxloSh5bzfzK2c+azSHZFEAKjPC8E2cwU5KDK+ZEdES+WRrSHIbkCe6JGjEvMsmC+4XreJSJJ0A6fWmMicEk5K2TmGyrF7WnnZsXM4Fn0tnL0+ntQ2eZhJ3CaQPSyoVt6eE9m9n1LqW+ns7UASDJrtXgheCbvV+YYIeOXYMhHYMhRdqJTt/aNJYeuWdtWrOiHb2liTy6cyw2IsLp9+YHMj6WNq7pSU9Sc0n1l3r7eun7xvXVWEAswngSnJZre/MggETX3Rogcc9wQEBtW1rQ25P+8NK76SKdVRJsyvEXmCLb1s+nYsHmNDRwEX2pHUA6ka6MCckBJLuzhtKTD29O2zcEIJ28OAMgHeMeoqyvwhiaMR3bW0bTk7CIdlJnxMSujWGuce8SsaeqA+nRezekO7YsThNU4xys9AGch9PAsNY8LbIF8jkq23pcKMf2fHUASE88uD6tW8XYoT0dPTmRXqTV+YTNa73ivcWp7/ERayr6z9RYWkZDhl8+uxcNawyti2mMyWWgKeyk6GWM4dGToxTk+8CAFOMbJtsT965Pe3YsS2Nj11I3EfuTM73pv154Lx06fg1AAqAaFgTFaOzs8Fm490f2rE7337kGbaqfaP9edCiNb14d+S5CQyrs94fEkKJkT3jEMmAE8fWjjTAPXnqefDNBBY6iGXkj8eOXdzV/No9jRP8HCRHAOE5O/ww+4VxxoX9bG/E87LTJfDmcHzchDslYU7szzcxgLWJK8RILygm27JbDMCTpO6dhSAIkB/kBSKvQkHZh97chip69PEkjAACptdsF2qYnYUgLW2E4m9P4yKU034AEs/FEl/Apk00eKRY9i/LjI1dovX0C4MEktLCNttM0nh4FkFYt7zRD2n/wQvpEgASr0DGmKiNp0yoB0maeziCLoAsRXMm7MbARkhC2sDdmdAwB0h8oJieTzS+uVcznx/vuACg6AIG3AQM+p+vUw66Op4fuWpPuvB1zbPAKgnZX+tvrANKo2IaMG/Z99J+nYEhb1/WmodHBdPLCNO9BN0l9MYlyACnyYnrkvi1pPrrNX19+P10bxcTUvej6ANRHKGi3Ex2oMj4AQ4JdvPBJujYsVqLxyMyVXW9mkrbk8va5REkwvKdoqLBhDSYij+3IybH08lsnKSfMeHsOZzZFEjQPhjHn3mA6JcJdgnofYPnsk7vSkkXoOqBVu0Bfi98jqFeYZjNE2h/9bCz94W8fYrIJkGJvTdS/enLvRgBpqTvMdLI5TM7MS//x14PeRFqZF3qmYJ3UPJeocYkVeXbQnB68cyWAvC6NDl9OXQIkdKSCRzVPohleCev4IQFS8YKGg6R0lo3nGi972bKZJm+uXqXYXe1Nel9e/Bl36iabl4IAP48vj9Tct7y/iOeZRNSYlJ6mWVRsHt+opvYsk61uEeaFG27fHC9r/UJawYH3TgFILAS53jn5FItilRjSpiUsZAHSlAFJ4CKaN01qyQpMukeoKjk2fAFA6kod3bAOoYXMQ+FyNtlmxJCOhskW5UsyICUAac+6tHpFB2JxMpjIZNP7dYwpSp5sXN2TnoK9pJlBdlZaLNEZ1zqSWKAHKDQl01sAab8BqZEhUccA0/CZfbvZ2SfTn185mKbaup0YrIXWBnv4KbXDl86nVvgECcXVvvSnl48CJmhIiPkChpYpAOHBren2dfNS/9C1dOrSDKLvCRZcj8F+Wjl9yqdDHL939/q0auWi9Ofn30mD1JZqUiqN9gR0lIdhGDu3LKT43RDsoxsmdxhAiticYBczaQE1pTauWYRnrG7NU8Mzbdm0OHV1ImCSVnP45DjgfhJw59geaT2y8bSN92xeuxIN6BIm8nnuUeAfO2EnoPw0oLZuNSbz1Dhlh7vD6M1F5rybmrZ2piOfwZAApGG0xaiRzu9hSE/uXZ/u2bEcQLqSOufRMBQG+J9/eS+dvlCxQ0EOhnmY7osXLEhnzl126yxho8y9nbDLZ2GpFRqLdnR2kYgdG18JxivR3SGmxo79w9GQ6onjwZSy3WvA0LNVWEmYadE3LZtyGapK70M7RhziobEz54kYNutFOXXESBV/M93SOiqglENVchRIhKKZIekj3wKQfJLMhl0Tp5QDicuwrR/fqVgTblt6sR14/0w6c5nKbDLZ9B5E7ZWLO9OOzYsQfWfS6YsAElUlpyRqC5D4+4qF7ex6m2BIAqRua0hNbhKZY224DmlX04jah45isgFIUywi53lxjFYxpD1r0+rlABKBP28czCYbi9jXgNC98bYezJWNXOoAZmEPGojCDGJQgyZFPJCZJ1UIBEiNJpsGvQWd6ImH70wXLlwBVE8mkJPrwP6mfMqinpn0i6d3sYtfcTnf/lHYzWvH0xVMqVLRUezgKQTpLWvnYWINpDNXmtLzr4eXTRQlwh1kllXSHXjitm5Zm/74/P40AMuSGWmPJhrSIyzoOwRI44OwtF6uUxqSJpw0HZnBE2nz6r70BEL/FLqL5RuHOsi7WKGe02hq61yI+TsOQzphcAotRu2OR9JjD2ESblwJGF1IL711PA1PKPcwyky0YPY99zjC+LpuJ0r39MAgNXGdiyf3PDqWWC2bwWFMtj/+DZON0sZBR3khyktDuluANHwl9S5YyHyZQph/P12G1LbIywZDW0RTiDUrl6XDx0/5meomprnu21d1p1/gWKhQ1K+d+uvqUFNemusOSMjz9ofn9g+XfWMgpPEiA7YMm6oatsq1b1pjVKmNXwGU8jXbZXnH1nEims7ypFdNllREGAxiOE6wPGwZiaHb1AsQ0ielRzrmyWEA0oXDtNa8CvZU30Bu2ChyLkPKpDs8HrYvsy6g03BwUfPQkMJkM1TZZBNDQkMiBubsJTGkcwFI2WRbzt/FkCbwss3DZOuk84gWsV6K/XF0tNAd8+FjMyRpSJgZQmuuRSbbI3ffllYjaitOyQwJlzZuGN+sXOnrV3djLm0CAAfRkFTipNXu/zB9dWdZdNWiYlG8MZch2WSrpvv2bE0nPj2VPjs/wCUCSAIJesvtQtN5HJPw6rlPU/f8eenyUGv688sCCpl1GgvOAZg8/fC2tHlNL8xpMJ0FkF54Dc9SE2aPNhl7uWTGVtN6SrHceedmPHXvpquDuibpahK9hwDfDdlkA5Ame9L/ffGo3f81doBHbBM6kUybKrpcu2K87GTQV4CDuKLW9vnp/SOD6UU8lkQGhfbAPbY1jabH7lubNtOU4dNzQ+llmjYMScNSzSstd5wCzz2+lW4x3Xj5MH9753FtOQxE+ptMawESJqY0pN//7RAbFYDn3EVpSKPpib0bzJBGYUi98xelk+cq6f8ASCruJx1sCvN35eLutHGD6rAfI5RD48I5YGSbKE/zqx/dxby6zJ7XjJalaw8W1Bjh/8NkSMHWYy7HfI5XfB1XWzI70zJr1Kxs0N/qQJTZTn5kDiFxTFc+mtZdNi0s4el7V/Roolz1PJ7rGLGAlXgu/qwASJuZnuO3YUg17MwXIoh1YmbgYwCSjQRPRJtsANIZAKnGkGAPK2FAO2FIHVyRdkMB0jRisFJew2TrYPFsRBe4kBbAXrTziSGFGKs9L8T0KRjSxzCklxu8bKKWhDGmfWhIYkgTxAW9+Z4YUr/NBr2mJyRqd8MYNrEghmi3BCA5EDNDfQakGkPKJtssL5s1mOm0Y+tt6cSpU+naAMzILI/dBpB4jPK72zb2pasXz6T5i5ekSwPNeOI+wS2vOKXYxZtgBz96eKsBqZ/FfPZKSi+IIQmQ9LByxNk0IQTzIU27d21K7310jDrkVUBE1Q84COd6BEC6Y8siJthgGqr2wJA4D4DkypqaLJjJ8io+ev8G7rc/9arpJlqPtSSpPToQXs6DH11KLxEiYQeBU1ekxwkw1sKAFqNxDacX3jwBICmKmmBPJ0GPpJ88htl5WzcmFwypl7gkbz6amd4PbR5o7I/K7W9AopOMaVqI2o8jyguQxmFIPQsWpcOYdr9//hABr+yunEchBhuId9q5YwtxWO8zhpy3FcF+Crbd15R+SWhFZ8eoGW4Hrv9a7pTWmuswlVSaH56XrRY/ZDAIM14bvwVswCicRdmLVrrIZkCfG5XuZZFZVJATo4+fr7/14w6wkyd03rwuqr12pv5rQ8gWoTP7Ldnz6QyGDILfiCE14lEjekYowFxAwmRDK7gOkGBIKxd1BCAxV87gDrfJhlkUcUjshos60yPoItKQ5vX1MclgNoJTbjoST3OeXE1DKqJ2uDKLqL16BaI2GtIbuOwFSE01QMLtDwg8Li8bonafAAmGJESP8QyGVABJDMletqIh2UTmPCz4JYvnp/NXrrCLOyvOZlZb03D6+VO70vzece5hMC1cuCxd6J9Jf3zxY8chJQDJDxt28eRDt6dNuN2Hh4dqDGkGhuIQCZk7XtDENOGWu2P7pnTiszPp4rVhrjUvPI7xMHrZHYznBMGBAqQ/4GXrt6gdUSCJMZVw/Qgg2QyA9aHLtRECEYQWN68mCWD6Nm72V4iVqk4hJKutDQ+2DeH7iQc2ps0blmOyXSSEAi9ctQjb3Ov0UPrZk8RioSGNjl6FIfXgeIBBlfIvzq1TmEJXOnJqKP3ur4pDkgNBjJfBBpSfAJBkso2P8Pl5i9LBw1cQ94/CbpkTvG8SQNqysjft2b0VUf+ddHmQGDDpgWhLPR3Egj2xnTljUQmruSsmfiND8oIputY/p4akidsIxDEGkepTfh9gpLKzdJCW6eAFVXhOmfeFRWVWlBd9iT0qdajE3nOSU5o0LYIR6VxaG6yB7u7WtGBBj5/DFSj9GIDkjIiaBZK1qP8+QGpl4jV/KUM6DUN6B1F7EkrvGCH0jlUA1iN4XsaHz6dedtx2ULZIDhq+iESRLSVRG4Zktz87vl2VdS+bAKlaaUqvvQ9DOolJJQ+RdgMY0iYY0mPyshEL1Nv7NQFJtrA0NFibQGycQLLimZti117UO52efWw7i+0SC2cGM2RJunB1Jv1BgITp1gSYSLBuQkP60UNbAaS+NDg0kM7JZHtDXjZ50OS9kP6iZ03QIU963W2r0uWr/ekKAlGTIrU1GBzjYWlIeNkmxgYAJDSklwCkwQAkm0wwpLWrFmBecr8IwT0sWnnDlGLT1jbhe2giAl1M9SW8fJOK6RKYeQOA0WIu9fR2MLFG0pUBmjPAZu3gRWzvRmP61188iGldgZbDNtlAWuCooVzKM6ekGWlBvTCfofR/EbUVDhJgyVGqMCQ0pD07l8GIcfv3Lk5vAYwvESIxPSMTWLl8o2krY3T/3dsZwwOwTZWggWUCSF3t4zC0Hem2ZQAS7Lu9i5i1cuzMpEsckhbND0nUnl0Dm9E2GBEGWQt6DC+yMwsy84nsi8iEmMuQajFINVtN01TSSeiBjtyDdnVgOi9aQChNBwUXyaW6cnWANRJBmUVl9iYV/OGba0iNDClvQ7YHVWrihgzJojYaEqJ20ZCmbbKROiKGhKh9Bg3pwAfnApC0CBFwV/H3R5mkYwIkXLkdnmRamRHkFgGZ+rErfUR08UtE9FZmxDqi/kpbUzHZYEiYbG+8dxaGRGAkZo4fAIC0eQ0mzENbDEhfjyGB+rn+UhRN8xYUmg//m8IE2Ur80T50kcH+0ywwNDBiay5ebbKX7tpwAJITfW2ybTdDGhjsB5Ca04sA0hQmW9HDvIQABWUGLl40n3ilCQTwMRZ4pI5Mw3gMSMR1Veh5NzQJIJkhaceMvLsZzoXVS9NNxZtwLJE0/tCNhvfwfbenpUsIxOQM7318yedXkKk1GnMY/mehgZgoh16IBQIocu2P96eNqzrSb37xQOrvP2Mg6OruRggHkMxKHFoahRgIlzgiQCIOSSabnRQO/FQc0sYaQ+rsXZre+OBsehVxnSxAiWWM6VjasWEBnsat3Ns7sE2lxcCwmHedLZX09COk76wSCFYJrOzK1UizGSGuq3n1A2NIdQsm1qbmqnqmGYsyfIQFFvFEftjZiq41KW1gXbXo7JgUURTAwlwWozMgtXK8RTCjrk7lwym3s5kS1Zhs5Jsq19T+FNseOQoqe4K/nclWsxnjZuqlSBs1JJlsYkh42a7TkAAkdnQyNqwhvfXBGQBJAYUMHGxj1aJWFsoGdszzaR4mgOpvKwLYYU85Tl2iWiIq+qPjgzAk0h2Ifhaj0MC1kTqyDzNmFW7/KtfwhjQkGJI8PXrVGRKiNibbPHSqr2eyRfyEANBufrs78SIoQpt0jIc4984NfWl46KJjYzq7e9I5gPcPL8GQACTpaUrIsLmCy3rT6t40iJftwpWW9CKmCvu+g0RLwX6taFUEkBit5N1JVezz/xQSgMlGVPodOAnGYSjDFUw23P4CJPnGtVfEvFHMkpBBCbIyF6fSgi48gT++G3e6kn+b04dHriFqC5A6Is7Lm1eesN5JVYArtlSB5CI6wvzyR3enlUta07kLp2CavYR6tWGyRckVsVhPQE1iIq6PEKn9OwNSMCQ9w2bHIW1Iu3eGydbZsyS99PYp8g8/Y5wwvwCeKaKw9+xYle7ZtRHv21sAd9Uaki6Q9G1E/TVpx6b5ZpKdBiRx6PDoWM+Ux1JjkBN0v/duf++BEd8V2TRZyJnDGILhSB9S0GPV89OM2WYV30vM1mfMwoP2+Gl/roYU5zGQaWSzOeg92ZcxjcTSmfp6teFyPsWNQfGv9Y9gsilROmKPmsQmXNbmJjMkT3ILzYHCtqu0QDXhGbBhwODt986El82eJbHsuaL2ZDogLxsMSfbtjEw2RO+H0RXGRi6mvr4eTIweD6zdyTHLAAKmu1NHriBqn2ARicIXITYCI1cTGFmFIb1+8IzNhWAm8rKJIXXDkMJkC02laEg+Ef8+X0OyiOedIiJdPflVAsM0d4ydfE3ahtepMkEUOG7wVvKzxAT/8ooASe52udUFSOgzj6Ahoe/IZDsPQ3rhjaM8OADJ6ScqySFvmfmnbfCoGKlf2NdhUV5xSAKkCTMkAdLHeNl0eUpBjdvR7hTVMeP5iNUu6p4yu1g0j5tRkOmxQdz6Mtl4Fp6ssRVGrIjYVjCe8NlUYLGb0wM7V6RL5446bKILb6UDTG2yicrH1J0mXUiCfwCSRG0AK4vaTY7URkMCkMZG+klpXJD+RiyW2Jp0J1doAJAeJFdvz50b03/8+U3itYhPouefK4lO629r0l3bFwOyY6mDZymm5s619lLGYotoju+zyRYzzc/Pryih4/3ZtyaAKUXVFF9U4oaUKBtlZz2nG9ZQOIeCJQUghQl3I0By2ofnUayOTJS8DoL1wGcpu7BgvjRETHVZAGCAigpeQdSeQEOayhaOSg8ZnLxTBSjeXIaUASlsSVuVnIE4ZiKX35KXLZtsNsmIKZFJJobUTvitGNI7ANKkPVSKqxnj7x3pIUVq4wbu6OzB7OKi2SkdlMVBWshO7u6i/AXa0qFjZMDjqlaktndC/Z2Ujn2OQwKQAMXXpSFhsuHb9qMMk6077QOQZr62yUYqg1mCn5xBQyacPYw8hEkWxcY1fenBu1bZA9VJlHkLC+vcFfLUyEMTUIQXis8pDonYoA1re9LQ0KAB6UU0nKkmxTNFOo5oryeA4q50nmwmKs7Lz3N6AIaEl22T4pAQtScJjHxegMSn5DL3jqeJVm9NZT0OtrSQgMinH92YFvYBfFzjx8dw6wNITlS2LJDpleJUPPMwqw1UamFVhWFNpbu20TmGNByZSmoMOjwmiVwmm7yJwRyR6Hhe8rIN+tpGZbLlINomGN4T6IWOQyJSu6VzcfrTq0fTByRNt7Th7dNVVIbTPsI47t69Mf3nn98m549UJABUcVTEMaQH2QD23LEECYm8RK5D4BiLKlzeoSExBgInjWreUb779ZAEFN738kasH+KxOFnaW0TMjcYWUaH/KIOf0ec5SzOKiKEIBak1hjQgZVKROUVpQ34jDcngYfAKSNR1GaBUUgjjY/EC9F6NvWOOIptCdbIuU+1jQiabzu9rD/KSoejmAJKQ2cFLRu0bMSREbQBJkdoCJMXeeE+HIa1Y2JJ2blRgZAteNhgSgDHlxFdQVblsBE4+sOd2p0Jcujqa3j8sL5xc9hyBm+1snUp77tpEnNESB+u99tanBiTjNNfSCo2XyaaqAlWC6F63yabSFnMZUtGQCkMKQPtihqQo6hDPWxlU0suo5yR6qgUvwJ3ART+Z9t2/MfXxtQ3zoa2jFw1pCkA6QiE37TQSccRu8LI9vMMC+xDeuPOXCYzE7S6GpNLFDixjHnUSgTxEC/Lo/BHUOgivAEkaUqOXrZs4JAGfHrqC0rRTAhKy5yUgeOeSCajo7ZSeeWpHWjhPzRR600cnhmGbeNEyQ5J51wrwbF2/PM3HhfvhJ2cofaI1jpgv1jExQqQ3AZcEmCrq/sRnlE95F0BzJLYAmmtvmUyPPnB72rBuOXFIV9CAPrHJ5jgoeeBgeE9aQyKXjeTgptZF6fcvH06fYGK32CvKQSYG05OM5+471gJI79EA9iwNAAAgAElEQVR0lFIj7QFWCGdpL5998O6ViPfDNtnULqtWNsPztIEJfK8AScwhhyyYIGmDCsYXeo9ANs8DjZRNtEgRUU5aJMpmZpR5TTHZPIccCtDIkIIjXceQzMozoBhUdE16b6yXNjzAi9GNuqUbab55o4wEeDGky/1y+4cBH2B2swEppomBKLQUReXGSWLEgiHZ7f8eDOkiJhs2vxessv3NkBYzWZvS6atVm2zTTL4ZVuH05LgjtR/eswWaN8xnR9OBQ6fMGqIBQDX1tE/BoDalVUt6cSVfTa+jN0j3iORaoKG5brLJhn3tXUTtbLJpQKayyfYIDKnpm5hsFrCJs+Ryli1bAJBc4lr1gEl/AVQ7WkbSQ5iMixeQwCpTBrPtwuUqkdokvY5oAuRCHUqbwGQTo5KGdP5ymGxTAFKwoUmKt7VRvmRJ+uzc+TTO+HjHFFkR5TXAD6aHbLLJ7Y+XTSbbC/LmSXAL09CVB+Z1pLvu2Ji6KWhWKmd2gHbLSdMZw9RrbSNS+9Mhe7cq1JYy/eezlEoDDLbg4VtKjNSh9BHhE82kyEjkauJeF/ZOpv/xU5Jr2ybTITSoF8xW5QGMydnXMUnE+u5023IA7/jF9MdXD9vL5rg07Zbk4jkOCS+bNLDRCaoVcP1nmReqoaSXQgueobX6ts3LMPk+Sh8eJ8hVpWQELngQdymJ+aH1BjflPQZDynqmd3SZnZqr/xwMqURehywcZlZtk9J9cqNhpoWZ19jJ93qGFHtctp4yqGUmboALpunMf3OP/DtjjrI1EmZaF5uvyuGIiQVoyl6W1TBpk22YZ8tsMpPD2LQ5H42+/AyNtd8gUjvftydS3ESdIUVt3TwJhJKYFKNoBfsRrM+S7e/dWigLoEgj2kkNIdKrYEjV9NahCIzUDSYASYGTDwFIVWrcSH86QPGzmZYAJC34nvbJ9MCdt1HorQv6PpjexCysTkmDUjqDYlRG0ZAQtTHZJjH3Xncc0lyTTV62oiGFqN3YovsL45C044ohcT87t69Nx0+eTFcGcZ8DmkZ/or8f4Pwb1vYSAjSK239hunRtEg3pI1JItKMJkHg4YkiUQNlAGkvRkF6SqE0um5pAqk4NlilF3G5P7x1SwiwooEBB6HgzZpFHWyabAiM3y2Trt9v/Dy9ERLjOE7slTGZVH+bZDsD4ir1spvD8f5IFLb2qrWcpgILHktQQaUilXroA6TEAbyOA9OrbmFJHid5EoHbNZCbg/PZq+s3P7gOQqng8iZpHkK4o1y1rTj3tE+kXpJYo2PXjz4gvIrByrIK5lbP2mwGRx+/bmO7aqZpGI4xPB1Hah9JV5eJhxtuTRlzXb356T1q+tIsOx4fTOx9fNiD5GtEct902n2hxMerLsMkOp4/Uuvh6nhaG9H0CpNj0aiabF50feCxiO1KK46EYKQ7GiIL81MDWB+bq3bMAqcaQvgSQzJCMMQGA2Tmg59+DB3wh7KjV+TmqwRX6VShdAUhXc2DkzTfZMhD5XLYFs/2Zi9VY57D4pctBQ6Jj7ZuYbGcvjzF5InpXgLRyQTteEZI6YUjnYA77qRgpQLKXSsm3MKiH9mwCkEbNrt76SIAk1qDnQaYX5Wn33rEiLVnYSfTwEF464pgAJHewNUMaJnUEk2054jAMySYbuz9bZzzMoiERhzSjXDY8eY1etuhN9QWBkTaeBUiVdN9eUkc+O51OnsGLR+qI5Qk0j60wlvvuWpcq1Pjp6VuQLg3OAEiK1Ba9iXZMCox8itQRaTDBkFpqona0KKY8K2V8f/TY7vTOwY9JT0GYR1eR6eYSb9qxuP5H7xEgEak9kQGJekgDAiSBl96D23zzSoJNCQ+YrEqXi9QPMVrFIMkr1dy2gCqNlymRQkCiACVrPPJiPUWE9yaSa185cISgxYuYvhRNC6qZ5qND/ea5ex3P9BEM6fV3T9nk00rQXOjpnEg/2bclraDCw1HG6G9vfMZGxW4qnUnsRVHtSq6Vlw3wvjjYhiftA6oj8Aw8TkRlNQNqz9xHtYP2dODg8XSQ6p1KG9Lnp2nnvIECcT97ahvOissOohUghckW87P0hPv+MqRgPYEImjhhpkWxNYGTvmjuKzdNpjnRwPnld+b315NlgwHVTbbPB6Sy1j2vBXCx8A06nZgICxfOowyyLKNS6iQu0UGZAkzYqURtRWqXlJF4HjdTQwo8CoZkv2JQL01w0XzHB8tkgyG99f5neJioGImg7MLsRGqvQLTesXkBDKkZQMLtT4E25bLZJgaQVsrtDyBpx1SlAAGS2my7Qj43Kg1p764VaSlM6iQlcMWwJif5vDpzcP62ZjGkELUFSK8qlw2GpPwvAz0m2ybikPY5MFKRyzl1pGaP6zE2JNfOSR3xRHCpXCXX7krnL/Wndz74lEWtapJq0VtJfZiVT+3bDsOpOAv90mBT+ttrMBfSHpzYqglBwJ/c/pvl9icx9TyBkYpQhhP40YtqS4P5ydN706GPTyD0nk1NJPBGr7ScnFjikGSyobUMKdsfncYF2qhr5P0U1rmJ3L19hFLMTBMN3UPqCMAmlqLx9KSFgR7EsyWTsUIckoqGi9G24SCQSbVl3ar08tsA0scAkhhSDGSa3zENe9mLjjBOxclrVNY8TfkSGEr2CHYDSD99bBtlidvSsTODVKT8FBcwx8+R2s3UNHIcEibbMBvQKepjqSqCqo0qzy523RmqJnRyjoSWVqE8r3Zg/V1pMTNpCfm8//LMdpvKrYBrRweOBDVk8PzMRcG0YL9XXjbzm6zX6FlozslkFyAonkzzKLynISjl7iDUsI84xexpq0UfBkJ9XYY0F5CsP3LqFp7NwkW9bDhKcyKVybqSvGcBVoEIoSH9/QCpgSGZShotCyDJjCsmm9BScUgBSGed7S9BmRklQGK33IGJQSBnzmUDkNAlHKnN4rHb/x6Sa6UhAUj7PzzlWtZup4NY143Jtgd38zLMgJPnR/j7OXQPAVqYbC2zAKklxyGp/EgW1idGw+1P6ohEYWX7tzHbI8I30/oGQFLGeS25FvHXa1FGCS7nZ/fdnUZGJwCSDwFNZenrr1XE4Ao61wZ0LrruEnB1jQhtaUjXWEzR8005b2OI2jAk8sBC1E6I2splw2TzLiNRuJJ+9vTd6diJswSQfua6UcHac11u5bJZQ1routIDzmXDy6aqAihAZiFV3W8P7wOQpvoJ1uwgd0/VAhTgmPVRzM13yGVTpLhL2GqxC5Aodvc497F5w0qCFY+kd2FIzTAkR8rL04ZG9NufwpDQ7Q4d70evUza+kqGDzfZg0gmQlrMJHTnTn56naubIhEwqsVVgBfP2MY5/N4x3BIZ05NQoY/CpPX2+gjzRZxiQ0hlZwZJ+TmZYKc1rr6RfP3dHmtdVCVaJsF3rSuPnmbXO75WGNMdk87zKk8LfWdDh/2LKisCm7CxgVO8q7A9kclQYVdGEvjpDKgJ34J/Wu+KIpnBydDtXTUAUOmU2D/WTpRy9/lsBKU5pb5sLQCvQLQYponNIrqXI/1uAyVnMLlVJdH4TA7ccILlj61KLYMdwBR/+rN8mmc0UednI9n/wno1oIiMwqAnCAgichCF5ITIy3XTqUMnTRQu7iEmBIdU0JK0ClR8ZyQyJbH9A6s2DitRWLQstUA5BfSIxpEeVXKtcNuKcnO2fNTCXUckFreTtUi7bfkqY/I6FjtjCOaI0iOoh/fjRO9iVW4n9eTdytHI/tSZY0q6tyylAP18Uhd2/HdDCy0aOWUlqVYE2VZzcACAN4vZX6ojc/jM5Dkm320Xlgl8+uyedPUt4AxrOpMEqupK4ng2i8KN2+0vUpoQtkdp/UIE2xHPpdo4eUpmO1fMpI7Kd4RuCIVH0DhZhbx/PQDWqpokOf/sjTDa8fJOTErVVVgIvHwzpCQrAbV6Hycb53/0kMyQ9fgBpfkcl/c+f3w+hGnNtqtfFkMSwbL5PpV6Y4k9Jo1lO8OUxivz/9Y2TdvtrLjiSm3pOT6Ih7d62AkGbYxAL9QpeUzkxokGo5phiVpT7BlsSQEkAzUCj3bq3dTz96sc70qL5amaJI4BoccduGYBik7Te9L1iSBk0AobyAhcAhafVaRg2i5udl2YPKj/7f9nR1JjPZziridRfFZDqepWtIA8luhEm/6KFvZwnQlOi8Fugny15EQuH/qgM7t+TIRmC4hWUXauVq7TRqAsSKEXwnBokCpAOkDh76gImmwPZ1LaoimemnUC221z98V08aBeuETiHSefymSSCikE9fC8lbEdlso3hhaOAm2pVm8ErqbVKZO+atHLFYqocXkjvf3Kak5MWou6uTm4dtZmxCrc/0fLpTQr0H7GojfCtyybQLuKQACSZbBmQVFDANrnlhwA302aXsL1QqxgZUAzwkcv1I5Jj9WBe2k909Lh2/eh8oWJlG6hBdP/daxmmUZfseBH24whqmSvS2vCyKdt/I3laqoek1BGVH1GumBkS49sF8/j1c/fhOr2a/kI3kco046CgOE8+jcdg1ENq8LIpdeQat6s6THY2EIqwYmE3XqoVPKoJ15cSiKrecW9XE2Ix4ISXUwzpJUTnKoDkQnY8nw5AV4C0aT0MCZPtXUy2ZliiHRCA7gJCG/4VUbuFMf8Y79drb59JYwpSzfS9nXpLTxFAuXHdkvTe0VPpdTqzRBMBjaCCQwfScwj7d1Kbu39oJB385CqMVpoiJrr74el9gKaSQQH2Fifq8qwdl+ah5smPpp/ghVNJmSkViSNXz7W6vE9mJmER/x8fGBk9yTKDyF/zbdSAxJu6LjvEmnDtZ5mgzMkSXzUBK4ruIHldZtBpBKDamv3agJQZlYN0tcynrBstwVQjacAWUpSwzizUcCgvWy4x/d/NkMyDbLGF6BaFw4PCySwh9zq998l5SpcOOKpaNzApLxj/FlJwq41JdZ6tfAIW4w4Zqo5IraINq+ele3etJi6FDPirtDFCtFZsTiZInALtorvFKR+XBkZhH+Q2uTA9gEicUjcJl8qin0+Sqzq+ytwKQFJgJAsU5rUJE+bxHBjZ05vjkHJ2fLhAI/nT7VzQV/YjjP+JoL5ER4xoGx6i9hP3b3JfsTfe+zSdJ9ZImfrBrCcBuinKkGwmMLCJGkYzrv0dzAWGIFxyTW2Sa6k8IA1JgPQ8LEpu/+gQQghB81j6F2pWj8EeBEgWq70YJRlyjYDaw9Q5itQRuf1VMVIaks4jcIz7aCbpdwYTUS/VklI7hhnMY7VpeoJYKL0UHf3yfkrYysumx6H+dnL7AyibiUV6lU4g73x8AeJF4X1tQnL7Exz525/tMSCdODsGwzuBM0PArM0pROlFpKgsXdzL+Ixw/2hsroSnicMExwHx2+f2pBV0MBngb2/QueUd5oy8qs2KvOdZ9/U0pTU0UiBsjYtvZYPrp6646perJpPuDS0OJ8bubUtYnEOuACqmGmslQlJ8PzZPgx140WfvmxdRcAt/l40Tg+bc140STm/wthv/ygiZz6+zZA3WZ8zfR5PFYvJ4lHxFhREGCustuPbp86c0ooJGjbWMbgYg6RmH0RN6Yguxc4uIxO7B9as1Hp60AP6QqvLYicVaVxZB+DyGVCLpbAh+S7d/DElth/LJvWOrNpLQmh1NCwFm8Sltjt6FJckVbAYlViU7SD3YuAHFJmhpawfwZ9E77qFF0vpVncTHDKWxqS527WNRh5mF6NQJPqsASekHmpTuaGAzi+Pg4bqNOkiqQT1ZvYp+Mw9T4ww1ta85218kaNKiNhUjAQsxjG7yb1T6tFbClplrUVZeHI06est+WJYBiSTREEuVh15Nj9+/GeBpRuw9Q2oEOpXbIOks6C+AyX2EJ9wGwF4BWF878Gm6OqrPKjFWjRrl9t8SgET5kTNoSGJRAt+yI3XRXuiXz96FGTrFOByheBkeS+txGm/GQwXaFBi5ZUkap9C9CrSpsqU1JJuPSsvlijRm3sqyQOqeaFzfrjUOGxgHpMVwXsZcksk1TZUCgWoHJtuTsNVN61ekl985auFbArgnI89xYWcl/fYXe5l6Q4BuE0XoDlMehKchNuoOwZqpajgYfeKCRUe34Sme9ZpFzenff/UQlR2I5UJ7evndM+l9ypw0iyFpQvOeu7cvTz8nZ65CLfRJ5sHv/vZu+vDTq8iSEQxLexrqX61zLFMFT2MPXlMxQK+mkuugu2dBuTTvPxCQCkMywDQyJAGkNsRybTbHzJHqIFkDKyKw7U3L6SEGqGAzhoibbLKFAYT5TUmRJfRMjDb3eZr7jPHyJpnTV2ztuJbVXEDKG4RrcYW0c5MASRcQIpovzsxIdFSGu1x8WnjtsBdpOCeIVCbLXC5rBT8acSWEBdMIr5UIgaKcEzE8GzFn+i00d3QvTW8ROnDkxBULujYIjb6xU+ieosWKAA2PFqkIT++7kxZEdD2hHEdH9yJa+5xIH58g+A8tSLtllfifDWs6YTdEavO98uUiDimOGtgtgJMmwX20w5BgWeqZluxJ82p0o8XHEMYX4uU5fnoA9nCRgnACpKimmKZH3O5p25blxGKMY658ipeNc0jQZfdv5VrVdUS1mSRqnyG95MXXKcdr/SQ0mG5c3r/88W7KbEy7f90HdFlRuKIiw81zANR9FFDbRQnbURjSMKL2H59XgTadIoJRI2YsosvL7m9HDPFJe+5YRteOddbrjpwawbV/0uVHptw3LWpmP4b5u2njMmtIB9GZ1HnFi0Xmdwak5mnSPgDrdzC5Xn/7eDTU1AahhaUllROjY++SKx7hf/Ja+hX62DYy+c+dO0VmynIL2p8IbBQUCXBXyQd8fO9tpOIsSxcvfAbJXYjpeC59qEBXvH2O/qfy5oO76T6yexXC/lUzpBaF0Os5ZkZhcLIk9Y9lSOH6ziwne6MKiBT2VEsD0bNTe3PN7cw+tEFW0YsmiTNy+ogxKOKPYhnKyxbA9u01pKzV+cCkAPW0k8mPw8AMSEw9r8EMRgUQo+W6rum/nSHJTCvP3DBqsVIooTo40jqm8ZacxN17kLSDcbez1kRR4TGJc5mMmjXhOkRruefO9Wnl0vY0MkDHkb75eEwW4JlqSm++fTidR4tynpdbKmmwlFMVh1EdoqaZ4XTvzvXp7m2r0tVLp8kcp3h/x4L01zePMsnV2VTorvye4bRegCS3P27nPpKt2mFIUV1QWCSE06IRQ+J3eADffP8sgHQIUKRDR2wHsIdxgvrWo4mldG6wgtZ1PkwqAZICEhHoNxGFfc9d612C4c13ASQYElK1GZLjkIjU3oCeNaBcNkw+MaSpJha8zBXl/aMh/Qp20NVRpcTsBUIcLrrErIVeaUmYKI/sXYPJtgCWM0y2fy/XSe82ZDsBkkDFFSEtjAXw+95sIg/hrVxCk8nbYFcVugCT+vE2Hi50qmkFsjK4HYzpPgBpI4D0GgzpPXSmJrUmchDrRFqIhvTbn9/LdVwBLLpw+feml177CBO5n+fDfagVk6WgaMNtZoyntS0N05VlbXrmsTvT+VMk9PKnSssChyycOj/O5oHzQLWQKtcICyBX7c7FaYA50dOzEhZ3mlCQ8/goFtjRoRy2XbcvTE8+sI4GDtdIxsbck36W3d9lYTrJ/B8MSKW/nTfTDBrRhl6PKDSjYqbpLQJ+w6g3flV6JB1EQY+O49HjzGU8IsjKr5vFkLzx5+hqSSF9vW1pPoAk7VcsQPOjMKIaqOqaCyA1JNfOjkOK6guZz90shlRHR1GGaRd1l8nmWcD1ysbnopmNFcTtU+eukf5wFW1jgkJeOWjKqRCYNsS8zEdT2rhuWVqxrDONDF4gJKAZiqhMeWlPbUQ6j6fDR89TomMCvaVKZHawMD3UNr4umNdJMOIq2MaCNMbnNWjd8/BwNfcRkPghxeEVoSx3MAyJmtfrKKz/+EM7HJjXZw0JXSfH3mi0DKxFrIeZvUmL6T//7SCAxCLzNJDbHw3pgW2USKGIP/f0LhHlZwjUjLpB8oBViJ9pS088dg+xGLTS3k+k9ph6qEfHkESpkh/hpVu/dhEmmzyKNGp89QOOrHtW0wKSFolj+pdn7wOQZkhOvQYoHCfSOR6mJynsQO2k77h9BZrbMGkZHXT2OIj5FJTZGBQxGmaRTvGpbQQj6S4SU+/fvZlKARPpKCDyGsGPk6R+KM5HoG+3//070kbG9tUDh9LBD087C9+sFgF5fvdM+vffPA429QMi7amtqwd2NkmQ5bl08vQgEezjJFaSBiIzAs2pnTbci4kpuhuzfO/utWno0nmy/MdSNwF2V5G4/vN3bxGlrfEXi0RzJCzg2cd2pt07VuKJvJb65i0nd/EEwHnMzgabgDgptqxbkH7+4z2UMKHZpNJHCI4sGGxNUMOtOfoPNtnKDm5jRRueQSXMt1rFssyg7EXNjiMBrzvK4u2I+4l1dqPXzQKkmjfTyyxMtoV4tn1me6Ej3iggs/5ypLaA1WWOGyK1zQ41BwVIYT77UPn+v3aR/7k33yjwZWrhnbh+oUHdJDZXqBg3THX2QcTI8YkZJ9tNQflV+qOH6mF90EEqfrkus7ScXjxfqqWtSGLdrQqtjbCYh4Ym+DpJzEqFagAVdkzyaNCAFlIIrZ0kvzEmbQvRzV1iR0xM5UOduzCAORMFolQTDL8/MRSgPYgvr8x89fPCPHTheY9OMKRIIpSXrZ262VfTuYtDFCCbZ8oso1McZgkPaGDgGnWKWumtVnVp2FaYiU09pX6wAJdRAO3MmYu4u4mRoQh+ZF+L2lVpZrkYgBxJwyzKSXS2oeEKrBAWSASygZG2RatXzU/9Vy5i/jKG43jGAGpFvOs1pcj3JTAF2MoIqTYzeMuukQHb1Tnf9N2dXGTbS/DPAK6b9ESChi9bAhg3VdPw4Ggax7s2zji3tZGT54xtBZnOpGVQQEVRXyLiVv3gWrnHSTYEewE7m8i1o4mBGClBm4pvkp43gvdnZHSK58Q/xmWE48/jmSxCg1jO+9uIHeq/fJ7UGrnp+wCyThj0TLp6mQ4oXX32uIppawxXL+N+2UTGKBbfM39xunxtAq8lLhM0JEcf808b2vKl89KF82eYN2iC6j5iIVtxM9kj+R0w2a5jSI0LOptzBiE/H+lKsbkpUbaCy9jM1uAees3nm2U3z2Qzq3Q4RSvuftinBIUcFuOZ1MDOiqlok/6GDKkeOV9k7QgA/Ta5bHVcy5NGo9eAkQIh70XZXLBHRghPjzKVQ5CGBNLLRd8i8VQ2MTlJKomhyeR/FGtvIZK7tO+CLHh3qFSDsmpBTcHzIxaTvmI0B9BxlDrQxmcVjNhCr7VI8pT3jXPznkkvdEWbUrNFKRhoR+ol1sq5SqU8x3d4J9VUaCZqeAqGo2x7PZgpdA0C8GT2sFirmJoSGHXODhaBIoWrFcA2A5LVMt4zDcVVkq0y0ScQarXg3PWT400Sm9WOuaPF3KL0FoCiSrZuUGaVAeW6cbG38Z5Oaiu1wjwreCOlx3m7VG8tqLyO3QKIqwuvQhgqtHuaYkxCOfJAMUnKRNVED0+ezqXse5V6aSWqXLE8eh66bju2eC46vp5LLxuAxq3CmOgeRfUmiOvSewWkbUqSFnkC0CYNatpJJW4rRSVY1QSBqepV14rXM3qpiZ0qaLUFd3JUo5yADVS5Zw3SNPege9F9tXH/qj4qfXGaMdS1m23mcyqsxDFW8qhmK7VmsX4HAKkwpMIKHN2s1aI1IzNMXzV3bI+FflRpqIFtM90hDUH7Iv2j7jHUZ24mQ8oGowGpB8/2AjYUNznF8jHxyHt4ISu+rpqOQ4zUDXLZIgYtrrmoCN8akGIQwhwI96muLIumOY/F9WoM9RLgRD8lyGkya4GyEDRh5Y+zyMnOzKTU7twEq2imVpKQWa2R/XCc/c4NMuHUSklfBVDK67Jqw0NqYzI3q/g9/mGDmfs+h6fMkaxMbAdf6kFyjWIyLZyvjVwcAVtcbzyCMMqanYNzFSWaS45z4ioX8BUhXitf3VLlpdPnvXiZQNM8wBK+pwnivm+isPx9Cobm+BKb6Cr9ofvWolQgmcpGxAIXo2tCDZakJXBtUacRcQYBlIDG4bMhaLaySNs5RivHko+zIkBR7E42C2LShzxm/UfCjjQzflbMThvjJkDTJhFj7JqVYUooKlxjZY2NDYXnNq1xlFPCn+faFFjK5+OQGcz1fPys8LKxyAS+Ph//aededN/NbEje6ZXraFBBY8qbjsbCzhGuxNenInqMs0w5AV7VoAnbNCvXODGWPEt52MQswpUfuBRF/v8RXrYGg8agE3tI8aaVlu3hWM+mj59rgI7M3agQWs8iKIu/fG10939RWMLXD4wM1mIT0QyJWtkLcSQI9OQllvPK91S4TtxXbOS6mZLtTy5bLdufZ2S8KE/Hs+xmMSSjjRduXuVxQbWT5elgOykuUMzImpM3gAwOeWRdUsM5R9G4zhPNxk0IfWH/K8deIQOqSpc9EIZZ2I4GRhPRtEpgBNhpN9EuJBOjGLz6q8yY3E1Xi9RRp35DvD/AaMpgFHWItS9oWWsxh3fR16bj6LwCM8/8KGvr9+XdKgBO2lG2mXUeLyK9P4O4AbHkz4k9WmUIXS5mBP8EIjpn8WLoukKF0P9auO+oWqxKfXGzpdVMvCNakftT/qL3ZpalCZYBSqkBPmZs035OzpnyYspj5FkXR7Ww6tsPBiZUkhdG+0EUsoVNiaX6fPZzxfP0uMWE9sSP0Y8J7YJQMXGjB1jEFZWKh3mkDKAxlvVrteDr6ynsIT7n/pL6ncf/vzMOKcY8JmCMuRdhDnr0DFDMT3aZey3xqsDEFbcX7chzSED8ya8iKEdLqXKKm8uQQuvSnMPLRr2jRYtU0aLM3/Cse71kMb4AaTAl1gKDfpnyIxNYDZHtn1OeTGTseo35ozlm8iF8CH0tCFQ8rxs2imwYCy+w6LQRwlYJPovpmh963g286HzRMTFiIYfXxcRK1+27adwAACAASURBVO7Fqs8VmU8/xnv9uzxh41lp8sVu60nrz/ODB0WgFMGAHpS8q8fq9xryK9ySAr/4vY+ncdbgsLDH0Dau4jufRNdwAF7e6PylzCsdJ99TQGteUH6Pbl4gpHvVTcblxgPQK99vnDFG0feRL0fHzndav954YGWMY1Hqp9gE4sZi/ONpBhDGWs0PtizcfLV6R1xZ+adrD5AK2NA/rg5Qdv3m8srHjKtsfMXPZZcsQGEW7SP9P+be+8vK60wX3EUlKKgiZ1BCSCAkFBEoYQnlLEu2bLftbre77+17V8/MurPW3J8mrPlh/odZs9a9HW637W7bLQdZORBERhIgEDlnKCrnRM0T3v2dUwiwbGO5q1umwjnf2eHdz37j83Lq3vTyC0CaXmkKLj6O+cn3pVXycHR4dRDi0/PeaJPK1k3zx2uJbV7ukmx+ZYDkwXk9fMi8CHmshnQNLi5gmmzmMwKYa9KRSKp1NeCUf/0xNSQPnBeMAWkyfEiWNV8AGnbsW5HcySnqHJcobGlpWBOK6KAUAF9yV0VDEq6JaMmLa2Gy4BjZwqQbsXR58BZNEZVrkeMgFt/4POXDb9izBqHDV5yBWJTyo8tzTeHWLW3twzey07D4pZo6LJgKA0NoTZ3CV1XC1wQwAqoPMNdD/EMcZx6zgdWOi+xn0rclYckbpE8LIAhqFv8m3q9T4rlrTvl9dMbqZrRfK6Nh4RvwU0MkQjhDRvIh1p5wbsW+jBTi0rbECcmnXa8PEOKAYozO/cqreTEIBQhqqOV/4wG0mWcZ9lz8rcfj1/tiKnw98XvBIQGdsiY0yRddac6+h7yPpefF8/VZ1ry0vH9Ck838Ra7x0kWo/fWK5qXx+E2ulmlnnddpja+4eOOdlwKnq22y5TEpDwmANBUmGzVeaTMhKZ5GCZmyDHDtzYdEgjZoyaJdJtso5cJuHJ0hAdUfqCEVgCR2SA+mMLHUW9s/+1bKh9ULHlBTPocCcGOtCyGKPfPzuXnSlPKN8kXhLq1LGYIrBX7kgSwldQYoCa1NbtWMuot+peTbbvdXVovDxNJNFQCpv2ZtJQ5AnC6PQihZaGMG2FLYM69HgUjFZ/obw7wPpnVGPqvskAdIhz7gvwt+81pbqPVuhVt1HXjExtXQGL2y5cfYs3EyKkFSJnWMyY8v3XRlg7UsZCGTLGgJvJ1ZkmN4pYOVV4sv5gsNVL6N/KEZlPNuluNtcRCyFlGmIWmOksUAta9YQ9LEFeigWPFSK5ndcnkE2EozUoSRX9b0eevneZeLRrEWZbJ9tQFJn0EGZHgm6wFIUwBI3HOav9oDgQt9wJabHEW0O4aAVKnz1IcyF5LZyKLn2yS/cclcDUDSwsZtlxfTDtAsdfrUQpoMFGE+5IUOwMqnvlBpOVXdDFmINHO/rAA0iXZcG/F9HBXnb3Da+QCFbhRRjIsXkWUu1NZ6sWhktxtgrgdDlvLf5DnEASmfY9zueRoaowZpfcwHMKvrpaGXoJEHrlyjGAmaEj5teCyjzL3SjZrNoNzYT2ZPGQjloRaHNkORls0n3BBgAMtA5w+ksOTbPPxWASzWgsPnJg3Ic5PZrkGHOc+5yRQL4JYQ5L30J+vuim0NzDFwCMA9/6z1lSJKeb/5uQFefkyhoWWTTq+M8f2pqv1Hao2eU/7KvhZrRnRgF43TvAeUI5k59iW6voxyE5r3Fy7arBnbZXFpc670Xl0uWm9/3MWAljeHKSJjqSGhsJbanc3oWHOtsc++t9epJryw2ZetBQWc9Mcyt015SPrMqwhIBRhJWwkhCPTwIbSQyBmGgSt6FZtgocg/5mvPQi0/jsDKUpR9DDrg9GmE2msb1q/LjQa8LwaEEbcJh0I016DxnPAzsUWPnIpcHph33QCjFppp8BnZKV5cqXpurrvJuTyaeb6BM0jy+fn0B7YUABW+H40vb6TGSg0zPksyYR+T/VshJbolQz5jvX04DSR2ZOc1IYjwL/H+8s/LyB+wZdy3JiOhVPcUeaK1aIXQ4FmMkAX+avR5b7ztXmRpRFmRjM8yO2BJY8vr45quLCuh22kTs34WMBSLZUm79Ff5IdITyw6iZdWH7k8DSN7DEltjAEWxF25tNYA0isFCM8rz9GvNPFFCjYu1/fJV+aNoSPTBEZBqR6F1PEun1OC9BHYRFSxGTXmSH5KXOjQkdB3ppVM7+vXZYe0LUBd2yOAf6NSOjebCBuD4zFtwsmhlgfAvS8DklwVSa1BGXAoPM2otrFbZM31nOdDoxpBJkD+suF+L/TFg4dnwHeiICidDOuMw0vHWixwbstopvMrQfNkR98OyJpHfH/P0JCXoAt+YuO6J0AoEgjokpTUpRYTys2NTOLoMQmUAlN+p92WtNADWQBS3IhdDJTth1mkc9L1lzSXfnhxRNtpiEl7tvKkl6NJUmHUehyNAY+R+hgxozFbbi3qs0IaLi1yXSlkHC976cZsWNV6lIcXHlIzRYnPLvvn3C0iWtSzb2u18XJjYyCgUfsGER3cHCW2Q68EaNqW6+NjELRXCfqlVCEkNMHb4/Q/XkHTmApAUZaMPSTJq2cqzK/k3eXbDJGXUEIAkkn81ijQdzlUHpOLW0bBCsEMDytGyIhzNcWuBSw5go2toLToEDkMrvyGvdXFbxi/ws8P+Dr7bl07h53dcMYIXtZ3QkjQePtSaggA7DpzNAb4OZS1MekSdGXuQk67DXNJZI8poV5KIAmjzZktgPB9FquNgG1cMhMWtz6mG2ZJvfI8ywFgqi5Er6wlW963+ZtOlXBxtBnvu+bVFbZTSA/Shem52cmczNGNeyWlaDjr+NAoP68zEcROHKETfYBFmWgacHAUcYVp7UcoOiA+egIh/i7B1vlJiAZz0qm326y+nJP37BaTS+EfuGSYdqmQ/cr4GSDsruhTnzOXzQbHWGgW1si+2kSBzMTT9UTUktGInMZtaC2SNPx9eWiH0kXGsQXdKjYecGHJqfyWAVHZwfHNTbEKsGEUgSbsydwkKbtvDBVNbbNSBXUACoECGKMxMXfar5/sVpsWzoNnIAKGKiGRAZnIj8w3c1ax25wIwd4Zyyqxnkr8hUQ5UF0oA1J7bDyF2PSTWkTaViXqMGPDZ3ShBaW3tERhVYJz6LKKKNBWzETgBzHeX1WZjRhVKKGjWMVGSbbF1a5D/B6UqrsImGIUppPQIzgc/owiYSaG5dTEzsUchQZBZxxUsKaFQ8r38EE6OfyeYY1wsExGQcyVj8zkvOUuRSCl/VIB0NpLYkVYnm91j2ffOUK75UaWuxPtJC0yHtZ7NDGcuLscYnDdqFMA1jBo8JmYOI+ta2dU4UOpcrHH7rcMYL5NFidAViFQquRHJqqNAm+KkySwpBECaKtyT7F/MV1LcWAJka8qXQ6SvDpDisqO8lmkgI0zEMsDIEUTbjJ6Hf0cZj2ga11nVBHmOJc2m+Ay+vjDfL4agkT9fbUCSW0JHAomRtSBnIyDFXluQnFXl694YoLnyMpQGCJPtjw1IxRLwcyNa5NgNb7wYFL7vA1XpJyT5B6GWdRoL7liQzN+64Jo0FzVNFchaHoUM3yOn20Azgkp3TGB4wJvDA8wbYjSoN5agjfKcmVPR8LER3NKH8SwINw4SNwBJ3emaOdPSwpvnpHoQhpHUnhoZj5RUZhzKz/edBi/1iXTX7Tena2eiABc1cy0gd4O1BvmoBr0JOJvww83zr1FGsuvxTPGg5L68McgoHgRJ2A6MgVrJLQvmIusYnwQM6gDAfQbe6y6RhxEMeesBQFWtwqzp/nT99VPSPLAnQkcXAJ8+15n2HjgB9oEZ4ICaSIgzINHGxgE+dOI8KIBb06KbbkAtGJUdgq/TJTrh99q55yj4qsena+dM0t+kLbH7CqZ+AZ+/9/BZgC6r4efg/cxyNl0Ls6sb0Q1m38Hjaf4N09NU1Nv1AfB3HzgpU2Hx/DnIeIaTFZ/Dho3dqKPb8dk+ZMOntGjBDakdSXt7Dh5JC66bhWJZUI3o1rSm1o7X7kFTgtlTJoFsbwpo7IbSgRNN6TgoWvhsMkFQaGuw73PmTkuzUKtXA96n7N+jmJglkakZTC2xCXg538lXB0gcdo7KWlux4haGi7Tl8u95Wkt+VKdO8JygwJvkapRfvdtnR4/T+/kZBiZTjwRIXwGU85n8/QCJCx6z0Dr70ihOMvdAgDRKTu0iYCNwjUso5uCfDUh0hwxCVumb/Wo0JA5aqlpcjTpI4fCCptDaPib9409Xo0r/ZJo8qR6HgBnW6PSKmrJqlAw8uGQh+IQWodtoNaq3j6af/HwVCOjRlhm2aiXNA0IBdNh6MC5+84UH0zXXzkCzwv3pf/x8NToeTEQTQhxMlmJAvvtQ/Dl39mS1y7lmJsi9QBKnzG9oAOdBHPb3P12JvmOHwZV0J/qT3Z6625uU5UswZFHrB6s+FmnYU48vQ6HpeZVhOAPWnUwcVWB2dx0KbbvTL99cr0P10jNL09wZqICGxtDY3pPe/3AzkiqxHgCbDlCA9KDAdDIKP2tR+DsMepXlD9wOfqSZqQsMkZU149P7H32eNoAFYMmtN6UnH7kdj+wUw61LKkaD0vZoWrNlLyrj56WH0J2jFnQkLD5mrVZT21D6t9c/BDXH/LQEnXy7e1pUH6ZuIrqoatLbH3yazp1vTq+++BgKfaGVskMEyi8qRo1VY8cPV61Lrzx3X5o7czwYAvrS6+9tRs3SaPRaW566Os6BbQHcSCDJW7P2s3To0KH09Re/BvCbhi4rh8FM8Gl64emHUHxbDWJ/1L2RFhfgzrbhv3lrDRpYLsLY5oJOtxPUtifSJ58eTuPHo5AZPNsVmB9LbHoBbNfMmoKGCPPTZDSzVOFmVkYh02KC4RGWYpG1p8trBToQ5VpKvPfqOLUv1pA41tD4AixGaktl+QqhRRBgBlAaQ0J+A5pNcZ9nHmSxoOO5Lk9yYIEaFbXl/LyR8y//6fcDJCn0Vtzy2oUGKA1JWQjWkCZPhhLBi4JXUPgmra0zH4wXHTUqKhIO1tCH9JVpSFo/RnkUBcCH0xkNQHIWdi2oNsakv//JKuQg9KS/+YsXwQaJdtYUWJD1rELTxAP7D4oveuk9C9HR4hCEeHN68fmv4QYGFSlYAKtYBsLbnJYoDjRJ+rdsO5N++ZuN6ZvfeCzdApbEC6BwHQKX9g60CHr3g/UQ7snpO19/CBXxqFXDsCpBt7p2y/H0Hg5+w6Qpqa+7KT0BArcGaFKkRK1g/VaqTyvX7ESTwZq0Yvmi1NR4BIdynOrDCIvUKPSFXRscrkvvr96p1k414K6dPHY4PQoak8qEIk92TB2uBk81NAbMnwyPO9Dg8bvffAygegGCCL5nFOF2t7eDHXE4nW4dElVI3bhJqDlFj/v7F6SZaN3EaGMtCknJzLhm8zF1kx0DNfD+u+eCpnU6xo0W3Sh0JUPjL99Yg/5vN6fbFs4AE0JTGg2WBJeg0EwEFcmH2+BUbEsvY10rQbVSgUuBRaqjQLK282BzWrVmc/r2s/eDCbAKwD2Q3l3zmehYXnjivtQBFoMLpF75eE86fOh4eum5h6FNTUxnTp8EKPekTR/vS88/dR/CwWAqgKZbAyK7Kmijp5qG0pvvrwNn+a1p0XxW5+O1n51NRw+eSa++tBzZvhXQxvpBy3sh7UDHmC0f70633jI3Lb3rOs1NgMtjas5ZaV8y5S+NRwUA2Rz6KgDJvsysIRlrwlTRt9k0s9gYJHxgTchPzdtmPN/rEhBHo62XlHqc2W1gjdjzv8wihIj+foBkDcm6TmnM9m16jKr2H4MoG8m/Iuzjt4QHNObsZaBLxoA0hFKvPzIg5UF7A0pTcLhYpPJat2r0z6pJf/eTlah+705/9d3H0TTxrKrhq6AZHD07nH782odgOpyevv3SirRu0+70zgdb0itffyTdcF0dVNp2cACR25kRHtzsuFVqx06BWXc6/fqNtenbrz4K0wtZ1KBhrQE/zwXwFH0Izum9ew+nv/zOk2nyOPAqolX0YGpI//3HH4o2ZOnSJelHP/4pesTPS4vQEaQaJgkpTgbwmg9X7UDDu6r0yEMLU0vTUbwe9Cegt7BTmrVE9kMdP92d3nhnTVr2IDptAFzWvr8mPf/4UhCfs1MHzEccpiGYftS6Nm8/lg4fOZW+9Y2HAITgBYcgVoPDh76s4Zpxae3mfekcero998zj6e13V4KreFRa8dBicXXXce4ghlsN+t6Pt58AD9BEUHU0pYfuvQktiSYDsCrQWimlX//mI2hH89NCaV0taRzI5miOsfyFRGvvfvgpEtNa0otP348Lth3mF9p7kw2gpt6AtHpzehWgMqWhMp3vGkzvrtsJ8ByTnnvsvtTS3AJCuMPpKBphvvIMwOi6aenoIdL4VqH5woW0EXv27BPLwGbZBQAGFcxoaD8ApNNobvvGO+vQZmpRWnjDBHX13fT5uXT8yPH0MhgiK4cR0YQPkWsxODxRlwVv4OfRcnsUuLlV8c/LKA5yVpOyc7c4NZc4hF8NIJV8SBL1CKSIsoZ3sy7qKAnK5hZ+Zmh/gF0n6BKwXWqcwSlWfhF/0LMISGVm00Vh/4vnX/7z7w9IPL40MelEj552PN865pwvqHSUhwSSw8iNysaapiLc4hwcZHIJWIT9f2eTzflpdtl6rX9rLVtYihqsiKYiIsJyEt8cYFnuqUt/9yNqSF3pr//8cYDMmVSH/tm1uJ2Pt1Sl//bjd9J8kJN99+UVYBnckd4GV/LDK+5Ls2fWwz80AKoNqvDg/4FfdiK6ltZA4Mlo+IvXVwOQVqQbwLtdCafgGNByVIxuSKugZW3evDP91feeSXVV4C7C4dx1uDP968/eS19/dkWaDt6g115fk3rhbH10OWhhQb9aNwbNFEcBzD7aATK0yvTwA4vA03NUNKhVACvfYtR8KCwwXdbtS8eOnkx/9cMX0bH2ZHodGsqN6Op6/7KF2EiYorCz5YRPY9OmT4+lA+i08e2XH0RjATAtYl2qQeNbCaA51zacfvP2GmgFC9ODy25Nr725Gh1UzqRnHr0/TR8P0IZ6Xo05rdy0D9rfyfTg/felT7dthWnamR5bfhc0wQkgLBuAVrkODRFuhP9sWurtQBPIcbjBwGDAU4Fk//Quydqam9KLz94HK7YVhx2V/QBSMml+DpNtJQHpmWUwl8B9jFbd7679HODXkJ569AGA9Hr43aAZPXN/uuWmqenwwf0yKQjux9Haau36bWhieT9MQba5AiCRxgUgc6o5pd+8szEtB7HbguthCsJXtxlMl8eOH08vPL4E5isCFNQCsb9DFQ3pbQBSd097egXmNoneRsNMJHNAFsh84P49+pAiaFquXIzQMvwDormqTfMhpTBlC60cTLKOMkJDovlGDUmLkX1Ql4ek3wmQeNgjWhY2Y+nBRlWqQFIwyF4xhnlIk6iBU7xy0bddGa4ssu9XWh5BhNZFZGp/OR8Sp0lQJKaEq1xm32UAScuR1WKpaIGqeob9LUpXZCUmULa1e0z6hx9/JDqNv/6Lp0GH0QRTCmyDAICPwPr36zdWphceuys9tGxRWrtpb/r1B1uhdVSBaA03BJ/ND0CnjHtuvyG9BF8FTai18EP87Ncr0/e/+1y6+ZoJ4LWG1gGOnNNopfSjn76H9wylv/7+U/is5lRVNzH97I1NqbuzO333xRUgEYNj+0S3fDb3AQSuB9F/FVoqjQKZ2Qfoq0YN6eH7bgUgnQBRPDQNHAwts+QIBxYm0hvwHS25bUF6aOnNoHyFXwQ9445CC3pyxZI0eQJoRqC50KFOfum1nxxKe/YeSn/28tdSRV+TNrIGnEOc/4ZPDqb9Bw6mv/r+C4g2toENsjF9gIM5dxbA7Z556M4LEwj0vdSQtu8+mL7+3KOp6dw5AOLWNGXapPTwQ3dLSN96Z3VaAkf9ohungnkRbIkAJLUJkqFTD5Pts9QEDemlp5eCp7xNjI3VAAJqSLv2t6aVH21O33jmXvi5oCF1DoikvwpAeM3cOenDlevSrKlT0qsvLIOZcQb+nk5obmPh86tPR091pY8ASE9DkyIgDcM3NQ7UsVVwgJ86D7B9dz06A9+aFl4HJkhEMglIR0+cRJfbB9WNV6Y+9u3Eue707vsb081o0fQIQL21+QwAj89h04XSTV1e0X7xcfzqnNpf9CH5EIZZw+urzFyz5kNTHf+BM8tAFDd3TCKDrLWLMNmkIYUWxt//kTSkbALmCvtsDWaTy852p+rSZBtNH1LRjy0CTwpkOG1HZ4VLobwlgYNNNqTV9GL+V85Dip7XCo+DuUKYEivCpTt85iSeyYd6WPkre96FO/qLkcxL7Vwjqt/sCdbSXZv+8V/WppOnWnHDzsVLeyBoiO4gc/PkmUa04LkepgBuRZhdm9GI8e1V29ID992BW3UqIm0I37N3MsyXifVoTFcPxzG0i/Ug/P/pr9amO29fhBbKrMIfSm2Ibh1HI8UBULh+C36O6+eOBVNhFziqR6UfvbYm3XPXYvgyZsI8Ooucmoa0dsNn0BSG0tNfu00tkyrRmeSDj7bjxq4GIN2S2ppOgPtlHHwtCGuJOQAaD27+9VuPp23bDqZXn38cLItgeQSDYTOaGKxe+6n6zLGb7ih0muXNPwqc0Guhse3ddyh975WH0zAAiV+jwRjZ1lebfvnWhjRr+nS0ILoznTh2BGOoS9t2HkfU7Syc22hSUE9fD56BTiU798CZ/PR9qR5Osd37z6TNiEbecOP16eaF89OqlavRNPMGmL4zwKDZjOfTZEP6AbNkE1oiyWRrTc8/vUwNAUaTFA0aEtBara9Xf7QJgLQ0TYRW1twxhDZMR9Ix7Nc4BAzmzp2FBpVn4VOqSPctuQn7UIn3A1Qx1oMnetLqdZ+mp1bcg9ciqgnUFpBQQ2oaTm+891FajotmAQCJDJYf725Ju/cdR4PQuaka2i+zK9qQvXuq8XyaBOKvb8KJPoymCC3wW41j1xARtVnyMuD8+9CQDDpmdSz5XcqBiONVm2/5jFgOwhNKcM1ahIEtH+CiDCRrLF8RIGUANItDAGJoRko6jto7DnUIJnYdZII92Ri4cvWF52DaGhl8gQhCJJmkjJq3gMJHDLFqi3WlxEjesUQ3+qVjRNLGoCVeCpCsIcU4pD5KWoTrDvvTgDam0g5tgQ/pH3+2IR081CiaU8SzROo0ekxtWnzbfDhjr0cHm3Oip922pwXmxZb0jRceSjcDUIZwG1ejQ6YUQO4sVm00+JTXo0vtv/ziI/T5mpwagNj8yMYu0NnCb/MX33wiLb5uHGhQwfsMreed1Qfgp9mbJoLlrgaa0AA0N/aHIxUsaU+fWn4bwAup8Aivr924GyHtKjhiF6T25mMwP9AMj4DEEQAIOgQim9OZM80IcyOKh26wVAoH0bKoFabTNGwUu9BOrB8FFkQsPHxE5H7eCzD5HhzwQ33o1oG1GjMeXVR2n4JjfGtqQDSrrgqmFQ4oNcq+warUDVre++9dgK63k6DN1KZ1W4+mz6Flff3JZWnCaOYiVactSKXYsf8EQOmWdOrkUZHlL5o3FZpgE1o6UUPyxie0vF6zYU86cPR4eu6p+6GZdKUaAFUNNSSYbNv3noUf6FN0nsXf0IG2rWMYJuLhdPjoqfT41+5MD9y7GE7ujWkTuLQXAgAfuOsmgE8/zD1Q+p7qh89vU3oMr5s5mXlS8MdhPtUwR4+fG0xvwif2xMO3p/lzx6XzIMv+eA8aPSAyNwPRVmb8XsB+noZvYUxdTfrBtx5PdRUd6fSZU9DcasE8CVNcvOSlry9bLlEOYD5mIbMUbGko4VKg3CqKZS0/h9+zI/dyxtFIk4jaAcHFCajZoZsTUFmXRid2rkXTaPg6+ZkMtoG5xQhs7nxFGhLXJ2sb8gdz1gq1eU76lxFmBrPhAEB3SLVBQmBE7JZKIna9qJKSCUoCkEhcLkw2E7RdwEV55UztGA81ItMchLJzGQ1JECQAol7k28H6k2OGLtjkX5zsRZPt7/91LfwD/TBNnsFgOgEMOLBgP8TdgQPUCrsakad6OKvRIPA37yF6hvD0/LkN6vzKg6PcQH4ONrcGILN2+/H081+vTq9+/SmZKTQVDiO/5bXXV6V5189Cg0g0ZgReNHdUpn/9xVrkuYDEHgepv7tdnSgYWmvH4rwDp+vUCePS8gfRChvUs2s37pJW9PCDt6dW8EPXg262GibbBfBNDwJKt0Ez27Bha3p4+RLwYE9wlxQKFm7yc0398MVsQpfam9NN107GeHtTLTqmrIOGtGfPkfTdbzwCQEKTAYDOYNX49Mu3N8DvNRodR+7CppM+1proMCJza+FLozP58UfvAl1sbdqETiW79h2BM/i+1ACfF3m/ewfHoGnkrnTwaBscw5Vo531TWnh9PQju27CWDQIkRULQ1GDvwQ6lItx5x4K0EH4g5pIQaLv6K6E9bYLPpiN9B5GvzrbzaB4wOr0DTbEagvftr69ILeeOigN91/5zadfuY+gIMx/k/HNSLbrdQgtPb765CSbm9HT37derk+kYaLEDuBE3fnwQwYU96QfffjzVwIHdhtZPWz4/nw4gD+wbSBuYPqkWzuzhtHPXsbRu3SfpzsVolgmS/kqs9RhcVmSGVGZ6Pq0FLpWSB30X++vqmWzFpV8YUOWfc/FnOcztz88OeANNKbRfOKepGURLI5t5caHHPH67yZaR9cpJkl/wIfH58VnSynRs7W7JiJihSO+V7WUlQHoAzhfVDdIlj0aQaNIEXBZKKcQeQfbo0Oe8HAXlf/R38XOsQQ6CFqAFeXBfMNmczGHTlP+SQYBXgyAkTDZ+ckQvr2iyWQrsEOOXuLPl1SZbI28EAlINAKku/fd//lCNGf/D959MfZ1ncBjCnADyVsHBSqrZMXUT0LPsZPr5mxug0t8MzhW2zcYwcXhIQ1sDQV0EH8OcOXPTqi0H0muvwYf0+ZAVfQAAIABJREFUrSfgA4JZgqzhyqqJaJN0PK2EcK9Yfke6A1E0Oql37NyX/tMPX4FvqDu1oRW16HGVsFgnc2rH7kPp0YfvQqh9clq/8XOE0XvSddehJRB8TgTDCnF6X0hTpkxLWzZ+Bo2mKn0H5ld763HxPFcD3IaB+m09Nemt97eJ9vWJh+/ATQKi/oYJcMAfSrt3HUh//k069GGyISy+/3hH+uijLTD7HoYzfCKSE08DI7EOvD1g7uw+3Jo+XP1pWnLPonTrwmvQ7RaRw/3H0CzygTRhHACJkbzR9enM+QH4f3aC1L4JjvDb083XN0C7QtdWACFzkXgpcDM7e2vSKrzu0KET6VokMU6cMl7m3InjZ9O5MyfSy888mG66bko6e/YswHpievODT9I45E09teKO1HL+OPamHprbGGh7B9NBRNseWAJHNS4CgjtNzE/RnmrKlMlpJoCpCnvb1NKSDh48iEadi9OK+25LJ48dgDY2Pm1EA8iDR44qb4vmLrPOuQ+b4RM8eqIxPbj0VrQUR4JkDYRREu8b17QrmW0zR3UpwBLCIlodcjsCoPyK319DkrYfNz6fdalwfhzrfLZ1iPvJqc7kOFXp25TR5a0bPzSzAg/CLC0g8CINSQoAzZgAIr283IlSPoKR4FyeE6URKKmTioPLdjKlTQYk+WxlbRmA9C+tChZW4wKuhkUycRI6+eCcMyWHLUiZu8ccPCXkqiEHIsjUcCKPinxILa1MQCZraJhs2rfy4lrvkXs5Yp5MGvZDXFdMrfK3mWwuUyAuacf8X0EmxkzlGoT9q5HsuBL+oIH0HUTS2DOL5hp5kU0/xAUC4KC/1hYA0i/e2ogpsoutaS/YW57+qDHwy3z7leVp4cLrEI3bm959Z1P65kuPQFPBwWM4EppNF7LCf/PuZjjQWtOye+5J6zd/kq5H++eHkYh48OBuHSBybpNAk6Hp5s4LcOB+nBbcfB00h3lp4+bP0CrpFF7HUH8mjkNfsuphRP1mpKaz59KKr92DjOpxOMwHcVuQbB9bgityCP6igwCSrdt2IPFxkZIMK9HEcPvnRxEmP55eeWE5kiWbEd2rTus27kFS3GB69eVH0vnz6BLbC20KXTwqWXgIUOrsrcIcd0KLRArA8nsR8t+bjhw7lZ5Gwiadx7yAmIPEPKdDaKi4ecOnOszX4jB3otlkHSJknKc3GMIEAWlGJ9lde04L2LqQlMrc8+koknwU7ZlunDMxnTp+GKYn9hE95z5YvT1NbKiD0/xWCNJpVHjDbEVaBRtPfrRxO9oloU8bAgJT0Bq7B11Ujp1pRa7VYeSaMHKW4NiuhDN7EXq9zUtnTh5GKgLMMuRZbYWGeer02fTUI3TGo60u1o1R0yaYiavhqG9Ae+ZlyEcbO5bJlTgqACUfRKvuxVd87+zlqw1IIzUkWQOXcFKX9yLLuU+5YSopRFS0nzWQsCRGAtcXAeWyGlIGpCJPSDbmZUHpy2pIWlYtb/ZnhS+GSY2YwCA0I3eJBjAgXYU/1yAglWoa0m5c5NcgA59a7SgAVRV9ltozpwzwi7mIbhRpH1IPMtMpi8wtc7VouYaUAckmm5pdkomD38u+xbN/m1PbKl+JlsxqF7UPrpbZ4Min244WOBKtYXbR6EWoHQeZWdCs3xENrQsLu/sqoFGZlnY4+niNohOMAILXjQE6D8MP1IdKT3ZEHY1o1gBabY+BuVUDn8Mgo2CI5nShTRIXoqOrG+12JkHbaUdroQ51t6ApoFtXNjG7ZSR1re3BIevq6sX3KN1QvRuS8wSYvp2YLU5Duh4+kuaWs6LiqIWPiU0JGFynlsQ2T7zX68aCyqQdCYjsPovNqYX5VIPSl+bWRnfCgA9oPLSnfkQP2T6JOUG1DNOLmdL90vthUo4F6DCy0dLRlcZNqEeG9nBqb2tylw5oWhxXLykrUAY2AZ1AOjvR0Zatr9EOitFIIZdQCRuLfRi6gG4n7NIBMKzFOkxswPixEKfPnhRRPoWNpPsMT49HpI7E/AS4sWP4+xr11+qGY7IaWiPNs/4egiNJ99k6iVEkEvFXSrui87O1sRHtjzrhO8f82bG4D3uG9WNL8FaYhzWj0VwBZisJvHiImZQ6DK2Jn09zllmtAqTQhPwNf2dto5xYXuyfRXFxSUvwK38XDWkkIDlXKAOAH5Z1tAwwuWWRzBOugxorXJpQLb9H8/pdTLacUyMu3tjXy2hJlwakKLKOAejsBv5EAoJAgO91+yuT8dG3Kcpy/EwTu2doNFJTWnARnkJEuQZpHTela2c14LQhSx+yTk2fWhKXzK23zCnWCpudFLboMWQs4DQyY6TwgswdkfnNH2MsWiY+ix1OLgdIxZYQWVmaQUSlbRyAVPiUyHIXwtONTG1WNbMNDpMNiagMjZusSWmUMi/6oCb2QGNgEiQXTBXQ8k2Rso6HgQ5ZCC79KEi2JEjUosi1Goe0CyByvqkNvmYW7dpGV7NKvKYS2loVDgkbW5DryBuChQe4DeAw0Pxi9I9jIh+Sil8FlnToMVs8etTTtsVbaZqwpIKOaGam8/CLWwmHuBc5V/Sl1UDr4X8kaWebamqEtTi81RgvIy9syVQBwKU/rRqh+EECkmSfNxLGzuRKAE6lzEJ2e+XnULurgQnK5EqGVM0uONDthgejkDJRhecx+VTqrjiKsBZsScRuJviPPM0k8edYhzDXCkTMapi5zU4t9N3g8wewB2RBcDcUrDnAn6V41OwIxuzgQqczAUWlEBgDf8/cEXYQVlsorjlAhx1kagCQDF2zk0o/3stavRpcJOzxJj0HJg4LbAmYnC/LdgqntjTvEqhkdckKelZDAjTix3JT5Q8BJBf8ZhaFbL6VdJ2sHXGIzsC2LPNC5O8uNveKd+ZBxasDYgXAX3Bqh8/WN3VWD/0pZSMpfr4UIOl06mBnnxcvdQNNdibl5o6UfXV7wYYzEsr/2LasE008dx88DxdDL6yc0ZCRbpV03Xfvjen6a5AQCw2qWh14rJRQ3qlQsIqiFRm8fZA1Vv6rHRZdPNpAAreHwLmrAi2CBIXVRQXichpS+WS1dHJgGW41CC6eqnz5q1yl7v5cuXGcULTIVBUcFtEOai1sr5PphkU0ogG7owjNGqXX08tPP5VqtqCdIM/jfDv8EqzaVyGrSj2LjA8uDE0AQvMQbV3BCp4h29iJZ/JU4G/cKMoVAalEyubNqyQg0NlKtVRsBJQDa4M8cFRx2dPMNzbAwS8AcLCCF6Nlhrbsd5bXOCzAzGmarTRV3ZWD14c1MoKcqqZVZGynIQ8IWz4JsVk7yNdgDmRPIdgyU1yfipcM8fW4GCgAQzDfBnkL8QIPIjCOmykC3hOCmLyBEkiuDQVhFNct+KnEFyU6UwI12yjT+ewGCJ43+tXhM6pQPqOaJmnvGJPGw5Y49ktQNGvgY+SFpo4ivJHps6Ajnusq7S5HwPIxLTuMBFmdxjKTzSvi34apVRz0iKb9rlE2mWwCCZsX/E/5Uxy3wv76MLUq4pIqx0jYGJnXuv0JBC7IzV+Xihh+OZMtMEkRvWxq5eeGj6rMzMygqHFrcXLwyWuU/+MftTcBRLz8KJ/S+GhtwHrZe+BcakS5VD2057FIJual09zRiZ8TahZvTDegE/QopPVQSxb3PX1LdGdAu2ltM0EbVAppTYrCyzMYKhBXNluMEm3KNs1FzhPP4fpdXkOKfSDqZse2EEiudyUmctNIQSEnmnUnrEX0ydJhsnqYY3TaQo3IlewaKDUvJtDZE6gzStE29xAPqlW5XoARVcJ+HTJ/WgYyPpKjkjrBY8m0eD3PCZxyvHGT9FY7UTmVIWpu0t44JVab2wkXylzpsHA9CT78XBx8mmgZJCx/4bjTlOPmiFEaeDg2r0clzCq2jx6UxmXhdoq+UyokUHyozEi/V1ny1NKwYdAx9Hf5ogjIXF/6YTQXfALMXVbZV8B04xN0aFUSo1BEnLfQVzVXjImqMiODBHJ+JJ2NHpz2VkLH39jzKJDSOunmUzod/kqty9LGmkB+T5J3MxYApBRCxncUPoGvxCj+h4KtVFsJAPckJys7d6YMmGJOGZYK3w8vIH48x/xbw/5loKZnc+G85tkZraw7aT/WnEw7630uaVPFJKyFaOtKgOQTNPLrsoDENaTJ5kXSnP1lgCwTSq9TyLjkhnts7pxYT4IQ957/mVdM+8a29NRy+TvKDvvyse8d9q6rtxKsDmdQoN2Jtul1YNMgqFgZ6UG6TnMHzPpxlQhiAJRmIX8M76KmJAmG7NBkE6e2LFnPQ0nPHJGmQhnlz1YWtE+kkJac8bWW90s7tcvRV48StHhhdBtbuPkbLp2EU5POguOIg7YrD0av9cKyiFYgJ2Glb4ZIofvVQq6NYBiSv6qGowz+CDjM+gBK2aEubhm9kK/iBngTDS+SyhiBTTJpepqCe5r59veiGc1xaOQcJvj4QPG5hiHPy32rNES/SKpwCIsuTQuBo0V+ibfEhy3zOVFL8oGE6SKdN9ZSGptvC8J9QZCF15igjg8FLxEfS44obaFXWoXP/Il7IeoS/syAgcdnJ2MMJ94nCMR4q6j1cSekCOOZEFy/m6DNxbB2Yzel15zsnA6NxLDywaHgS9NydCcn0eZGkBqCN0LP9QGN54ZeX9DmCvjiquO0FJ3h3vr9X9SQMiDlvfAe/bY8pJKG5Lnq2TklGWMj06PBKH/Z5PKKekW0KnFuil9c4psra0hOqYmc6VijknWSP6swEWMtfOm49IKvyflR9hHZiiAQ8Rs5suHDU0NPABLPYCvAaO+hs8jr60AqDcCojkEhXmoeLZ3UXXhvU3sb0mSqwN4xP82bPRayi67E1JTgXqDvkWwPvXCjiPMslBR7ny14hfkdgKTLVNqRz9uXAqSL1zSTrfMG1sQFgXE+dZIzOFnNzvUwPpg+4rIv4bCW9sQbnYOB+m8xsubAyNsoLERv9E3rFekYI3O+0XwcfYCsXPG5eepeSCmMaomjF+rp/vIiqQyGZqKeFo0fM6wTVKStGwgyUImeJHIvfAuUgDGOmQDBjqLw7YT2JW1Ctw4BxiyNOYrkufPLJoJc53og55JvTAsrn6uZFmeBLWc8Mx3x4JiwMPERppGQsArc7DDNlewMKUiLEVkdhZjz8q1FM1KYFHPOWKJVjPnJLBXw+UYubmutOV9no1iwm7GIexaqej7exdwxNl8ElhoDPQEwNF/9XAKC2FS/TneRo7fZd/IFQOJlKKH1c3Sgg07D8wpZxUtUKIv//Dx/krOzmZdDBZP/RoHsHwJIsTecgLXPmHmMUSsRl0M+cJyv4Cac4aUloZwZIOl75C4wvE8AYAE7UzF46TAy1tFNzagJVRUAm6wZqcrfcsNR8FLjWemBR6K5vRsZ9gSlGxC5RXIuzHf6iunIbkU6TR8pkGGmq05N0XWCDtfXZ8En0zst3VoD9WXT39OVrmyy6bXlG28E5hf5T2T95FWAni7hp5+Cm1wIX6gKxeXDxQIYSRc3X47X2Y4vag0aLA4N/MEI77dpMQfxXPpXDB58QxxACbgdYgQXtnEp5bMQkLJI+/U6V3HEdYfjw33PGZQ0Nx4ILib+RrPDC2i/SxS8SfiNxaFLac481j44epfMLL+CB9vV7GFaaZx8Bh3p0DgFjpQtOun9DLYi9g3vZzg0gO9Mn1nshTedAkdTzhoXL3j1n+Pa5BnzoLK1toScwO+9JK+SrWP6FNhNl/PMN7MBwb4Mmr783mZYGSLqe0N+CJ1AShahPsdnPECL/8pcdLW3ADZKd+hY9GyZy6Ld0N+dYMgx5MiWwd1gQE2KWqIvQckhn+FTWWhIgazFGCWiWSsrAyeH+3PfNGcoG2wtQ6UvS0D++oM0JAESPyMu2LLP8jwJgm4QUMWW8FbTvbNqn+RzJKngPnH/6Q6Rz4gRZEfTSMBGkBrEee3qqUr7Djens9CM6lFk3sCAkKwJWwOMLGffKV0x1Oy7IDZNnZ0CpeXQlK6fVSdHN32MrWB76GNQRp2iafHE3uuMxYENudH4dCmbxK8HzvO+ywFS4dSmysZzFWCizea5CfT2YOnkZFYwkxyZ2IykPpktTJr0onFqPCA67ozQ4KAyCsfFHED41yqqlTsJFyY0cAH5Te2MAtHdptQsEa0Noc97hZzHdk5LmCV4EGB6/0WhypMAzYVARgpdaFe8ARkp5HiqoGKSxZGHzhoFNQOMgqFcOvwo2Lz9YEoyokQAvACNsBJhe34GI3b036jnOY+zomH02XgzJaMaF4WZZg/sdBQeKw0fPiR6WypJOqeNc1SKn21HMA+n14m2OSNggso4ONRiGDwYJj9zHF3520jYhvD8AKN69O/xvZinckzEuMlDy5tPniQ9l7eW1HZGFeVEx/uxf/0kdwth5/r4GpBxLTpbvpb+BwEvlzoARp4mboUOFw+714brf4G0vDowPjgEaM6pGmPWhROZw0yWJAMAOFkMxDRfGTlEVI/pEYVJ7qMXWOCrQHIks44mOIc3EpBKcugMmdKZz8Dif/k+RtP4XwG+XwCj+GhudbmmFdpV6a8jv8uwrc+/ROmIudG1iB6/i72UJd2H/BWCyWhEm+XHsoOtWNO8tgIhvLeIqAHTmeJCzYhnaBBri9gQWEQbUe4DjQdpGvQZUc8x7vPA80KxpqZrxNoGtOhhRLqHAUq9SCCuTg/ccz3YQhskX506rygbEwEZz6yveCkQ2VyKSyl/BkG2t6cbbpkOnbUrakhaEO2Rb2o9XTcpB+dbjn/uh/PhyLFmLfA8JCmyNKD85tCaSr+lFoWbB+h56Eijsj/nXTsNqwVb1PqvHLQofUKy4UmEIH07kkyctu4Y2K9Tp4wDRSs1D/Mzazv4GiQ6dqL49sSpJhTDokwDY54+eXyaPrUBNBgEGeTTCMRqQSTWjzIQhu1tCgwBeFjKMBXZqePHIozNG0Z1Z3w9bxhqHbUo2u0BFUh3mg0q1jHIORJn+PBoFPy2IaEQ6iZT7LGtzNXgAeQRphCMRc7StSCUq2L0EGUe3YhcnDh9DjZ3t9ZlEtgVZ02fqHo3hu4lWACH1q6BdLqxHTTZXn+CfBUI2KdNnYCcJCRZEvB0rEaB/rYNyZa9afa0Caghg98NQnPi9HnUpNWkaVNA88KOLLxAGEwAeJ9EoiP9IrNnTkS+0ajUic9qRDrFFGR419banJTNqsuItxDAC8yWclwiU3wGPgeYVmyzRhFi4iGhsKZ/FMbgJNmpk1GQC7molAlKIa9K7WAdaGxsUSHneNLjYj/OnW8HjUmPLyiEkilyY5HzNHHqWORs4X0AJdVe8RXSwCwDyiCWeOJnaqaXAKSsIRVIRFPEKpzkIF+gbuLIfbA2KJNUGdQGLL6uvN3R1QQknjVFNimthXbJSBjSJXCpMdO/ljQ80lL5nx3UNj0pJvl7OrGZpsEUDZtuLJyl87mjpzrtQZnQ+eYuRM8IRtYuFUyQchBglOFEGroDQFx3KhRMJWzp7EK+YYUYMeYgSbizFek4vCgjHUURammuBk7tUTZBRU85hKoDyBO0I1lL/JxLR9msSfi0l0DJ+gB/ZdNB/hfYi52Y4N/96E04/7rT3/7NyyLm4k0nc4Fvlw+BiM2bfGzaf6Iz/bd/eFMEXT8Ehcg1M6BhID+FqjI68YJPuwMUIyvFtji2Hn/jZwHMqHIy/2bxLfPEHT0a/idqPiDwAJf28fQJsp17kKBZzcRILi3U0qlTx6e777oxzYZAV+NAsI5sI0o9NmzZhRoyJB8iHE/R4+GsgtZ20w1z0z2LrsdB5uGhk5tZ2iShS+l1lLyw6Pb55x5IN147XkT+laAYeRuZ48dONwIsRkNooNbioJF1b0wtE+i6wL44LT312APQ+PrSweNt6ZPP9iOrtV2he6YpMBQ7dUJDunPRvDRv7mSNcxSE7vMDZ8EdtQnrhJwkZHRTcxvAgaxG/s6118xId6L6fyL4syswp3c+2AzwOgfGyBUAq5rU2NYLHqZVYJicl+698waUtHRgfkzwhF9kcDT+tlHC/OJzD+GfQdSfNYPVckO6865b0t23XYf9YKkOwd5mHnm/23qrUTqzHrV2w+m5J++HNtbp9Age0NDW5APh6rM8Bjfwm6hbnDlrGjLQ70r1NbgodKaZgjAm7dh7Jq0Ete6zTz4kvu8uOCnWgHzvM9T01YNYvJbPhYAz8leL4txFC65F8e9M5HlRmB04sOZX5l7m73hXCmTKNCQJM0+4gxSmXrWM2yKweUmWRzdxpA/EZq8u+Px2vj8rJj4hV1lD0oj8XF03BBIkCvf1CiTJjlCLrHqntFiDzNqQ/+V/zi+yhUAwYpqKAaujl0wSCO03QTPCpdYwBpo0LmD5M+WbFOQUioiyiXTxYd6R22fNbRQ0pQtwdCMlAGwcy+6+GZc5UicBmtR6bRzZhJcbgchBTV54wJGD1hiJyiyDsluEPlyA0pXC/uUakkBOaeIUuPBhMBoDzaEV9CN//y8fIHGuJ/3nHzwN4mtQrCIjl+ZTjrbQM8TJDYC75+dvbE5bPwezIoBt6eI5qNECeyIoKfgZLTjMJ8Gz82+//CgtBv/PbYuvFd0Iw9ytUAm3bN2bzoMv6FkciGko3qRm9PGOoygJ2Q561HnIlbgdGhEWvqMnnUDTgU1bdwlUHwG/9jXTsZE4zBtRnf850uK/9cqTIJIbBp1HT2qFCrrvyLn02Y5D6Z47bgSN7DXKt2CJSUJF/7adJ9P6TZ8DDEZDOxgLGtpFSApEPgYzmMFbNgqH/QKEZf+BJpDHbUuPr1gGojgkTCJZtJ5aF8Bu0ycH0rotO8FBNBNlF3ciogFHYU9fOn6mPW3dcRDzawVnFLiFbpgqk/bzA42o4t+aXnj2UZC5jQEPUjvWuhev70xbt+8Go+QUkaNVgYngfVDSNrc3p5dB71FV0auSmbfe3wyOqQWiw+0CqduY0cj8hv+hb7A2/frtzSKtewH8Se1439ETA+mtDz+BFlqdnkKd3izwZ1cQGAHY0lZAWrdl52nxSS0Bb9Vz4LdqOX/SyZZ0WIZj19pRNbK9q9N7qNU73dilpMv7756f5l/Lbqggt8MYRoG29zPQoqxcBZ4mUMnMnT4GZkR/WrPpQGoEFe8zTz6Y6qoHUzd+1w6Gy32o0Tt08HB6YNli19jhGmIuTLkllQ0v+uEc3SsDJIGUXQfWpUo6PF/Gn5jIysNrh7nNASc/8s02O3Q/y0AoOdavpoZEACw0Pw0T5ioOOTPqBcI4b2NqQcDPS15zCT+Rct5omnGONNHxMx3XANgBmviYR3t3FYqwG7G+8BkhY78emjSMMCvCBAtdKgZt653UwTxneXap8XA9mC/Ez2X0DYmQbbAO6iA3i9B8gzIP768SXpnhzxE6aBI+V/kT4TOCLPeA6YOOcwZkvI+/RUOynkQVkCtjhVhLEP4MjpQlGM1dowFIK+HfAUHb9x4FIJ0D+tZB+0CWs8w62vUYFGqljp7uhzb1erp32X3I7EQ3jN3b0/dffTxNakCWKAY5hOc1tlamX/56ncjjb5o3HqUU51UwOwq82UdPdqa1H20E7/PXYAaMSUdOdECL+BgFqiR3e1CFop042JohPv8kKvQ/XPUZzLcG8WiPxiHcvO1Q2r+HpGnPY2HAnYTbpwIaSTc0h3dX7VQh7wtP3okDQY2M2eF1otOdjNKO+TfdlN77YBWedQ9q7Eif0a9M7QFobwNYpwMH29JWgOCLAIbqik5kYpOHCcyRLUPpPTBlXjd3OpgOvoYC5LOpraVRuVDDFWPT2fah9ME6cDVBAyQgTIaGsOtQMyh/P01/8e2nQVDXoXlVwX/QD4ZI0o10oEzlWy8uZwkS6GF3AVjaTNCWusF0UI0q/49RgHxTunX+NJhZLeIxIkNA34Ux6XUwEYzFZz3zxL0A7zYQsYG0bd0uCEl3uhVayIP33ACtjNqY2zedbOxNb30AVsrWPjxzDihdbsFan8B6QstEzWKcUgn3BWhH+1DztwaUJo89ugKMm6fSORT1PrXiLgAYqIhhErIGcMf+ZvA0fZxefOJBaLBY595hANI+mNwd6dnH7xWVC02TKrAWtKHGjlrgjJmT0TBiIQ5FB8ZHUXdNlcSTe07hZq3VxYAUAh/YY0DJwIRf2kzLlLJ+ji52dnYpbvVsshmMMhBdFUASeGZHNZeTmgpNNfhl4BcsEmyhqdZQQ5I2g3HQtMRrZZJBY5HpRjNNmhF/h/wpvLYDfF779p+HSdyRGmB1jINmVEVTVGAQwXmZ9JxbpKnQ6cw1CjPSXrcIWgg/HLGFpwQJyygXQ53i4oWzQFODOlYU38tcywmUAeqMvLGEqw9KRi494wiKfbm8yRYQqRczcib8kgovtFOo0WUOJvlfLW3gP34fxbX9Z+A3GYdyD6qWnA8jSlD9KsdDO9oELWRP+s9//R2QgjWmf/m3tyBgtwNdZ2ERe1AHhcPbWpF+8eu1YFS8HSbUZHFI1+J27x2oBtf2wXTy+DFQfTyKhR9AEwHQc4Bi9m/+8iUscHtqBPEZiclqiM4YIoguAEAoOIUZ8OwTYHsENefmreACOng0/eWrT4LKA4DEHm8AngHwCq3eeCCdB1nZS3gtyt/we5iYMLM+XL0hfZPm0PiG9E8/fSPNmAHStaULAUgmo1NWNszXvYdb0ief7ARR2gPIUu6ENQSDsm5K+nTX6bRt+770w289CR9YPziBjkFjQYMBOtd5I2Gttu5pRFX8zvQUuIfmXTNNGtLmTz5L33v5YXpcYI5C28A6DINX/GNoK8cOg6XypYexLiDtByB1IqP2paeWQf3uRtZtFYB6M8BjPgAJLJMdIGMDIRo1uR4U//4GhctjASTPPhaAdLovrdq0J00FmVxL4ymYedeDWxvmI8Ph8B29v3YrtMgh+K9m4/Q2pSfBMdUEgrsx2GeWh+Sqcu533/BYdFnZqRrEP//Ws9AKt4PNiJPSAAAgAElEQVT25XNwKqFzy8w6vKIHJtjYtHMfAGnNFjQQuB9CDEBCVHXtlv0AyPb0zIq7IU9NqDx3h5PBC2PTyrW7WMuNwt07EJE5D24nOti5frQgaNKGE1YYVWaywdx3q3cqy/YbKbTPoAbNYJGr2UyTSRf+KB0THjqZd4rm5EMx4t+rAkjUxvhZ9LPypNF/CbOrF+q3qZLtx6HmQVoZhAOMvwoYuGRIlVf0J0WJzwAjrzin7aCg2QdZaoQ/ktG0evJ4hf/REKOFsRYYGpFTH6y6lJJPA/QpEwRkvZyR7ErsHRIju6ApgQOLrc8ISnQ9KOrOIAPXFL5allf1Qo7pf6XLx4/wnIUsVzTZYoukGobNTYcbB81kQtqBrENr6YaGREDq7wL9yKP497yoYak5CHsZkYLpcwJtc/7un98Chcac9NKTS9KZppb0xofbUwdc/k88fI84mMfArwO/ZvrZ6+vEdz2xAQtPBzOe1AJn9Jmm9nT/0tthMt2UzqKqfI2q6vvQgeRhUNceRt0VeZjoG6KgYpNQR7XrQCdoSrbAzFiaZsB5TKE/cvhU+g/fex78SY1yFo8e25DOtQ+n18ERPQE8QK+AebET3T2GKhvS6vU7sdN96dsAwdOnToD18mjaD5/VEw8vTXPomwKVxijUclWguHTXoZa0ceOn4PZ+CIWyMEOhNteOnQYO6x2pCxrMq/DZtDYfx3OHsXk4zBonI4tYn+YL6VdvfJTuu+MmAPRsANLp9OnW3ekH33kOwNWjjRwLmpCO/mrQh2zBgW9NP/z2k7j1mtL7YEfogpPxJZiycDnC3zMKtLbgRwIP9+Ibp+FvLdgT5P9DKxoYgsn2zhZpYy8+ugRFwq3p8BkC0k7wfi8F0d4h2PatYFC4DZS349ORky0AlM3pheeflg/t9IlDoLS9F+AP2hKAnLqb6NKCoAAxjpztSe+8tx6MmEvAIDo97QQ179pNB9MEMBQsB4iPrkEjBwDS5wdhsgGQXgAH1IwpNdCQCEiHNI8XHn8AFxT8XrC/a7FOp8/0pLfeXp1uve0a5MDcnBrPgn6YfOhcPx0aeTd908qjUAIk/zKrUHH26J8SGDkMbo2npKEUiFNmpvkZfH9JO9KTr0KUzd19/fk8VwSZfsi1Eho1Qc/NTm2COk0nAhBNM1bsQ4pZjgV/kOrTVBZSjbOJpMeDCKA0sfxjDOQH0ViVC4VRGmF+bZ18VgbdbASNQN74ocgBk0OQw6OJB70csk5qn1q4a26F/FLrxVUSBey4qPo7kGuEYjlqTgSgyHNSDhg+Vn7IK2pIBDF7oDRQW9UcOd7I0gRNBoAEk+0ffrIKwNANk+0xFL02Q/jRzQPqvksLiKIgol+9SyT///PffBfdL1C1j4jVjv1N6YP3N6RHoCVdO4vq/zA0rpr009fXp3EN9aidmeoQuxx2CXS1ncjaboEDeG6aM3smiM52owCwJ72MFj9d7SflA6kGILF7KoGGdLj7D3Wnd95fm16BeTN9cj20ic/QMPJsum/pbXL2UgQq0b/swKHT6ey502jh8xBoF8YiqtYMZoFKkLJtk7P4elB/nDqD6N9AHahb16XrQM1wH/wpJGoj62UVuKP34pCtByC99OxyaEgEJDAGNExLH6LLRzsoU154YikOO/ugjcIND2YCdqSVfQ5K2MbB9G+/WYNQ6sJ0C8ymz/YcS5u2H0j33n0HNIE+hfRHj2lIRxChPHrkCLiTlqY7bpkFR/nJtObjIzjI3TB/lgmQSG/yzodb0p23zBdxf3cPaG9xgBnuHwDv0a/e+xiCndKLoAmh9nTobG9aCcrfJx6+X4dg5Ucb0h2LF0JLugGsl+sRRZkIf9PD6V9fexvjHQC3+DL48qgh4SaEpqLOvxCNQWiZK8Gb3oL8sR/+2TPQto4hCluddiH5buv2z6ENL0hzpqEgGUXLexC8YDcUckDNmFILp/Yw+KsOw+/UnBZh3MOIvpLdk1HcfQeO4n7pBhncY/h4RDVB10sKlipowm4rZHc1/2UO2Rd8SJRgARcPkCNY/dCKBmHSML0iMzs638ceFOU4UWO5DABdXZPNB1vAA+2lH9xiuYMxQScPnoBEtk4F01VTSc3I5hrrDKntE5iGcT47kWe0G+t+rqkjjYdpTcoYZWAL9ujF52MC8MI0Exhls4xjyX3iQhuyX04OuVjLwCSaivDzdqKQvRlyOAbn4VbQWc/GRVOF5qADKEbvx39KyYk3+4oIwzmiCles9vdH0YuEreYmMeFOIUHm9JhGg972Npps/7waiN6V/iN9SOAEqscNSG2FTIzDAIXzHTUArQ/hkD0PNsJ58DeRggK5C1DTjxw7C/IwkL/fdxMiKHBigkb2F79ZD37n2wA8s3FgwMLIZDBoOx19o9NrIP8fiwP9xIoHYeLsBrgcASHYA2n8aAowNBIcdNShe92q60Hfejjt2L4z/eWfk82yH3zS+0Drejw1NIxBhTq1N9wk0L545XzjuQfT4gXT0qGj+1B/VYeOvGdAAHcEGss1kGCAArJ2h+ELOwzCNHbafe6RO0Fniwgd2w6BFH8PHLUb4Pd5CYRoVdCQyDYwph4NF3ecTFvg0H4CWsPUKWyjBCZsOMuZActxVlU3wJQ8ljbAIf4ymmVOaahJ2/aeAvnbAYS7x4AjyYLQDJaDfmSvPwcN5YF7rksnMU7yL63ZchBskAAkmD8Vw11QoSvQPHJLuuXmG9Ndt8yGX+a8tE8617t6oCGB63sCwunPP7YEGiqoJtBdZNX6Hemph+4SB9KGLZ+DVaErTZ0xM505dwxsk49gDCn96p0NMpWeWnEvmhEcB8gBkOhDYp4WnOvn4Av71bsbpW1cP2cytC80yoRDvAv5V4dPnRbr5N1Y31rs575jXWkNNNeXAEjTp8BBikjmeqzBbjiwJ2BvahWdHQX/Wxd+rkMbreVpxoRhmOxHsK/VCJwAYBXNjSCLTCqamOUaks24Um4dzzbZHpBnRLYHKVZxRMNkGaEVyGSzRpS/yn8uB6s/KDFS4XofUYb42S7e/leOnRqcMYnmaw0uXB5HFahTM6I2pEJp+DEV2sdaYo8ZTTsPzcjRNFsMzMUjv5qzwaVzhYYZUccI7VtD8nqWQIo/WpNzwwAjvLP5qXXRNEY/QkS3WQQ/FqC0GI7uieMGYaoxzYfdpx2BUw5cOPClWUvLvKLJlgdjDFO2qMCJA+egTJ9KpxYB6R9+vEqL+J9+8FQaBkFbw1iEbSE0rD4fANH8uo9PwBxZqy4X8CujyJQpA5gYbOImOA9OnTmXngSR2NwZ9VD7BkHCtjHdf+eCdBMYEmk61SCkjh5IcMjWI9KzFYjbCUK0FYgOnYN/4xOwQUJbQSRnIvqO1dHZyYQ7aB0Hjzent0Fju+CGmelpENWfPX0mbd11Ku0Bzep3Xn0W9jQXuQJdRY6lLeCUfhxdPij0VH2bEZV4B5zY4+vrwRHNKmeaqNwAxnhq0gH0H7sdt8Dtt8zAAoOid+wE1AS1AgA/SS888xDADhoS3jN2HBgjWzCnt7eAPnc0TM4F0Ahw4KhB4kCR6/vkmd705jsfgVBtNLp/PIRUftDJHmlDVHFPevXZx9MsOOXJd7wTpuZKzHfp3bek+XPqxfldha4lK9fCyQ1+phfQl60Cpk4f+JgYeSMbwdOP3IN/u+XQr6qtBxVwe3rrrdVpGUzDpXfPS+eam9Ox84Np1drt6UlQ+86aVovxov0RgPsUIppPwrxedtvcdOIEGg+A6xxYAkC6ExoSNFJyHyHgMIy246Mq69FlZV/6DBHMG65jWkaO10CGoAmeQXF0B5pnrgCd8DSwhe470ooWSx/DEY+WUFPgh0BN1XpoSOcRZfv6048gvQB3AM4DTckTx05DPu5BoIEEcej1BsoT0rywvjMzTGR3Kw/ICJONZ49SrFPG2jQzPdqSk/ofUULnImWTRBpQmYY0Aqjih98NkLJb2OdJ4XV9WfsXlQ5Akk5sGJMCJPuwHPkzIIHahuvNPwEQKBPM/TEDBWvU2OIcZtoBUIgg6bG+rlZ5RtaMaFYTYGi1ICFZfrHIZ3KqfoCPcUg/lmDA2BSv8a/tc9OsBJ5ESfwOY+yAS66lg6SEyDUEd/6kSX0AIwRJcG7IjlGBnDvVC0ZqQH7ObykdoRpGf5EL9JyBHUgqZMUkgdgM+/8DfEjNCIU8C39AxVCXe26p8A6JbRMmp5//2wdipPvWN54EwDQq2RFjVcb0KURuXn97LYRyMvqo3YGEuf70OvqQ3XnbLelG0K52dbXCg18H5sKEJMR2aBpbwTo4H0T9C9Ops41p75H2tGnLPrXxXgQ62OlI2uMEjx1rhCP5cyxGXfoz+H8Ge8H7jFyg7bvOwk9yNP0Qfd16QbdLlrxeRJ6oOTWda0qPPrA4zYY5uA6Hi80T//zVp9FRdhDRARx+pjLgFJDEimHtZvjBnoWWMa4OGbTQQA4ARNZt+ERRtlqkBfDWqsPYhxHm3r77dFqLSNo4kL7duugGRIxAM4tFOHGyNW3bug8A3Z++881H0iR0/zjX2JYOnRlAN1n0n/vG06kaWk87o5Boa7QJUcJDGP8Dy9C8YA44qqGBrkRrpVbkNr2IriVpuE1O+t3ox7YOWs9s0M4uRN7WhIn1qQ0q6UZoahWI3vzVd5+BMLcgAoNuLmcH0ofoqvIk1n/WNDqpKxEsaAb742mkWNyXetB2HPmmCP2fwHsHkFd0D8wxABLmRmbQCvjAWsAKyf5x89AK/ZlHl2FtzuggkTuHmeRMV2Be1S1g76SWvAedVdZvQloDZGbOVAgxfEgfbT4A07sTmtt9cmojxUrUwavX7pQjdjn8WuPr4dKF9s2W3oqVSajtUHCbrtKpyaH/zP7INkVmZcnaFCNLOaoUllFhslxtQBL0hMnjfCGZiByKXBJw+iLK6QNOM60U4Xb0jHOlyUZSP+bZ5UoEEueRBwKgTjDajwzslm61Sq9nu3pFz6KmU0iD76NkqyhmD8dyTolw8P/SXxpf8QKpW7Geds/YJKuEawNNTnEJ1YweSjcg5WMauiZX46InxZDobmz5GdrCNXRlky2bi75E9OZM+aG+8nSokWu6qzr99NfrIWCnpRVVIORnNGWTwGr0iL8ON9wxOYFnI1R+4vQRABYEOYo8hxD2/hTUp0fR/+zpx5ZpMm+8twnzZBIYnZacPbt28DYYgLYzGw0O70ltyIPpRP1Lde3ktP9IS/oMFKvt8IyK7ExRiyE40KEZwU8yqgJ5SafQ7WLMeLzuVDp28Hj67quPwe+CKBuAcgx6u51pHUyr4dOYiUzoBbcskB/lxutnpyeW3wlwQ/PEWEglpQFgDp1sS5sRQVpKTW7eTBwSZKwjDeHjT7en55CCgNQxZtpBM4EzGYenHxt06GgjOL6PgpES3Uwo+PIZDCP9fgoO+b044EPp+LHDmDecyad60ydbGWV7HJZfi8LhtdDCOroqwJ+9XbzlX8MBZaPNj9Z/DiDvSs8AHC/gtcyPuoBWUFthbu7YfUQ3aKX8MX3qnPICu/BORGfaE4j21U1Gp16YTzA1H4XJNnm8GTepvdYhgjYamdz0rVVj7T7GPrFI5jFos2fPHEVUFIyUKlupTp9+fhgXwP70DfjbJsFHeOo0tCnsH29E/l8f2pOvRx5ZW1sbImX3K1t805Zt6fknH4DGRFrfobTh0/0C/ieXw7eFVIVKzLEaa3H0ZDtyzbalm26cjbyqufBPckkdvZGWkuk3+LNyapz8qEQ8HvZwYBOQqDUy5JYduKVjV6YCUN7/CBqSzzHHxhMVGpKiTWQ2hUsACcIyqXjiJPd8Lf+z2TaKSaVIZ6F5R22KhHf8l6VNnUj1YAZ2Ix3YMKXHhQNboK2z7HOZnef+PdeLSoaynFw/SQ1KYwg1Se/h6wLI8U3Wsww/3AMGZqik2P8mjQf73gPtrRmXYA0462+8bjwSgGkkIumWkTdyehGI4rnCmN/Gh5TvEi4YC1g5eAlA5HnQfBmA0/HUmQ74AKgKkwYTtb9klMPr6HSsJvUrFnsKzJ6W1nPKuKafR+T5glpkQkMron9mCsocOnCwOpAMx+gKeWiYy8Bxs8HjOKS6k4SfrYAo2OyNxg6xTCvo7RtWCQSdenWIKNAPMR6dcHvhI2lpPa98mir4ebrQuZX7PXP6ePiO4GDG7V4LgCRjXiM0nlocQmZRkxL3mjkzkMaAvJ5ONF/EmHmoDaQMdQ4hRN2tPuij4CtjTdYAyh36wQI5C/kyTefPyccxBoDEzXQWLUpn4PijpsZbbTRMjwnoisJoYi+6utJU44EhiInKAe+ZPX0CiozPKHRdiwaUZD1oRqYtd2ESEiZFQ9uBPnHwNU0Yj4xq5DcpMRXr0kd6YbaPwrrQ10Mq38mTRuMC7kak6pSyb9mhth+f1Y215lw6kCjJMpga2taYU38f1XvAMNalA6H/8QhY1MEn0Yj5UUNyRBNhX2jIXKOp2OfGRmhH2BWmYEhFx/8NMSIr6mE0IsScz7NwGs7Ya2ZPw/jPw/yoQB4UWkghaa8OVMZt2DeuHZsZYEnBh+UiUNIcDyLnjekGmdtZQRcdGgOSvngI5XxxnhELU61JsY4wzk28xmUNf0wNSWoQRxkaEv0+cXhxpujEZvqBVY/QAOJfVenz/yDX2BX1xBOxGs01OuYhc4yq7kM0rQl8Rg1Yo7F1ABcxZJhO1qeez+d31ggNTrEOuaQn8oW8fHZvZz0mXumlVXGq60MVMcOzmM+twnp9HM1Dch+hcmEATABIVK6tHUSQalyaisuqGuDI0jE9Q1G2SAG4IiDFw22quTJbzH/W+vwVNxPXVo5CcscAsbXfon4FHuLma+2AXwOCTbRnOyIeeg5IW6RoBm1gbgxDnRRk056SCpULwtcpRoBFZgEox1CFA8biTXJ3U91lEhhNQaqDjM6w9qcbETiuFvNZaHtTuAlwXIBe/I0RJaYnVMPZy4VUDROfhbmQhJ7bQTBlM8taULkSYH1xhDpPyjR8Dh2RNCFI98rP7+t1VIy9zahiy1zXNYTNi1opjoNha95yveCu5rrRN8Lf5XFy5v0YJ4W1hp+PdRMhFgSRNKSkm+Vja1WsjHgCi3hZgMnWUlifQdFOYHNoImNNuJM9eB73gp/DdtvUpjgvHt5e0hADmPQ7fBa/lLfDlaCGKI0Ea4fXmcLX4+V+OMqF5yPzneUwLJJlJnd5q6Ncd8XoFjVT7rPnYcDk83j4+jBGJvfx4nKel08OX9uHdeUa8PUy26TJcHw+CNnfomxmRtNy0qNucB8wXcr8im/sVw1tK+Tt6mtIZUnGLMxm9AznicDSr3quMCO53jFfzkWRNGl5HDBOASPIrN5XnhELZUch3eQMHNhIeoTvtgEyBDVBFoJ8RuG4t+bIjzESZbgpWwYD1cilKfuNv9VrtGDU2PwOPRnPVKa5ZIUvYWoF/oVbpwcZ3c1oBFGFxq3z0Yl6OrTwUYgcO08pMsL5iN+uIcUilQ3CGlLspD7YNTQDEDAeZAsdHg7NqA8UcrQjycdMGgfmLVENz03nOBiOX7QXTHHne4m6BCtmnKo9i+8NO+EIOERVPgu3AHmcRcdBG9ttXQhMPLBEAaryCg3zPSp+NeZzjMrM5RazulzV+hwLfq+q/7ipuJtEcfEIU/hL2yc7ntXTTOvnhYHXVaohAN6uVH+sk6rqzYBZHAWCksbIQ0nqBn9GFQnvSW4l05AmMdeFPNtkAvD4ZaaoYt+fS/DWgWdaPz6AtUu8I3iIyUDACYpuAgfe1d+ILOF19oUhf0h+Pmc7i4KYzl65CTlfm0Q5kdAOXO6TaV5c38S5qcBAcq+ID6OvnAP+5lZHBjPts8bg/0Z86fV0vhIyGcrWgmpe6phKwcbnc84GD++Hw8jGFV+WTpCUXwhrlivkBULyL/kr+yy0JwUoZce3dZmrA0je9az1kKHCRH8YI0LuvGB5MZLxwZoCX1pKhJRWzbWQA9usmyzeHqLsgRGjg0yPMNPOIT+vAbl/Y3HBKCso9ipHxy3cAUSKpMW8MwJ5ewxgoTZdSUPSUdFK5gCC3px/GXPms+IOwM52QhtuRiiVHX7mz52Qpo3nuaX5RvGHNFGGr0TyH1tXfDSfXiRF8beadL5rcv6GIwN0LvYhPE2e3T6SV1NbshGqosVcjmIeF6GX5yNHnqkpKCkltbbM5pdAUsDyZnukWktJvcFMfxVw2WYvzNX42auXC0MvCu/mZ0lCnEQnTc7QGDa1N8D2fggdxyVrXBa6XjssTZBFqhyPb3vdgJgrP91EInxEcCDF3Cmd9oVEtoY0lLzBno/AnyPUeLODlMIeGceaKwHAx8KjjYhLmC4WTv9V0SeBhc2sImNX++3PCE+icYabGTCfw8SlKJULUb1m+b2hwYQ4l5yo4ZyOdbQ2nt+TwTyPn9X2LPPIsmeA0qXkl9h1IMCPz1b0rDRPjadYS8tP/vKldbUAKQYUsma552bwEmdEjdqvNX4DAS/WrBFZjrkdTLBleRJfyEv4Algm2rtIrkYw6hIYjYMZXYEgCndEuyKNL5du0cJxuL5MPxw58d/hJ59ZX4J2wmdo8r/GirjUhXHEBOYpwfSGS4YF0vPnjIfpTv56RuBYhAuM+J01pLJBl4dHy7eTxlUf/CtNaPI1gNtdTuAg/NKNyxBh4Zn/IrBpdnG+Lch2/3m7gnHAx8/aKP7P7XHiRfxNLJYepY2JzcYvHI+JCKXoOKKUQLITxydMUW0ebxRWROvwebwaVxwImbMFWBM0/Hdnkfj1Bkv+FyUOcZb4c06dF8AH8GXQUg2gPofA7UhJ7nbhMfCzDJL5K8eZPAq9KlsqXiAdRKvKfh8lXjOTpmuYtxnN32WGRMNDzMliWGgX2leBbBxk/Ru7M+Li8ojKIUZDKgMXU4H4FjdJm/G+mE9GnZidfb9eI0sFM7DJ9EjtM2BY7ykH2DiWxRoUi6UPunqA5NWMh3oOZgnE+EBoxq46eokd2/zeHFaZRoRWgotk+R/D9FWItHYg6XEXommNpBBBdJdty8XBwUicloNryCcyPYdg5M+0AhTjKQd0zjlMujDswh90efjK2+BnZlBy9ExrGEow6Y51YYrnHT4ljLEZ/tlq5OLdCE1pCkCpCqCkfP8vpyGFCBkULdwhVvqLxhIOO0TG+uCBbGluh/MWfyBZU/igZG4JIXi4QhXXyOPABqBQo7Dxid9TjYtPE97yfdQU4oBSYrWf4uzRkfKBo0ERssDxub2xF828TAEYvDV8uerLAl3aPL4w+0b4d/tQ8mvLDkkBoDpGsTreCH9eXjRDSqgO3jmtXenvfHdkycSB4oRCM9MkbeLpizKce1/lbbl4JgTUfLL16WG6UBuVRpc3kWRofKZUOX2m/lrMzUPP2mC5LITyWwCCS0kyVJZASmucAZYP4+HjM8Oxyc9zFEp2Y+wL945Dcs6LNelYL/3jQ+AbGSUKACL6MlXcWbAQ8KmlfWEvPl00Go8XrtD4JUdXS0MKIYw19ufR10I/GVwZMEEVIRT9HR3dvhQk+9kFEbxGpNNJwyiuRl3f7kPn0mkUyhaE/CLRwUqQKkajx89FRYVWHf8X17ozR0dKi5bDUPRlAUlTCrnVntBcjvlJ5rmP+IOI1+Ty5vqTT56aEqlL0Dma0Te0h588nlB1GfoRb0wGnpI0ljQNDyVLqmUDEyafERzYzcisHcAHkgnAxyjQP69CCLWfnA8ifrDXLr4oqD58Ns+yZkXJHIGKHgtfRwHje0LC9Lm6temL4IJlTYCqK//KOdo08Xy4cDkCIVTT71SGEOaAIxYxbl0NQhwJt/4iYQuDh47L0BTyPI2JZb4MDc/zDkMhL7w/XgeKtwvbGWvAGrPIAsOnpm99viJb1oeWdKQihCWIas08pyyL/lT+L//zzOz/9v5b2/EaSUz1fcyfUxcAxCEP89k83F4SAQvHpI8x6FqGvK5eMV8O+VKLqybmbo3RWFy+TyVzwDpRjAmvpUOesid5zEjDg8bay2BYdLOAcPhqjS86nVcJkPI50hy1lpwL5ZnXJnOOumRWSjsKB7cSHOUztDNbNWnh7xwaRhZ0HxgujnUCjFAoi95EDSqUpc9IU8a65UvEoOasau4V/8eA5LyrgB0LbXGaJRJxJgvjLh/LvE/6HD7HgKMlJCsC9zaaP+QrNl8BelGWKUgEmJ1QYcCoKxzdqGG94RqmBHxBQ8ogUxqUn+INltBcjAVZqPAh1IyaYab15/YmUiItkLnHt3MgeDOXbjvLaxzKApNKY/GacUFtk5YodMsATKjPwQWo+BqV6ppxnyPh99y8oSCv1+9iUj7Eeb6cMQn8JZ1ezVjQ/L1DnKUF0Z/jZSOSSGUe+Za3hkeQKSWqseuKPyZnCpdDpDfefnu+wuvizsH8bL+2pADZKezbCIBIpkitmcTGuxXajwWRn8mX2oHMIGOhScrHZWE1iyFpSUNelQ2Nv+gXVjHt84k5elNLiiAvldCG8l7nu1zTEFDy/8gpzgcV8Ky56dO0SDRL/Pcc+dX3GIfbW8Mxz88q5DXWsly0PcoCyALPOGJ/XSVAiiXQ3vv8OMqWqUVorjFCyw+kWcbFlA+PQQNMSBxIAiYGK5DV1luDPLYupEv0onMwGTQRacTfrYVbHNiVxufD4YF8bn1ZcURhR0nuLVPcu5yP5B3QiStMtrws/q3Pn8ReP+YPttZFyIvcbZ1xm4p8Jf9uhUB2EjPEccOST4kFuTXVF9J114CvqzDZOADdXgEMEpIRuxjiklVZazAqIWFoH2DUhEzhfiC6w/hZq/BNZeJ/C11G4KzJWHD92SMieHklin8ltV75GJoORdz+Hk/GD34mgc+Cl8XP07Ow81vHhjxXRbd4xnyl6//dRy7Y+fjb2DyDQkRzNKYYULFkXsd8Zsu2OT7Pw44ttmkSfiuP0Kc7+1P8wgwgWcsoPsLLkucWNWgR5qoAACAASURBVFABD6WxxeeFJJZ2Ih9A/EZ92WItrLHG+uZtywB80c1UODljH/NHlT7SqDPibfmGK5Y7NDMBdt43a0mZzVAHIp+pkAVFeGGi6TCH3yoExQuUL5w8GP/Sf7vU11UCpFLQJ0xOXUr5MDO61g0/En1I1qppxpHZgsqSecaZO0Utm7k8aG8NjqnmpkHwGdUjF480zuR2z5qggSUDDvPdSsEjTpeTKjt7cQaEYVlI1aGnJKlZA8mXnRTMOBMGI/6Pz7kuRgESn+CEVEVJ+bLsbgiB57a7IJraNHIKkad0HmVPNVWYz0gfkk9TgeLxqQZ4AhCfbkixucNB2IFNrmUSfNsejoF4VHhhTFQ3V3FiPSPNxQCjIeZT6tmOFJz4VRFCzyaaoT5QPha4WH+/KX9yAYaaA5HHKnQGqeJQy9zLGGFwUGsgaXf5evAI/e4AC/3ATbKmxoeUQ3EBXFpF3/oCndjQAkSKzfc656WwllRaFj2FwhwApr/HWkhHwgvEaVwgQ7xB4OZfK4WH78G8RPJF+A5QyKil+QW450nr/cKZ8jUugU52TJc+ukwr4afkB+RFLFvNGFmxuiEM8QpurnRdHWKVTbBvGjUlDoh5PBGAKN+hGGZM6Y+vIZUHPxS5FFjzzHCNkU+FMhFG2RQRxjyKYlloecrCZoSNhbII7R+AmXYe9ZBsVUTe90oUiSukH5dxHCDLVL7Yed50nuIwhJznNSm1JzIYOhhTAi2zVzrhlF8lx0tJHmXORyOCOB0joD778HysrSV6TGHX43eDInlDSgAi8hdpSNpnvdj2roU3mxP5UFo1t/ljMGI0TYgSEzL5uKEr4Kt84UK48ykpeegNKiVhzKIcElsgbOhZWVsJhM52cWGiCUS4adwSLgAXxMT4aqdNwybqmAwpun8DXHzIZGYZLWVqGWCM8MXGxtSLmyKeIx9PJOyVFAs+MJuyBoWs6Mb1U9xC/nxOIuAuA7uWOQ5UgdseW56D3sOx5j2xTRRfflUhegXQsxzBWmqhVXDNYv5F+UDIrf5S9l69Tj+HFhDj0Tw0Ho+7/D35B/nduFyh/ZSnG5RAzxPQR4T2zixyyh5zc/j5OYEyz1SjyVpbsWflf73E97Hnet/vUVxb0ow4n9D6NORs3hiQpCEBkOTAZ6gf8xigtkc+IyTLsp6wC8wXB490IFMfPKHQjOqRPc/aNHd/5roG2BS7mcGn7KIotNaSGSwTOHymWlXljkmyyxbEGx1eVV96mgNdGX5WeBe9KyUsK7TskdHTuPh0DvXoMF/5JNAe09VzKZMtHx5vJsfAD6Pd59teRwGqVm9vvzrK9rKRXmQ1l0AoPjCml7WuEaMOwfKd76n5K3+fUZS/Ly2WBYygSYs1rwJfm38OUAuTTQckgE4pBwES7P2WD1B+js+vF6zodVUcwDic+tT8udQcJG3+bXHgyr/Pm2WPTNacfbyyYBh4CkeogIj2U6BIubrvExn4ErklBRYIfeNzYpTZBCsTtfJvDRChIQUgSdugplHcshbwkQJW+nmENpA1posAIL+/iJBdNB6vXenmLMlhmZ9CoOcUA2f1c/CRwEktg4ck+ycl+CPHfJklGPnrLwlI5fMon3+IdcisP19AKyCJCw6A1AOysgH4kUzIz/8ARoik9bNqHy/sGagFR1c78oz6QXHToI6y7vrsAI61dSoO+Roy+JXhQkl7LTSlmGpgi7JKiIdYp5yuEmJp2ePz801W3CS+ULXyuthLMFa+JuWyUhoVtS77de1+xOfSf8k9ZbLupUw2f1TcRmpXkrWLOEKYRU/fhdRGn1G0t87JfbJAy4E2TyKWqWS05cNtrBb4CgT4GdmHkOXEgJT9PRZUH3h9abihDuppsSWhIehYZkimncxzDtNSjRTpH4pe6vnzvxgdyWtRJtz5YoqVGnnYrPk4jdK3trPUeePiL/b/FUOSSRvRkLKlLwTaYf74UbOzQzI7FC8yhLyGEQHzSuTo4aUP5+UAqXxOI4XrovNbduh/LwCIx10K1EoCbq1LUIsDqDwjFAobcu3jkzYbt66/GTnOL/3TlwQkPq+8HdKlWiP5MzkQVaM5IKuxgmGCJhtC/2SEUPY7fGDU9lj/1dFXiYLxdtTzDaap0ybJeV3JZFCVg1AYWOpD7T9rnCVntQW8dAhHrGtxpEq2gKQ1wKdQCkIzLzns4qjJR+f5qM9grJXTYXweL6WRluQnTFYCkO5OSi+c8+z5hk43l3Vq+8Exr2InORgUsSKa0YzmaQQj+RoUZLEWwnlYKPPNkG/ZABzpaXEa4wa1qp8Hyg+j9hOvyVJVABb/HkAUx17O3vDgF6F/SScfZZF1dKpcRh06p1PQsutxXe72vliYs72cFVyH9+MZYdrrPSVsj0f4ndqKImyfTTfO3DEKbVTZJhc3TGBtFsS4ImLN7PfKEy0quYX3EdW8hNny2wDp4rlf3Z+9QBev+0hgK78gEXFCxT79laXd5FrxEvMlV2SiK7fpq9eQLtYSch+57HB2eQ1bG8G6AGPpiHwjOLA7EE07eBSF1i19aEu1IC0AydmRvYdAHYxi7UL8MzAQkCwUhQITh1cyGZuVL9lCPqxfFXJf0kuLN8T6UsEIzU5msTDQ2HAJQbjUxVX+u3JTnNckh87LmjWK9SgMHwFIX3x++C40bE6tAgsI4jK0URmgqqzulNZUXAphANC/ZQfRyxV+BYEPH1VCOwOGxav0ax7ustMVgpUVnWJl4ln2TzismgEvl6qoTXM4jp2Lwa8Ye/nYLkJ472scFpouea/yVpTtiP0uSse02ygjVayD/ly2wCNNu7xeYVtftNV6X/nlEKBULHdWDbIWdZHAGNzzuoRE8ZlZJQ+BllO7zGT7vQ7zJYT0yr/6AmLr5YV2Fpnj8i9hnPQZDdJFEAuctdqsFBrq7b80V/NXC0iluVpj9xe/pxFmzYW5ReLggnbUB6JB5iAxmkY/Smdvbdp7tBUO7K50z5Jb0VNwPoj+0N21syd9vuNAOn0clCzQoKxZ+H9zGklufOoFtMz4+5I1wt+PAJN8weWRZlkJuNLoNXZfamxN7xKoUDDifHCdqSXRdVOuKer9I7SnUDZCxvk3FhePHV+bFt+1sByQfMu4diwXt4aWIxUReUaIZrSAAqJPAuFFyQJhhLXhpv/lIGJNRhWFVCWDrYToPCh55byBWhNpGdEfnBspWza0HE0wq/AGOEW+9DKvuLWuWGVVebuQ1hnTRGYFJ0P9zWJk1UaaRY4p4GfFDGn+xQ7Hb/Ba1n3htYqvRsqAdFgXEhOeXISqXbHhpFycnF6Zc6Q8ab5V7oBwhIouWJ8ZtyE3XdDN96mLo4GKr4i5SusLSlGvpZHRGoQ12ou//rQakkdjraJ0OvJ448hprn3MM2L5RBm0F0Bf3IMhI1rQL0z1y/1CohMa6hWc2pfzIY34fdQacpNIy6OImnKNBuCwxllCYwxG1Eg720kHNnjGz7f2pruWLEhLl96kOq8hpNRwT7s7BtJu9CA8c7IZu4qi5gAaa/c8i3FGZBYySGDtqdy98QWz6korwnWIosJ8RMu9vcr3KtPCCk1IH84zbFeFo60hoNoWbwyfyW66Y0ENugia4LQZE1PFoTMnIaf4mKgWz0CRVSsfQoNRK9soKwuWhbI+FsUgCtUmH1xKiIXHk4kwOD30kj0nBvpyD/OFr9Fh1Knkalj4Rghb1qVcuV9yvkoB9CG1iAcye/y+Few+52+ssGpZDEKsnnbHPH9uri3iu9kuJ6s9cb346LjJwQgTS6NiBMTE8f5ERjAyPnLMfE+YbjFev9JgYxAxxPt/6e8y6PFZjLIosRRlAnoq1s/ciYwe5piIE+Y0NgkG/x6ioART/jELsmfzp9SQDJb0ydh0VwtrOtVtpMCBTe4fXoQh7ZxrISslKMsuA+1s3MxX8n+FsIz850sCEt9Urg2UA1F5i29qQIykMQNeoX1mYuMgdoPBtBeAxDyjDmhG+4+1pKbmnrTk3tvT0mVosVUFpz1NU541+Jl4Vno7htLunQdhvoHfCxpVdjVoLLzFKQ4+CRa4fMgKgDZw5fXJLwvNwkZJEbXm2+MhcaxsCfgHaZ+xzvk5hauzbEVzTaN9m/EHvJB5VuMnjE633bEgTUYTCZ2nQ6dP5JcIHUZ0IJW+AzBCbVBLc4T2w47MEyjfST2IMs7MQmkkVPV4uCFcgYyenidS1IzpMEQWsfxBsQwZ8bN2VFqLALVAfzzL2f9Mufdhzg5vajASTC0i/pUQF+7xWHxqD9ROQsVW33SteGyuP1gfwVtOuxY2e2Q4G3QCzLK6W2hxBj1rWQHShZfaz5IMBBe0nJZaR99ASlHAupNuQ9eAQsIcK+g9guNIQq7/CwDH+wSVwujysgtPLd8f/vdPCUi+c4vKcF1YoSlLq2Prb5ppvqBK47WwOSct9klRtj8AiLIwfwlAGunzKpln+fe2HiL/jiUg6p+W6XGYfY2wP8y1PhTYdvUDjI4gzwhnbAnaRC174FbsNdsbIa8PUTfJJuSOiZ+cYF/3YNqNduxnTp7X2VLiLmVNImtdRAwXwidaOyGrIY+OzJWO/aUBO5/UACWtidfWR6Mc1Cw/GT/yMuZ/ffR8Vr1n7JACzQhNJu5A6/YpMydhWuiNyIYNjLIJgQO64tG6pW2zm8+IN1TmDMpAF6DpD+EzFK1ylja5dMSsqOcgeQ0D0MHjEqkMIQAiVHUZEgQL+grCMPEEfWCF/HHjZeeg16bcuRdOdq2Yl8Obk7U2t/YuwJTPjOiWa+C4cT68Oevb3/stHj+jC1SHyTdEAjP8BtEe+Qi0eFxw1BeBCI5zVT6JwucxGrAGSLOLm4fQaCAXcijh348RQtmGw6K0gvXxDNgAq7Ae0yaj2R86SfQPjkJHkBZt8Iyp47HmfF9OPGNCWywDx1Rm81ugiouuNDcM8qvwIY2MSMY+lY1Hmk8Y/7lvWklr1GJpL/KeFL/Br9WyXXtQkk5/wu/w9SUAyWuYDyVFd+QhNzCQV8uanNsVsWofRjxkgIDUAxK/1q4hJD22o8phIN27dDHAaAFkhyR7nh97qIm8kHKq/CTzWfWCIZQ+pbPok5dQ46ZosTNc86aX1khLYe3f5lO2EzyHEZqkUMeyqK9CWyq9Lq+k15j/+dzlNBGzYpQ0WGtGjqpRDofQ47AeZtri229JU2dBM8rUupTdrCHFJRmT4TuRga1oGmrTEIrMrXt9KLMI5Jc7R4niwLTDNAqthzbuTocPn9YBnj9velpyzwK8GKAkx3NoRPGhXgO/X04xrYdNEB6qzAFs9z7nH5qGlAHemlE9o4OfD7hv2bBKSmsbY1dlMl5vsybS3+Wcd+NBN8HUyPB9mJkBIqNAIbpr1/G0e89RtQ9ehi4ik8FTTWFhQfGp0+3pk23g4IYA3X3nvDQb7YCGQKrPjSkAP8LydGTK3mamrOabkwUs7FyLanS13fDJ3vSTn36gFkR//RcvpsWLrkd3k53pX3/+DmgcKtIPfvBCmnfDdNy44OomB5TqXyJr2ysRo/fefVUaUrlT+UoO5jjbPjhcc5ij5AkiRWvJgc1yCGsMWaMqfGMB8Sr2jMvo9walSwKS1+2LUdisHWi1wwfr9TYI8WBSu4HcE5zo0CbrKQ5hc/sF9E1rRmJxd1p6/x1p2bJFoB02Y6kMetaQQHOgqsMkSRPbwXQjNS3WpxvkQrsASmfQyJMcSc4C8OG37RULESCT1zjvvcSCryJ4BjDl313K3L3Y1LNAhZZ6qTXPwk6pl5XCwu3eVA8zbfEdt8hnRALGSjYcwN/J0BqAFLdxQI34jABGrE1j5bQFImsi1qWoR0hBVjtiHmwiOOAIvdNOnR1K/+//9yaI2VsFQosXTkn/5W9fxe2ONHneGspfcHIbb3cWg/Kj9QnQLsiGp1tODhSaInaMcTNIJp+dzrmI1Onr3AjeAhHMxOupxWhTCVTs9x4FuBR59S8XGJkShaaU9SgCEn9DcFStfKQGhJcHb6qpmpRee219+s0b68FhXZ3+j//9+2k62jd1gQ2PdLifbDua/v5/vE3C3fS//O0radGiWeDxbtXctPnBcBnSoPUjPW/eYJuO+RJgDWJdWrN+X/rHH70DLuua9L/9T99Ot6LX2nvoTPtP//QmeMar0//1f/4N+r2NTW0dzTDjqFnFnhYg6CQ6fka5j8oH2gfoq/AhffFAlw5F1nw4DjKNDjH7P8AzXqWfnXfkKngBlF+l/StC2flk/T7/XhKQRmpcxeGUNo/9UrCCOWcMkdtc4/jNgErzC80fxYjqC64NeXw79p5G1+GetOzBO9KDDwKM0HVGjJ5GCT1LqZ56Ji9QYhXb0uM5XBv4nnrARb8L5tvZ0y32dSrhGnp2RBhzxLEcfPh9OeBkQMq/zyBVHh0rB6ovLmmBPIVmevFlwItiCJHFcQ216Ta08JqODtLIujKTKxUBUfNiFw+fOY7xWETFhYNDDApipKq3wYHtaJrtDZsdpZvMgygNheceh7t6LHpt7U8/+dlaNPMDIT02pma4M/3X//XP0nXX1acetDSSUxf/ETBcxm5TrwdCOAybeTT4oUexSh1ahZzfACGPgRtr4SPFa/ZEiVWPPiv6huQv4cHneOAARvYnu30yd4oZ5RRlcktXg0Z3kKZW3CLmykYIUrQpaIKJm40hZlBLR2M9boPDn5WVE9Mvf7U5vfnWFhD016T/5//+XpqIHIpWFAiyG+3H244BPFYCuIbTf/0v30j/P3vvAa7XWZ2JLukUdcmybElucu+2LDfZli3TjW1KQu8kQCBDciE3gczczBNu7kBmMnfmTmYymSFDKKGGFpqNMdjGBoIBG9x7L+qSbXXpqN+3rLX3/n8d4YJtIMyxj85f9/7K+t71rvKt79BDpgMo1uWJo26LCtehSxNw4CUzV3k2j5zXAgYKFOpKwUymEE6ZhOO/f3Q7DuO8JCZNGIj3/eFrkJsyEybc+lgE0J89a28cc7QfzklbqtNYU69IbryfjsPLfxxI0FlfEkp/4pkEpNEY0ugmmwGxDj6kz6hVhGyrc6xqy5IZksP/Nj+faUDqyr6XZCkzOqs5oAYpyiKZjH0+ZEQ7iBKYl23cMAuFtx6nCt9x71JkYG8AMzopzsY5dcMDLkcsJqFgkMsWS59qkdF3qIpJuh6zVyij3Ge2Cebb7bfAp7QUx0axpHNmPruN9mN5r1rmuJWp2aKMO9cxc0eboy4QlYO6mV9hg+dQ/mA812ZhdIlljLft2oKtL8Nx4slgRvAZqfyLSidz2w9vrYLIyZCK0tGBDeRW2VkJBHN1HN2hQHhBZmp+Ochkdtm7zwzTHTsmxFe+dnVccdUNSOqap2Lx11x9TbzswtPj9a9/Dk4mgQbHoPHUjZ/85Cb5QebOnRcPPrQs7rr7AWXgzpg2PubPPzqOwNFCa5Fm8M848mcEe+aOPmpOHHfCIQr9Xn/93bEYh0AO4dTCE+YeFIceCnMFJ1bcfNODseihpThXbVqccurxsW7dSNxwI45nXrkBvrB1AJddOIlkPM5FOxT3PRRt51nj4+KmG+/DkdsPx5kLztQEXv2D6wDKj8XCc06MefMOVWU/n/jJAdwrvn7Rz+KiS66JvaePiw/9xRtw7A/Op0Ntl2GA8HU3LwUgXRHjUND8/e99JUypmQCrzTiffn3cAlNv+XIeabRZfraZOCX21JOOjsMO2xdCvFHm1mZk6V573b1xN07Xpcly2KEHY3gnxsXf+h7AeisA6bVxzDEH6EDG2+9YjBM6xsa8kw7RaSLahpC+u8TaBKh02CdaOQ+q6HYql2fAh9QPSILAFPwuW5IAs+QG5M55RhlYSP5jBIDIZiG31vFda+mZByQOZPlJ2JzmcTIqL0D6hxKUWFgta8zTfKPZxUMcb71nRayAwj/r7HlxNhzYwzhteQzYg3bBKIJNtUTFQhByRNY+Krs7rIBpCuIvHP5cyptwMuNtN8N8w4nKgyiSiMUoM0j8EfNcfqPa38hryIGQQF4s09qrZVD9j1sMa8eigK47t1J0ouOsILE1pmJNzz35WJyEPB2baV0/vICLnERgxFNt71+2iDYEYUb5RY/CZ7SdPiNOPCki/sqPY4lxcyVQ1OYUHDwioxTjGRcrVm2Nj37iUuzBeTje/e7XADAmxYf/5+cALrPjX/3+b6F0Ar85oAMfP/yRf0LOxbY46IA5CGMu1mkVgzj0kPbvQQdOine+DZ+fNjU+/HdfittuXRQvwSGIb3zTC3CPx+JTn/p23IrFSLr35tc/Ly688Awc/rgiPvrxS+KhBx6OV78Sn339hXHNtXfE3/zPLwdOK5Ipw4kcgFk5ddJQvOoV5+CwRZwhjwn8xy9eGZfh6OnnPf8FsWr5irj1ptvBdnbFn/3r34kTYXKtWYfjvPF9jsng0HQc5/3TuPib18bee02I//DBt8SM6cOxGhXwxg/vHdfCZPv4py8CIG2LP33vq+PwQ/cBAI/EVd+7Jb701Sswaj42iOYuTtkCeE6PN77heXHkYftgfAfjsitvjG9cfDVO58XOJezXGsBhknvNmBWbNuPkkbEb4n3veX0cd/ycuPSKH8WnYBpOhh/r3/35O2K//SbFuvVrxShlxooKF4905MWCV9pMk/mMMiThSMdx2tWy3cdU0FsRzd2BI6KqffU9l9C12JVpVoBQdc4rE/2ZNNm6ANpE02QjkcC4phEzsHeBZauEiKJqPE3WYLR+C8rO3rUSzHYtzLST4+yFx4Ot04yjz4igRNWeQRWCEvwrcqkxiVfnsnkbUtWdV9SO18ZfFF6MDTDf7rjl/liBPKUhyDSDUl2FoMJ7nnFLQUbh9FiGCs3OPc1QMcBWofiT9kf2JPqWeweAup3MCEmP804+HtE0hvYZHLNznXNnRqWJFbCOuW/ZEgApzzRjBjbrGZHasQZ2Cmp53PkdM1KBlMPorFTnqIaiUwOT42qcMf+Zz12qguP/8UO/Dxt5ffyn//p5BYx+/+0vixOOna3jkpatGIkPf/RiRIk2wwwZG+e94KQ47JA5OAzwzrgW59nTnv7dN74AtvWp8YWvXBnf+MYP4/RTjoo/eu9rURfm4fjoRy8CgDKSFXH8MXvHe979Bhz9fFN88jOXQRK2xr/549fh5NuDcLT1kvjp9XcC4ObEIQcfiKO3H4svfvUHAMxF8Zwzj4i3vfU8gO9AfO6L348rvnerjtaZOmmXnMYzZgzHq3/7RZiJTahhvF5RQ5m3g3vFV79xDU5p/WlMwNlxxx9zYMBSkxmGXTlgStviXrC0SRNG4k/f86o4/PB9AUibYhnMq9tvvzuOO4429My47balcFRfCXNuTbz5Dc+N83Aa7J33LI6Pf+rSWLp0PQpW7RMveO7JWKi74rvfvxEHK67FGe07449xzWNxWOJl370uPvuP30V7B+Mv/+L3wJAGcf4cHJw46cRT5Vwky581peUt6Xk6P5/JsH8/GLV5Y2xHJmtSGcKMJTOSGb/bT3Wijb65zY4olrVhH5JBa9Sfzjg073fkWyPT+iT8ESpr24rO58pM5NZUYUjfponMNPmL8FmaavmcETIyo9vvXYGz7FbHAsj0Oc85Cd2nz4hF+W1Ccy3JjylgYltoyjva5n1rZoPqp4CIAGWmxlQQ+o42r9sWt8KntBKHcHJdK0jSeLNl+SWwWwzq8Ivqe2/Zlt3Hg9eq2vIWLLVcgKRC/iZYOpeReUaT4Mo48eSjYaZR2dIdUg3giUGOtYvJKdMFz+9dtnyXjipSCRGifUatJNEZ6uNASKY5FHbKEoBMJmnvcmAGEdqfGp/7px/A2foTnEZ6Zvy7f/PauO2OR+OvP/xVnJ56X7zsgvnx+lecjetujYeXboz/9fFvYuGti+ecc0y8/09eB2a2Ef6XJfGRj10aax5bE2974/PixTj3/fIrr4tPf/YynPEV8RcfeKdMnr/528/F/DPP0vln99x5I8ym9wOQbkTU6XLU6N03/vLfvh1tXI/jfNnw8VmZYD0OOhwT37nyhrju+lviReeeEO/63QtwRPdIfOYL34/vXnkLGNxQvP13X6Tz7NevX60z1Lgrm7a7qS+Z1jQD0revA90GK8GBhtsQyhwDNTUGfoBhFGEfnjgFBypuiX/93lfIHFsLM3h43BRsEYDNv2krmMyWWLFiU3z16z9Af5bF77z5+fHSC8/GNX8M/9sPdGzRu9724njlby2IFQj3X/yd6+OLX/4egH5s/Mn/8Zo47tiD4jvf/ZkAafKkgfjL//vtcGrjOGsAEo8wrxK9lUlrL10uVGkWSYKA6pkCpD0xo2Z9aJGTGfH4JUOJVos+kCFqsSs2lozdaSBNGd1iXpJDz02b3e4u7vmnuKIGwvc2/5fTRrsOVGjQpomP5fLHuk5geXUUN6G/z+Ya04XIjJgbtpOHoKKe0W0qyL8OZtpc+IyORaF+9EPbr2ReaHYcVBHCZI/sLPfhCW6dHOgy1zwOBCYxJppvPBIL7d2IM8lvv+2+WAGf0gCixk2Z5px+ARSBRYEdBjtSTfWDcQ5evwOcL7vOUaWYWCnoeCd1hewODmxYD3Pn2UzbqbrvzokSxujMRh9lRjeI0n4ITLc/uGSXomn0GamECKfWkmKB4ng5wiYExwWV2gc0Zs7MWOZU8EaDE2Ppyl3xX//2n2LFo4gcnHJEnAbfy6OrR+JGnAd/510Px5Fw7r77HefHPjjH/UEcjUzgoSPuta9cEK95xZnwXa2KxSt3wuS7PJYvWxG/95YXxnnnnwFQA0h99Fvx8JJl8c7fe2VsQJj0K1+9JP78A38cN95yR1xy8WXx3ne/I2658+741revwvn2Z8Z73vWyWL7qkbjl7hVxxRU/jYcXLwelxdHWyNmg450nPjxvwbHx+++4EPuHRuJzX/hBXHbZdXHMkbPjz//sTTigcDOAZl0OXDJGiizGZJAMCSbbN7/1QGOjrgAAIABJREFUU9SnmRAveuFxMXu/KQ1D4sbI7//ojpiMkzrf957fiiMASByH629+CGfUXx+Ll68CyMFhPoDDMMdO1imsv/P6hfHyly6Mr3z9h/Glb/wYEckt8YH3vTaOOnIfgMxI3HzXqvjEpy7DuNMv9VowpDkw7QDU/3iZTin9D//PO3AyMMxGAhKc9t6+I++DE1W5kPfAHSyHz0yUrRsq9kI25hTAUO50Hl+Ci90Hzlan20AnwrS8rlm2avGTBaQnxJAKoHI1Ngwj/TC5aKWYhR0EU4IGo4LONeL5adt2jshM2zQyXjK4HDWwzz73tFgIJTgEU17+J4EMM7C9SF1SB/MgesT/ve9St+Rz+ZDsP7LxReBzcX8d3cbHeo4TgHF89W033xcrkRIwdsywrs0LNX5rXdMmmmtVGYx7fX41VzkWfX8qD0nfIRhlMH4n+j4Fp0afBAf2PrP3kgNbPiMm/ooN+QDZUkA6bFKObbz3o5vu3jUCFsD6RhaD1udgnZOCrIxFomkhqnNd6PbmCaNjhqbGpZffggV1jcBp88a1sR3lFeBhgzaYJGfvJCzQ97wbZtsJs3Ge1Ir4+49/J5YtewSs6ax45Uvnw2zcGA8u3hJ//w/fAXtYHr/31hfFi87DGfKrNseXv3atwtxnnnka7OWdce+dN8Vf/1ewoh/fBr/R1+J1r35F3H3PvXHdddfEv/3Tt8jU+eef3Bof/fTlsXTRWpiDs+LkuYchRD4NbG1p3HDTrfGCc4+Pd77zpQCkrfGPn/9+fOc718DMOzje90evxSRuUKEsQbeEg/94DAaGpsXX4NS++JKf4giX4fgv//HtceD+k2F6bRQ7uvqaB+N/fOQbOubl/e95TRx19AFx1dW3xKdgTm5CguMxeH7i8YdAsMbFD358BxjSinj7m58rQPryV6+OLwOQ6H/68/e/Fv6nvWECbkGbV8YnPv0dCCtADoB0/HGHxLev+Fl85vNXIAo31gxp73GoukdHP/wHUFU7lCRpa836P3lEAoKJwTPLkEqGu4IuMIIQMoDhk3cbuxIfdy3oLnjKhEkHrXtgqtILSJ6jn2uyiSbK5+DFwAGgNmeaSYbJW7ZUgGTtX74V+VnYPob103/jk0LcF/qPGAUjLGyAD/COux6NZXBgn70QYPTcuTBTGEl2tr6BqI7P5nN7/Ngy3afQW0Cez3V/ttKEwaZb5u5prxyTdMnU7ei+HY7uZUgJGAAo6Yv+J/ufoMRnKScmzR0mrTYZSAqw9O16LhHKRYI/9BlNQjRt3sknxCz4jBjaZ2ibroM6kNRmuS0xt4RmnCNzY6782W3yIfFlvZGD4uLSvW13d5hsR98RN4qSOfArqPm7eQi+j8vjxpsXxcyZ0+IIAABOURaF247P3nnnknjskcfi/BfORRLfhXHn3Ytgsn0bi3GlzLhXv3wBqOa6eHgZAemyWL5iZbztzTDZXnwStP5mLOh74ktf+QGiWrMBdJvjoNkIt3/w7QCk27X4DzrgsFizGnlPOx+Fk/lfIRw/MS676pb4BEyaQZhsf/IHr4jzzzsmFi/eGh/55Hfi8qt+HOc9Dybb21+KMOy2+OwXrorvXHZtnHTcnHg/AGloYAR5IxhM7fEjCGtVaLKHhmGygSFddMm1OClhKD70gTcicsfzyzcCfCfHjTctiU9/4UqEcrfDh/S6OOqYw+IzX/lufB2O6lnQHP/5g++KIxG2v/62x+L//evPx0MPLo23v/UFAKQFADmYbF+5GtGZrfG2t7woXvj8U5HRux1s6Ob4wpevBOuK+GOabHBqf+cKMCQCEuor/3sA0j57D8GxvkbbSagk1PZkSDtZCCu1qmdVaJRC5udPRx5Sr4ZNkz8XU5ubgh0AUILaDiJHey4SUXgKlJvHaxGe+EMMyewQMwatpbx+A7WPk4e0R4ZkhmKBJ2Bx1HiEElmHTROZE+qH0w+0lSPrGNH02i7nNdke2RJOad08FsxoGYI2G+KshfNi4cIToawcGWuOZZEySKBpQNYyxh8t12SVfphRthyb+q430PI6BKfcVoTgAAdtA5TZHbci+kbzDUEnjSUBi8clJcjrHnqnQgalIFoZ8Yj7pwUjv0+5IpFhntFERtOwUXZf5Bkp6FV7wHGvgQKddAvpfkJf5iLZRE9Aop3Jya3SHE4VLFqYbfVEST5YJIrv+vjpsUMT46GHN8ffwdG86hGaYOfEm1/7PADMYyrijZPmYW58Gz6aG2PWzMnxZ+9/u9Lm//v/+gqc26vidWBIr3rpmWBVG2MxAOkjnyxAegEcvfNgyq2NO+99ND6G1zdtgq8KmxLPf9Hx8YfvfmXcetuD8dFPXhqLFq+Xg/AFC4/Wgl3xyIq45voH4x8+czmEZTBe8dvnxvxTj4mrrrwmLv/ezchJ2h4vXHhk/P7vvgQ1i7fHZ7/0PQDSz8BcDgQDQXQQgMQ9fDqiWosmbX0uEjGkaxX2n4lQ+wc/8IaYDmAiIA2BDV5/0+L4zGe/G+PgU3ofHNBHHnVo/ONXvhdfRyLlZJy7/ubXPDcOmLNfXPStq+Fwf0Cg8eY3nBu//ZIFSmf4GJjU0hUb46D990abjwVT24Gs7NtR4H0zzuHaFX/0B3BqE5C+ez18X1fEZADSX37gHbHvjCEwpEfgQxp2xlQubuvc1EKNWD0zgOSFUxrVZo1/+BqT+1jpkcXrq4RIauOmXT6LxP/7JF8q7HTfNEume58yRpO7JMfoLqHRHnf7nxn+AoKyE9xmJh+KicgsKZOJ7IiOZJublXPEzb/MM9qItI3b7loeSx5ZE+c+95Q49zlzIU/4nHwuToCVPBF7ddYa++gcMQFLwoMcyB3w9VFJbJcd1e1x5BhXHKekNAC+zl6QSXHnAP7bvGEE5ts98Nc+AlCAm4BEQgEOyog5We064eV9DFYbGugmSLqNBJEcPxITkg4ws8nTYKYh6XFfEJId3AAOx3blGPmMPM91E1lLmfBzvUNAuj0ZEl8wMgvvsqGe+PLm+VigXcwjkBZjlir52ERkLV+DUPUPEXWK+Dd/8qY4de4cOWuxemNg3GQ4kR+Oj3/iKyjZuQVbH14dRx11JNjBxxBlezRe/eqF8drfXhgjmzbF4qWb4u8+9tVYsmRpvANh/wtefAaqDDwGc2gMTLyL4y5MNI9M+aM/fGUsWHAMfENr4rOfvzyu/eld6vw73nph/DbMv+Url8XyR7fFx5CCcP8D2O+DZvJM8SmgGLP2OyjuveueOOv0wwVqG8CQPvO5y+LSS38Yc088BO1/K1gGEilZkTCzymv/HbXR4OBUMKQfIjny+zgKeHz81YfeFdORj7RmHR3X6OsNDwCAv4kQ/c74vzAWxxx1WPzw2nviU5+/DFHHTRjd7TEeRwnvP3tmzNh3Zvz0pz+N33nLBfHyl50Tq1atRbTvFuQc/SS2bGaeyZYYh+NujjzyKEROHoFwrYg/fd9bkUd1OML+18YnkSw5GT6k//jBP4x99pkAQHpUe+zsqLTPQKLVMKbdtZ5B4+llSPYdFQhVUi0rPXI7SNbXqRLCXJNcfNo2lEfnJJhK4RkaGmEuv9TTxZBa0MybdP7YqW1mpBVCnxFNI6bGAAC2kJHk1pCdWOjr4cC+9e6VKK62Phacewp8RgCjsTxBN2s5EAhEXtNDxPXk0okNGDXHy7Pfme+gsstGAgGWwYgzS8e7EzHlX8Kr26u9MueQgIvrjyC6cyvMN2Z0czeCy+DmHPGaYmskivY1FXDUWNeQ+B2ybYfs+b0dAENG0+Zi1/7s/WeIGe3iRlkAkoxQAY6jpw7311wWOHmGtdauus4mW52GYAi2MDfRl2ywDWk2Sfnp/g68+FtwjMmddz6EcpzbZSrNO/FwUN3NONQOSYfKxoazdfXmuP/exWLGRx1xSOyFhKQfIyo2bvx4mC/7a9vDRjCkdWu3xz33LlHOzwnHIfSOPWJr1sAUGzs+7rhjkSJUkyYPx5mnHwfB3oD9QFviPoRTN8CJNxH5OCfNPSImAhTXw/wjUD7w0Oq4995lSEpcgTD+1FiAKMeUSZPiZ9deD1A8GAsdGc6r1wLolqGiwdo48IB9EcE6NNZtWiNHpSbJQ+lfLhjsZbsX4flVq1bH3tMmom7NcWB862VajUFfV6xYEw8/vDz2wtlZp8w7UrbGaqQC3P/gIwj1P4j+rI1DD5oRL3r+WRijEYDpjUjInIe+TozVj65B1G+M2vPg/cuggbeoUNcxRx0RN1x3C56P4Pkx2kh7D7J9H1q0EmbspFhw5onaPb5x4waNuassWHybeSuKnj1qhOxpBqQSvLbAPZPjuNG4fEY1nv0AwAZ7oVBvl7unJNKlgNP3Qkl8siZb/+3yeXOdxnxKOU+HtjKtuR5q4XPxc1sIGNI2+osgJzw3bf2mMXHH3cuR9LghFix0aJ/Kk2E3Lk5xH+EaF6hNP4lURvLEVhIY+KmGAeEzipbTmpR/zT9qNxmW+FYmY/KixhntE9vGzbjc0oW+bEJKAB3d2mbCjeG5nn3gZ6uoBHIa21YR5A2l6PTJZDQ7sTVsyl4orkYwmjVDSY8yb7nuFQuySdeyIjMq9YGglb6oYmRjriQgpYOpNGVj22UjHfWwrvJnPChqsAYE6X1D4+DLmKT8g02bNyKKxIWR5SCAyPTyjx8/ARGhcXi8HRsDsQkUq2oSvsPdvxuwpWQ78m3GwN8zHixjAlCFG1I3bV6nbGXa9IOISvHkhUHcYysc4Bs3rsOggxYO4GzzSRMRgueGTFwLTEV2NZuGgRkaHi/tOwHm0lhoK4LV2BjGvScic3yDtqwMICGTz7mbfmRkM9oPh7wOWUxKLcedB5jKiltNJuGeQ0PM4doEZ/UmDzJzP/A7EX2dOH4Y+TUjAgkK7QAqANCcGouktYlETeSOrIPPZ/zECXJEb4DJxzGgCuFnWY5h3NAgtpfg6OENrCw4JiZMGoc+Ylw28rSKAXx3CsZqHPxqfG2dIzDaImDzmsLG4IMCbT0LshXAp4MhdRd13UZgngLMQxxdz8iSREFqj8gpHwgFtzR329hSgzX+T5kh9fS/XdTdl3t8YAq5t5EthvJpNu2Cf8b+Im9Zomyu2zQ2br1rqUL7Z597MtgRdymQRZWfi+vfRQK53rSC7JpyWF8EoKAm2VKXunEsCRz8mqaOwMPre+zMOVuflDbykjEJRJl8yeRJnIG2kRnd9yAn7hHcmz4lrJ9G63ZISAP8NqekIhhJ810AOE76nDptcsyDW2HGzKnmbgjkeGsptz9ZKZpNsa/lxPZjBf6kJBlRTZV/FU025RRYeFqkbAfHStYO79pd3bIoag/fSPSSl+fVFeLLwVZ+Ap/wXf5ju5XfYzYpZhiLz/fzPjTW2KVWqfwPOtK9416sDJPA0xdUCBL/8T1WpVQ6fA6EgSMFBvfzrpmMYBQDVF4LIlLNHh/ck/vfuFter5ELlsvODuJWc3A8Uii0yOwkLFOJ9rs26HKaFOZ00hv7RoCQABEs2G8KGtEDbdEpDmIIKXS8J9uZk6a4g2bcG0wr2sL3m6OZNI+V11I+EU1wKhZzvvp5aoBUgJZUPwW4Mb0UorYwMwPbYNQm6bUO7m5LyLiTvrOlYnjddubizoX6VBlSFzy7/hHJcB8oaMd+RtEUHSMQ8bgibvXg1hAWV0PS4233wExjntHCk+AzOgkK2omL1X7tKaSo049UkVsjc669FoRqFaqdwq1ciwIlA5PlRw3OPy2g2Xzzdb3NBGMpnxdLl8CntBHm2013wdFNpgQlbcewL76nH42LTy4mi9u+czNqYI9HPaMTvWufG2W5rptoPulRMSDLQbGkLltKxMr749lV15UPqdyGhoX2p/u6O5lY5o9oQCgotrHbHy4sLgAKlp3lesYBlZlKZOckcZYIJBx2A4pprdArW+KtLU29FXNBfM/XJdgp30qQk7SWg6OIYQuxHK3Gwatp5n9l3vDeBpjsJL5ppuHzr9gYA1L2JPvE62cYmZ+TsGV/WMpWk1gSWCPHgnVFia3lBOkcF4Iq24W2yrmYwR8LsSM09AFIq3JcQZH9bbehCy7qfMb87YPsWd45j9VdL/YnWw/JisyLqX9x60RZbgeRomLrXF2zfurz7fcEq/kZy0oXlPrv8WQByTNnc1BSUS4IvqGx70y9FIGjZg7vA1Bz9/42MINtMFUow+tGhpD/hqRHHHpxznNO03YQghG/6+2irJPF1AZqz1ygUsilrDkaKQsSvVpjOUoN4CTAN223nBaAKls7mY6Lr9m5rcdoJw+dDG5rYfIkk3NVT+k+gNJjoABwdGtkvOZK/l0KqJztubqYGwbwYUH+ufOOgj8WZhprfFFHcpsZlR6BKFcuk6jbMwy59ut5Co52hVhp6l7FkBopaZaZB8o/NWOczGJEuQgVj83FoXtkRIJNasptOCpn6bJY1AJqhZmD62iH7qi9O7xe5iuQOqfTvbv4BDmuAM8pdltr4ZWjTqam0S2Xvq4lcqZEPAtIE87k4uKVEqCY4mBAch+cwGahrgWpx4bc5nsNH8l+u0wLe+dMGxvT+EWz+dBjV+/6OpYP36s9Jy4diinIaZsaf3Ls1LxG1ZISc2y6Rlt9+qkCUnO3Fr+b8bAZwTyjHapkqcHtRZeOwHUBSfOj8X/mGJIb7PlsCJGoiAHdka4uIGW1R54WovPTXPgG7kskrDLpkWB0OpgRkx7bsijqR4FEDoHu2w695UfZ5/jFWqIcKIKH56r6mA10CWUrJK9Ihu69PsXdE03Vfv5HVqc+0QHOrvEfJnGyL/TPDaLy5A4xpWWLEH1jRQ21rYAtEy6yrT7TA+EYuBmmTh8fJzG0z6RH1Tijo1p2mqaZSpj/ttEzym49r/5T2TJ41ipJfd5O7dKwXaHtjJoWeqqQXDQukWlDiP2o/Tgq8crBkS/AppsXrrWALDcmoqmBRv125Xioa8YMVtVgA47TzHlvv+7+JFAk5Sx0rrapxCedfkRisTaHPcW6dAFrAf80qzgn3hMuQJD2tsA29y2gKCkTQNtmLrmnUBjQ+L8k3uCqm3KcsiOSr2Kcbb/M1DgHaQL6QoY/RTqzzUW5ldBpZ2KxVI9V9a3tre6S930yDMlRJ8pNmypSCoXXU6VHHcttYG80ZjIpmdQysSkLBjCri1IQvW10O38xk813SBDSULSgqnfwvJiG/DJcySwhojwjOK7BBFhOZBfMtA0oIXIzdu0vRxDiHETTGNofBBiRtLtCKdkr5RvuBPpQNd9kTjnnjYJIdkS8IFBwfTQo6T7XHLkqaZu57iTNVIo5Pl0zzyCXplsqdJtzvAlBCUwJKQG33nx3LIVPaRDJk5qnRqZS8tgETDV37U9BaJ95RiwhspPsPNe0ZEt5b3Zx6DlD/YkPrZnmJeZToP2Ye2M5F9pse9X1t6J5dbqH+u5PNT8ekPrxALWvtbBF3w8HlNYtf80W2uvZJGoBprs4jKydefAIFBBIM9Rdy4TkF9hnUz2mn2uqrGDl2KWzrqXneBEF14pNGCTrSGCn32sQG+e1NVZPBm9p+WY0qvaQhTkh0gLE6+VEGoA4QQZGf6BMXM+omRvvz75SeLvjkyZfDQIXszFJQkVNaEGta3f7wrHtKpdmJpt5fiqAVLPRLhjfh9dSPg7rPYmG10DsDjDVkmcNkGpx5ww1mJTiLDUhJ7AjVlrMKjvrmtjsE7dPb0AS8G0sIYLN6OcsPBm/xyGa5vpFLh7HPhOoKW9UUJkdmLlHthQMLFIYBC5ljzeSk4q7Nck8zlbIddqIbsPoJRez3zXjSgJAcXEiphePriCQovwx6sne0HzbopQA1ugeZMqIiEYzw7JADEbIwIYDe9/Ze8tn5E2xWGfJckxsrGDUNu0UMNkxIFmh9CohA1KDFBX2r8XfC0YlMtm8jkKxv8cAY9MkB7ST4NXruCwwKi3nBWdh7F80eaPGxONHvfG32ukJSr8J25JanjNJwdIg8PpaowSjYhlmOc6+tlmQs+hBJKYL80pACji6ba3hq/4L3tQ0RyLKh+QrerjT7KNvQSDq7QMeOwOQ++DnxcBqfM0oPMkEUoNYtS2HJQMPGtcEA2nr3CO1p7l9MoDUspRSDLVoLHRKesTCVcUILTibxq3IJVimaPWynmeWIXmee5lZw4gERlywdP4idC0wAtPjEUXMyNbhjsgz2joon9GKR9fFwuecjDyjE82MuEUiFVprGeReNC57BS2szBvfWc6gFAYASbghptC2kcMkVkOrQoEfm1TFC6Sq+hiV3+8FM2d59yZUupoAFQeqBGBLk5Inab6NmQBZ1KYwCrTAaBqZ0WlIetxvqjKyzYh4FJMTHgtsPK2UBaO8wadVxG2lAL+nESFmJySBITHsn65xL9UUle6fDhJ5SL2g/cj/6muiJr5KY47l65qIBBCyiUTRGsvdGVI22DKkazcO5fIN9URtNJse9HJridLmT1OHgx8zNSaLkm2cvTbLSIpV4MfsWH03FyD9DGpPMZiUQ3WaGtGne2ZSaocR9o1hjoGugn98ymhn2SZQFmCXvuJtxdwqCODZlOBkw3abP4/fnhnKEwGkAg7NRE6a29YyPYb2GYHSwQxpirNGUGnE7pFBLSuqefb4PJMmW7ftzSApPN6GyOnA5vZ91792RjZLz3K/2HrsTbv1HmwHeXQ9du2fFuc+D9G0ATAFKZBGx2tMyn9SIFMnyXRNLrNqaTEBjpYl5zeFtszahoVK8frN8g/l4jCQcS2Wczs7KDNUVKkfoAjAfM1scCxY3FakBNxyw52x9OFHUU9pWBYHD7ScMhX5fQCjmfvvg9cIRqnwmImM6w+mf6iVEY8FK0XWOmlZU58cssO8nkAYD58YILWgYl8SF2X6M9JZ7FFsgcnKyBqhs+Qbbe1xbWl+70R0SEstJtOaDpuqiUugo33dLDpOjaYtITNnp5nsFAKBadqy+ohZixZTWkkt7BTwJJvLbmWzDHx9dFoXqdfy3k0kT4KYQITOS5gIqLhMRSUKgHXp8g8l4DcAKWZGGp/MLwW8AcyGZT51QOr33XihcNw9CHy/Tgepo4r0mexPs/hrGprFa3B7Nky2LouQNAuEOClkPjbVDEQs45GRNfqPsN9uGys9YjvILfcsxVFF2CiLGthnn8vQvhd6A0Yp7w0DEmAnUyDz5mOmw2gOE3UauaYv0TJRDKhmrD6bcTONYtOfVAreygV5S79SfaZkysp6d1Diazyag4cGsKjbCBJ4b7nxzlj88DL5V6ftNVnHeau4GgvGsY9K6aHvkvLNqh/ZR7Ghdra9XYQMz2NUeWdVU8p+Ji+3On7tSQBSgVLesHBGrEjow6WUAKRl1Xls9G+0fAMczUU6F9Xy65fh/G5dw9EQpxr4sX7cP7+W/6YOyklMrMkIhMsueCG7/exLXciPe83OGoNO+3q6QAElmCVV1+bjMm1qCIxMJGC1YDVZ/KrhCK1PE04tMthYUHmNhN1On93sBPfsv/0I/abwKMPKe+haFpo9hf0LOMoRbc3vYVNoP3ewVxSz7qTojwQ1/WxdidW9nzlA6l672EYtCgGSomoEpMwZ0omyKB8C84wZ2DsY2t+BekabB8GMVsXSVY/Gc56H0D5qYHNrEefa8sFZSkAoUGrk3covfQOaYx993YJDo4xrTvOK/etAUpff666mEm6+5gTJvGUCbWuN9IGS8qQ6MAcgHkTC8JaRHSj7fBNqeK3Frv15yjOSQx2OeLkA2CXOqSwrVopN0NH75UcqCcgVqT81Xn6vC0i1eJ8kINVNOiOnAaiISwsY7WDWiu1bQbn4NJm5cMrhXc7R0cGg29H6br6W8y440m25ijtt1qJOMKFtTNNNkcBq/ygLVquu83oyDvt2ODm8V4FvDnTbnNQYeYEcilZb5wsatrwPhVy+hgLdDt4LPOWRxG/apX3gPRqUj9KrbodyTAgMCir1gETXtGq/VHNqnxHBSJ+TJiynrptpkLXwdc2+ZlaeTkDiAhRg736v0fwsHEpuC1ExfiXWYj6RqqDa3sw9wn8sO3vznStRkB9707hrHz6jAWT705Tj4RFt5MtzIrmoE5CbAdsNPhpBsRTxpwXmxpTTq+UWoW7zZlsROwKCxtvzVWJu07/mJ53aEq8Co1wW0ii1PBgYUZhPRgJ3E4xsHsG+U+xRmzpJMic2rINMvYZcOpjPnKrg9gtySHdyzj0mBbhmSckaS5tRLmpJsk9P3GTzTXuBRqKG307kq/lMPwB1wYrv5aJqhrKe999nT8upC3SlpUoZJSpzEjRI1c5iHBwER+V6/C5ducnHu4Nitq8xhRKQpBkNTBaPErUWIhrBa9qT0lWmbfpdMg+g0/HuuHfHp/v9HFIJRP/n9zSGfl0MSayNDInOzxZADIzpiM+EO4NLlxmVZLDPFdzQSnl2AQnjTp+VtbQXYf00DE8L00EQVlgksLCgmqNrZEhYkaxzhj2aazfj0Ii7l8TKxzaCFZ2MLOzjsga2WZ+4rC7EUdI/XoAN7yi5a9eCjbV+xd0GJxpjo2l5KbM05/P1rvQ7lJmSlwDfzGuur9oXV/4t3qc5ehtKxJUovbXFpz0XK+fcd25KyU6fkW7LA1P1Nr6vaJllsgr4p4SZUYlN+q+rJ3j5yahI5vwkAamZXl24btZPLXcHrtH0dnfRdMwaXfTn6fl+UOxd8JKPfMnapDxLftEmUC8gdRG8BHl0IGqkxJCT12/aK0BJ3wrfS3Dw51qAstCZ3RV4NKy+6X27mBpUTU3YspacfPkW02TQ8D0ZQMp25DJhJdleU8eAVSZPjZXNNIMvHdEGrs5pIbnmnjWGlH4ZMaR8LEdvUwPbQt8UyK8DHAlGAiYyJUbUmKczjFNhwIywUXb5o6iBDWa0AKeDsNKjk1uZ0NdJNSEI5ZA3skQJaRj66Arb3MdGU8+Yaw4N6EmxtaTqEMzGGdIB3FYy/agtTdKyoyo7axkCr4UdAAAgAElEQVTP1zXvrXulQNyX5v3TH5vj6pcot7Xuyk9UgOTVYABqFbQ/3U2WTJVNQGrWPNry5BhSt9udBdO83EX+/iHKDvZoh+5r/df+eaA02rUf7zVLTBdIlAki/8zPMdlGvSwXsQe+0XaJLfZLeS5ZFI2f6t+13gJ2qohyWGs4RmM4LcBYcJPVZNv2ZA493oik6KIv6Xwnw9BZ8jYf7C/qmqOm/SzGzwMNGJnpIc0piN1o2rMGSAJEM7L+8dECTROFZknlGumUECU+5ukg3JuGJMZN3A6CjbLLkPTIc9MWIulxANG0MVXDKW/QDdpoDBtrwePX/tS66JuRvpcFBqM1vr4mlKB89LI/iU1nznpWUh9oNayR8lnRwZTlhhZImXp91wnSYoQJUjLLOj9NKF9tKGaViY7qI2/gbUOCYK03Xsy7MPio8up+AUB6YuK+5091tXiB2+MB2s+/Zws2/lwxGA/f08uQGu3VTLhtYUY7RuN7lSLvrQS/GNj2+2Ka580wdsf28eapw5DoV+sAUqsty7+BMDAysHmYpgWqNGGBWAcof0kMqVJyCQ9OFHQ7a9e+FAVBiRUkwJLoK6KZ5o2yY2PtyBgV5H8EhzjOXzAXJ4QcZwc2i50JC7wton5qD2dvPc5+CXgcuU0w6ZqYo/nuuiyq2F/5hurzdY3+73fnslkOjVL1WpHDPYG9HNeuHuH213Fojc8KA1IVPQuAu/fVa3kPVvZocsxpMuuKoltKv8mEwV+EIT2eoP9qvj86Q9p9AT++A7btnx15hfn+uxvcyqQq063VaE92lLpC2S6K0R3GT+zaXZPNdYu6zMiCbPFRprIysJ23lrnxPQ7rWiAVzXrWGFKZbKmFZUymiev9WXRa+68KqjHHCOArM01lRJCBPTJWPqPlj62OM886BTWqbKbRtyJPiRZnsoDKV+N90pFeAD2a7HTnogs8jzdHo813fafXtLYMdO/d/91RwSqnV+91mJF1ZksQ6rtNlFJMlPl87ab3Ligl3DTmW7efzec666ZU9C+RIT3eVDwz7z9RQNKA9mmurmnUfa8WnafQ9lSTS1TTWqwor/mL9G6PDOkpXrT8CXRe8pDQrsAXGDHpkYyiLIqeXJLR7vssMSTf2qtKVQ+9O1kEVj8EIep+Aq1CiAzrgxkp2dHgtB2nw27cMoR6RqwyCjA6Z26cdc7xuAxKatBs9bLyL6/NhyJBnYTInsX8+Ax4TwpPMiRfVzsPo0c6d1dq3e/0P+6XXb0vv6av49pZetIoTvkH099aZtpo7oECmOpT11ztf9wFxX4AU9+fug/pKUr/L/lrTxSQ+rVPP0CNBkicwIo51Of5tzkx9ueYao/nRO8O29MLSPaH1Y9P0CgWwAXO7RM8Y+yJ+dmaxfMsAFLjq6K2Zk4Rj+jK7OOmHZXsmPvTdqIAHpkSN8puQzVObsNZv4k+o5XYm7Y+zjhzLpgRKnIO00xDaF8bTZlXluCj1AuuXob4GYFqx+/JzGFXnkab2yfLovqXVddE25P5V+AnhVrmm2QhfWA5h6M5AJq+8k25jRKEi1QlsFa7RgOfun/P3/8NSKPn8/QDUL/QdAHH5gFnILVMZ1LkDOwAkaMPdhh39/X00+knK9y/CM4bkOzA1qkZuQuf4V9tlNV+JypUH0VeZWSbTbsdR/yzbbJ5+ZRxYae2+iPzhczIyY7yhTADWxtlUTCOCZD4HI8qug15RouxN+2Ms07CMVvHoPKoo2lVT515ADwAw8cUeTd7sbButnr/nD2e6fbz5qyr8JrH+YXiXz2gRR8Q3mgi9B0tM5psNd8tNkZmRFwyCRzlpzXfum/aDWFW11h4CUZ7YlP9/ia2pTlW+zcdkLzVISl/mWhGm2bc++3yeqMWnxRMOurkvO6YZQVAdbV63jOpT9LJ/fgMaXedVr70VhC7K7lFUG8Oty9i21Y6eylsft6e3ppUfzf3fcfceJoZkqcj5ykd6gaddLgXEBFa2QmF0n2aq3bs02/Ek2VVSoR5RygZvBXbQe5cCp/R2jiNzOjMY3EwA1gT97OJMnAuc7FlaN4BiW5izuObZ09FWYwqcwSPruO5I69dHdhDeUe5ua7deV2y0ZX3BuDbD+nzKaejKs86UQRX9ukqlXfka3SfG5D4vmXNjCyTKX/TAalykkw6M20tHaTduWzAJ1+s583kJIjJhUFN1QUZaQ9PUL926Neqo2mVpyLQnOQWhFKWtJ53X0A00Zz+7/A4/S3t3rQSnm5kyUHh/vBvF6irH0+nU9vtdC4RG+Bz6bM/9IPQW8TXtGE2a16rnjT9R8ybsgN7BzZIrMV2EJYQWQ5mdPr842Gq4XjrsSO4dlaVEABmrSculoYFut81ti0/e2qzZLGpKGbbn35506IuCpKspuu7aQCsmXS3R/Ip8pJObwJasaK6TmrLrmk3mpnX875hRgCpdmQGdld+R5PtRv47ANddE7/xPiSXhDWKdKmxT77IiczFXTvbu2DketfJVrGiueGAYUxeVXViqAU6YNSjOfL1WmCcI0UtMjP6qQt7y5C6oJQezD2sHGt+OnlHcGYeF3/9tPvTnJMkDEhBt9Szn917tgvsaQEkMlDfqPNvtgF/nGMkw1mfqPPStE+N+9LkR8Ivi8Zh1/46mGk3370KeUbrwIxOjDNOPwrMiKWAfSy8GVAmDmgvHrvH8LQnWqZNFwx5T8qBMpUrFzuBsvA/h6c+JxnKTadutRe4F2f2M9mDn5p5N45o6bjW+c1rVcYYr2DF6GsVKDW3qbvRddBlS8nuqy36ru/c/NTzntdT4XpM8tud9dS4JvqUIWXdL1lefAzSEyo/0mnRr/lDDSQFiltHvCmo3Qec8y586sqAiqCRQXByXZ5Cw8jrKM2U9rf9FTwwlCf5jsVnB3QEFDUShdpJYKo5rNMYeM1kTZz4FM6SiV/Mh2RxqSL7xcYlqPKH5PtsN8U4q1wSGLfCTNu6ZWv6t0rgu4l+Lb3ekyh0Nf7TAkg51gXQrifeLtpiqfxbp2yMESNy4uN29IuJnKxwykMcb0E0bdmjG3Gc1Ilx2hlHIOkR/eX5ZVrIBBTOSwtyXvhdoOD0URYMQPpoZ7V3mcue5rFr9pQwSRwbHkSZ4jOPPc+r441aNenZNELiU9rn1pqvekcRMn/Gct/CiXcOGF27JWR8VfdJspjdbnrfDkOaXAVAXA9+0+Di9aFlpGzvKldb7xu63b9yoiOr6X8DUmaJclIFLFkKpDRLLmznr9gvIRTCaLNSn8acIAVzwJLZJs7pFAZOOo5tCpR2oF00qELouZRZsjMFqrSiZ1DzmpP5VHOMKvpTN+sk6zUHMtAU8X0oTHRgc7NsPW81Y1dHWtgKHLInPX+ebkAyGcss7NTXxYrcVgKRSydzb5qSIBEV3C6fEdMVyIxY6ZG79hFNQwb2KaceD3Z0DLZi2ZSjoqAS8Y/Lz7KP7RaMrKIoCtayIJ5Qo5f6GNNo45IjnRPMP5QjDqZhQCm16VWWz65YDuVMCswasHwwzdx5uScwFlCJbwmQCDAGwEIYPqy+qvXtNS113ueWwJRD3rAlXamDOAZs389fN8g4/EZwSyak7/i7cmnwf1nDCew8hOM3GpASbGpxSSPJFraA8QGHWMDD51n8qoRUAIX/dJAgT3Ogxsy8DZRdVtVE70phKVyfU8X/aMoRrARY3NCa2aqcljQgc0LLD+SJ5E9lzf78iEhpwnahlJnZaO9iR1pMOKqIeUba8d5us+hq9yfj2/qFASlVa3NP9RtjkOaxFkw6matfBCQlPAqQmHHOX1avRCV+FlcjGOFEWRbkP2X+sXHyqYeg7KwjcBxUb4sw7Gnne+PExrxymxbNWTbBy9xMJgMirvjgxeh12mGUpiZ4MQ0q5UpxIfrzDob4inyDeT/8vNh7mjhNxU8nCuX3ClB69JerVwjA3J8eIK+vJJjwXfZVCa4JhG5NsqcsRV3AVHqyq57UbtxS7cavQJNWgfrtBFpVSW/MM8OWZEvMCd/JY8cEXr/JgKQSc504p+ZL4ykYl2Apu5fimVUESY0FQNTCGU62tvaE0HTbiUp5G2D6YP8pTradglyWrbgczqnQyQw8SHIQoMRNiaas/LxF3kK4J1vcDM7A1HDiFNp81cKaTK9rRqjgvOo214bT8vMYjMgSdE2VUi1AMyBWyYgnCkq/MCB5uTddMj61iFybUa0YbHJUCZGKpMl5DUAi6dm4ZVzcdCdPB1kbp6Im9HwcoT52EKcqK5jGeSMoedMJf3n2aZkbSn6sJEixgCyEV1/jeBa75vc1f5aZXidwMoKc3wIbRRL0fR5Kb9NQCZ6UufJvciw4D6mXfIgGQaTdN2aMMeO1qZXwUUxH76eZRMATTqbyzfreMgF1TX+3AMiR6HqvWJyBs+bGfkb5L8yKNGXJkEpejfq53cTnGAqKCUw4eFVA9ZsMSCqwLgGwuKdyMiDxuUwBmmkGJlcWtCYmGLn8JyZOyYRZHAuHPa7DwYE/u/mBWL1mY8w/5dg49MDJqNm2CbWXcU2ab4jy8IDKQdV1IEuyLvO8dfVPCjVfz08UQzJH9rcKPqrNWggCJWpaA5+zlWlu1fUpTDjWhttBsFnWetZrU+DF5x0rz5K2e/vq9e7fXxiQGjTwVdk/ibuYql8RFukvfUMusMbH25FjpA2zTFmAmbx+8xgxo2XYm8ajewhGg2Nx6i99Rio3LI4rv6CJDseBzv10YvMuAiunApRJX/1VX6VIkqnUsO1JUdQ4Vx9zcynHWj4euvTqmpRPHewDfyTbpodm69ajrZwqUdMz5P9w/zoayW3zKKoChkDA93N/+dkGhzzi+boel0IoxpZ5amU62mnewJd7mCVKStoamZTMUiZtC4goii2h8uRvOkOq3f62sjuOv5z0/iNxxJY6mb9mT94jJRMBx1+zuuB1tyyN+x9erxyYGdOH4qxTDotDDpgKodrkk2rBkKQRSFVxLxdJt2DIvs7n5fi0mFlrVwEy15VMB2EfKjQMSVrN2lYCIWXs8D2vvW2rw+B+To2VAq/TMqo9Xbjru9Eenj4dgNR1DMt01unKZkOVTe7HeWZabpDdyaRHngVHnxF27d98D0qIrEI07TSYaScfgkAD8ozInDRzWKLKdWA2Nn+ynjaVFJiszjvWwkoQ0KcMQMKOju6oAEItZgGCYd0/CQT12CDhKJcHvlILbC6Kaeug0TLi+U1nh3vtF7uwme1d+Tb5+b9dDomS6avyNpB20pIn6f678igi+4a6E2vG5uPDsisJpq58WUozWSHHJqtn8FKUtka25ZfXK1bCfF+syVt0xZh+kxmSTDZpQgOSjz62EFWJCk6Ok+o48WRKFHZqZH9mB7Yg6IRZnP65HgvgmlsWx/2LV6PS3rSYOH58rFq1PKZPHo5zTjsmDtt/MiZkg7UDdj/Ll0SfVc5OTbCCcFkVq5EfCk2ZAp5SSYdlUxLYCw+SR/SL7CiZDhmBhdonym5Hvei08NOCIDMwAPGSPrXUGctP3GnrxVDmypOOsim8Xlq5r0tifMlWixnJbKZCwLwwC5uZ5RDw9dibdvMdTno89dRj4syTD419pg7EOLBUZaMLqBlZI9Mlu/BRYHLGQluv37Il1q3fLGloFEMyk2aks58GoTR10/Qrt5EWrGfJ41JdykXr99Ee4QB9jhw7bObFBYYGB2JQxb1SaVAG9LS9VrGpGucW+PJemkdLiu8tdYU/Forme5KvBI/soBzral3KmWSNoNK5Tl03QVusPTtZzmvJYfrQ7Dui28KAxH/ka+X3fC7bEzl1pFcwfh2fdReJJs2+Py1Qz1MyCQl9+Yc4bzYFROwlyNzXRU0KXwMXNhcGBGnjpoG44baVcc+S1TF5+qS44PyzYvasfeKSS/457rn7ISyGCXH2KUfE4QdMAlMawZxQPUhF4H9OSFu8SrrP6sMfYdqBim6bapt2I89JTddhzRacBKWKekjTpj/CTlX7KFx21mCU9Ck1r00iF46z0Fq4mmX0hKb+qQIS70uQlkkhNudFUiqb89ICkkuCsB/b6C/ymUV4fzDWjCC0f7eTHk855ciYDzDaa3hHHDhzakyewHPHcoHyeqh/7i0iBuuxQ4Px2MaRuPbG23E89vqYsfcMjDP6r5On6OfwWLTsiFuAvJgMLl5kWrX6Y9ZrhqrBTXej+Fl2ja/l/HI+weCG0LbDDtg/9po80ZuCacpxXHjj9F16Mmz2c5jsRqhGeNwkS0oUNcokNOYjt7MJLiZ9quOzBWL6mv1cft0RMl7OMOn3LJj8y3QXgzP9egODBtQ67bmrO+1DMiDxu79xeUil2TT3HCRqtfLD5YTVIYGcJT/GX2X3chsFBcpnvO9kkTI5sIewAMbEjbctjgceXhcTpk2M8y84K+aecDBqE++Kpcs3xKXf+nHce/ei2Hf65Fgw7xCB0i6ab3QqgSkp5FwRCamO5LN4nWTWLDpZXIKPNZ61XJchmch3hKTRzD4bQsyIG2VLG6Y410LzPjaLujOjE7D90hP6eaqA5AWgmEwDgWWmacFlHpirOuaR1kx8hIm2TQwWzGYzjioCGC0DMzr51KPjlJMOj4ljRmI2FMLMvSdjuJMukolwOis8TeCAYhgYNyEu/+G18ckvXoRr7YhJ44dxugiACiY2VpcWDfPLhsRu3VLnlknde00miNtP4nUqjMrP8FsVRWP/GOBQtc0Els1bNsV4BELe9tpXxonHHIFEVSgw6ScrnS6o+P7eY+hqBjDzIFOubS7N5cVews9XdQIu38pqkOxFmvJmyDnvxhd61Px5MaaMFlIS8KJASv2yg51BBfnGU1LGQvFKfnXeWH5Xa63MXjVQbdY4/iYwpIY5GM/tPETnld6YgCTNxUn1/gmDkQTHEy2B54RzwpTXAmYEx/TajXBg37YkHly6JiZPnRwXXHhWnAgw2sWoFbnT0FCsWrkhvnHx1XH3fctjXxy4dw58GYftPxGztFnvS7ngWmRKprBumIKi0q6ebMkXBZtCaHkwsPhP58eT7H5b2PiQ20HoX3HUJFEnv1XPm9NDUgCfTYbEppSjuWmdWJH9dHVcEc3mpnwIEx6ZcwSTiyVEboGZtuyRNXESsq/nnTwHZ2jgLHoA/yGzZsbkccgFw6GHdRJM4xxOZjAwPE51tP/HJz8fl/3wp5iBIcmKPExQPPzlwuHAO8esWCdHmaa858FJlfaLOOnQysRshLJlViLCRAUgpcGF7COZtm/dFPvPmBQf+rP/M0448uDYtgURwfThON/Kk1bKojGPMwDTMDKClyawAKCeG1zqp/XXGVz0TvqfBLkJqGXCSTrV7gQiXYigLKg12KZwGpTJBA1qPmW6wMuRZ96foyVL4V86IPWYah2+aPckR9aOQg6YJ9sRHOfkWBOzpMV2h9HEluRIxeCh9nvcePvKeHDJ2piy19R40Xnz4+R5B2GBoI4Or45xZ5nUoYHxsWLFxrjokp/EPfcuiX2njIsFpxwMSk7zDXkyg5wUaAhqNplpPOvKCXA7KPiYyAGYC9KNfE7mQgqdguDwq0/+kE8oZc19LzAiM6rTQbzcR6tp1BXUJ+M36oHDXAgay4TKWjT9QGiNn2aaTLZyXpcj2Y5sBw58bpofE1x5+gd25u8cdAmRexFNQ2j/pFOOwllih+JaIzEE8+fAffaKA2ZMj0GtCFaGBHhg4bFthBQ6e2UuDE2In9x2T/zNxz4bDy9fC6scGffp7xgLf85Y2Mj8HhetI9h2RJeZZDZBQrJ70bJiepS6DIW0EVyCECOdO7x1Z9uWdXHcoTPjr/7tH8eBs/aKrds2YYTsX+IYOKmwYwpSlgnYCUgFVMWm6vM11tbCVloFXnQ/iLXodQKT/kjblSPc8oWXYSE0uwD4EYK22pT6mm1Ms83Y5oCJzr3jmHfmWGCU/lR68f7FAlKvP6XVBhYMrUb5gHh0rYHJYV3V01HxrgKn3DHOCec2BE46wsmPbRoTN9y+AmC0PiZOGR8X0Ew78SBcgid70udk7WEHIlymYEArVm6Miy+5FqC0GOYbQGkuQOnAKfjUiDa3khpRS4zFqaGOtlkghEPSQKbYxR52Z0XsiN9twQhlxni8NRmbmJFupEXeR5IMgHmkUXuNXializ/OzxMx2Wp+pHXRL+cUJRvkHPA/mWjsSyY95nFFAiZG1bbDF4ZvMemRx1sve2x9zEPwYO5Jc2JoLHK/sMj3Gh6Iw+fsG1PHg93I5EYxES0cA4NceamdN8Pk++zXL48vfOM7sQkf2omxGoSZ5jaOQdoGTTb7PQz8OR8aSF6Ic100yW33CSjqhBkR7807U97wmo5hwleoLJykiWz5EZRCOeHw+NC/fk/Mmj4RPr8RAZAuLbDPeVbb+ZbL2Xj7UYf9JID40wYMKytLTvnoSg7qrbYsr9tbrLzmxAjli3XlUWy9xpZ9Y3vQQAFQqh25AdwUjT99qZx/quAhKtvfBIbUrB8JhcWJgytwKQFipCajFxT2ndSiiqpBfGASeFsCtDK05hqcSHH9rcvjoaXrYwLA6MILz4yTTpyDCULURuyJk2iqSiH03ciUxsWK5Rvj6xddHffdvzj2mTY+Fp56VBx6wBRomY34NLYwYAEM4FwsLgbJOEEqBZ5/qthbSpQm1p6MBA6yJQkmFwwd2L2HOBZTsUB6ZCikxVz6T6voZzSPB0ZdIHuiDKnnmsU4BEo5J5WFnWVEtgOIOCc7Yaap7Cz2pi0FMzrltOPhxD4M7GWTdvcPA4AOmDE15szeRz4f5RpxKwUZjGaHQ0x/G+ZqcCgeWr46/ttHvxDX3nIXPlOBBprRYKhUFDTX6JvJ9zxuCQ400bj45HIrYMhFn2DBlA2xI5o7mVyrCC7lkjIHxke2sW3T2njhGSfHn//Ju2IvOOEJvBwN+84kUM18yZOYc25zm25JHt6Yvj8LYCM3cqznT7Xd5CgVmVDFmdvKuq7+Jag5tw0vM7+Nkq2DNs3m1W9Juy2DcqSzPRp++e0a+q7P8ixVRgxostH//S8SkLpmRw1++xqRnc43aidrE9nxGECeVkp7zYl29hlRUFTYSxp1IFYj0U7MaBHNtClwYJ8e8046WFsUrK1widQImltNT04ing3AD7Fy5ea4+Jv/HPffuyhmTJkQZ556ZByy/1QspA0ALQgPJpB5MLyYAanj8+FrouvW8oLX1JD8bEIM+jUgfxH9RvI/pNOyXfzWbZVj82wDUr8PozkjjE5tsdg8UVYmsk0VhvSpKGSuVdlZHFW0FD6jeUh6PO3UwzFDI7FjG8xgANKU8YNxxIH7Ie1iUiavEnw0GzIjBrHgmAfGUdw5NC6u/MlN8eFPfTVWrQGgaZwNWWKmOadK0dDzpry93vOG6fK3JAMVcnghur82lZzhTyVnE8ZlUTBPYkmYs5H18aoXnhPvf/fvxDg44QcURSQApwHcIqHHKqedqSmN/0j4QPOeYGqaI6YHs9NKyRE5/xaS0klN32eyMH2umFTrqfYWKQdemqTS9AVZ2u0rq+urCgJlloyxFKcUToI5zWI14V9Y2H80M60Wq/RW5kJIcwuU0hyg/4UmvEwDhPWlsRxd0/4ohlNhRq3dFACjZfHg4nUxadqkOP/8M2IemNH2nVusHTnEAAIKs7RSx6HJHBNdF78EpVUw3y751tVICVgcM/aaFGedfASYEn1KG2Em8GLlT5I6zEXh61K3N5sTpd2K5fgv+7cN5go1qjm3zYbmnKyU4OYU0RJALkyZTglrFOiiUS2SPe6jn2ey7enLmrs8UE9OXzmJ7bCW8pC5xpQLgBHGkhtlb7lrOTKwYaadgmgamNEQ6xlpVz/Czfj8ATOnxZyZ+6K0CClrjpMeOLeKfqABzhHGe932sfH3X/hWfPOqawJJ3jaNBDLO5qafiYuJoyP2wddljkC7ZxitkhxbR7IJhuaE3+NUsG/lhxSzwFxBmdEftovRW4bKd26KN//2efHuN78KHBCmp5zgCUa8oEidF3kDKpi3rTyAgT5Igg5liH2QX07aq+MLsjxoHchKUKcy983mss0xg3UT5pc8cyw8no1vSfKT7VHzXASvPiTVR4CXAuQYkAD4+wI3o9G/NEBKiZMAtLS0fdhOXjn/xJC4I1ybYzMCQq0ldsRBxbIgQ+J2EPiMrrtlSSyCmTYJuSHnX7ggTqIDG5rYd3MSIQWVj5pzOdLZLK4kCTazGcA1V65YD6b047jvHji695oQC2C+Hbb/BFwLTkxqXZhvDptqSy6+I3Wl6zOxUhMsGpazK60EM43O3nJgi6VVYiMXUuaEZKsF1BSyJuz7DAFSiXeZBj1zlIuAdbEFRlyYACTlfLEgv/OMdpDtoS/rRwBG96CEyPJ1CO0fC1MNJUTgwN65A4DE72H+po0bBjvaH+wI48mJrrHCIXnlh+GY0nQaGB6OWxetjP/8kS/GXQ+txHynr63MeyFKRj3p78BYeRsczAyZI5yFZJzpIKlsAvlPatFTSviY/6WyY9BkG00yugMISACVYURf3/XGl8bvvPql8HtxP15u7emMmUBP7C7BM8dVCkVNSZOND/W9UmalEvxdiY4hSP0x2cq/ycSaLSYCQ6NruToIKuXAFlBLrxjonDOWYE5zV8BksLNfydKnviS4/hqbbAVA2a0MM9Zwq6s5ETWPpU3a/Wl2KlYipBkSBpGhcfkrAEjwGa3eNDZuuh0+I0TTJk2dGBfKgT0HWhv5IYwmSA0m4ushQ5tsgXeIl9nmE1X9Ots0CL/FcviUvnUJQWlx7I1cmTMRHTrkgPEwJ+BP4MJAdIeh8ME01XYO1gQSkGTFJ4uBEKHtW2imMcpHk2K0rGdF5Eyd5VSUYEseJIhPJ0NyNrQFmBrdhwd0Z6hVHjUnFHj5SpQdX8cVUTFoVGMzcr5uwblpS1Y9GvPmHo1qj0ej1dwOQsVCMNoGhrEjDp45Iw6ZDXYEpkDFwh4PSOuT7Zn4U18AACAASURBVKYJoa5D8WCOv/Sdf45Pf/0Khf2ly+UDNMg4AKDRsnKQD6r8e2YWNusq4lZmtTtLts3WWyb9j7L9+ZeBEpZIgZm5HX3fjgDE5KFt8f53vi5eef5CvM4qDPqSr6XFnAs4TbR+F0U97/oby0wT2AjLSmmn8Op1KwQx8vxMw8Lc++xAgWF9tu23epwgJ3ASC2PUzZnwIpclBHk551PmOP/6OrVbQEogT3PFHTb4tI+7+9I0sRVGTtrK53RyKwoAc2cXhQQs5jEk2l13x3JE09YgmgZmhAzsE084CEKByIemyNRdWpev1Px21p0Bi/ahtRRRij4I3nMAkZuVAKVLkRJw971LY/r08djmcBC0O/0e8EthIgVG1DDcX2W3BrS0AUkwkhPclBCRsJlBiXSX9mnkqYQxUTSF9OkGpB6ndralGZbSzJon/1KAyewYHKCpxtwvmWlMQkVO0AYUV7v9rhWxZOVqm2mnYaMsiquZTTEcTWa7DRG1gTh6zv6xD5gsfUQs5q/lRGCRuebCeQQ/JqcuRbG2v/3MV+Pqm+8DqCH3CIAzwETINDM0xsl8zK78fuMbSZYgM46siqlKmTriFACbXDKUMjxPsCXzkc9oG/vAUik7Y8vIpth74s74iz96R7wQB1VuH4HJRnO/9iXq/ga6fhdFmcr1Xm8Ao/1Ovxne/V7NT+opu714L1E+jmH5floBl2+KkVJ9wqxIrhLNKdcigjXajeB1ubsbwGD0a+9DKpDvRfN0HCrjV8gj7aSx6YBPz8ZZ+SfsN1JkjX4IXHQNd+0jmvYgo2lTxyGatgBgNAfXQYVBMBijCxLmciIocRTEci73mI6lYSSUCUyZPzSINIJHVm5B9O3HcRejbwCls+cdHEfMmYoVOqLog3NgMKkq05DObt3ZoEQHdrMdpDRZDx1pkbJeTgL5jDGk3QBJGiIFmeCjqJeFVHsFG78dkwR9vPU2MAdF07g3DSVElq5aE6eedkI6sLcCtGDuYBx38C/GAHASB+47PY7Yf2YMp3lg74sjPSzCplRHmG6ygMFSL/nBDfGRL3wz1mylP2NYUSq2i7lf9WO/kZNp+VgLjCpBw2+mQFZanhd/L5kDP6HBZmiev1ys9E0yj4rgS3ONZhv6gZyjA6cNxJ+/53fjNIT+t7F6Z16n1xXRKhrfqkM3skkca+m/im6RzRdH5+N+cOhodsNPmVXF7tLM0+1agOsCYzNg2efy4TY+poaZ+ZP2Utnh/Wu+l620fJd+OgW/asU4ol8+iTaqULVzugBFNeojlSEcYEarAUY3wExjNG3aXpPjRS+GA/sk+IyU6YvPagQpBMVD0mnZNqs7N6K6MlvEpGwKOCzqqR/EQnhk5aa4CD6lu2G+7TNtOM4++bA4hHlKSJ7kNhRl0YIxcaHIR0XGhEvRRCMYScMoSmUypnuWsGZrDAAtLvAD0t7PpA9JqyK1Zwky50XOY0YBc58g2UOza5+Mhwt2p08HwblpS1Yxzwj1jGCmDcHP4hIjZEA0sWG2gWlMGz8ujj54v9h36hRphyarQ2wn28Dm4J5DYEePbdoW/x9C/Zf/+NYYnLSXfHvMPUrbQhU+ZeDS58GxU/vbVAzvY/PizPx5yUUvi7Gi0wkoJGaUSqWRsL8GI/oi+Xj84I6Yf+yB8QdvenkcdtC+6BbHhyLXYR2dxd7PkhpgSrreNcH7TSU7EKzQjEWJYGKsBgiZl4BheSsJbO6oxTb7LYabF6l7FBDVIijwa95PtNTrdW9e+tfRZHPnOGgcTDMi+2W8wGtwihVpwKqYWtruipxJYO2zQMwfYAPqj8X+2MaxcT0S7e5fjNA+9qZdcP6ZMXfugRJ67sTeKfrOhDkCEilR2dfGqDodw4AjPWp/jcMKgki7o/kawY1U3/kjjyzbhOjbNXHnXQ/ETGzSnQ9QOvTAaQCgzVgcBB1mD9OssNBzHxdDwtoLlzxb658KXcBj+JPPo2O6SX4aafFXBZJPU5Strl8aWf2V4JopyC0isyZTLPAeS85yxz6TBL2RmdG0sdgo69D+KacdF6diS8jYAfju4FsZQzMbfd/Oa2AcxmNBz5m5N5JNZ8N35H1WNhk4GNkiRYrMYsdgI+31dy6J//Dhz8TS1UhORaZ2C0ikUxwkKpwszZLO7sb1q8var1Tmm0axwx7IMbicKSeKrqWS4JyJFaq/VChI8kS0bfrEgfit558ar79gIXyK42LHVkakyOlotpUCsxLumj71fDeAynluP09tpUYKbNQetdc+sILWVkb5MfXAkuQP9Px0N+66q5YstTYVcbe9Au6ajzTvLIBoy68nIHE8jeIWAAq2R8p7hwgufJZZ1gIe+iMonHk+Fz+Qtr3OeZfsYgvCxjHYm7Ys7l+yDnlG3Js2P048fg6uBVtezs0sxCZHgZZwag1G11KDuFXNijf1NSCpVkzNq7RDRvdyM+QQ85S4zeSbP1RG9z57TYyzTjsyDt0flSd3jijSJoc1gMnMCFEifMeLhtfPnf/ak+TrN4KkfKQSlVayusLydAASr1HZ1xJK5uckIHlu7G3gAuVEEcAJRvQX7UJJFJmfMNNYzuU2bJRdtGI1wOhYnJsGBzbqGSlnBxE4eIC1dYQ7/HfBzzQdtUWOPmg/sEuwI8wGT4ARMmurPifLoejBZINbMYaf++YP4hNf+jbykOBvGjtOYzmArTxqsYJGBUjeNqJlyRSAHEeZb4ogeaFrUctLaxZWESrxdIkc2ZKouwCJfdFx3jRNaa7tMyne/aaXxrnwkQ2ijyqqR9M2AyTlrxkNeAoluoCoZa62tDlKXTRpzcCW1SViWYbl7vBC25MPqB8ctcm3A8ocLG/arntwfLwWi6Xlx3/9AMmd5yDXYHmLRSn2WlBNUX76DJQERnDiwNCZ6HPq+R1lXzPhDibTWpQQufG2pfEQmdH0KXHei+fH3HnIM4IpwDxF3TuHkHOlAL+0fi7uSojUJFp4CzCbI2+4MOTU5tsQ99ImBBMKHa43qORJbDMBKN2LvW97T4VP6dQj4pD9pmCZkqVhLRLIcuHzNiyLK61fuizzZ7ykzJB0yzLZOpru6Qakrq9DhWE1X6lAuG7VdjIjJgN6DxYDCpwLH1VknxGZ0RL6jOafGPPPBDPKDOzaZ6iUC7EjpFFgHOfQd3TgTCQTct8fFQerQPLmjIxhTsAw5ZDmpABEFj26Of7d33wybkQlhuHxqOqJDPmxg+MEPMwFM2NgpDTzvorpau690JX3k0DFFxqmlMpS0sExl+/KsTYycjrbKYM6tFJJnwBabKo97uB94g/f8vKYd+T+iAqyf+mYFLCXFdCCQxdc+p3YZUolGUpFqMkwSep+uedx993y8njeCphGBT/cqBJc+b7nnBaAP11yJveA5iWthQQqjfevE0Pq0tIaZA8SF7g7X1mxle9hu12rIDN904ENIVbdZVJn7dqvpMc1MRWJitybdoJC+/QZ+foeVD6130injUhQiuq2C36Pcy1RcL6GzDdcsC0rascp36NZtgJVAi65FCkBd6F0CUzHM+bBfDtgMgB0Q+Yy0clNukV+5AVE57fJtbOJ/SNXbCmtTtM8dk8HIGV3tOi6P85I1ii1AkpMVqlZRsewKGm2EJAYJcNegrXIhr/t7mWo9Lg+TjkdDuwzjgJ+IKqpz3fqZ3NuyR7AFPdCmZCj5xwQM1BxoRaaM6Gd4sDd+VoDBdnjBuLiK2+M//KxL8eWXeMARHBm45d/K4TPuj6kSfqOmA/BKX0ejSz4boq0AnSYo6RXjP5qr5zdVIhpqqpqRPm3GPaX2ca9d5vjFPqP3vyyOHbO3srcJqBSRn3B/tG1vFkuSz5bU87mUuu89hylUk3q1MOm1N7e+au5/HnsqDvfXVnqBySxJAK4EMo+Ba6jrun5awNIXTCqAUicyafFhCr7NP9KaAk8zsRWej3nV8dEQxAggKvhp7gBzOhBFFebMHl8vPSlC+Ok4w8C3oCNYMFziiiI9AX5lIh0BNIEKP9ERw0lpqQIeTEmV7IgqsUWXIlYj0KS2jVQwaRYuWJTfIvmG7T4jL2nAJQOBq0fxneQEsDEyUzUk9DXPHO7SQNKLVPrQQotMr/yiwNS9cEXLOZWAinWmlpZCXNiqaKnMtW2cR6U9Iga2CPD2Ju2JJateARAdAKY0XFgKzBNwVJdLM/f366QOZ9vjXH4/iEz90H1hFnKypa/jCar8sockbTwe8ENALRXj2yLv/ofn4urfnZ3DE+crpQKFmfjmA/g11ZdbtvJvWEGNJpc7Uh6Ns3S6QJI9ZhBBZquNu35TyUKOpRerJ1VGFyJIbZujHNRw+ndb7owDtl3isEW7VeliZLyNL36F/5olRvcg654cRyaCyVg9gJCr4zs/sxWQucn5V79TkCz7FqGRQzkiys5YxMyZSV9Yl2w+7UApC4YVWeLCbWHIRKQ7CB1/gMpcSWf2STgy7KQuGeICWeQuseQ9HjdncvjftQzmjIV20EuPDtOQp5RgEIz6MtKjfyK9jAVhEhhFWtKX01NiGSvV8uUVm5Fo/s+320jdY3oie4ieRJmxKPY+/b1i2G+3b88pk0ZivknHoCkP2wzQXYONTI1OX1K0siK+tiBXSBII6V0qwWXAlNC9fQxpN36XZQ9/xpMOD/evS9A0iED3ii7Hhtlb8Xx1otWrAEQzY0zFsBMgzOfFTq90TmPOaKpw+9zoW4fieliRwfGDGznYY3sMhE8FWYJmr6UCwLPD2+4N/79f/90PAbTcGB4gljv0BAYEv1xBHSFyKkbzIw4xpSdek3QpMkqX2YufbHbjgoqEON35T40Aya7Vtk/majMRYJ/ECkeLzn35HjHa14cM6fwRAh+KSswUJ47ONAFpH7Y6C5wY2GajTkP5csZTck/HiDZZUGlmdLlJvaAVJet8Xo+T44P/LVK7GzmJ002tedX02TjJJcZ1iJv72BZEBpayMFOJ3WTY6T0fNZQtuOQg6J8I1Jk7tqHFXDdrcuwa5970ybGiy/Arn1slGX4WPDDiJpuanOoftpJ5is9+sJAJTFttVOqSAmjsm5pPlBzi6WgPVLgnmR9L2m1tC81Ovxb3JD7zUuviTuYEoCM7jOOPyAOng1HLHxKSpzMbGFGAGmqaTucmAFTAfK6TR8aNdloterf4zm1RxPiZgFI5lJYtXqdXyShFJig32lmOQfH/hOeKLt+M/KMYKZx1/6pYEZnnnm8omm7wB44CayUrWxsmdkACxbyh9IYYlb2LGRl7z8bviONcCJCrpLEfvt2bLaNoO7QRz9/aXzpkh/GjnGTsf0QmfCoxDA0ON77wDKcreRHzokulQBPZCOm5CJvWAGZNyUlTXvOoc/zU7REStKbX+27rM3Okk2ZbVuwZWQkXnv+2fGWlz8H2doeN6UZMD8u2UYXTBp57GvLaEyl/7NdMJAU0/+Tjud63l1vApmyAiSnqWZrfDtsuwcs1XzKuxNDa70wolzA1eP7+tUEJA1X0/huw1undZloHrYCIVkHjRZm6ZA2RZ8amSxqK/wzq7E5k9G0xQCj8ZOG4yUvOVs+I2ZHa7gVpRIZF/Bx60A7DRlTbybDs7EnrVV8SECli7l7NceaaDZctD+vJa1ibboLLG1AyZOb46KLf4Q8pSUxEwB6Oto7Z39kdMPZO4D2yTxgDg2DxHTEZjJfCVhNfNHp1mSzQNY4jia8XeHc/XGXJZiJWlHYh1IblNkZbQfRMddmBywHs0lJjyvj4RWPxfwFJ8WZC47V8dZYpQYjgRY/a0CidaPIE1jFVOzoJzvaF5UXuDWEY+1iY05gtCavxYQxGh4bdy9aDXPts3Hbg4/E2HETxYCGsNt/AKDUVO3kd8mUBEAdpSNfEn1zLtGxHUybd508ZTIY2uSYCpOfdaQdNDETZC0qFmDbqm0ilMmdqME+EmvWbdCyloLcuiWmYMvI2171wnjF806Nidjlr4Wc/koftWWzr+avlHHXD9Q1l2reR1v43TnsKtufP88G5l6GZJDXnrU007ptaFwSKfv1Xv896/mvJEPyABbPsLC3C4b008yHguZ9PglIlXimiE2aBxAIhVv5XNE0+A+wUfZnKq6G0D7MtAtecob2pu0E/adQExh2cHC1HwxCSc1OQEqQ4CCT0LNmjgL6HWDqtrzLlLoT3W//S3DyA2ZfwhSHxvSO952xyNsjdHSjRveddy6O6diQe9qJB4MpsUrAZpcugemmdmtBMj2gQtR2zKp9ullrgvKGjwdIxdzUvsZf1ie+lEydcmLfjRZM5nlV1FP+EmZgY3GOwTaNTdgOcjNM5qWP4Kii+cfHWeccr9A+mZGOAmIETscamV3u0IZbohT2/INVzJm1LzYkz4pJw4ysGeUbP4cYYjIlLQgMKUL63/je9fHfP/EVcEtsvEVUbQhm8QAytmn2uqQqfivKpuG32aYfMWDvItywYUNsWA92jfIms2fPigNm7x3ToSiGMRGVb2Ql4MIhlUJAn/ZNN98ajzy6VmkGBDWabDMmjYl/9Ybz43wc8T0O8radY2iV6PQQPK5jq1pW0SpuiU4jjClHnSnqB4EuUI02pY9n0lm+LbmF2V2W1ZVzssDuSTpievlFEQhd41c2yuacIYfzfSqEtS6FxQJnCuuCVc1ZXdBKmjgBkpmRtCvdDaT66DA3yt58x4q4dxF8Rgjtnw8zbS58MtwOwgXApczBUbKili2umbZvEpYUzHbC+yMVfctU19HYdwWm+6Gyx/N9fk4TRG2Y7eFgUBiH4edYsXRDXHzptdj7tihmIiXgNNTwnjMLSX1YrIOMutERr7XokrAEJlJ/77B2TosLw3uMvXn0iTGkVkhtishZLA3pHCgZbVQAXPyci8y8rhK0BheyHR7iyKRHm2mnnwlmBAf20CCLr4EdZXSJ2drcMMvr7UDaBv0tTIjcBeUxBb6jI5F3NAtZ2TrcgvejnHDeBEY2IWuTKcF59cbt8Z/+/kvx3Z/eHkPjUYMK5vAgTTUeuKBgAP3bHi+XE05QI1DxvWJMuMkjK1fF2nWrY8aMGVAOOPZqwrgYJ8e4J5tF3TwHFf3cGePGjYuNG0aQ+HpPjBs/iQ0Ftm6PrSjsv9/e4+M9b74wnouDIAYwT9vQX8q9AqlkR5SFBJwGkLp41ItNPYy9VwmW078ks8N8Ui4L19oSNcV6u1G8sgosaw0YJkDVNaxkWwbF+atIZikQ1TP4VQWkbscoXs7p8Wi35oAjNdJ6ykdh9MwRCYERhZaKlBqWNBlO07Vwml6HgvwPgxlN5kZZVHo8EQyDZS6Kh/h+uYC1eGn78rmtZk9h+okUAm41cD8QPeHnabtJaPTYveWi9GInQ+OC931RWDWWqxwuKk+intIs1PM+HeVzD549GYOB0iWoCKDNtbmtQcVL0sfk9AUfgFgslKLerXNc7e4R4hSqhrhKMSQg8ZKcBzEUjruPiFLVTSkEshyG9mFy6cSTMTo3jfWMlqxcE6efNTfOOhtghLKz7UGcBkqa2dpewQ23vCYd4Hg+iOcHzpweh++/L7Zb8LA1g6qkJE0tVVLMhUB5GEQ52x9ef198CObaalQNGBgHJ7i2iiDUj8MW2AkFA8COxC75V+HpMt/tSRoLlkWzc+niJbr+vvvO1pBVXXPnnNl85BgPpPyikEoMg4lt2rgptsBEmzptL/WJBxZs3bQ+jjxgevzRW18apxw5SyYplZIUs47z5liTtSfqpFLWs6Q3tfD1PAHCasY/jR+ofUEiIH8WrycJLxlvvqQ11m8WMlLptdhLmFuFlfNHeVXEs9ex7iqonbZl+35lTLbeBrsTRf+chS3e0rCjAi1VESQHFghxX5N9FruUBOloDIu1M7R/3a1L42GdDjJJG2W5N407rYs+akLqVryXXEVO29d0ScgcEZMMNNPXO7g9Iz3Kk91MtppVCpcEw4sqrVGDJRmC7gsw4eJCugJrdF/0zR8BlJbA0T0x5qNG94EzESnCwnY2N7W8mZGOKbY/VmYdNw9X+oJ6oi54zLtz0TAnjgNBR41JP0LOh5MP2e5iR7lNQuYy84tcSoSZ5dwOspk+IzIjghGY0dkLT4TpgkxlOrDRBpbhEDBp578VjJ3ZdmwzK3saamQfxaxs9DtHTO1zvlEeFlBgzlkDIG9GO//mH74WX7n8mhievDfmF+wIYDREMFJZWo8XmZJK1opl+XUxrUzV4OsbN26IJUtgNu+9d+w1bZ/cS2icL5eDcuA43rnYyE6ZELn2sdUxbsJQTJw0SX4lsvhtmzfEyUfOjPe++aXINkcOUm5tMmLkwBfI1Ph3gILzV5Fn9aOz4OthAUvX9+S59pxKn3QYGCVCG6AVt++AGuXeU6758r2KMJQste3RcVFJxjSWyZAsM5ZJ/qgtvxpO7WqW//bnsVRWdhM9S2bkDYtmQ6pFTOFXRnZpVpppKDsLM+0GaOMHYKZNBZt4MTOw4TPaxfIeHAgu3JrzXPxiKZzwBAsuQcVRuKh7duvn5HQG9vEAqf/9LiNsJ8iTOKrDUc5N+q+HXXmSpUsISvApnXrigagFBMcqtLEWlMwOOZd0LZoTqiCYQmhQagG16wNoMsFT3Ox4T5Yq6fVXJY4ZSPABmqzhQ7OKGRZw5qq+FGtHo9AdfEa33omkx0dWx/yzT4gFZwOMyIzkqaZJZlYrBQMW4r85tzrza2sMgmUdhHpHhx2AyBqyrxm9YyvYL5o3SodkXxVhtBofg0TIWx9YGR/860/E/as2wVyDE5xhfpls9B85EMD+Ofva4yISqDFs93pRFtatWxdr164BIM2AqTbZYEAJ6QBSbWNyXqN9efRjbgaYTYB5x+vyoFGabNtHNuDQhznxf7zxJdiPh3P7wARbU5r9835HDbqUiX/6TaVmYfcxkJylRvTqewaIFkR6iYEtkDpZtgJK/q59YyQKdma3oKJ2UU5Ko0pxddpaayrbqK00Bba/CoDUDHTfSi0kNzNqI2neFOsaODt0JIv9RmRDTaF++h6YgQ0w+tltAKPFYEbY4ySfEfKMxiCxMItJyF9U/hBtLzA1KrsphYCSVjGGp9lky357gin49I0JMZoR6fXdODTNPvvgAJ/7du+Dy1R58nQkdR4yayJMBbA/OUX4eS8wVZoUayK/o5DbL9ee/NFqSQmWFmWNRTtBag/FUZPHpUhGQ2aDXxVLc0a1jyvikdUAo5HxUAyo9LhqNXKMwIzOPQ7twHHV+J7rBtlXJGxiOJxbJ8iMMCzbOLc0rVHAbAoc2EcfdEDMQlSL+Tylqen/U5vIkmhuEUxwLf7dBkfzZ77xA5Sp/XbsGMTYYO/aICJrGg9EMFmXqg5UaMaKIKJjSTKJlX2W041Kz+yPSoGsVSehKNIpWtbkwkmG1S7PpR9xPO3mVnE2yiqSIl+IKga/9+oXxOxp2FTLIk7kZY1LIMFVGtRKcM/g0/terwukb5HxcmJJ/bJm/y3l0YeY9rMnr8nRrm3TsCDQbvnu92td10EEXaD7pTOkooxSvmlruvH6t8dEc0cs6C4LSoZU9ZZzXxmkdyuZEqNp3LUPM+2hZRuwax8bZbEdZB527XPfEEm4iY4XJQFIdD/Fx9UO3aZmPWrOTE/bf1vd005p7yT3T3i/SHQn1VS4BIRaJj3qvKtCizYhOEAyn9DIIYT6ee7b17+BgwMeXIVz35CnBAZ40GyEsZHbos2i/Kxq+Pj7Lo3LxZGmSTaqa7Kpt6m55IuhNi1V2BFQsQO2TWF57i3Lo30IIlxsEMhNW4fiRoT2F6G42pkLTo6Fz5mLsWXZWbIgmqH0CYIpSbng4qpi4ETI2oTKyNpYfO4gnLN2yH6zEBrntPG+OYckgjl+9nIDMLAXbCweP4RD9D74t5+Ln+EgycHx0/AafEcEIZhrzs4mMHmjrJ3gNs5r5QuUGWRB+6pKkhV9bslpqnO25okbY93GHx8F7vQRzR+TIzlerFywY0O88vmnxFtfvhCJnogYEog1xm0bFNHt+C275tXjgU6XSY32uOsjauad87onlt6Z/175zehqH8gVIHXlqX8d6L6/DIbUb6e2HTJFLGZgVmS2oH1JAqQEIGoYFfSq7GzOOP0ViNIwZ4f1jO5YhbKz62PKFO5NOw0lRA7CR2im0clNze8iW/JP5QBS4Jn74cXe0mMZBY0WScbQGNIFRR2vkjFDPzbPM0D685zg0pr0VNChSUG0s9HqxmBslsY/RZMt3AxdLwNTuuSSa3CaiX1KpwF8D0L0bQxBSVab+8vwtisgZkJl9qvsey1GMZZ2h3aBZH/ipOZEAQSzIbEi+X2gGJBnhJbFRkbTYDIztD//rHmxcOEJYCg00xhMyIqKNPnkyPWWEKcOMKGVLILzjM9CkUxDZO0whPr3mY4Imd2+MKHT7BTz88ADo9w/4jmc2d/64Y3xV3/3xVi/E47s4YnyGxGQyIw4zNwuog0NlX+kiFuNtcdf+8JyhjTjOT68j+RJZDFZYiovHSeUmel2+vN77CcBye6F7ZvhP9uyJt7ysnPi7a96TkxCDhI3DMPj5Bakc74LGqOZ8ntSfP3rrYBgNHPPJIDKymtNsidt1irKEvvudbssx0PTW12g1m7jk6yxy8Y01/plAFINSLGg9rkHw7NWZpopebN7XxrUkRvlFvEvQSq1NEFmDQvyI8/ogSUb4DjE3rSXIenx+P2c9IiBdjYxJVZb+CFopsaKQFXuT0M5EyCrWWpbTZiFvly8rUFXWNY7kYlvOdEFVm24tLlFTZLFwcJAQDOyNT89GlLuHWzIXb5ePqX7ULpkJva+nYoo4gGzxit5chxzayjkQCe7NXx+l+pEq3wiXlT9Z3e+yDZHLFurlpCVyE9DfEyHcyUBKnFRDmwynrE63vomlABejF37C86eF+cAjIaGyHzg4yLqUwFwC0WmChDMdmmTrbdUuGwMzUCexrEN56xNQ2RtlrKya1y8WdPrRhGjJm/M4sJY0AAAIABJREFU87MRhz7+zT/8U3ztip/FlJmHaEf/OADbEEL0g2CPzBoeRO3yIQA2y7+MQTE8F6xjdJJ/0kRic3lJykwt1JxULzg2wmYYv6s9tGJCmUvFnhKw0b+tMmWZob0zRjasj7FbN8TbXvP8eMMFZ8QE5pkw5ypnv9JbukdZpQEheVDJGd5fSjYZWQlOKy4N8x4NuMSAK9dK903/EUFY/rFW8BpgTLEwsHk2+NNlQWLj/cyan+xTdnX/XzJDsie+vPReYC7BIRu7GFE5qmWmUYadsWsGVTVl8BhabvXGXXE9N8rSTEN+yoUXsiD/Afg8zTQNl30MHChOgl7h/WzWmKMkGnUms/9hCy5eCZoE6ckMm9YEmc5Yw1p599jro92iYSMS/PanB/CahUFApiCyYJx9GiuXbYRP6Z/jgQeWiSmdCmfpHPiUBlFPSaaazn0zA6Cw0GRR+1W3uVhAgp/YU7KzGi2xVSsEAZLAx1FOlWPN7R0btwxio6xLiMw/+5R4zsK5iGoh6ZHRMraZeTbYEkI/UFN5gQPEhSyF4+0lOk0Xfwew0A/GoY9HHDgLZpMBgMNM3lfK3EDK9eTzxXiiyHV3PBwf+m8fi1Uw4Q887JgYGh4fwziVZHCIJ9OOVSIjw9gcCzIlmun1vI1UWnbqPLPmNFaODxec/C2UXo+VZg5jWVtGmK3NeVUKCkB/K5zWW2GqMYN75fKVsfaRxXEe6j39wZteBh/SRH3OIkSzHT44hUiL23vt+x5WJJKTNK+tJFOJpQQ9nkmXX88+7u5TUlPqXgJrvaB21FYbv51qtdWkumb9iDnlE8m5HOK+n36fDYZUNxx9UMwQvFgThynY8im4w9IQ+k3ndbO3x+YCNemOGI7HNuyKm7AA7seufUXTzsPetDTTPAZ0DFrLcTuGiDae03rRxJeGqShaDVz+zaH2kJso6acNn0t/5msWCENsLvbkHF1t08xUftNK1hO0myZruDKbywFjjlSCuOOFGqNBRI+WIXnykkt/BPNtKaJvk+JUOLqZPDkGm1VVooT73VRkUmmSMud4CWt5CIact9U/vl6ms1sv8CGDYQ4YtX6aXGRGO1jpETlfNNOWP7oB20Fgpp17Iha/i7BZATii5gCFncQ8i811zXUDKR4K8DYWbqP/CGB3yH77xFGoCDlWeUdubzlddcSTmm/opk9wG/r5+YuuiP/16a/F8F77x8GHHwVAGhfDAKohOMcVdVQUzUdOaQ8ggQnsqeaA4+XDFosZSatoxjhHZFgeLCgEXkui5qiY5jAlQdFfPGOlAift2ix+8P4H457bb4zTj9k/PvDet8X+OG1Xmez8j+CsWyUP59zkOnF02MzIUmdFS5luC8PlJOoSLRv3WqScJbik1HavlrTHEbNUjrqaZMZd7uFOjWln6iSfsKfSoJnjYX9tf2QuXf/PBiCp7bnI/Jj/OqLUPM+og2IPyd/FZLKAlxgTekZzQLl1+rXfYQcmf83GATiwsVF2GU4HwebTCy84BwX5D5R28ZlEGg07GFOYPKZ0MniB5Jxq9GpiGhBttI4hpzGXtHBTRfUAiWauRX/lYlg4uvb0aGUj9ghIbqGvIWRN30mKZAv4Zj0rVmyIb+KIJR5GOXMGSpdgPA6ajdIlNJd0NDSByQtQsMRkN1F1+pnsIWaKA88uk5NfSMHtGw61q66PakE712gbGQC+uwH+u1sRTVuy6jGYaafCTJuLBU6G4A3Onn7mjtGcyV+xLf56/pXNLZACIBGYmOGNnLHDAEiHH7AfampzLt2myuSXy41jTmWD9wbhJ1qPmtQf/cevxue/dkUMTJ4Z+805BIwI/qNhRNZyq8gAzLUKbQ9ir1sx5Cq2puibIm2Wk3re7AnkOHEERZaSeTbnkLWO9lJodo6T2Xr+7kXW9n133BKve8lCHA75cuxp4xYRL3UeymjntpV25XypLlM6zSv6K18T51EDbHDqiZAKrIwO9owYBPyZYvbJcVJW1bP0yqtFVABdOeRU5mct2y7Rw2XB9np+kzlxfvEZjh/9d/xaMWBf8llhSO7EaA60BOlGQIWmFDI1nIjDsH5mXVOjCIwypEobmzVyGNpHqdPrbl8a9y96FGbaZGyUPSdOQuYyoxdccKWjlN6mSaOQ0DbWGPCufpCI32UnZm2tDurMRft6RUJ6+tnhrDKLrDXae+YUCBzbxwVW3dc80eVDSo2XrI7mmjSWgDaBMi/JLOTlOIzyootR5O2+5SjtOj7OmosqAbOwZYH1lLTQWLbE5oAjbx1el3viBHQZIVKJF5lTZEc2QXxyBs83GwYYhfamMbR/9rnz4tznnIRL2x9kzU03FSWV/iH7V9xnO8I5FUooVPY9ynLwdW4Jwtxv2bAuDt5v3zj6YJaHwdziWgO6KIE/KT/H0ytSDuu1G7fG33/2S/GFb1wR28ZOiWl77yPgJatxqRGYbdzuITRj9DFrUVUUMnOQBN5op31uvHo5wDO7W8ECL2bVqMq9cAZ8MnODgQpApkwxsseKkMsWLYpHVjwc73zDhfG7rz4PO+w8Jsx2p0JIdZosKGW29KeAOelHyoRlp9YdP+8UES14fkZJbOlrI6AnoErGSnd3lLYPmkzfK6+RssaGeQ9/1hnLteYVZ8WjtaZnfoUpIGSRZKhc60pcZtsSEJ9xk83gmYuoWXq5cNTiLnOg8GkopU0VRUtfhZ2m1MA2S5hMRrNjDZMesTdNBflRA/u88+YjtD8Hn+HmTH7Ge7Z0rlUOixe4J73/zPuuPfvz7O6WxbhT1Iu2iXnxDhjV1MiH1FLmbpSk+7jLosqu7jfdVGGyKLzuXrZWikFK1Q4I8zDMk6VLN4IpwdENUNp3r/Ex/4QDkHyH3e2MOPqMJbOh3Htlgaqz6y2/9ukZfLSdg/MBqkrfiEGD9YwG47Z7eLz1mjjrrFMQ2kfS4yAZlHYq4Ro8RCEZGKbDR33T9LMpzn4qUMFEJJlsKOuK7+mgR3x2ZN3a2H8fbBc5aLb2dhmQaGO1IlZ7pDgSBKRHsKP+f378M/H1b38fZUfGxfiJ2IisY44MwuyznieISHmKZbmwv0aXoMRDA9Am709rj0dy9I3sSJ4sdVMLXCLvhhWTaeeWjnzLHtng+jVrYIJu8mm1r7lA22IaL1CybysFg6/+Jrg0TP3/5+09wPS8yjPhI42mqvduS7KRVey4yU1yb3LBCQZsXBJaWHYhm4XQzIbAFbIkITgJSRYMmGw6ISy9GXDBuOIuWZJlS7J610gzkkbTVf67PM/7fRJm92KT6x8jZuab73vf857znPu5n3oseLWdpvcbBtIDUduKgSihwFJadc/qPqri1PPrqmKiBv7qLqEMvaZ8p/cY8SXrB2OkvgoBiICEQEIzGCpP6s0i+HSM//8ASN6IJ4aQPXBHEzzZdignACV9l4DKcU0gsjNVp1JAsx9AbssLODeNGdgjcGTy9XJgQ3sin0XRG9xX5RYSFTtsKwZQh5G8//ETaMB8rdCqRTRlg2PnIlo7+wkoM3nxFKv8lD/ozRCgrPfHwp9wz9f0I9VfKsSv8iAI3OP+uiZZIB20PIyyp3wfp5msX7+jTB6LLgELkdE9tQ2D4LHdTugjo1LkTSBu2fe6WMoUAdPJIDTRIiRP1ornJxi9iHPTdqKCfcnFZEZngXm4kPYYfSUCa55TT+GlozZzmhKQnDYgxhenj6iGDbdmVIqMjAxpItp8nASWRP3iJEQCqRkCn12BcjJG/BuGI5G2wmF89//8QnniqRcR+UNon8mQMifo96E8GIyUjS2TlQvCzU0G5LWh2eifyXQcleR9reQ4UXyvM8Vl1so0ShnxWFQOQ98JZVHuiWg6h0EP9vUWBP3K2269qfz2ba8vjUyM1bExnG8ugqU4KYelK4uYfP94yePR/9vEM1CEjEmxeGGlZPQH/6A50DYMuPFEVGxOB1yEA7qiP3E3K2KPz2Qq1iSYnjHO40kcEEMisZBp7ntq6v6jfUj1GzkHUc+ScoI0acGO5DPCl+3NdHImEDn/6CgWiEJpMw3N1RDBeRZgtAHO2+FtzeUmgBFr047g9AZ6AilErN23xzrPtkqflUEwfQC8t2hlLFYuTAUUsXa/8K3SWBaBKvxJrelX4v9/EXBCRxmMLTHV/eukqErSU+1Zfui4gdTAT8/Exdft7Nfgk3FOG3Gihmrffvhk2YjOkxNGNZULzpxVpk1BlwAescRNp4MCmiSSzoPKzcPFcUTNvY1cm6ZOj3Bg9ww0IZiA3lI43nrJJeeUK684B9dBhIwng+A6tcRJm2Yi+dRFMiMsB+7KYOag+yD6pHtRAfHe+Ftf14Eypq21TB0/zi1h5IKJLOoEBs5TsNGmltayftOW8um/+Kuy8qW1AFIWzLpntuXCZpa2tpgP/3HDGnwUiU36FQEA/tmvueDaCsY+JsmzvNBee3udvCC8not9rVRtHkW0Er+3wGy87ebryrvf+iYAEuedoEclys9TnjlRHFi85Jt4rJpDr7YljX+q8xXFa5br6mO+ND+vuQhfEMcVoM73ErgYjU7gqsBFvtOadVMf6pdy5z+ZYgmQBkWnEBQw90ZFVmt5hmZZ/+GAlAKmLZEaQwvICSKo6NE1LQlItRq18B/IBAgBFRiZIak8BBuArU6XIbdl/dYuFMridJBrzy1n4XSQI2gBSleNFrzWyjiWQAPyzx6Kf6a25kbmIuQCxQL+qt9+EYxTPH7xSnqvJynm6RdNOmk5ETswPZMAjfkXGZUZoCl33sv0mrKmqnv83IRzx3YhefJH6Ke0CSkBPPfrHBbkwqc07ChASR0X4WykrOkyKf2R88X5l2/Hp2XwnNhuRtNQm7azowu9jM4GM0JoH3lGXuiaKSbmYAeKNhr0op4t197rSzYV7IGFuMxpwjVospFZEZBa8EATxo71nHHTh99GA6bppdeQIoAVbQJDWv3Kq+Uzn/0soo2bcTOyIQOPjjSKGj/ta65DHJdEMXFfKW8ggg0hQeYh7xoAI3mKJU6rkWrQ7MRHmWcOkZ3m3HGMLpodOfnQFQZNOMLp5puuKe95x20STVaO2OcW+yRkNZlg3tg9ukK2Qz7qZetEhVfBQ8qJGCBv5PXWpfjMFWsPv1O1X+201qOnmRigkwrZ9zxenhM8swC4CQDMwIiZWp0F9e9nSAHTEuA0GWqMILdHvT+mYkbKXaGMYmCOAQtVnfjoZDkJv/rnUBvDgY3izBdW49w0+IyGD0cLkWsvKGecCTBCgzIBvRqDxf3jHK6h2Aicu9AzmgAlt8VappZLhlTZ5Yas476EZbFPpZ3qFvbEZK8TTb68bn3d2HHvqcNLbYqQ9uoWuDc5RHXgIwUopj8hyRyQ4IRNRO1m9VlV6WOblnaYbz9iSgDzlMYPL2cvmKEe3UMJ6AJy3pnObmrwiIaRESn3y8rhCNvODiDPiM3V4MC+GL2gL4aZ1jiMvJuGls0yl/jwn5lDKnYDEVlXzWRTqxJp0Cg50do7JYCC0otmaPSvMHDBDgxZ8Co/Dm8ru4qv8wm4yVvKilWrymf/+m/Kju279BmBDp3JnKZw6OueZEDyxQU4abNxEbTzzLoSffieSCL0/Bt8dSqJSV8AnHaExSoePJW097DZIK/biGzym15/NQDpt/z8uBCXjoxXSahcVUY8qwCMbEhc24Ebh9HFPX1dS7nWXi4L6SrLfCre2iGRflTtPwqeU6p0/WQ4tsgEsTUATPkkw6Xfi0AfLpj0f6bCiStqHnjfRphsHCRlVAc+5Lz9+wHJE5uIfSLw1By5tffUHJgRTpZ/KAEpfAmCzgYVWh4O5yb9FM8itL9pF9vOtpYbly5GnhGZEQo0JUixcMl6mIEtU8cAZI2drjrNeIzd01WrrvbrKYL+pDVj1hIZ+7zAXjszrf+T36lalEr7pF0dn9NFca8wOXJz5HUlVMHm4q58IpsW3NgBYj6AzwJbPzYeO821p/m2px09utFPadPm3Yi+sfYNTGkiOigiedK+Eu5QQjgLXsPZzDYZCsU3le7BYWUl6sLYz+jiS88tl15+JpyVFCw/k/YCfyUtj75SlD5vgmDC8ktpy9qRzb9LYNni1r4FOT3l5EaUrQctX3Es1fA2djMw9IrXMMQu8bJplD7BJjRDe/HFFeV/fu5z6IqAdrXIZJdfTerdZTSeU/wT8BiUnGUjgSLyGIwCoMT0gpU5yY8s1M9gTWU/lIFDMBWgEJekYpWsWXAISIw6NSLdYOnSK8u73/42TRyvrctxjjQrztsxh/HecJ4e0cNHLal7qt2TFCK9X3lWeofHmP3VDWYxBo43tGxVxS/ZDse+TEdewYzbzNHRRsu7lQh/YgRV7I8mrMZsgLRAxMwQkFiyw1mibPHzgeT/ASabb1KxiroH1bykCo+f9bvYTgq5aWuGgJXkKI2Ih8K3QTq+1EKklOUv70TV/oHShtMlrr3mwnI2GvLzeGtAmFiRiw9t9/os9DAOOaEURQKTNLCFLbBEE5XjrPxelibPYyVaBrbaoY9+vl8WDdPH4ut4M8sCX5ubBLIYUx2wVQBXAZ6fzYmR8RzSgvVfHrg0I/8WlhIBSY+O14Y1tJUdKMi9//6n5VMaD1A6F47uGRPh9EXtWzSDst+Ol+MUqlFaUXO1FThRdjcc2IsvYdLjmdhQMS8BFLn2Oi46BNo7P56b60CzT0OKrG+VAZElhQzgb2Jj6q0NgIJ/8HBfT2mFB1i+HIXgE4RsWqRi4N8YYVy2/MXy+XvuKR04insInPbaoZwd+MsEMuE/8QTiGromJcnMpUq61HaMo6bElryR5D+igzuAIqTw+HVP1NM17N3J9RdDwjWYeHn1VZeW337rWznRmnBYnlo/nnxDpziHSG7HMap1oCwBg4U7VPgZcuPbnDOAub9YBm/iqCj8jVFrfsSHXfKtnESXa7FG0MzQPi++SKWn7hhSPKF5ODOyRviyM/3NyMIPJqFzJrzMNKz7MB6goNvZwW7gwoz/exhSbt6YiZjk43ZGPEgdMEQGtsw2aVAKKG1qHmLKEHLY17TX6DSFEHUOsIUIzDRF01rK9UuXoIXISZhgJL0o3FLNeyw1h1JD/8qmzcXSmnkDmUF5k9TbxBWzy/WVMAX6ax1qvp+KwbwGOL1WkaGjOzE+ffPi1o508sYywQkfV0YxaI6dwMZ+kZlZa4V4WkD47BQ8/kW0mjk3rUqe/MkDz5X1G3aUcePacFDhFNSLgU4D6B3OpXLARwftXzo4cKwsx1FFO9sPwYGNpMfLFmLjm8YLECSUkloBUVWMK5PNjks9sRyaoZi4/XXUEd9D0zADGTTdiYNuzFYASOzU0IIM6xogcS0NSnreWBcOpBEV/cuWryhf/NK9ZR/6LxGQWDaj3aKoItvWJqjFfPPzcnSHopGi84Ol6RO/6n1ZTZB/S0e2WULISCpBga/UobFD4Ov15Ga96vJLytt/8w78ziCM0yuGwDTmqSgD8Kk1wMfHkhl3oiComOEJGGRhcN9bYAUosjot5yFM+lsmkub7tRdSrvARm/lCFH3xTlVGPf/mY5zrZNPJmJJDgnP6ICWnYYuFotLz47k8p/YD5rrpiv8eQPJwPZD8qjmyfSMLpLWCzbIQQimBiKQpiuKwstgRrkfNiA7sCO0PlZm2nj4jVO3fsPQCnJtmMDpKJGdNNNt8SndwHmMBqhHVxmhfRk2L5lvShKyPuh3/PAlYIagxifnsJzqZa2aqr/J/MucSdETRM6zqD2kxXeSpSbYg+wPHfdVf//i1qD5avb/6u8K8SAoc2lJ2t6PJ24+fKhu27MbJr83l3NOmlqljmzHHPZhjNtxnvJJmGkwgRtPAjC6+5LxyGRIfhzUxZ0ZLLOXAFAKZRZBK+wYxbkUazHr5T+sUPkObbM70VpU/NuJh9kWispJ/yYmYQwhgAKOjaIbfjNqzDO8LJoIlxWTHGWo+knz5iy+We774xdK57yA2NCNsiCdywwTwkAE5QZLj9/ZwGxwDFCNqVbYzBy7Hv9eHplbNMtCL1vpartwTtY2rXcApCD+LfsEau+95KZdfsqS8/Y478LNPWFFHh8ONpRcRx26mBqDJHNv1NgpMMVaM23fBHpAZOQQdUFlLeBh5PlAq1dxYqZGt5kksbp7mM98MirXxxhPa36RrJEOiZiJLDIavZzXrY0a5AYmuDF1a/1ItpjUgwAr/WMqt4DWZ678HkOoZ0old53IHCH3r/tVHVdSOFANULkI4s8lWVYqAAXawhQiZEVqIjECR6LVXn1fOQaj6MJLIjlKLsOKbYCRAsvffxw6HBgrB8P35KifUs2StIJWlL/+9Bqwnjj+BQFeXlvG7VSR/nGDWfEk1Ya3TAnXgbbmuMa28p24RuCPh4P9iqPVwdCIQ1cDKwibPgQDY/ge/pu2Cn7QrNQ/MzdkJpnT/gy8o+jZ+ZHM5Y85EdAuA8B3BGeN4vm7kfL20rr3sQG3aRehndPmV5yrpURuKESn6reQY9i3si4juj7xflo0QpKgYqHD0c/wupcSfuaEISDbpFZECICp/Cf6jY2BJjazQJ6DWaVdHyDxv3OB8rmFgFstXrCz3fP4LpWP/QYB7s46JonuMfY+qJEoNPAAoGEe96WfRsGzIkS7Ayqxt/0ywcbAhNma1UHxOr6Hih9yM9YCE33lsElnJFUsWl7fdcSeAk6Yxrzms9A82lN0dB0sPnpsMaSKPWmpBac6K5aULeVnDR7SVQ+he2dKCjg54jpEjR+O0412lpbVV5RmHDtDfymJdpE309pbWNrT8xZCYy8fxzn3dXPQEn6juCxxkuPI9txIhClDsG00DLQorZg7apqr3gZc+LAn+RHLAOaERo/WyCS4FI0Cnj8pxSUvnf4jJVvMfVesWZ+cyaMubqKGaQCF8BVwQaUtnZtNDzwXw8Tb2GR3kIY4I7W/Y5gm9bul55ewzZkEocXggwOgIHa6sx4J00aGrvJQEmTBp6kHHP1uwKndjoLkFhH+MjGJivkDH3+vBtrapaz9ZNwWchUCfyBq9XK/99VrAkszptT7xiyaa33U8e0pQMgCFsWYQEsCZXsuGx38NdHTj3LeHHnweXQJ2KSVg3uxxZeK4ptLTM1hWr29HaB9gtATN1eA3amx2bhezbgXOmi8CRR4ASDCxSc72LpJKkaTwtsi35LnlhciQKPw1QKKsWHjtQ+LnDUjNLIqtwIjCzsxpu27FFGI83JDLl60sn//CFwFIaPGBHCtG1o6p40EkM+qMNcuGGrRV2ereXtom6gSArcoxBEM1IGX+EZ8/2AefS++x3Od40rUrMwyfdZIpbwF/CuZwKGT6qktgst3xm5gv7wdGMgfw6Ds7u1CSQyAegsLb0ThEckh5cdnzZdmyZSgiH1NGoUc8z7hjUfXsOXNKV1dX6ejoEEj19WG/cKw6DBP76sAB9DTvL5MnTRLgzzttHo5wmuYoN1BFruiQC9MdjpEAEoBPwEltHGaY3d1hmum90bFDoJR7yb4lmZuUCQG796NqAlIB/6oMqX6jeiPVFqPyFwRbqQBIYGRNqHol0m/lndBvkGYbo2l8APgpkPT4wqqt6GcEMILP6LrrLkDS4ywIJlBKWp/o7kxbtWYIVuS09gCGvCdFQ2iT9r6BsR4wksElCNR+D+3HzSb1S21RBxG55/lB74LXAIba+0+cO/s9TOMrG59vlwMT15O6Cseg7O3YIOETqIor+czB2LwV4pKhnEWJCbL6G5/fNNz9wqnR7SAdxuTJvT1wdD9XtmxrL2NwgOZJ0yeWvUh43LVnT7nokrPLZZefDcHnlUzfzRj83HRUak1E72LNmVukZzSdV54R14aMoQIlsh+aZvwMkyHZK8ifUZADJssQmfJg0jito6UZXR5j7s0wXZnP9yvyTwaDa7O49gUA0he+AKc2WMaQhhbgFhzbrDMTCIRWVucHt2rVvJN5c2q0rHZy2zVjzS5Qj42ZJjVfTrBNZ69NIa+//T4xB8H+eA+6HIYxSxwK9vKLl5R3/OZv4hmYb0cZHypAOtQ/WA7iYEmaYWPaGstwZmTgmoe6e2W2tdHJzxlXZMvMMh3+lVqSIkBWOA/nBPg3YQ51fxIArRfHwM/hRWTW22UfshnZ6UN0HpMGLUmylef3OsJrxWQu6GdW/3Z86fBO4QX3PpWIAY4ySId+zu3/kw/p+I1V7cMQwvhdwhSedwqe3AjOvrVmZFiXWbgWTHnfEZbd3wOavXoPomkd6IHdWq65ZlE5E+dUsZ+RZ8L5LLRZ1QeIpkJkx1rZWpg0oQRATplA0xPjvjVGajmXNYnWxjXfjzeYJteS5ntKDyh24DWJLzPy+Aydgwp4JFPwfe00DH8QFzPMCgu9GZozg/E9IxjaBBZiC3kSYvzIjajH9XMYIMKxq2uF7MSGyNyTBE0PXepP4V0eesl78Thp+pQefOi5shXFyiwnYZfNC847rVyyZCHAwGNSDZzAwII1FE3NlHTIUHFoPPesirC/1gzzF32BvD0oEzSzo4wi3m+TzSkhLBthG1wCkjKbkanfRDAJn4lWReUfXgNCYi4ZTdFlCPvfA4a0d18nxghAYttaAmkwu3Q8G5Bsjtkk8wypjq1iBLx4bd0rkK/G4r8FF49x0Bowh8jNrJIJOXapm8FsxOqOlKsuu7S87U74kHgF9XOyyUv3BW0N9bQEKLO93oH9nfgrWA9yrWhukf30HMIJxkg4HDV6VOkDC+rHv1T4TWCVw3HKSRN7gOPZlNvlGH61FzxE5z9xAgRmuQc4u1KO+JwSSrWp8M8RO8pSLaqXksrP86IReeO7gpSoB1fIrZz6sX9+ZUCqB6NYMoGCx22k43uUzCX/tJPdhjgDSudrOdGRB/5hMgahBahFgfRsyM+kx40w04bj3LRrr12Ec9Nm4ja0bwOZhWwGClVDB3ux79wOcbsmTYv5MR0eyY2R6B1etxoTsjbXtIqdpB1s8ZLeH7MOAAAgAElEQVQjzj8a1bVefj8333E2sP5uAdTCYvXtPwzA0McMSJWmyU4AdYtvoaixGl6N8hO+yIoRuMWEZT03S17GpMFzUR/V85ip4Sx8lYmBnzmUoTzNpL2vPPTw8rJpy161AL4G/Z4XnEZfwyGdoEuG4T7UuL/OH+I96Gy2b0Zjp5IJxaDxRfDC4hu+Iykuak0qLUfisiWFu1EyygZAUrE03geG1ByA5Ad2oSyflceJkzdbE/s5lq1cVe65597SDhNmKMB2iMLNBjTWriWwZbhfwKZWv15whcOZkKhr2plcD0p5b71I5Up5NFZ77eUOMFPSM0uQsInpxhBDpLlMbDhSrr78snLnbbdacjgnKg63cmGAx05mFqgOllfXrUUuGQ+q7CpjxowtIwA2mzdvxKGVE8pZZ5+N/LJNMtsIQj3I3yL7nDd/XpkR5lk6GfKoL8kzmZAkt17+PQ98v/8SeVTxCh9MhD3YY+KDpY5pBvy8zznkLbJ+zacq08Lh87GnFNMncJ1fxWSrN3O0XrypgDJ3A5HdaVza/MGKRNdCGHlumg79U+QEryMRZRBCwqr951ZtK1t2HiitAKMbb7q0nDF/Bs4875MGsWB7SuRrENJQsg1AnlAKNX1QCV62Vz0+j0so4Ei2N6N2eGK8HY4JeKa/1PwKfObLFRilZOZiRYBY40ilKvaTIEVGkQ5B3d8JfYIHCXBsJKOEnysAMEarT6W5kPPPB6n5oezcdwFvrIumw3k16evxXAZT0ya2ALksguNqLHs6+8vDDy8r28CUxqCL4ZVXnllOfR3OM4MvZxgEimfDZQ9q3ssbkYKmh4n0AklcCEsWlNYovZuzBSBJmRGQmBjJtYxDPiMPaSgVDhhSM/oXcawERGprrhEwyjk61TziZ5hsy1e8BB/SvWBIqKjXePPI7HC0BpsVucS4dU2CFddFbiNLSoNcBGSCTtmQ2OgjCVY2lWRC8r9wfHu+zcwpwzpjUMze75dpqc14uFx9xaXlztvfIpnwvrKfTlyFLEO+F/zDUAb6B+Qf8hiitxU+RGd/C2r4+rFvuO+YgGiQ56YfpoMqfeJMrJFUUzwnru+mambaaUbZUlDYqNZrXuMKZqPltYJN2ax6cmfUFYCqiGqQA6Vb6CZcB06x8+h/KSCdyITqQ9teigQiYY03t4CoTrhkKzvxPXtgK/OUE0SBoyMTArC3ewjMtN1l03a3ELkOhbJkRkdAObVZhW1pZ/qhEhwzoVJPpk1ge1aCJI2l/9OG9EIbrARNGphZFiu33ZsHVDoohi210JV6zTPoVwwMAgOBlZFDCWrBEtmyIk1FOwzTZ2Sg4QcMEqbvjtLoZQsMBT/ew01SmXKefANY9Tn/nlf1ZcLRmPeNkYccBIh5LbV+Sa0YKcL8NTS1ln0d/eXRn61Emcke9BJqK5dfcSYiMxPBpGBqwEzI1h1VAzM5Zvh8sWNFaD03Q4P95Lynv0PJkwFABiQnRvJnFvD60MgB9z5Cj6tmbjLOuZzQFmwd6GkaJjDWvCDMv3wFGNK9YEhoo8vfBZjYmNLINMei75EPhEwTzZ+P6fTrMitqEbbjlQKBok5O9NkA4ZhsmqWSRcmoAc0siUmCvPbhsvSqK8sdt71Fc8FX6Nbg1xE4vGXeSDkSAH39THcQ4JFpxTE02rtMnuR3ASLXw+yG/yOb0eqQWdbtBy+Z59XyYPkR0xHc+/e6J5Nk1Y7FDgZFhRjXEmMklOGa9CZqrfkZxyAs3eGj03X+XxlSPVtKH4wclQQLlYK4gZfCukFPFTURi2ELEdrGDeUAQvvPowf2ZjTkH8HTQXC89ens9Mge2DxWJ/vnUHPH5uUUZcr50Cg3SKDR43IMcS8VbMqv5A0SOGWQk6mJH1g3x0kPzceNk47ePBInM8G5GgKzEDRtAoJZUC5lg+c7tKqUnvA61eiOAcn71CYTLiOTPm8gvxLHZPNHJlGCoKQi/E16Kv/ulaYQ2mZXTlDuLEugfw0h4/cQj5qQqXlOaH28m1p1377+8rPHXoIZ0FnGoL3qlZf+WjkNp6weQ5kJyIr8SfIJkH3oefgwAar8XRtDP5g1CcCDIcR3m2zBkNgzXZ0FHPywyYYWtpwTMCTm4mjD4j91vtSzcxN67c1OWFKCAwZgspEhtSNTuwHN/aXpBUoEHwCq+kH5tZxGOVy1UbyZE5C0EaU0eB+yoABxvFyfQ1bzRXpprIRTiYaqIJMn88NcsK/3MJhs11xxebkdJpv8nJJZAwDBTP3hPCrPY7XssV6K3hkc8q8pW/ld88UrcA14GcpQCnOgjMWFTN5rZWB1KZKIAF6rcobwNyqOAZyV1wu21oX0gxEjR8KEHO35saDFnDlhUmSECtjCruvyfTT2tT1+GSC9FkOqWElsbk12THQWyFHA2QWOkbSMqGTYP5Me1c8IkZH96PT4zKrtZevOLti6rSguRAb2wulYEFSU8/RT1oRTuOD152zrSBv6c4KBWLC5bvwe2keTFqYBRZaMjX+ycsD7bK+pRSo1EO3XYB8yBcPss48lGEvqBskIeyzZxKLWiKtaC3Fy0w6XqRYbRYvNlcGcKEQdm1QCnRonBN86x7pI1Do3trmSWZmF0MJkGl2voe0ktDT4yGxvoBoUpTjXS2OYGppTCoeFUr4nMIuO/YfLw48SlPaViWNHlCuuOAtMCWfaI3lyGGrY7BOgOUCXK37XqSAUfj4IHVPaAQYZO1IqUDLw1ABJPsZkSDyBRFncYEgcGxhSk1rOeocSfGRm6R51z0mhh3mycuVqJEZ+GSkNHUjibLH2l4kTeUQK3fN3O/UzOqXpD5bDW9EUShRIkKrbBl7/eCHBqXrOVI5iC14GySWfDa8xb2oY6kSuverycsdbblWUUX4rCQd9pfYlcYWqfJ+QKRtNDNVrSo9nZrHicp/I7WE5bAjlzp/5MRV7eyNpv0Xxg5SBfG16HV4sjIVN1fhcTL7sOnCoHDrUXXp7u2Eiol8VLBqu/YKF88vo0WNgXcPZbusPr9oU5t9ZMG125no9MU/JHObntQCpxn4s1J6X/NlPnu9RhIzaWPstNIEYkQee53QlW1JiFCIxPFL5ORziuAFm2hgIuE6UPXMGajvRxRC30pHY3NT8T0AUZ4xz3rjR4r6Zsu4qcUfLOMt85uw9o9diPAS6IYjiULhb0ZOlESdP7Ifzr/fQodKMkyio6ZlU5haf7v07FCzBx3RboHQnbRhJgL4LLjDJcvDpPR6Ll9x03Tk3Zin2gVlLUEA0p7b2pOV8/HX4iySIfi/nRFaRdaUAh9eyoAsxBSLsH8WNJI2Y+BObIfEpx+GlzcyefHP4UTR6XB/sorPjSHnsiZfKli0d0IKt8CmdV049ZQLe0avsYbIpzpVkxZipextEnZxZf75efdj/NRkS52yQNB8KCixpGBcbgMTESAlxmBbZ8E6pDJoIn/XWAEBatQqABIa0hyYbI0zMkyJgc26CIVUObW6OyENKhWzs5/s9j7HkWmHNWfiKTmRFuUf0OpUhQTcYj6QDk+GaTXZNIageKdddfUW5/ZZbxKhik1mJMueO/imxsuOZMaVAIXeymZCBEAOPUZ8XX9ZvDMM7idj7hXPBrC76XWkxUArkzaEy1p5huxkUVYOZsuCZp6UIeKBAerBX2evcJfscG4+96iqjxo4us2fNjvub2fPKPkvQmCDZ5Li1X6yENbe/OkMKVpLMKHxC3mUuAZDWFhWnNeRz3t1si8LdhGiaG/JvggN7BB3Yr7eZxvCy6GhUq5NgEpiGCV1MceSC04YL2i9U4IS4xEB4JOrvkKmP3OZ76fNA60ws/nD0njmCVPz2bdvLvvZdZdnzz5TdO3biDDccsYwNxdYIFOYmJJo1I7lsKEKpjRBmOnF5llcjgEwIT0ecugyaWXEz8px4Onx5bjzf5zByA6IgPrqZi9Hc3FZawQi5CJyTzBr2UeA2Z/ugXbxOBJlQMwF1gqNgPj4CCUsqRhZgqJ3PBc/PVbJpQTf+6YsA55dS4cTm04ZLALUJNAygtK9jsDz+9Dp1CZiIgwMuu+zsMvfUybhQL+bMzlUnA5qZGSysnbNmUPcNppSmWz0gqVOkwv5kETbZWNgL3QGAgkM9EhWzIFTMQY9qkM+sfTEkAdKX0ZwOUTYwPTlTyYjIetRXW7ZlmCH2K1XMyDs8CakZSpWVH88W81gLKpgp5b+8lvLuQlalSDBW9/yiyUYwP1auu+ryctub36x5s8L3OwkU9V8BVxULzr9ZEdgks0rM5Q5ACjamlfZUxf8F0lqt+lw87WdH9LiHua/JimjdDLKDJ8GR2e68F37v6ekuHZ37yvad23Hnw+XapUuRtDnaoMsKPMoAb8iCagIS/WZkRCLPdkscB0hOljPY1H8dz5ZSaE01LUz8Fw47avcI36pIVlnYfg8HwTyjTviMdLz1tk44sIeXG9OBTSTWkHw9rgVNNTqjySCsNTiLzuGQ+NWNQUssBGRNbjin8dowAhrnFi1Kujo7yr49u8sBTNxBsKL9e9sx+YeRb7OlbN+2FYDho2tUR8cNLYaidXF1soQxzBMIshUZx2TtpSNw6OiFwFPg1PcFkR6eKsuTLviz/o6NQtAbymgRNwOdtOwdhJ97oH1OnjWnLL74EuWfMGs9l0QbQhrRrzAXK1U211oBnKp42VKXTnUnC8bnqLUNEWZXwowQCj23naFajbD1DVkEYDi69x9BS9iXy5btHWUcQOmqKxbBpzQZz4t2uPjsMGREy68jFqIT1DRPYhh1m5XPkMBkPyPHSxPNRdZm2BhphP3Jwg4j7N8kFmPg45Wl1evAg/dV9AoKZNXql8vnwJB27d6L3xH2l3nHOY9DMrUx7BznjOgIJDX6j70aUC2gE8ga9cMQ1nj1apjfunjsI8mjKVtNVmO8qlXjnmAFFO7XOOwYSqPIkABI9C9pD/jzBhDLv/ap0JeWg/egHfvmGSGRAowcS1I7rwNju5RzhYlkNiWTzvWQq4URvbheP/xDfBRmgntjIjKONdqLPbRjJ85AxDFOGzdsQCRzT9l/YH+Zv3BBee9//a+lDWUtGreYJD/KdAdjgZ4Ll1JkVKBvIB/y8PMvAbzsxBMFCTrnN2iIIdSm9HYEG5BMubnZ3UXQmBHZtUIj/A0TrrIQ3KOj+ygOcQQz2nGwjB7jQxzPOmOG6KDzaSix3CLWzlL0QXPdyIrRnxDaur9nrofegzEwtYCtbAe7D5S+zs7SsXs3zLJ2NCbbUbpR/9NIJyIWkeYYs1+379gOM2SLMnvdM1k7W+Oo8pz4XAENAuk6QZNi4vKGBjSYEtjsS6EZ4LmK+aLAKZKiHWASxEtiXP0I544aM668+7+8p5x7/vnWJlw8zrNgJLPUvcEb4LchhT4Ih+L48eORuEizxIzGAiniqk9WRZ2WSz1fLFlobyucNKW0tgJ6r4V9HnwelJl09JUHHllVXsLBAcNhvl1z9aIyd/YE3BsRIW4QMSUaA2Ygki0KHDVlaHDOVxZ3Oj2D1+cm5ekyESaHieCDBcCQ+CxMjOSGTIAIs81MxsDEYl4+cyM20EsvAZDu+SIyzfdBEeBcOn02WCnfLyXCsTqVQBuF5mdc77g6RUNDtYF4IZt2FgeJqnTE8QypAmF+Vm+0XLvDAdoLQw6HQXCXXntVue3WNznIolIO3c7TZ5+IF666hu8jhcL/wjfEEYqNycttZWCTzpUSmicREGbn+wQWpwdwfzP1Bcydlg53HOaCplpP36D8RTt37MC/nWh4t72s27SxdACAeNovEy9Ho3Hezt07y9nnnlve+ra3BnYFW5YStClNH6EUCu8gP2mAPMeYgJQJdJZi6x1/92ZJdBYQEd0DnfWdSI8HoanB97I1uxx6/D3KQfahU8gyJD1uBhi1jmA0DQ5sgNExVHCzhzDpnJzFnHbJbrVdtG008UykDPvaZpm1hKi9Ng5LDLgGR1BwuLcsf+LRchATdARRAD6KHHS4A08q1fLiGmQsu0AzN27cZBOrKlUOSfB62icswYhpsZRYQFM9VtosdVH+PQXKmreaYlOG0LxUIGSEFri3vOX2cstbblGGujWZ2YxOl8UrSsnHx2ki9uDsoR0A1anTp5cH77+/rHv1VdQ3jXZYHiYmT2llD2O+l2Yov5Oh8fhoHSON17gxFe3B3/iZRpiXNMHI7GjGUnj5u5IhwTmHNbeiOdtg+bcfPl1eROsSJrJeiRo3MqUjQ9h5EoIORlxfwmCD2+slRlgHfscxJCi4gSgrysTIoXiNDIls6ThACmczZzqBgVNIZs5q/9WrX5FTe8eudof96eeS2RYbRTLhzG2KPOeYjEk1ebkLYs2ZDpJO5OAtViiUpdg20lNSMAEWofkNEASNBF5rCr7epFNQDpfrrwMgvfkWva58uhAW80CDS/2x4UYQWzZH2TxJN6b/J+RNPYIFA7AyjqJLwhD0knLtHtfm2FGaUjyOiMrGaRycM8p6X29f2d95oOw/uB9tj3eXNevWl1chV11oIzx8+IgyGkW8kyFvc+a+TtfavHFd6e/tKT/92U/LFWB6t956Kxzd7GYZbg3iBju3pzWV/jCCoySBrp66sH+abN7wpIG10odkQ0ZQbiIjbZ4MotwfarsM1QblVJ0MmFFXX0N5dgU2PcCoDYWANyHp8fQFU8GsUMGswkuuIjvgkYMQZMIO1yI4VOm8Iguz5lv38H11f4qSpJcOvsOlF4C08qnHAUg7tAn4TKT/tIGbRT254MgB4TFBMNc2bTIg8R5ODuSPli5hiEFcX0mRk0kYQxy+tPa3dFaOUaEhTSZfV5eTxsDz8ERWabfYULwf3nvzG99Ybr/zNi2Unj0dROY0Wmh+Y6V9P5yL27ZtKxMmTSx/+PFPlh/+8Ado8zoKn8O1q81Hs5M+FBsbYi8yVQyEjsz5OWjOJFjpSGklQdI/BoDCHHH+eBx1Y/Posq8H7TGGTS3DRs8ERW9Gct/Z5dS5iL6hI4PYR/xzCSUBKQIfHHygvH1FGQihkOGIaZprkCfWN/J8vaGIsjUSsDFfrlohqLjq32vGhSG78VpTTAmuq15eA0C6F6YFOkaqH1INkBIsXUqSGffJtCIMHahkBsIxx31iLxiAbEp5XSWdlgCZRWZkMSqzQLoE4l38vVG+rCNl6dVXyofkN9vkD/7ge4jlpEbk9DFixutzszNXKWTP20ZssREMne1aRmFtWtC3qhv7YjcUcFdXf5l50mnookFTu0GF0IPI9SIIbdy8uby6/lVkfm9CusReJGD2q4vArNknl3PPPafMmzsfvt9RZQiUGjuIrnlpTXn26SfRc6q9PPrYo+Ud73w7orCXlz6sW5WPJtixM70KCEm2GNQxpujpyJDczjOdcTYRtBH1fF5cyY8iS+Irtu8JShGuVUo4ndFkTEHLoMsgsMeQZ7SrbEWe0Si0Tlh6PQtl4cBWDgbRw4spc0cL4I2ci8JxsPWEHYIct0PE/CJ8uZVFmBViaxTOw2gIv7e89PTj5QDMNNlPMlnYdgGjgva32cVay0YsEFqcwAaWyab9ztW0T0XPr9lxyLJmguiSRhH5XAwwJ36lDy6dm8f/Pa4fz276SmJ5tLz+9TeW337XO7WhuSnlqNXfDcjJwdjtgFm7NDsnT55c/uqv/rp865vfVMkA50pOWA61msM0wS30/s/MVh39aC6o3s9+O7NQR6/Uf4qbQkyQf+NJGs2ledSsctIZV5bmsScBlFoKTx2Ze8pkvA99zqFw3GKWRyzl5qHhadNAY6Ayq0pH8BLTQnBPZvTroFD5lxD25wbHzwQmR74MllyvPJpZju7Iv+J6rnp5bfn8F7+E1JJ2aHIzQUUxZarEdQhu4dwW1gtAPLZkUsq9CWUi0dHchZ6Q6EbOmBJs/bO0fnp2hFP2p+YcOj0FzwOwb4AM3XDd1eUtb36T/s6vDNJUZl6dfMnfy/dRYWsgateGlAgoDoy1GTLOan8C0sBAd9mxdR0sgQ3lQMcuvdaFAzSnzphb5s5bVDoP9MLUascJLRuhnLeXHrQpaUPQZTgsmQkTJgGATiuz58wuEyZOEItiZ4HDWLtD/X347IGy4oXlZcO6V8v27dvKS6tWlvd/4H1l3sJ5aJ2CiDbmgfgr20TPz6HaSW9Ts6bo63xI0o0SyvTZ1FCe5pjWRhvfG9ud/I4L24qKkVJT28FkYzlI79DyNHxGm1G1PxqngyxFaP+MM6Zjxzm0L59sbGR5M1SLZixKYdXC2AnizXMCIFWbhppU3JPgNAiGtK+8+MTD5SCiaPQZKfTOQk5GuciQFJ3ipMC3tW+v6ChZgIYRhIQbNEP1VaIH/ia5FJaEJqwiVTH2YD8J8s5b8XtlJhIkko4HpU82xe+HUZpx5ZVXlv/ynv9c2tC/xv1jvAZmRl4HuXMxhkGA7E6A6oQJE8oX0K71X/7lXxDVGxEMzfdSASs+L0YR96TrPSmblU4AqjYkNzp/sF+mwufcFNG0i2veD+o/tHVKmXLq4jJ83MmlDcGKKxB9e52SJ7uVQUEmB30ttc00VItoyhDWDNE0J9hawbDaXX219TsDJD74cwgZLhMjA5C8Wa0yMmFPc4n/GsDmVr+ypnwODGnrtj3ydfBB6K9kN8lcE4GUZCT9QYE8mm5zklTSKYty2sc8WjINSn455IKgpc+bGR6D8pBshUrhabzpQxqCKNtNNywtt77pjc7ho8KXYzlkRxpDElSVQ+kuDTxCqakMB2NltK6RJrVSOKzshsJMo8P8sUcfKls2ryljx7SV6dOmQFamYo5byvKV68va9ZvpWVfJyfRp08usU2aXKVBuY9HapI0Ha8LUot9nAN02jgKMCOiDOAanH2txAAcvPPvUM+rBtBpJqAcOdJYPfPD9ZfzkSfg7Ack1eDGJsgic35TpK573KmePYf844KoS+nQ68nklzPIXRTifZlPmGRGcdIhfzXRidfYxRFlYm/Yso2k7YaaBLr7+9ReXhejZfAwPpXiGNC6XiRtMHYIrRiZWRIBU9bcRyj6lWEotltma3BGqFreGGMQk0YfUt39vWfXzx8rBPbuQQ8N9RfbE0ywOQ4sg2iIqbR/SPtBS+l3sY3J9mQmUEFMTxo1khpQ+A5tZpuvBGgRgdhrqS0OnhKaQxoYPAU9QMgL7I/xi5utFFy0u/+19vwOqPFKml8shvHDp3UutzGfaheccO3Zc+fu/+/vyv778t0grwCGQkt9knZ5LmylaWOczZRBBbEUDi48ZjKqBhfPYmemaHDNk7UAcxgBQOtI4ocw+46rSOGoqTIHWcvlVi8qpp9J8IyjxfQ7/6kmCDVK2NFVVNj9ZEK+NSJtKSLjALh3hug7FPROQ+DmVrsS0Sjo4NN6DSgAA9Mq6NcrU3gZAYsdI5cJgAhU1jWd16N/PrQhjpEvUA0sqlVTC+p1gEwBT9TgnCMjd4X1hZhU+0OAD9i/lzOLIBJaygEneSEB6481KRBRz1MRwv3EOeD0yxsEyvGUEcuVw0AH8XsNgasqrh/GoaZ2q6G1yc4wMGHUiqvz4448j9WFrOW3uLMjJ6HKopx8dAThdzWXSlMliP20tbTjZt1X+v8M0kynt3BPKwueuxfxz3AQkDKkXju72jn3l6Sd/DlOvszz31NNl0uSJ5Z3/6V0AQnSJEMDbpBbhkNuC1gS7ZFK8Ym9wXsyGaiZbmieeA0+Y5FmMw60gKiAKgPKpk/YrabPzHw9x7EY/o5dYm3YQof22csON55eFp/sQR5p0avTI+8QmQ/qtW1PwOtQ6ofUYGeCqKN2cD0cw5KNx0wsEpUwU5ZMNSopPxzauM4AQ/0tPPlq6OnZr4Rgq58al470JUSKHjJFSoNKIfWXt2rUunKR20amhhsUqA1y+wBB4jd3hZjlptW3NuILG8IeYQwsuBV5GnSQxQK0evER4qA0JSP04Z+7s8nu/936E1cc6WidW5TVJ7KopniEQtj2lrbWtfPWrXy1f+tKXkOuErGSLdJgAZlkGI62sdSgBVbBpn5R+807QIkkQ40YadTri6SzlHJLx8Dngn4EftJy55Poy87SLy9ot+8pIJLxejv5Jp54yCddDYAG3UFhdD8H7JCv3vKTprdrC6K9OhcdNyDVuYAkF/sY8L20UgYK2jYcVY099QGf9y2tgsn3hS0hRwDFIWne3zpAPLTK89Ry8lvyA/B5MJ1i0Z937IlmYN4dNunQn5HtqfqQA7wR2UfKaYhWQyofEZzhc3gAz/bZb4UMCGLgkA22aMbd83hblwSHYAABuQ+JusmzudwYeHA6BeYb56ujcjxA8Ulw6OmVG7WZgB4qaOXSTp0wsEwEazKSeOm1GmTRpisCLR1yrdzkfy5taPjeKLlk5h85IGueA8jmIfdLbfxh7B/sMbYL3IJ3miccfK2eefWZ5y+23g0ERgOxAJ2Hgs8rdx/YzIuacc+xqygNN/zDDhvz0hVWQSQq7qaHByIKcOSKUUPkVxFisGRWuFTOho5jCi+/QlAf6hriFyJYuhPZHlWuvXwQH9nRoUEaLrNsjlqR0ABuLXuz6ha+xBzv37Ew3GLmTQN3v0h58HQupNhVoabK/o6x+6rHS3bEnwMchZjq1aWdnLgeFshPovmbNGusv9QUywHhbBm2WjRkbPEAlmUo8QQU08efjnslObD2oNXPMNe/g+ScYOxJIhnQaOvl95K4Po5vfJAlLRvLyGgK1uAY/sxupDc049ufb3/5O+fznP4d0BvjJYoPWnKH2vVnzc/6soSIX2xotnj2eNHxj+lT+77jnqA47xEbp6ztSZs89vbz3A58oy9buL0+8sA7UfWy57OIzyxxmdOM0E7XaUBkBrxmmq2SOskX/IH+OvLYwsWm66bggMSQ3NKuBh4HJI/QcWnbd5H/Nug1yam/eiuAGmDsT8lQ6wt0Rc+FWJDJgKwana3GsBD8qwpC/7KOdyidZVL2SSNl1b+5wRG/iae4AACAASURBVIeSTSWREsZ91YQxtbY2lN+47rpyzeWXS3E3AzDp4+I/RrUoswRegpMKgtnwvxG9kCDT+/fvRyb6HvQN31d24ujwHTv3gAF1yyc6fsK4Mm3qVLSpHa+0kEkwxZrBrjRG+ukwt4qgKkBgoNeJsrHXPc5IdgWQ0z1AVsvj0/v6j2jvvISOCnSUP/74w+Wqa64s1910k4BRHhSubbVnaW6inxOfS0jnfMOjx+gqYVQTY6FTu9YHOLWWQaneR6Twvpgjk9bwg7JMbevK+QaHYQdC+y+gUJYZ2AwD33D9EoARmNFhJMx59b0RYvWsIbzl/f/Jzmob32ZZOHJPGJOoIIU46PER+F6M7gAk+JBWP/N46d4HhqTKRPq3mGWK8DEcfsIXgiOE81B3V3n55ZcFuuz1Y9wxW9FG0c/8JZynlvnqy1AT/x9olECmzSEQirfLEZlUpQ7wcg7wN+YVnXLKKeWuj36kzJzJPC3a4iHc+Z2zJScMC2AbIIi79P3hhx8un/nMZ6DNYJ5ovuiv4fjoW8i5NzPhiM0Ta3OvrFnNTcyBJkMzFWPI8oyKahm8SeMxv8zm/vRf/HWZf/bics8//gTAtAPRvwnlikvQumTOWIwH51nRBJAJaIe7rkSzjG1pKKZRmC0FpOJaRhrBkCAHBKVh4Ry3U1tqJKbU7E5qDj+QUaxbt1FhfwKSGozxM9FUzsDkta2Yj3DKzyylZQyXHMgPyaxx+eP8Hr+1JtNSNMqZC+UemK/nVEAg5lYEwNdtRte7G5ZeXRaft6iMbB1eRoDpjmwFCCE6xsgvx+bIJnyfeIY+VBnQRN+xY7eSE9v3tCNHiC16h8pUnzpjpvpkT4QZNmXqZETYRiqlg/JNZZclLErh0PzBrQsZ44DUpA7/JRkhn1U6DN7m8hGyGgZeAEh9hwWAr7z8StkJJvY0Im3jJo9HJH00HNoOzrjVkAMTgwDahfPmlxuvv1ZHWREQHZMg8wpA+ulzqy2aFTjUEC1BKU+V9cF9oHaheZUoRzqNhe1EOcjzbMjPchBE066//iIcVQQwGjh03EbwQlk5iy3k8lOlVayhBkwaA+8X/iQDo4L88i2kf8sObTeH54P2H+wsLz/zZOnuBCDR7AjfF9kGE+ZY0OjaNFDPvkNiSAQrJhqGDSZ6zV+OHbFGF+SEE57LJkElvU8HeTyL/0AJ9N+qXZeCLQ1f8zfp5wA7fpSANGvWrPKhD38QPphTlCyZghNSrE3oQADD28OQbY5Mc3xfuXJl+cQnPuENhes6dd8gqBCxPGHeQ5JFKQSzpvSFefgBomFm0HktNqtNlDCiJw3GZbOnF3bbhz9yV3nXu99dVm/cX/75W0+UFa+2I8I6El0Czihz5ozD/WHbKeXAhwXaCqRi4UkbZkrKaZPCcWYvi2pZQkQeo/A/YSfAhGNwdI2yYdOL1zAgbYDJ9mW05N2pFq8+0pomPJfUSYGpPHQ9Rn3jGQW0mixuKCRkQgwmotvBhPFj0CwfTfQZPeRbxCgImtjwWCsCKM0btWvGs8nPpY1nAJMZLH8Qa7o4hmE4vOLcct7Z5wh4WuGgpoN5BKJch+FE5me6ug/BgXwI3Tx3I4l3sxqzHYFlwp7aE8aPQ2uYUWXSxEkI5c9ELZmPGud6uarBgQK1fpafybJHQKKyI9Bwj/CkX1k6SsY1g/T6+h+vJZeIpoWM+DDSZbYo12vnjm1lxcoV6N7RV7YhK/6IlAYFLPxnAu0j5eZfv6m85ZY3Yi6Z5MwuBpxszqPJxZCHnmWmtv0TFgqH0ikkmWtkxzVpc/xdUTak8VP7YqbdXI3RNLQQgd/gWhxVdAYc2EcHwYyGwD+kDRcUIb9zO4WW0IxT+CpAsiDmPyWIxb/sq6QtQ/QVQ4ucDWpZObuPgiHtLy8/90Tp2cdwrx3SPmrHvZYVrNJluWkHkdG7WpqHKQGm57lJuaHdK0e9uwU+9gf551g0yq33hL8SdLlZ+HgVLtUAoFpwaiQCkvxE7Hs8CFNtKgDpA6jxWyiAymvWInY18s+NsRm5IzQ7CEwf+chHZOdzg2UiqZ4nLhJKv6bFxeBqpk8lifEcfCibc9agvrPZiHKYJLQWwB7M4e233VY++MEPYtpay5Y9A+Vfv/dUWYZTbrlpLgEonTpnAsbFlADG8gwSymNLFlKVjShioY1O30Mj/RpkSOGb8FzU/D7yI4otueMAN9n69ZvAkP62bN6C9A99Lsw9U2SzTIJ1dU066l25oJ5QKl3qL9OnTyoXnnMWlOy8MmbcSCk1R9piLgj8AhzNhuVDJhvBMtglbydAiL1GxoQBNDcPR03l/jJyOMFuPMpjEJTBmh/qQb1l+96yB+yXPqE+NF0jaLfC5Jo6dRpqCOeWk+fMKaPHjhL4CijCmuCN5dNleo0AxU4I/tMBA/g7wY9gJDcGkmc5GWJAcsbbKS4g1Z7yflHyJHxRTORmveVqZMI/+/SzyoPbCT9m56G+sgvtgtk1gAMSJGmPHoHfamR577vfWc4+6wxl3msJwp9kZSJAgg8JA3ExLE0vDsBe/qqpmpCRbWeptXgRMBEWPYJNsAc2D3HctK0LyXg4HeS6C8tCnBXPYks66uSEFiuqUX5KgjWyVLQARLJf97vAiP9VviIDVPZTkpYOZ1mV1SuqbyEe6Oosa597Cj6k3eFDYkTQ+S507vmGNgX52urVq1Eg2ANACvv6uF3pXwJ7/NGQRU14/JzynZiUfzMF8YKmYKSDNFlJ+h34d7I42vu/94H3l7PPPks0Ww5cgnb9uERXsO/hlCQQUUHQQf/hD3+4dEOjUjNnyxebnJ5Dz3qNFXHzOhnUT+jcpXDWC8ioLLzZ9BYCcYAYr5Ogwvf0AQgvuPDC8sk/+kMcPDkBEtBYtrcPln/69uNlGc50GzdxdLkUGd2n4ESTo0fAnln7Jl8Stz4BnjIGvi8gsgJwqJj14vYhNdZFwQxKqYyd98ODIhywGFpe3bAZTf4BSJtR9KnPBUtSmJ8f5FzYFGfoX1uIGluLjMRd1OedvmB2+fXXX1dOnXWSZDoPsuR8VnMjwGZ2epRhca5xKeWtKV7ge3GwlmsHFYYgy7m1dQxAaQQcw3vBfraqEyQzpffBOU1ZGIUk1/HjxiIC1oxwPXxBiKZOgk9o7Ljx2Pg0K+VLEQPK443SZOfnubf7ADwcL0GI4MX7yxUQoEnnnkzomG9lpTMhFntFzewwbmVxY8G74OLYumVbeRG+o/Xr1qG/9wE40DuUmrkbx03xRONjimJSE/O2NLsH0F7lCrVXGYGouw7CjI2UDfXUreGhZ1YRwwOQKLC2j/M466rWqB6gaCph8glGz6o2rbuMpJl23fkoB5mJNCOEeXlDCBvFSLnIVhjBehyXMhjVtlgyIm0coj3/JicnH4ygaG2UnR1diOnmavwMm8M7MRIxnYMdZe3zACSYbHYzULD5XMj0jRyUioFB2OlD6u7ukebLxLRkI/WmTD0e/Ko/By5V5hE/nyDAnzNMzDkfAbv/fe//XYT/L5DJxkfweWPWrtI+AVAUmm3bd0iD9iKp7UMf+pD6KbOYVwIpjVfzh1TOVs6JfEz0C1XhBT2WV6jG5mrjtBkinxIFWFoePxG4ILiDmN9pM6aUT3/6bvTFWSgt3wi/yA6A0j9849GyfM22Mgqb6zIcvz1r1jhcCD26tXFZaEymxOejn4aDcGRXdW2k9/zHxMhIaDSoaxZtsnETibVSnsmEYbKh8PML93wZ3QlYhS73rELj9iWR1QVIE4SVikBKwLki+PXAZJ6EtrJvKLPhy2MJUgZkIt5bmeupcAzWyRwt29r0FsFgwbxtBGeg1NvaJmGzD8ehlivB5DbJv8IKghEAohnTpoGdzQD4oOkZvtgyhwqIrD7NWa4vc5Ho7PfE8V58Bo+SFobnEBFmvE/HMNGfyudBBJripHo+7AttR/wfnegMChB82Q53ACDZjh7eNIFfegl9sVBqtXMnUmpwn3EwEfm+oTAzN+8GS+rC0UsCG+9brt3ZZ55efuvOt+AUm+nCGO19vSuUgFrHACAfeHqFTDaCbLYNdTKaN74O6gvHtUCBwTYsaCfOD6QDe/MOmGlIerwOYDR/Ic53GkQbComr6TOzGXhjZtlaQycomSV53J7EtN2dgRrvq/cd6Uqe2PRvSTOkr4EmnA4VBCB1AZCWPVV6OvfaZOO96WRjHhJLRKSlrLV4PQLSIfREYoV4rGnFAk5MZNRgtSuDGvmFX/5Vva/2vPVAVA/KyZCYaf3e974HLWMvVeo+b6c8EwKRnsVMh180QRll60Jkhc/3wQ99EJGWnYi0taB/DQXXR+rYnDAd5xezqHM9uFu4pwUIQiOzFWN5OmCtRMRu47xkk9uIlioEDpMKQPCHf/RJmO7XIesXJ2Eozwfm2+7+8pXv/7wsX7sdZsaIsmTJr4EpTcC1uq00pKF5w2DoqZDkKgB/Yk+kMNlqpiNBhuMzSKseCt+YCc5SmQ3YOJ+DU3vT5m2BshyLm/jrc/RlhGNXkyLmjmcEsI5Eh5g33XwtfF+L4MOCWo02MPJpSnTI4kJhpjNcsukx6GHkl/Icygkv5cyfHUo4ishfW+tksOAh5Unk85AdXbj4wjIafqExY8eg3ANsIr7SKmBLHZqYDPfLUwQgZVIk79cDpcoFbKQJhntSiVNJpM+SbXSycwbbjHD/qGUOIrR0XjNgwMZqrNrfDVNxM4rO1yILexs6YrCs5FCXZYz/qARGjBih5N1+7NMBXOuVjVtxqCUtLZrXx2CGtpXzF51dXn/D9WXG9Ck6iEFGvraPGRkXphEJnOs2LC9DHnxqBT1Gmrv6ymvTZWonCjQjVM7xOdaARl3dSHpciU6PACMeb309zLQFqE07Ev2MfJqFDAHRcHWGE3ejIHPRDQL1gCS2kiCkeweGxoILT4O9aULxd1b1CyxFWblJ7SjkswzCZFu3/JnSfwBH+cRGo7blM8relvDbMOH3V155pRxE1mkT6730N5uRGmOaO/l7JSIVz/NDWQ/Wffdm9Wu1r3Qg5ysn/s4xMu3/3f/53WXp0mvkQ6paX2jMlDk7nckGaZp1IO/qAA4IpKB8CCbbVtTntSJfhbRcDbFoWGnePR6BTGTLprayfrCwyJg1XsdrBmA6hq3vvbGUCmK01Hu51XuhUd/3/veVt7/97fKFuA0wNz9OxmjvLV/5jpnSaISkL1kMUJo1HuvWLYYlYmTjTSaQs5bNkKgNWfHPbGSji59H3E71EwlIBFNG2RpxPPiW8td/cw/aY2zCM9MvYgbkNiS4R7QhMbfgfwRuyBTKLU6ZM6W8/a23QKtPkqlIFqdeZJpPfJZgpjFwLNK0yrFKOZUcafpo/jC1wCadAvhyZ5GVNYMRTUC0rKvc/5MHkKQ4qbzhTW+ys1sOb0fH8ogmNulnMbpUM6OPLIrFGWv0LbldswtwKeN0mHBsBJhUqmTNWi7+Y7cLREX5mT6ExXYg23o7TH+yn/WoZevGqbc0HQ/A/Ge7EROVYHbaj96z9OmNGjeuNIHV74DPixZRS1sLTjiZgm4eC+HCmVdGIcHXlgZLXTh6PkM4zjE/g4Pd5f6Hvl6G3P/z5ZBtNgoLT7wQnnKADylRipucD8Y8I/uMnn9pu5MeRw9H/Q18Rmg7OzAAZKbQxS5THY+KZL1YHgIBKalavjEc0lpQm2kyMbg7uOn4eyy6TbUsNuWf65gSJ0ptaV1+MtC1v7y6/LnSi4xt+SjU95pOPmpwMiQLszz7uNcr6Jtz8ECXQ6sVYwtHYDibJVuhQS2A1k7W6EYHuzP9nV/22WQUIQAuX6+uFXMRr/MZyTLe+c53IsP99ZGHZCYgpiffV5gnFECMT1EY1BURkD760Y9CoNYrUZLhXCdWmhVxg2SOZ2KtfWB05tbGbVDgxg4TRPs9gEi7yVm7CihA02UbWc5PP8y0O+68s3wQUUIxbZIXbCylPzSCKe3tK//4LYLSLpxmMhp5SqeXObNHlwEU5PrUEitDOV+oayiHTJ6lPOD3Jvo16GhnfpKkLhzrKX18DoX2GUHtKz/+8U/K/T9+QD/zqdzuKtgNmUuAsFwCUmyQE2yQRef9GsyMW8pIRNToD1HtG+fEKlzXF+BYcP2aZMeWQCozzbMAjAXNNG/NmlShCAXf2joOvqMd5fs/+EE5BdXzS8EsGaAYOZIZ2WZIlGFOBp9ZN9XmxrwzIxsLQbPKYzFgNgt4wi+MBSAQEeDkrsD96TgfgLLYiejjmlfXlvUbNyNitlFWAputMUWGz81r6BRd3LsbxynRrUGfJq0MsnjWTy5csLCcjGjwKBzB1IRsb2pK+rBawe7or7WF5SRI67wcqbx3mJNjpbeno9x3/9fKkB8/sUxMUIvED5FFEH0V6mQaP/00BCOYaWrIzxYinTDTRpRrliK0Dwf2MeQZsemItgmT/DxjWhR1u/OvNVDiRGlRw0uhdfQgHSWw4HltnWDFoechk1USHf8QiO2aNjve+TCDaJPw6ovPwYe0BzSUR31yUqhkQfsxSdzEvh5Z9ZCyFhm9HR3o7aI6t6D/scDJkARGnE/z8fxfTHL1kn7PKQ9ypSvVM6H8Ob/bH+LNL/MEi3QHznlnG4c0URWt1JSYHeR8kSGR6jNBjrb8H3zsY3LSE5DoM5N9H9Gx7Jkj0UiKpbWigHvlRKI1Bxp09TD5t2S28lnKvKZQGYA5r2zodenFl5ZPfep/KHI0QHovNhE5T43Dy9rt3eXvv/FYWbsJTd7GDS9LFs8rs2aPwQL1SYvaB8KHZXoG1xX+Djx3A+7H4lCf0ML3cexk4eGU12OFpycmvxcAuW/vPjFN1lcRoNX5MBiz5gin46rAFz8z/YMrPWniOIwNvaFp8ojhGKB19WCTMpzxS7iyOXO1v/G9AmuzcbEcbcqQDvw8DIdXjhk5AX6ZV8qDD/wEx5RfjOTCaxWC1xHb9O3g3kfAcuh64GfpD2K7ZaUdkE9qjelS5ilReB8LbHmKMG5Dn5F7HSECCrazA75GNlPbsnkLTLLd6pR6CAdMyoCUb477jnsF0TdETPvxmW5874NTugX5UmPhL2KO3JxTTlW95CGw8j1gRbtQ6d8KgLruhhvQYHA2sriR2kHlKSYv175hoD4MHXjhaOVgefqph8qQ+x57TgyJA1bqODYDwcjZ2LSlKRWNSHpENG3lLp+bNgrHWyPpccF8FMpCkzA+whtZ8xgAxXS0af1PGy3MNDuTc0v5ZzEpmRPJfMx+8p9bPwRQ1l1PPZf0YI4E6jpsMwJA2rDyhdINhsQokLwKHANNNqI2J0cmXyTQoXSEIVZqEgOPN6I2bs1XWAFBDWC8Z1/rq943VP/3E020Ez/rlqXHypvRiuJOMI3qizcSYNe+XFnOmqVBObIJCH/wB39QnnvuWURnWAdnJqDyjhAQAQjBgxskfB8ufyAFpwY3cPDBfAx5bV2rh80wLfvv2EmitSI49kMYT51zavmrz/5lOfmkkyXQNm8MHBS3g4MN5UmkivzksdVIF+mEY3R4uXjJgnLKSWOgncmUNMPyRdjMBEPC2jXhHm4c7/HpJwo9Nz2duniZZlGW/NBxQOct/WmtMIPTWDCQmLlwQKketSG55LhU5/4utGTdZbOXY9FdnV3s0fmzdo7bz0bHcsI6R12Vt5C1RaTZwT7XoDUioXj0iHHleYTOn3ziUZRd3FouvvQStAfpEuAwHC9mhos1wndLGWfxNUFGcQq5MTAMmpE0X3HxZjiXG+ArIjveAyfzhvUb4YDejSRGlHOBCfHUW2X/43MywFXTaTZJdtSHkpXBvh4Ep/p0SvCMWTNV8a+2NEiLuWjxkjJjxozy4/t+XH7wox+pA6pSbeBnO23+fMjtG8vUmbCaeA+tCZk9H9lEhOtpYPYX+2txML19OO78h488K0ASSxIgURvxZ5pG+I7FPdg7pDy3wkcVjUIl97XXL4bPaDpoLcK2QDYBDqaXPjJv4jArAlAkNDKvpHsrjZ8bs5YrI3gWKKrGSpvJjtWgSaoUVx8kmXMUxrge4U/JaZ5ommzrVyxTgiQpsrsImvURkBIr+QO137q165QGT0DyPQ1KyaDqI202wyiR3oS5efycnuz8OhGU8m8Z+Trx77wfGQJn9OY33Fzu/M073b4jvsykyO7MkhIESKMZBWEy3cc//ony04cfwiYfo3lnG3c7am0eK9yg+6TpULuWNilriwzzFlgNKsBZN9VutJdQZNKNSPkHmoZs8TIO/ZT//DN/AbPnPDjbD+mk2yoqh01zsP9oWbsbSqO9pzz51Ktly9b9aPrViuO655dZs8ZgrAAxeZMEjZIFRtkISGzy70FoZ3v+pUT4shMCE7X5HMwQJrC2YqMKdAkq8WWOHvMb2tuAhCgymMNehLTJMPVPwGjZ5v1ksKXSCjZkPZZFzJ47tTqh702b0k50vYarNcKpPXxYW3n2588gjL6svOGNv45+UqcIBCfABGLOEa9JkOVYyfAJNKxpYyRMhcI8RZgmKsbHiGwnDsXctGkzWPLLKBpfh1SQTpF+Ew+6+3AlJRWDKYI1dvceKl0w1frYdgS+H7XUhbNuBroCTINPa/rMqTLPWMJy6uvAZGfNgZyNwjHlL5avfu3rSNI8oEoB7j8C3Smnzim3/9adZfKM6WCXzEOk+Wi/bLXX5R6gPHJKbbFIVr//s6ew/+k4S/TixrZ9fhSmzj6A0fOrd6A4sQvtCGCmXXNBOX3hTNiRBCNqC36OdnkIbjB9Alv6i47vd2Rg0E7HItoc4YYIVqKNZj+WwEm0hqJvtiSnIgce9r4c7cGeWF6QZt0RpNJveWVl6UHrWgkNGZwSvLJA0qqQwkkzjU48Jne10W4OwfZxQHQSxh4Moc/jaRJMsvDVG8NaMcGC37N5m54xGIdv4vclfqUJyzExJ+rGG28s73rXu6oykGoXaWoMfPk8BCS2IBkH5+If/8mflB98//ug16NimpmlzSwMrrPnm34f5xYZUHMOxWLs4KC4BLhqq+vnSqACgIRNMpf8IM5CpuNySPnEH3y8vOENb0DfHPbaDrex1r2hdMMV8vJ2tBYeOIquhEPLUz/fiPrHdkSWWstFF84tc2YiT+lolzKzHQwlAvK6LI6Gppb5482fyZFi02HNikxqnnxKBtdkBFpp0DelkYT/Uc8kP4ad/PbR0QEPRYzM6F2olB+gmScFTXnnZjYwKSmUe4WTxWiappM/421y/huAdLqJ0gygGsRK/Y9T0orDOBtQx/X4I0+WDa+ugcmzFKkGpyITvEX5RyrbkDOcD+saUjInVuazwv8IwKkddWzbUTzM5Fhmce+AGdYJtjwYrUKYCa49yH2E8fVCtg7BgqC/iPti2tQp8OHNgik2B+Umk+C+eKXsxTVPfd2cMhXFuJMnTyizTp4lfxG7bg7gmblnli9/sXzhXpTl4J5sb0vzkGBHtkVf2JvR8XQKmBT3rBItQ261moodeLHsPoj8sO8+9CRe52CdwankSJ4WCnrIQllG0zbu6EKHuBbUpjHpcSYoNYrWpCWMcMxJsmlFOzbYFn+WH8gmGXMh3EiKjkgDjv7G/+Rc9uYwDvE1Z4tbQPy+LLJlpb/Bzg9l5CVYIfmLD8nP4ayo7WtWoh8S8pDymriOw/6u86LkMOnrIM6Xegp1OGZILq6t8iNyg0rwj2c+6QdzPU7iSzg/bQvFhHPz+H7G4QSsfIdBkgvp+/tet+BInHe84x2vCUj1AMHPUqMSUCk0d999d/nfX/s3gZOPtsF/vGYAa3IfEVY+VwxDWjQfI8DXzdnCPyOUMjuogFUbJXwEitq5f3g/tO173/Pe8p7feS/8CUhbMJ31mkFo+7AJ127fW9oRRm5sHolz30p57KlXUOKxFz6V5rL4wgVl1kljIThMCYjPiTHzBBIqNJug2gAcn0DFzyOWEv4evt6PZE2yuJHDRyoKSBlR1n08o0ava8QYAzTINjqQ8U//jJKEKYMCbzPDiinHptJU8P94C7yBINIApS5A0pr7qGuxHaw1o1MU127k7Tz04EMClptuvAHRvdk6p5C5aGKWMJV4fLjaruDzhw4CKNHbuh1teTdt2AB2/yqirAcwzzC1eCpLtCbm+Ogrk+8M5lgvTOcBsEWyrtmzZgmEpk6binlBMzZEZNmQrQsgfAj/Zp10UmFTNjZVbMZxL3xetoMhmzyK9Wb6wAvLlpXP/MXdZSPYGM01tkSh05wOdbLkBWecUW5CO5Wx8MXp0AY127NrZjACTHyNjffVq4wpO99+4AmMm5qP62ynMDAYRxXRTNtWtuzq1omyN+BEWWZgH0Y5CIXLFdlcQHiQSL+oPchWsBrJtlJjiNmE6WWU1mradJD0HO8vyhwbNaniexJksKTqSsnPavNYMBRdIwixGXywr8MwEza/tBxh/04dLEiBIxhJW2JR+TNZBUPjjEg9++wzaMUwOQA0WZSGieFZmOrzkST6CagEWaNYsB0Cqo0BC61LT0Ih6H3pqK4c5GEuMLGRY7wADf5vgUP72muvFV2uMZMK5/RDMiRqTh5UMA2JdH/9N39T/u7v/rZMRFhdrIJvxPKodzQ2aoQNqu+puaTJ+LzcUwlIWiuaOAalfG8eQKnf+ToARvtaJhS0MDTmG2++ufz+xz8ubTjAfkbhjOP12RVr/S5UqR9ERj+DDMOGl/1dQ8qjj7yIQtjdKAhtQUrA6WX2jDGQHfqUCKiYT/Se3rZ1c3nmmacRIdqO8Hw/WAIcsNk3nWPHUKhomFPGOkv6OJgTde4550nGq6/w6ZipxlrxPnieBLms8lfeJf6hYir+llfhDQPsrW3Cb8KxxnUoGtozNJ/tU+EtCU40p9p374dD+0FsyP5yC/0vKBui03o0IpCMZhEGeru7kcm9p6xFS941MMXonGYgYxDheh+75V7YatWC+zCCRmAhSNEpPhadN2bAhJo773XoyPEjLQAAIABJREFUJDEXsj7Jphaa9feDMc2YMa3MR+HrqNFj5W9jMS7BQikH7NctxcSWI2j2392HRM0JZdny5eVTf/oniLwBCHHfDih0dpxoAzDZrXAMtXXTy7CWYTLpMpjANXB7YoKUgEcMVDV0377/MSY7SzOqeA5CSzBaBjNtw7b9Ohb3umuZZ4QWInA2KjeMEx/0jxNsgBEyCCRcH2bzyMQnGM0JTEcPKaBSDC3exwEmgyAroja0vctVNHsymCXt1lnoisawXzMT2PAd6e0bVy4v+9ELhr109GRIfScAZUkFBY8sgqbOsmXPy/+ivsukwtTCMSdKZuYY+Xz1qFKBEt/g99f3Vs7nr3nFc/yCrsrkUj47CzBxX1JtAtKFF1yA8O/Scg0AidSd40lATAZVD038+w5oTXaN/PLf/m25994vlQnIiHZ5DSmqAUlbj85QmSrBTPHqcefcab84IiR/gxgo72/2K76ifZgKJdhgMD9F/RAeXrRoUfn0Z/4MPZ3GIc8FPqFIPeC4B8AcXt2JdhlwHA+FoxT/B3bYhkjhYHn0cWYsoyAXPqULz59XTp4xipQX96eZdBS+lhfKd7/zbQASyiwAfAO412FEg1iAK4VExZSU1eharr/1lvJbb38nIkHopMleSJxvsqowrUSOaJ5raWze1ExtLT9nSfNn89NzYeYbbF0fNdjo/cksdW06jvVp+eWopDjEXXA278E8PPDj+7F2Y8rtcGqPQ68iMoxumFQ0v17duEGnfext70DiY5fWSgW7cX3KHItwe/u65ZTmfmLC4rRpk8vr5p4KUJimzo8EK2X9Y8ytiMCOhlxNhRKeigZtI1CW0o9UAB4wqmij9q7lnYC/C4CyCT22ma/UCqY5eux49N3eCFa+HXsIeWTYY4888jPk863RwzMdgRn4PNyzAQxrHzoS7N67x1U5jDzK7yik1jzL90eF9o0f/UyvD/KI3Oj0+PyqbSgHOYBWpKhNW3pJ+bV5SPeGQETsxWyAplJuyPA/ZcmFjpsmtRaLirC/wvPOoUgTzQLtzc5KYOVJ4LcWAAdTFxVh4dllAXBiQPgihU7fka7FzFCWheA6an0KbTyclBgLsHfXdkwKT8wojrSwShsa02iNEC8o7COPPIKJXKv6scWLF6OwdUpV0GoQono0A9JoKzZkUMkwfTpYa36qYBpa3JrJFwRR1+KGOAh/1xNPPI4mcWsUPaFJyezXyy69VCyJ4/plDCnNPwLSXnS+JHj9wz/8Iw5H/FwZP4btPnyuHZmP8pgIqJiPw6FYuF/tEomOCGyaxd/jQALKiuGmMua8GQXACarxfvpRyArwAR48MHP6zPKXf/nZMufU2RBkhPMjeZKXPwxZ27Cro2zrOAjPLjp4EvzoqG1oK3sPHEGzePRp3oQ8JfgtLzr/tDJrJkHpEEoYunGyxUPIakbhNBjAIFjCADT8YWw0Vny6VQ2/E4TNxKmoWrBBT507r4xFj+hWbM42KJ/hbSOkoFoRzm5BmJ2h9gbMfSMOEmWuGnNodHIxc31YVCpHNMGEfhJKrRljskKyKbbckMIMR7g2tMwT+KHYvoPV9dj4/X1sAzIE6zUGgDpQfvTDH5b5809Do/+rUSe2RTVtzBHah46MOpJaY0B+D5Ig1UaE18PrTF1gOJ9jm4BmfiehxIVO5ZmIcrWgBIUO8N17dspvNAWsaMaMk8pEHAYxDvVw9PmoXbA6K3Cfcs9xrRvUo30nehxpn2C8e9DuhAxtOJr9z5u/QNFHOs7PPmsRLJBGtbfduGljeeABnHqz9pVQYD6XkEdzjYIiaOdRZPv3AZRYJqScde19bydST/z/1+57GAEoCCg83R19jeWZF7fCTMNRRQCjG29cUs6Yh6p9hAHxDrEMOYIjKufMUGtQoak2HnkjHeM8iz3MOCbm0abWkcGmsRRyJntxghnlEmjwbwAWHXOj88zRD5jH9VBgxZmtaYSr3EhkRqLAvq9ubZhURi8Ts6iGGln7gybxfJ/bRGDDYDFpV5M+fuUrXylf//o34H9hZ8NjQnwdcCgQ4VTFoYLBAFIzqT5MG9D3dNvQcGKy4RfNpfANSYjlyLR2pE9Dz4vPsLxjA3wBe/fuVv4I/UH8fikAiedbsbeNm7SlL8dAV59Gwd9ZWMsNxue5557PKelQUUVMDOcj2aq2rJza1u0+E40yYCejnDEEekVCfOSSQ7aV8idfDBZgtsCLVf2n8RJNiVE4meLuu/+8LDr/XIT+6QviZDqZkEm2m/fsR5LkfvT/R38qalTMGVXSUCRPHjh4uDz4s2Vl/QY4unHu20UXnFJOmTmybN3wUnnwp/cjKrdNG/UITDaCETe6EiXJ8mXii5pLcaoxH/4RBNyGI5QK94AczD6fjL2cdNSTjn5yG1gCEo+Fon/PnSptfrv1iLs0cNTaA3FvlmRQrugn4VpKqSkCxRwoKlOYYNjk06adVH7rrW+DyTRQHkIOEvvOMzWhtwdsDyZwo5zRPF+OYXW6Jfz57p4usaE2RA1potMZfdaZZ6Ef9lT8rRuAsFZgQsa1YMEC+RXHoU2JnPoYf4IMlZWLa8GKNGbWrQ2W7TgYYw1a/x5AXlsDFAc7YHCx3WVzKLpOTikvo7LhueeeK+efdxHMwdFo9o/zDzv2lhfRgmTH9i3lIBok8tlbUcfItrg0/9gXqx8EYDf+dgzjsDuDvjxqPTeHG/Kv338QLzfDTEMLkdXIU6ADG6H9a9BChMdbQ/2o5YOcyhQlyqzXmXzE3wVIsf4ECbCjVjCSVtrxABB1+cU91apTAmBfRUq4zwz179I/GJjyK5jEiL+1IKLQ0IJTNPgQpNW8hhApHeURQfNVDFoYkKixckQ4XhdsuhUKnYsO9bLvzKpVq9T69YUXXlDLTzIS+R9EHShoHpNprJlSzRyTq9PARaof8xBv0vvMQLibrVG9rWtfFHYe2S1tjOdj+H4CQPEmdN67AW1Np6Ljn2uHao7y+s8n+2JiJDfSt771LZw+8lml65PLqL2+0Mc+OQVcOS6OlyKhZ8px8ont/xIAch4FhCbYaToThMWZQjmJJ8T4rE88Tx/7/d8vv3HzbwCQ6Hvke5yTcgQm25b2AyglASBBcdCEosDrMAAyEYBSR2d/efiRlTBZmNHdUpYsmgOF1V4efui+0o5TUuVL5MbnKRj0d9AHQVkMk8knfOCJ1XaG/bnxvgFXv6s1h5ST2YECJlKkVmkCZP6X7gG5Fqz0asGB2lLKjCLLC9bIS7hHU7AoOcqZCIl3UEHiJjNPPrW88Q1vBhPaVZ4C42OElykpbCDY1ISMZ66X6sYQ6meBK/5xTVqxucaNH11mohEbAYc+G5Z4CNBxj1HI8J518kll2vRp8kXp4E3MERvoZc6hWglD7njKM3tj8/NsVEj/EBnYps0bEU07UiZPmKx+TZRR9gz7+ZNPwmw8pHYoVDpnAgjnz18ov10XDit9Gr69TtSPdgF09tN/i2Pjx45Bt9BQfhOnTSxNqG/rk3uI0+PgQh7LNeQr33342P7BJiQ9Ms+ILUTowF4MWgZmBJ9RA0P7ZD+YUIX25SW3f4gmlU8i4fpxQemARuEf2NGYVjjlWkhxUWsTlCazhO3MdlN+ckReRxGOoMBMcJNxRgTH+xqahpfuISgUZZ0ZBs8FctToMFp94twp/BvBwkDEtp3IGfAp+p7RJSOFgEwg4Z+zEJJFoP/jk59S/g6df00w7xQRkPQZCDLMno7owBjdQxtSl47NXIEO/6ZsHj21v7xZ/aOByn44OmOHQrvtQDnOwvKxj/0+Ih8jwBCQl1PHzvyxOhOQAAthZOkIX7/vvvsUaRsOAW/iJsB91XAlfHz0I8pPpsCAZ0t+EbyXmpKlAtWz4m98rjxlQzlghrQw4uwRSZB1IznKgZM13/Oe9+g4J7YlsdOb92SDtIaybR/8fHs6yxGAP8cvJUHbOkosuDH3dwyUB362AoGHXWUiUgLOPANnwB07gKOxN2r9xYqo4WWy8xHJhJjg14PeTGjjgcgSEyPZFpYsSmyJDlWF8UMRhr8zWyNn0EWAREe0lotgdLxSMpwHoItFBoPlklpgpKjk3JZlYAn30U1D4RieWBZfsKTs2Mjjg17SWXrpijD5ZrFsd2mFFTEaymUkzUwcT83noS+NJtjJJ5+MjPKJcDNM1kkh7JXNvCQ+p+rPuNgEYK61fEIWPx5RxOTLdrDqbjT8bwFw8Fw2AisV8hNP4lAAnMZzwYUXKV+KJvhGgNRX/+WfFA1krSXh94ILLkQB+FUSZWZtE7Co1Ll3D6E2tB8KYDyec9RopKDgofrhuH/d6QvK6xbORxkRpdJzprQIEo0vfO3RY0/Dgb0Rqfxjx+J462vJjGbioQlGnFk6ivlArsx14SArW7j4FDza6/mw7lnTgMUf19JYxuCUzEZERVSEKSMtUvq9vEZHkS5rH29X17zwSmIoAJqDx0aUf3vg2bK5A0KNE0OGo76nWc290KwKs9WCKMDl584v00eiWJB5RRDuQTx4K96nJMhwiFtMamDgTc5WnNQ+g+WzyCxmT+qZM09SEp267QksndZQDwr1fiReMkFJmzHgx4hz/D1DToVDr/XFReGCLlgwv/zZn/2ZTAjWNNX3kD7xc9xYZFdkSBzXo48+Wv74j/9YNV/NmAue/zDMC6ZNQu2s+iSaakIJm2cUGKVPCIRpErLkhEl53mzekAZ5vl8N9rJ3kPZf8D85h9FqFVr3djR8fz8OK2AY3KzLxJg9i7ahZcSG3WzmBbOdyX1hsh3TOWUEKPbFbkXG9OFy/4PPw6zdDm3bWhbDp3TyTJqjXbgrFCBPYVXXQV6Xz4VoKjZtH0y0Hjp6Ge6GD6sPSocBA25SgqXr/GxWiT2JZblaQaZeKDQnhxpYtNICHCq6QB6ZofaIiJBT1LFfBOohb9nYjAqH5jhbJZP5T5kwsbzy4mqE73FQKXwxvAjbP09F69kZYMbdh/Zj3HDc9wJQATCTkag4F45qdhKlQ5oKS74gKgiF1dELLKr7E0jpEjgEVtOJqNoepAp0dfWAFTEVwhaCfGcYUycOBdiGQMFOmGybkNNEBn3eovMEdnzWXiRQfvOb/1sKk1M0AJ/YOeeeJ7ON/ks6vjtRokM3S7MOXfU8Ez/a4ENqhjuBf5s8Y2pZgMMAhrKNbZr6Am2wx3d94t+Ord/Rg7aXI1G1706Pg5Fn5I2VvqEgC+HATm3CBVKYX4W4BCcwIpxIOxFgMBbUcpgiHj6WOAEgtgE2ANHIoFd7j8smFMaH4AxF4tjeoSPLX3zl/rJ6GxygENAJrCzmGVRgbyNaERbt3V9uvOC0MrMVvwOcaBoy3MnFGzuGDmH6XxIc7JxNBkDNxbarPbDb/wbh8u9853uiwvTFZKQtASB9QvlZg0vN/Ary9dpI4xn4JX8zUSKY0JG6HSHd2bNnqTd2MxaN4V+18NC4f/ESHBcd4cyj4s/PP/+82thym7TwtFl8Zz9qmcnS6Og5jgmmVaWXZObYhFNXEW5GjIXgo4ziyMtxlwUhm9mx8s9q0Z7aXNBniEgbasgYKfzYxz8GYWyWA9ZZwrgf2O72/T0I/aOxFwSR92GomVm9dH6rvS0rCnCdpkbkKYEpPfjgs8g83lrGoBHghRfMKyedhNNTC3Li8DUUPlDNDVuqkNFpbYK9Eagi6ZGlFz7MFK9lJFU+Hh+55Gijgyf2cST7M8Ou1yM1mea0+O96uwIGvKnn0gO0ySa2GQqL5ikzpZ/8GXq/o7EZQWgc+mCPABuikuzASR770RN+EO+5+soryulwek+bPlX5Pi4U5w2sLJkH1I2II1lPN1JHeCRWG/tQITq3Hf86D3SUblyHR4CNx57YBbcAI+hkVVTGBOqncYzR9xG9PIDqhjYowTEI7V9zzTVl3mkoG8Fc0qT75je/rrSLQTAfJo5OAKBOnThVTnZ2KR2BQAFLlqhQyHA5z4NUajotGsQDemMyAO6M884pDYjsyVxTkivdIpClq3773mMjkXvAPKMF6Gc0yCbsnDD6Z0TWuEgGG2eFOWcp82icYxTtbWmLC5DQgnV4iwGJYWeyHVGCMGtkBpq8VwWdPHlAW8jh8+yNzY3Y1zSqPLthT9nVxaN0mA3KRC0IHigmNWQzTLVF85DINa4NNXpO2rTPB45l0gH5nRz9cD6IhdVyMlT0ntr0Hhyy+I1vfAt9W2bA3AGFBbqrRkqbs2bGpK/ktcLvlj5/1Uy8YJN1lL8Wsq03vRAJRB7HduSGMNL3539+t8KzbM7FeXAxac18NJzYjKDjk7Vs9DUxr+qjH70LWhWlAHi9jZs9I6GYdp4IQYZEn1yaCLyumJEcQGzQzl7p9NFFWUKwI/nUxGl5Z0dAuW7azJEYy/A2NS5785x33vnlU3/yR8oAph+D2dBSc1jHXQf7yqs72iGwjGT5bLE8nog+JSY3spkakwsboIj27QMoPfQMDvXcUcaOH44+O3MRfUPtG04zEff2bpeCE0nBIPU6TTqNO0xTOezDjxlrleDjZmoBO9wkFhmDkWTYn/VP+EFiHGAkAJKKjvdmJUIqHCtsn0jraCAyBpW6QAZLh/Rm9B3auGGLWQjkGxFzMMJF5b/f9UHlZjFaxhIW3rIHgN8P/08HSkU6YK7T7aAz5uQwZgIlavG2bleTvGnIM5qMjOwmmMdMLXn62WcVWZw3b17sZfQyQrP+H37ve06TwXM1Ifr4pjffCkCaLwf3FrQmWbVihQ4f4By1gw31IgeJHSwZsaTCIeKS+anNsPASoItrqeOEejYdwSEEU8uixeeXYcNpz/AjtaDRkF//b39/7CY0oVoIMDoMZsQ2DxQ0hrqzoNUmGjd0TZOrRIP0Xk7BCHUGeDVgIqdg8iYAARvY/Y9aOQRDviIyorpNa80TFDcXPmSCG6YRD9iM2pmMcLgS3NqaV9LhhdiICLlo08p255SJAaTnJhmK1Fd1f250pr1zYb/4pS+Wb3z9m+pXPALJiGodG5G0NNFeG3BqjKueMdW/tx7QXutaGimGRabDvChWVd8NQGIEg2ez5WbghuV7s8G9k1rdXoJRNo6Z4dm77roL2rWjjISWGs0GXJiXAdZB8SgbMgL5gnDkEhks1RZMCPf19vSIKahBm+vYFdVjxwSsp0w2Khf61jj1kKomNvhixLTuoenDmIpN8MlP/hGS7uZFn2/7eY6BCe1FdGktkiAHyIowfjYZY36KQInCS0YROUNcU5pve/f1lR/d/wzMN8wRmNKSxQvAaOGfOAqHr9Yq5CHZpKysmry5DIgRRgY+DOb1wF6tE5+af+M16ZoIEKKoyQ0j9mToqsz3AK5sBsip0N/4T/46AlXMPV6j8mYZTPvWXeXxnz2iBmhs7zGIzgOjkIzc2oZiWjiyFy48rbzvve8uo+EMJgvqw3lou7G2e9ppHrkHPEGHCtSVC543ziXzjsh++2FerXhxeXkZ3R470RqXeUoM/597/nmIwI2Hn6oZQLixfO+735F518vGemDXl158ue6xbt16sLBe+bJc6RCcAs84DC1UVGAbylsHZdIdIDQnaMshpqnk/E+AY3vR4guwp1HsrD85IKKQwD0/efnYOYvmyWOuMgPa4BFhUFsa/hd+Itmp4RVToSo3AxebeQz0mivvCFoQwDANDGkiAInuaWkUlRcQKBzlqI7b0Zi9GUPd6LuEhqYDqHQLWILCrBQMAlA4Ti1I3BSOfihMzeeXNo+50A5x1E3N341X1VcypF4wpC/fey9KLr6ORLFpyI5GL6EMtdexpPzgiezo/8aWUjjrzT09cQwmhZrAQkChyXj33Z+x2alTJAyiyaz83aUo9YBE6n0Q0Y677vpo2Q3TbySc86MgQE0AEmYzD+A7A9UDAiisl8KtjHNGBC+iabpdzqN3uZJOzY7CYxJsmRtgHqq8l1y8WMK6F85QJvSR5bFz5W3IpWJ+Fx3MNmsZbsaxWT2Hy8tbd5Z+ut0Jmmy3QUBivpLAiEWpTAtxhjmXexiSJ/ftHyg/+dGTMN92wOwYherzuQAlJLWyZ5KoP58lDmbQ85i6pMuAvyonS1BUY796G+UnTDXhC2WqmouaIjuRNefvegeETG44gY7BMPt4yaIgKPFvmH8cFYDypr0CpPbdDJXT79IPtwPz5rBO8OWehuzqD/3u7+oI+k2btwJcwKqgBYaChbJCn/6yFsgLn3sCmOgWnATSc6hXp5CQNQ0Ooj83GhV+97vfKpvWb0C6APxOWKcJcIbfhFrD8cjNolm+bs3L5f77fyw2TnOMinoCzDaahmxpwoJpOrNZikNfEGWU8wx8tN83wF1Z2gxwhT9NgTRkSapbAZ554rRJ5fwlACSUo9kiDpONa/bEzl7Fzt3c2ztVkwizSkSGExf/krZmxnJqAodLTdkFagCkqciynYwCwSHM/9HG8bXlyBZLim8SUL7uzeWvYDd6Af4RUEs5/KTR6kPsBijrOG7QFDoLQ63UI+5pPh+fyPHQh4R+L4g0/K+//7vyr1/9Wpk6eYoYUp6HpgmuKHsCXk04c9T/t+8JWmIbFNrQDBZYX4+AxLA/Hbx/9plPo5/yNPUsFhUPZufqf4NxzhlfI0NSOQG04V04imgLNN5IRE9GgLm0wAQbCkEiyPfjQwfpM6GfJht5cY01JdZmqtPjd86rooxWOGrjwnFr0SBASoIt8nvQ16W0AFyH4EMQoSL5nd/5XeS03aCDB6ww+NnG0omDJVdvASDRD4X11dHQlGL2O4qoG/0sWlsWmKoNB83BJjxrX7nvgRfQXhXZ6TDfmKd0MpInKW+Vv42wQ2USYJ6YSySqN5nrGasVhoMsBuRfXOfXAiPOXAU+XlBFfLPhoGKS2RY6/LIEJCat9qKjwPo1r+rARboPuuGrGYQPtKkJpibAhA7sD3+Aze5YHrQdTnpEw7SJzQiZ7EuSu33HrvIq6tr27tkHZ/douB6mgfmwcyTcKNjjPLNvNVJcmJfHI4zGoZvAb6DWjOfk7WJBLoDxAFrXEnwYFWXrZDInpiPQYU6fYB8YF/OyhmO9h7IdbtS2CcjFcswbw+ZxZJE1joyiwfRmhHzitPFlyWUXI/yP61LiVHjL/YvvP991CCkjLAtAvgKq/u0big2sKIMn1xmwnnS/x9TbSV822awFYPLBZJuObpKTwJCGVCZbmPcaKm9ep5n4ELHuufzZ95f3YCSADrI8JfV4UPFm8WsGvBr4JUQYxPx6HT3SZAyFAHTDNu8v//TP/1T+5Z+/otM9RyOpj4DEL/qsiP71iYi+lwW2nuXU17vVm2/5vrxGCm99a5EEJJteg+VP//SP0QhrNhI1x7rzXtyrdt1kSV5wOrX5LPxik7Z1aNI2HHR7FHJRRpADwXnPc+RHopRjM/JEuuDTIUPKFAiF9JknpJV23FNrFWkPCJYLkNQLWWzV8ynrmTkzYboTVAmgOu8LwPIBHIl0xx23Y7N1SejkO0EfoE4kB9Jk68E0NygXKRycYkoRdVMHSQi6HN4U+ChpQbJse+dA+d73niybN+zCHLWBhdGnRPMWJ+TSjxSbQCLMa3C9IrLrDRBhfD2lmbY5U0iJZNSy7jn3X8y44l1SkvwLZdDvFTNy6FlM6bB8rPyZ4O3qBe8XMqljZd+uvWU/zC/W5rHrxCDAYBcypfsR1SJ3nQdn9vvf93sAhpEAjC61Bebd1P0RzKMDHQnuu++HZcWKlVKsEyeybcgMmMlzkbk9Db5BEobBct8PfqikSTrF2bCOptisU04BG0JPMzzeJASLRsF3Sh9jP9kbwKgbVQR74VxnSYoSUfE8Y+AzmjxthhKWeTBDzXgVhudOtHSIyXufSVbw7kkw2S665CIAkhmSz8oLQHpqZ88xOp1cOsClMyCJlmtOg3bGJAuqlJJvQFLNWmQ/iyGx5gpRtulIrjQgOcNYLR1iOYWK2tHaO8czoxQUAZ/LEzgxDGFLs0o6klWFAFUMi78nSzLLqgmSGcX/x9x5wFte1dd+Tx+m96EMMIWmVEHFihTT1BfrUywRW4wmJu99YkzUiKCiqKiJXaPRGHvsNAHRJASkWugwTIMZpgLTe3vru9be5/zvZVDyjHnvDJd77in/svdvr71+vbcDmqVkIXtXkpftm9/4RvmnL35JjEQtZlRLqBnuW6XGBsb7AppHsh3lDgc+GpXneBixeTioT9fUbEEwnXe/512yHzzWcUg0Hux6+RrANiM3Cx9AoqQEE3yOvGy33fwLMaSRZaoEcJzmdIJScrBZPCg6vl7zAnTtNhsK+MCQCAvc4Uz1apS0wbZfH4mxr0pIjLkWwDC2am531HUaK4gpyd1OHNIb3vAnXkiZdh2BahLCt/lL1fZ5q+5dKoCjtQU6SdXIXDlZw8XIAiCOoK/MgJZVq1Zvkfp2gxay+r4pTukpT36MisIpbkugNGIYvdniLDFLN6uocsF1NAZkMWrCWOfKfz4yC+4xpyqStmZWlaWpgd58mjPBnr2AkEGpBmOCjyvUVXeD8tRoSnDrbbdIdVumetbrVYVCdYxUwYKuI2e98jWSyalKM1J7KwEJXqx1KrS2SSC/UfE+pD/dp44lFP6fMFaNI5WS8rjjjnNyK0m0a2QGIPCXDreTFKu0STKPfcmNBEbtJ4+c8jxH7irT5G2fKlVv4WLFJd6nipJ0EVGgYypR0EV3uAKnp6gj7iH6W4DCZm2ADlnJJuBlaLU7ABUmh02KcZuukiZPfsZTyigBkldl3SzsWb1uxXbZnxA46GVKp7Y6RtR68eJhT/Bgov/WXcMu0gyuDVi2IaUH+xAASQxp/3GikkRIt53Wu5AuQa75IcQ1hRVXYGhqTG6ACyX/h92RQR6hBWn7YlV1GtA0ZtUWZv5uu1mOb+GxgbaiNOsBJlD1e+wuuP2/853vyI70eU3YZLOSrg2pp6bW8wdI++yoQU7lfwMQaDCL4tpbpDA5a+1vvsTkktSuAAAgAElEQVSkE0+E+/bcc88px6upHi7cUeQwVTd18/K11kVNPcV21ACJ7/7yxpvKRG0KUwVKk7UYKW7GY73sC5s1zzvxspH970WV5CAbutmJPFfVuM37ZkR4x7ylZWeLHGZKGXXXUMfOk4JkjNkm7fIvfslL1M32r52DGAMzXxheNunPBSpB8pCM20NoGU26BoBETy+7/uN9cSChxiwJpZINR9nbxyf1Y7SqIm4pl15+fZm/kCj7CeWpTz6qzD10qq5F3ivLGCxLRtcqGk1d82Bk1xowXz0uVJ+EERnBep9rNbzMjQw2jaXHC9mrt8Smbo2ifS7R5bSYxpaEZXXFkpQSmThOQLFpQ7ldlU434abfvEHq+yp7fOfNPVzGZhKMh5dnnHaq7nOa5YRJQAW76t+vKgvUI42xX69aLiNVGvcxjznKU7Vy5QqHBSBrqHfIGOyKa8QYDXPbs2tjOfKI/cvvnPFkxQyNL9/+zmXl6qt/qVy6zQLBtUYYVDm8pxMUeb2/0l5GyxblUJF6f21wYqAO02SeGktyXXWxrwPUfeSppz9VgCSVrcP6rbpdLxvSLtyi9qBApesWaIoZ6tnAqLuz+yKa+gYwwZLsQRAjklHuYHX3nIFuK4T37ltFqO213UnPbtObfQtQjH6pZey6wAKkpua1fu5NKPrqWNv1oqLFxpLQAlPxpBp7cA2SBlcxAhkFAaQf/OAH5bOf+QfFUcizJfrqkhZQSdPNsBjUuIbobZc0OLZbGCDa+aP7uXZOxo9j4e2wjapOKsZGQAUX/tve/ja5zU/ytRDk6TbGlVYmrKGqVXVS+Z5Ln0pA3/3u9ziuZKIW+kyxsGkCpd1S2YgX2Sng2E7wqK6ZLuGxESbieKfGqgGTNwXfuIaB91loLHAEi6oKXA0lPAxHoFful5pOLASul/K1v68WOO9459m2J3lOmQHN8VbNx4IVqomkEiRD2PUJ1AY8nEITYHKEcxeYqoD7NZiSrnmY1PmVD2wpF19yrUMCZkwdL+/QseUQed+G7GURswGJgdmeVCeoMq42XftivYPnrrU7b3NY11tdH9xUQgvMM9u6qYDEdUbtZ9Cl/PZK1gwpy5esUBL4g2Y15HTev3RhWbxQidYa58WLF7m4/mjd4y5t+uOV3HrSSScqYfkwAwwSsFMs9N8VDLtA1SHHyXZLidoHZCDHID1BNZUAoUnaYIkPghnBWqkksE7eNlKkRslGO3H8SIHRyeXEE46S2rej/Mu3Li0/v3m+y/hu2KyAW9nmSDgepny/sQLOAw46VDlq8m5WiWwAzH0m6j8khjmKeplE5d3yIM44cFp5ymlPU8LzmN6mnvGXLF23crMByfKEDaiuV+/qDJ7HOQhvrxcgBIBARd12iPdSN8W7BJ+VN2CWqB+ufzMkU2OEOtQtRYxY6BGHlLZoKmOfvTSVDURHtSF/qjEiLjhA1BOpzt/txSxf6/f2lgB0CHgSbPluAyRqupBy8elPfcaFsQifdyO9CkYWs30AUoCvGdsTs+RX6rX17UxZs7zLMTlWq8fERHlgvGMNtx2IyNe3ve2t5YknP8HpAOM0eU6GtK5dAdCLs5V/KS7AtUGta4hOP/9955er/+OqMl4R81MFcpPZfWQDAFRoF08wIgEeuwAgFgrPdXVO1vFiIVoeJgMtRZ3L58LF+4bfFPGAq4QZoN65FpFVNrmj5TB4+qmnqJPtu1wCo7FOjqHsq7JQgLRqvRJvteAwRrsZphNtk8jJ0QNMNTEZgLKxGvmBOVWBB5TElC7/4XViCsukdo9ROdzjlFoxUfMuPx72KVQCMyzLvo8d43WToUf/O6DE5wEfC3Xd4BLYa9pJWIw9amzUYZteH97ISbqN7eo+xR0BIOPGSzVHXdXiXzT/TtluljudgzAQjk9xNYb4kNmzlU1xjO2chHbw/gNyhOCRZuOmUwldmvdTuAwbHhHe2PPWKeBxtUqArBVgbZG8g84Tdc6JMgmMkEfvhBOOVnG8ceXO2+5U4KTUQeW1YZ/aoB6H7oTj5gECpAlTBUhS2ZRfavset8X/nNmQXSnrAoGvCeeo8ZTc1TUeMGtmOfmUMKR8NhNgJnvdis0aLmpMK1iOgTLd5FgZ0MYnksNW9V/vqFHTorZRGA3jNqHrJDOKIQmQZipOZChetgoLjm8yMqVZXA9L6kV1PRqZcIAj5TJJErSnaYCRMQLUNSqHIlYrhwtwVXbkwWletvZ+AAmmAiDRLucTn/ikA8YoYEVqQe+hQYtqR+BoHfCOK36wKA/2xOT9AD/X2/qlUb9oJLEkAhvSXcbsN84sJ4D0N+WJTzxZgDRBNJoOIlFhjePGChhfuqfw4PqwI1HQ7SMf+nC5/LJLFTmr3U+CMBnVF3XTa0KskMWied/BfekZYESEkfPMam6X15kTmgEkmj+wuCzHOb/+cOS1/owXMkXueTgzXn9v1Hgdf+Lj5DGkLpKyvSmQR9CjPgNDW6yFuEwR20NpmYNwh85YNUjbIWxKUudsP+qz1aSZ6Lw2WLARYOMYJZvHxnIpoCSmNF0BpTQOmD1XdaEU8DuCFtuAkqtJVjZWF07bONoG1CgvoNyv+8RVVy9SZaVdtmT55b+62zX7axLF8WLG1W/cBpDMFlU5866FsvGscykSvFqjVJphmzxtN//iJg2Ssghk99lMfp5c+KhpuNsPPvjgslmBj2tV4I3uHwepIyz1jdItJn3Z2NiwHyFPG/R7vdXAjV5XVHykYP84dYWBdQ3XpgVrtYwhB7o2utViP0KNJDcNNgUbHTMRo3ZsSG7FxAaFSHDf1RHgNcI/t9TGrhTPKVHwBx68f3mSGhmMFMMLsYjpw06L65dvYV+2a5R2LxG2iv4xLnjROtEUAajGuFbzJapaNdLVbOkhqo0CIE1Xom4fkEL7/UhgR72YvNYFo/Z3bDwNkFoh8HoI79LNhtMM2BmGvJ7noWb5Tna0BrH8HaMbTIWAtCuvvLJ8/OOf8u5MwmLbzV0dQIOJoZloWqsKRpZAarPh9O8hDGKwjcn2JQOSopi1UAk3QLA4NnWMxsjIt2L5KrMnOtG+RX3NnvLUp0jQJosmk8oiYeGC9Z+XKoZnGE21hQFyABns7mN/9/eyA3xLBk7RdS3CadSlYVx0DdS/2am5UsOcslOLfruulR85kxPB7VXFeaolAEDSmRyFhMDX9A9aEsFQEMhmW3SaCQvCY6TWOwrsQ734oJJ9Dzl0tu87qhMJtkPKYhlz73tA3jcJtwMja4Itxmjcxf5dbUdR32rMCueFVdd5bpvSMB1n9epNqil+tVzgq1Q1c2J5+jMeU+bMnuiSONhOHK5gL14YkhubeijDdAJGPAKugemoh7FH9kGpzX/73VXJvaHr897orc7V0ijYXGnAykYiW+r8uxapZIdqDQkcUM3H0kpbm+pa1Q+667ab7TLYQhF+qkDqN0AzSaEglKKdJDWM4vtoEcgNqj6u+a2S0036HDFKaDUwLbyc1Aqz7UjjDMCMUYT1xPFKxaIBgsbZScoaJ1jyLsn7JpXw3agfmI2DcuUYGa3wjoNmzRUTG2dwdQYYYwbQgxWYbapXzSYPODRhHGQbSIYPEiA95ZSniSGpaBzvWn2OGaUypFi/yYL2YBt7ElvE9PTqy+h12JBLWKCy1ZIP6ZpZDXeUyRCqz1J5hJlKEjQgtWMah3LyRJPmBgwTlbbF5hMVrx0zKhsW/n6Sa1vsffAJ2FR5qUBRZayKWKsP3WxWYU+iwpo0gsD+TcFpH/vYx31NlBFNF9wIIejOhDe3egCpDmIFx3Yfg5new17Xbk7+3DaV5KBWDarM81Xulcztz6vaI0mKAMtfqSX2057+VGV5T3RtYwDJy6SyELtLOwwJQOK7BCR+5jOfKV/60hfLZHKSBLAHwDJrWxjmczu1liWU22BI2lC2614IlmTfwb4RRSwL17zZ4QApjtej2IyLgYsQmwA/gMRVAUgwK0rXThULPF95ecepVAULCuH0VqPruleqwWKxA7xsZj0yPgcoUkrDwZFuhthJLzBbYm7D3hxYV5mLk3IJLl0lULpEhu75anwg9e2UZzxWoDTF1Siw0yT4EpaVkALk3bbJ6g1uESJRR9pmGrl3igrXX2XX68HsKBtOz8RhIY6X2guVjbt6pMmIIP8T1n6PGNKihUsNDrTOHiebz35Su0crOX3Jwvnl3iULzUabrZGNkhIjrAtqYG/VZspGSU0iUqBgRyn/zNAQXyhAEgAibzuVbAxgjBCwUEF1lGRv0sRpbp3k9CGcG2Q8aN3ukpq3XetindS2XVIX7bHUnI3Qd2YeNFve32mWk3jjkRGwHvwAgFO2JrKfBpWjFBPFufc/QFUO1H9utBgSY0u4Bx8NQ8Lt71iKGklh/s28pM9To2KtODfCmTZEAayobKnj6+JXLBrFUXQByQDDhVllCnVtgpw5jWnMAWyuVGjS2JtIDL0AUt8eUz8zCMwaze7vcP3drn60d4wIVM4dhrS1XHvttapw+BFnMc9SnEXsYxEoAMleIy2oHmi2mBaD7EBwbcLaVd08O4ZAsRLtYrAFvCWHH354OfPMlzgi+yc/+Um5RNUDYUhvfvNflmfI/gKtnjiJHmsBgwBzElhbexmOi4pJIuUhSg7+/Bf+sXxGZWwnqWQF9qMD6TRKEXXdM3VxzIokAEq4KJIAGZiltsGS9TeqGeOCgTnFx7Rrck7965UfQYIQOt8P7ClPECrKnaB+MenbZETfTyzt/A9eoDihp1l1YME48FL0/17VRFq46kFZwtP4EIrvXEXgsLb3oX5Qu+9mQzNTqipc4sajFliWYFba/Zev3KRKjMp9u2elSmCMU8G7o8ucOYCSFpdCAmBehk8tTB4972VWUQ94E5eVTirNdxT5aUwq1UqtLdUNrOd5aoDE59nMbUMKiwCQOP8dt91VFt1zr0veYC4YqwU/jsL7sv/B6m668ToBz/pyoMwIHJ/NCqM0Ef20f3eWRXU4ECKD8TkbSQCRf2wM291rbatBcbjAZbicD8NlZ5o0carAT/XGdDW2IaIFAUp8R0C3Xm3ad4lkOIoeB5OAc/oBswRIajHOpLdhYOw1Z8YKNitWNWvd86rv6r2RAtnDVdHy6Mcd5zlCVmBfZmw4rgAklxZBvzXShaIyAQn7qcXPABujfMyXdvO7j1st0VmTBvEgDMGG1GFIVo0wDSDc9V/Votoa9W+zHX8mTKzdKAJMOc59MaQcIExn4GNfr9VzdMCD7zRAuv76GwRIHzYLosEhIfOtrVKXITVW1guyqztB7x46xx+oxkWVbICEbg+bGS/j5CGHHGxV69Zbb7XOv1SJjH/+529ScfrftY2AfDb3F/MBwkrSq4tguzBZds6lqqR4iDpGfOUrXy4f+/jH5UoeZ/vRLEL9AaS6e/ENZSmUrdiuWPiyUa3UDottiU6MqBkJWPP+lI2pJxmsXt1FlQ+rMlWNYRPjqkbY4KyxxRAvBvKe896r5qLPlk3iITMhDojdaKl62s+XYXsPQMR1wJAqGxomnz3Rvc3mZLbkKPWwI4znbjAAG6vqd4Aqtk928zWrt5YLv68WQwtXCZTGqnbPCWX2HIInExJglVBBmiyWgF31tJh1xSSQ9ZDARstvBaIuEx6cv9Y2Mm9I9qzhocxm7rIvOA5INtaSvP0W9U9TpPYoVbZwkXx6oIkljdICnSAVDvf/DdddUzYRd6TQDtQyAhadu1atBxiMuUbAaLjjlIhwrx5yGKzW01Z563ap+iupXrZFElskQJooQBorjxmmBFgVLNjXp3VMA4B1siPtkbrIvFAaZoTkES/beKl6mYzYNYneT5kaMxonU+8SqA3VfUxTqZTpqvF9iOKiZqiqwQivZ4GQgrHFAPTtOsbXy6i927VkUNlii8l4hyH1Qt+r1wDa2aKWDUoOj097YlfeA+1w+0+fXGYQh6SYJCfFGi2NOh6o0P6BoJGFnnQI1CVkg+cAUhhS/u66aCOcA3euuk8OgKiu8HSBi+8CSNSIofPI3//d34n6ritzDp1jTwXeQx4NkFDteoAkb53z/TqA1O4p18n1ZnKsTlrAGeAwJFIpACS8ekeqxAOG9FuUTY3XhB5bb/zTNyjl4jlOY5k2XV4/qg/YAJhDWq3pLSAEYKe/ByB985vfVH0nVY2U8IzXd2ZJ0Meygwu0tPSriqVFLea0XkI6TLveKhkvt+h9giVdj6ruunFEVEBijmAmBobQcwd1VgbFwjMg8T7HYUPTGL7t7HeUF7zgxQKkB+MxgxuIESxVC6r5y1cr/CAlYw1AgE1NsI3K5jok1dMWwEgogClZBaOAZ48lAaQEeMortGb1tnLRhdeIKamsKyEBpx4v9XgyWVgGtaEVkHwOgKiGBMQDx/zVddfbaLL5hf1WD3T926PEeOE0sKrGuuDNuj703q4KSGzeeKHuvPnOcucddysAmNpEan+kDSpmCtkWKdEhRnfJD75XFsutTyoJqlQqWTKh2eSjvlM/StoEOWYG1DxIjXc7JDGkHQIlroX3hgIuOt9EGanHjidfEhDLvAMQVKncooarG1QHm5jABK1KtdbxZx5wsGybYps1kh5WS9lpmjmQdoZ9itK302ZOVy3zI9XJViV9JozTeNdxQXp077s2aw60zkaNinc2DImaKsCEGVBTPRgsrr26LbEnYUOCEaEvOkI7gJSWSOkMshcaKmQ9VPV8p8ntP4wcqmrzYBWlOWE/56xNbF/liYC55CxiW+NQiFT2PdfF3cWAPK/Dz+G9WAOupt49YckENfuTv6X38fxg1P7Zz37uovR4qg6VATb3NwiQBCJ9u5W5nM+d649Xb6B6GKEM0OY9Fh1tY9YrhwlWNGfOHLlcT7CLltIjqI6UEPnj179Oi/gFVtkoWZrOI21xeFn2dnTOz/sAEnWWv/f975cPf/jDZaxUgHG6pgOUFDlOC2GoVOqRWqQINIbtYdqp1itcYDOGbupIYV+qLMxsgE2G35WVxWqmV6pK1suY932bXtsIO8KgQolU5UBpl3yzAiOpH+1gPg7CvEpoV2zYUu6+f00YEtS+sqAAUkqf2KjdMWhz59iZ7GWsXraMRTYBV3/IFphNQBHQq2RTuvSS65Q6IVCaPkHq2wnlsDmqlVW2aKFR/iSlc638Ofcqm4ilp0aAJtyisiSO7YmOV7oxp2zoNraGVbKmKjAh9+4/5uqWYkdaK5RWuV2AdPMvb7GReLhK99IVlrIzw+VtG6/Kq1tVpO373/m6Whbdl/rwAiSORSCyoUP/w4NoFRuQ0Vy3/DCvSZgZdiTZLWmR7epqRiSyIMSQZAsaC9txVDv3Zd3T6t02bVKbFBhJcTbUS9RqIsXxsk2fcaDHB8M5Zg5o0gSZFubMnS1Pmrx+ajIxYfJEaeOj5VFlk5O8VTC0Z1QpIjff9EvFYK2WTUzyqZ8eIPkCjEH1glhoDZCq3tuLq6iett2iZNkBkniZPkvaxaV/zlFzuJnSg9HX2cQ9mbZgcQsMYx9E2gJu7CJR0VglyN9KNcSobFUImpeL4as+6Ja4EACytQPRQiR8T2236AJSi/qO23+LQut/UT7y4b+3jj579mykKakx+s1E83yT6HNLPHXgl6OaGxj5K5XBedX1hDb3G7UYmo6BmsU5Y/rMMl5u/ZmitHPnzlU7pl/YTrVo0aLyspe/1M0i8cBN13gGkLgXBhRxjwWnASy/ASRY16Xquf5BVZwcje1In91fQjQWOcSgSZSuBHSb7pusqJ0aT20bsifJ1qAj7mrj7BISLSCyrnam0SCtOfI8VISMxcL3b0DS67j+CbjdIDvEG9/0pvKnb/qzlNklExx5QKXSDnn3MjEks5QAjGuLV/tQaiEl3qjZj/gdAzh2AK8s/3hjYv5R2YwjXAmeQ8mQIpdXr9pcLr74GiXkwpQmljNOU4AhIQG6a+/wMHkdj0qp/QqdePJIpeHmAlIVhjK3lUR5OpCXurGnd2DkPJ7p/CbNytU02MTJ2Nf7ax9Yq03oBtWh3uJ8NdzwdEXhPsapJtFW2Y8u/N6/qF3SUo/FHuqA2VSSciP4KgAj24WomqAQGTzF9mS6EUeqaBJAuZvuLwAjm6OufSQtjSZNV7iJ0m3cVCCb5zDK1IiN7ZD5YsP6NQ49QObMbvW5cYpFmibZHSHmTUeXObILER81TSVNkGeHNprgJCA0ns1qkEFGdIw9KhPw4x/9m6tYop6ul2o4iCHBNGsKBwiuf60Qet0GvBht2HTMUTVq99z+BEoKSHQj82ZMFSApEnO3jGGsH/RPVLUKDk14o341EMzOZiFCZbMvlo1rqN2h/qgZEMFtMDYdjVG1/bQZzqvImIlVAbWsVN5dn/e9etheVOJTfdx/qcZ3f/93H3X+Dh4vn4vJq0ZtjoFxsQcAPgHAGaYSMELY6oX6XiK+eWRs2b24PxYncUikhhxx+JEGknsU/g8YYUN6gTKxz1Sfrglys86UOufEZRYNi86TnUXaBaSl996n5OD9y49+fEV5//nnO5l2tBbUAdqlxgGgVsNTVhi3+zbiTYBvCTMxSXjaWMCWA6tsCHWYLbdl9Y3/NP5h05mx5hmN+hBAsjqpP9ZJmM961VlKsv1Lq6mZMtQ+aiLtLHcvXaPz0t2DUG2YT1z6CLG9ZlbZEOJ67131bTBD6qlbXFTmvGpQLk62YgVM6VqNc0DptNMepx1d6opGIUCX8wfsor5ZlavsNrG9Cfq0pLJZ+TSMa07WTUQPK64bm4EoGofjkqx9EMO3V0btxeXWn98uUFHLIDGL/YjC1m2PFdvZpvG78Dvf0MK9z2vAdcQNdNh5w+Bb3Xc8jDAS5yIalMPgdsqsskOqOYDUQIf1hVF7vFSvMfLk4nVLi/IYo9F6NstmtWGt8g3l+t+pTZTKn2O1QR4ye1456rHHOKRjf9k/R8s0wAkhJq4g6423bhUOB/D2nM8wxqiGMsb/+Ic/UYmaVe6eu05hDvsApCxCg8cAhlS9A14IWaSu4Ws2U1U2g1QAaa66ppLLtleNAuhM6pG0MEfv5fJaTaXo/c10motPWkhUNm4CGxI2huxKFXwQjQo03q29VhAgvHgBAYbAx29YZ5nJDt1nSGI+sg3deuvN5WMf/YRiQla40L/PUwWqNZekjKfr+VQVbMCBe2fMhPZsTRUL++dMCAEMCUA66MCDxMjmunwH3rW77rpTKtui8hx1HDnrVa90Xt20aenN1mMJ1UWdae8/UPlQA0m2PO+95zlGaIzuYSa9sahJZWdBHRsMj/rqTv2twiRiSqLfLmIoodLxqUbjHDd93MVC/Y+Z4v45cwr5eYl68SP82GHgtvW6JHxrFcD3ov/5IjUteFsaFcZk6R15rRJr77x3jUuQ0FDQ6plLjSTOyhUjqyrX9bQZNJifCki2ZRg7YEg6Dscnsp9/VUa4NhJYV65U8OSlSshVSMBUqW9Pl/ftsMNkD9GiJbCT0AMn+NbNcijNI5B5H59l1dS1Ovucq3qzPELN9sqYdUJH4qnGJhU7iuuHYfTX57cpdemWX96uRNtVtumMlqdthLxsY+SM2Co7zoXf+0ZZef+9Tq/pNSGAbelY5qhVvhlTAhbdushIHGTYIa2FaG2Cb7kXW5w0FsR/Eak9YawACZXNy5PNAqfHTncYeVDR3VSJfIzqvM9VKZT9VX3yYNlYx+o6mWy3Gvd9wXCrlb1uzrQ1M0AjE4CdboCegKjjO2S3vejbF5U71Y131EhSxKrbHxtSVLYIXOavo7JVDxtvNIaEbWGX8lKiIzcbkgYIw6tueq6M2qhsRQzJBtCqqoW4hOYnWKwKlhdJ9WoY8PhENYRXQCJHqqfDQ6s7TCTGuAgk15lAqwyOz4mg8r7PX0HNC1wLUPeBynazKup9QoGR1LSeNWuWj9VsSKaY+jwesKRw5GBd25dfq49+PFXQKJfl0dVvTYrOCUOiah/908gnIh0ALxsqG6rXM595hjPlqX08XbWW/eDebNDlj0Qot+JtvAKgoeJdfdV/KJ/t3fYkjdPYT5NgU4GallZWZOoOxv5KS5odOu4OHXSH3gCQdur49G5jDrA17SGojc2ngpLVcM7vQY/ntXWVASPixsi4Pyjv0HP+8A99PXYSsGF4btWYQAh4h9ocUYR2qNIX7D2TYNoGAmMBHKqtqAtIj6SyJcjOl+1F2tTr5vjgemEhK1dvLhddfK2CEpcrFgymdFw5bJ7GmHpKXjCxgbUgSidnB4WrZ68fkFpP5c2xedX8m229rp2eLam6xFvojNN0YM068ENS3W67+S5pGVQOpSWSMvAFSrt3bBZD+npZvnSRg0djNK9hMS30hDWMuiuWQ2T7cLnnW4yaDRjkz0nVS0kd7iUhFnjkCLwdI0N1K4IIwGwVkxoruTxQjSfp9zZnzmwFQ6objxgScwpH2yFjtI+j47kLkDlQvGyMO30Xtwl0qKNERD80YqfAd+yUCS4ot01ayT999ovl/vvuLXNnH1TuuuP2fTEkAIaFg36bQTdwVDtSDN8xziXIK0gPQFm9awxJNg+8bMroDH2saR9ZnC2ZNGssO1EobAv+yjtRgxCyxpDMguritq2xGhxxNvdtRXyJSQvam3EBHq0sbzXBVOJid/lG1YS5+eabncu2VHWIKYyW9R8hCyDR2mVTFXIuPHS4r/61I+a1SuZ6O3TuiR2DWkGxIREYSfwRYETr6Z+qjcwdqmMEIBEU+cY3vsGpIzMEXO14La8rG0dsJ86L0hPKTOA2vvrqq8t73vMeGTuHlLEag+liSONZjE6K1QB4s9a16L2tmrftGlSrbJp3oloAKNfrs+oW9S6WOU7JgLIjhpW2R7azCN5IU/+Uplgr4H2misW/933vTbSu0ZnYLnn4tu0tty9eUbbBrBoQuQNJGohiSLXBWY8GQg2Y9s2QmPM6/j2JAEgYdwtMjqXNbblKl1x6kRJy7yZ4crw2AKlvMh5T6gAAACAASURBVHQPGabSJfpKwI3SrIQGBOj6Ts3+7tOK9wH0gxPRGzvrBUfa3FHXk2WLqHlt4jWm694lS+UNvFfaxzA3WZyg4OKd2zaUyy78dll67wI3QiBuZ0CYQZXTNLfEQK+8T3dIYK7iOWTCd4qdUu3RcuS4oOFOQxkltY37o2InlQUOmHlAmTVndjnsKHl+BUZptFrrXXEky5rtMHW2mXdAFQ0mBnE2fuKjNik5l6oh2OCIAKdp5Nipk1y/fZc6qXzh058rk/Tae9719vIFxc4NMGqbURp8YT6Us627YgMjp4mEsnNe2FCfISXoy9GnqGzVqL1HgGTkrVSumXYQigBf3c5c+L8j3H6eSWew+ipb/UxdLEZ7y1nbrVkkdVDaIeqxbLtgHbGrMKCcX68ZkDZsUi2a28onP/EptzFmN7CtIFTNQAngUgkxE1KPU6+5a6PqJeRWVaHdQwM3j50miTo2qGk0gjzxxBOlNhxmhsQPTfme9OSTHYsEQwKQYmjNTTmUp5ebF+DkvFSbpMzojSrifu6552JwKOMlxDMxauu8mK9HwKpImNW1Ewy5TXO9VddDtSKM2tRDcoqo3vOGTgguw6qT8zR1r7IzmAd5sYYRhTCpzhOR0FoUqDkA0tOUu/SB97/fta0ypsQnDS8btg0pt9+7Ut49xdDIAO8ARzGlqGusp9rKWn+0OKSmtnqZ2cbjIILYe7giTXLmoMlXWLGhEo+y50xMUSxi5YrN5TJHdKt0idS3Z5wq79thGmu1jsewG2BMlkBENeyu2ZIixzESox4ji31jdo3dqzLUsyUBRFbrWHBJTI/KI9BQN48Fdy8U+KwSWChkg1LK2zcJkL4jdU6tkhygWwORsfJxL2ZjWSu4/QkdIOiQzSYtqzMn2Erx7jJfLiUioMGIvr/ig2aqjjwydrAZ0SwxIZ1X90+ZY4+itQ5salUdZjSrR972JjP/ZqoI47tv8X1l5TLZh2hdLuP8GLG9eUfMkzd3SNms+ty7BZDf+9q3ylgB4YfOP6fcfvttjwRIHB5q32VI0QXNjuqAEvcSS3rrAjqQIc3EhgRDMuUOSkd9Qrq5AaNNsz1mF6uLOPEd8VIhDISdJ8K3Do4GO8IfoUNMjPymUBnE1tyw2YwiUTpHNszeuQAkjNrz599tG9LChYs9MU3YugwobMl7Yb5vtS0gwWuNGfFKu5f2fV8dzICUB32V3DjeY5dqLZe5V2JQYEjHHneM8tn+SoA0WXahST5vG494HBGA5skLaOIh5PvEM5199jsd8j9eAhBAwgBLSm2Yh5NsdT0qQCNQIpeNvDaACZ0/6okN53GZJBpZwsNm5X7wHqG+oTkDwcCq7LA9NXh6ZNSWQfTxT35S+ZCitWFvDvDEE6brXb99qABJDEl0zC2rEXjikTB8sph6XjaAJrluXdWNRefkTRTRqkIHyOJEySPg2a5vL0xZr1IpdYS8b2vkfbvokqvLfBJyFa5yOt431Lfdm8waaCfdIsPdORlZa/eayfe8VLyqm3QWaZhkNU9Uth0AqzZZV5NM9QkcHcMFphvFKu649R4l0+5RYOt42aG2KQ7pX8oqARLjYrXX67Dq3b5DByy4/bY7PcuwPZTyxGZI3lplkgkgjRHYTFcrohlqHX/EEWonNedQec0m1BQdAiPjsPDadAJ39Yp63QBykXbK72Z0a0xU26i98Q0rN11/Y/nlz25xsCdHOVCxdM9/0fPUuGpP2SwDO7WRrrjwkjJBdPTst/5FWbRg4b4AqerBMKQGSAweXoGKllHR9Hczats4V/ta4QHQyebiZasqm+0BXYbU5Jb1XBEc4cZCwSbnZoXEPTV+rPcGq2wRKXAgwtbUtXRdyGJp/Z6iSgSgbOvgu3ytDnRT2fBwffxjnxAwLTAgNRuSc6/qLhdPTLx/Pn025f7Dx20LoX0mDCJu43ggmk2BcwMgOVbsAwg/gESzyLe+/W+cxY1RuzEvLw5/NuNnodAfADYMieNhGH/HO97pJMvxtiGpDrLOSxVkOrQMUYQsthqOwS64XfOHDWmL3t+MHYlxNeMQSNSNwQyPgm56lWaEWfR8BuCog1HVEFJHqE7J52FIZPzTTZcKhXRNJdaHTWq9aNmdUtm2VEDy2GrRpfwIMUGxdTBnjkuqY9+M2jAkFqJ3b/6xiDBC20Pbn4fsc1xkggJJikk5FY23bC6r18jAquDJhfMphzu2nHaGGKtAKUwp9iQbuisLM1hzZq/bOFk4XXhZ9aAZiSJ7TWXrsiRed2NK1pVlApCS0V9fWbniIV3LvbIhjUUVKZde+K2y/L5FzvtyXSxv6pwyYOHIa28Cw2wQHy11D4eAt2ZdIyVJJk5UwruqQR5/wvGKtFabbVWCIC2L9YZMWvOBFHgjSKAlmxFLN+smj9iJEpFvRlghCWFqTWEJubjxp9c7vmqc6idtk110Pxk0X/v615TdYsAbFA9FatY1P/nXMk8lbf/kVS9StPr8/zuGlMDIeNmayuZ8Nm6sY0PaN0OKTWJos7/sicE7bAMBCnPqAtLDVLYeFjWAyVpP2QcEhGNENOwxYADrgvfI1/M1UIvKtlXFsJYo2//jpo4YtRsQ9RlOhM+iXZGo/lmnimvIfhGx5JcvyLaT1tSvgVuXQTU1hPc477Jly8rhRxzuEiREcs+YMa1XV7u5v/sqb66nqWws5ntlKHzrW9/qVIOxOvcUsY/xujaKho5QQBo7qU3UEvYDpk4vD6pYF4C0U/r87SuWld2yOaH4o9ql9RLahe6LHRrVAuCEZVVG6/yznj4ucNTnXedJw7VWbuujjzlafeY+7DgVOrzgRSPuZ6NqkNwhQNqMyub4IwAJACD5M4CEgdm7tX74TBsrjz2rpW5ITsr14oz9JypymGOfedcF7M0B+THv0/lUumTlZnnfpL7ds9RM6RSpb4fLpqQEG4+Xr0WLyjZQsw6PgK/Ni9QqbDX7VzaUa4itsWtHaiAV+6w+w3riWnDjAw4al0ULlsgVroJ7+vBlF39XatzCas9JbJFBjPrjpGAwZtQcoluxVDaXmlU5kxlqQzVFXtdZeMbknp+oDQF7aDoERWNxkjLrJHtbBXNkN2E6JgnZ9/28F/MH268bewhFeFqAeagbYN4oljReHjzCDcaLoLz6j19T9igqe5MaCJCadcNPryknHDG7vOS5Z0hVvWffgJQB7DAkUzjODJJSelODUfO8mlHbeW02gKfI/+xp8rJ1GZKNYEHQRGtnVzcCM6Ge1Czk/oKNmofghCERuFUx2rjQZxSOINfO4ches5HsTKYwHswwo6o4GqKaKscuBSDdqxiej3/8YzJu3+L0ixjY+5HYXQbD81xn1LCuwOe0zdic9/qMpoddPcbjrceCEbDjvADS7NmHiuWcrTgR1SdXHBLMx8mKvQWWRdWui/FBZeN89F9/s4rrr1N75AliR9REmiip2k/vjdTuheC4+Lvmk0YAG+Vl3KbPbNc5lqtMxS6C5FjUqHlWC0PjUacwH+F5Q+xiaxSYINTMq2FYfwvIrGLrr/VKVzhcBtIPK0/wAKkK22XsdO8uHXeDdsk7lqwsm8WQRnhxcd6oe+S2eddn3nWrZiodhuS5rQzJ42bcqioc1+yJ9xD1HnwlQB5PINfnMAbARaC0Ugm5F13807LwnhUK/JtUzjjjBMUpTdIOSZG3RI8nvy6MLFHPTY1pdqoAYWPmTT5CsiPfjSFjSzQwVtXNegLOHd3wdlVuvG/xUsUBrS8/uuyScp8AaRRjio2Xf0HeJMn62tR2XWx6kiqMHqnxniMX/VR5Z6kiAGBxJjcc4MrNPm1dMtKkfVSuuIXJ+HkdP4d9AFCW6z7Y9xtvZGWFVxBcOqRccdEl5ceXX+E5Iy7tkNkHl9e/6Y1lqMrsbJZBG5XtlzfdWJ547FHlWac/0XWhHmbU9vgMBqSK4rCLljrSVLg+IFV7EuUp5PafLZsH5Uf27lYckoTVuxy374nqp1Jg9QwgZQITf9SEpi9JpI6wIIOLLPAmbJVdBbp7wmdKW1WjvNFAoq5+QNV1tlMJcuPGrc4ho532DTfcYEAKADJ9LehR7k4nFPfBLMftX2eXQUXwcj9egHXHzmcaYMIkAiztwftkcmPsPvvss51Ssr/6s6VBX7sXH9XfawLiBgHqJoHblq6lb1b5kpXK/p9IxUjtnBP06RG6JoQjXXwJ65S6pvgUorS3SUCVWaQYJKkzAJYXbHZBvEB4RhyfBDhV84V3WP2jpEev3VAVZIIy8dRtlNp46Jw55UMf/pADTmmxY3OAvkMz4rvuEyDJF4LXJ/ZGwhrSi83VA1BpzTJbbFBA2wZWzmuWVI3KNrw2G1IAwraWQfNk1ZgBqGJTxd5u8zVrtkp9u84R3VOnKSH3dIUEzJ3ipqc2cusfLMMIiCy3ewdI2jE915mbeKqbzDzcnoRNq1cO2owtaVls1lskl/cuWiyV7aKydMnisGQ+UU0IpImM1Tpjwzr2WBX1P/RgdTqeomhv2Z50DanO0A8yhsnuxVNncIkMGdf5rUGgEofZtjcsxLSaOOr6tPpuMPQuX9eHt+VGJ5zATczRN7/8lXLx975bXvDcZ6tM77KydMXKco4qmU5QfhvtviECd/zil+UJxx5TfufpJ5S77l78CAyp42Xru/2NBGYhCGSXIcWojQ0pRm0AyakjMCR1w3X5AeveuekAUkhMajJHpUo30QhPKG4mkQeeowZIDhC0RsYBmEySO0M7jUkaKEQl5XZrdDiDbHbB5xHE7I0RRPUpU04VMTwf/ehHy3XXXSd2Mjs7POdqQqbvbd26uUaRZ5dJrEe8Ol2162EqAgRRpyW037uRflz0vt5bD41y9wakmYq4fuc7zxEgjXUHWKpmNuFOki0LNMZMBpZF8oAAiR2UzqN/9Zd/VZaL9Y0frSZ/8mCpk5arRlJe1ju0zoMdBaO2xEPeNQGR3Ny0wXG/rRpYGIoZHsEVNzXEOyv7LUJbwcKzBThwLs9JAGl/2SwuUG4dfeKppmD2qevYIEC6e5lUNpUeoN8aaQns+mmpHc8aDMCeNJhThyEZiG3U7jPLNgcDjdoZ0wb6BiO+W+9lwNgjOwKd5cp9u+SSG8WUiOgepzST48WUZFNSOVxUSUd0uwJlJtZbA7goWXKpZdyRSFhlz20TG/zbn7Gc6nocsxSZAPHdoFUMYcXK5eXbX/tmWbp4ceyiGqOJapA5e95c2YIOUpts/ahw/gSlnEBcMXdQ26zFp7mqp5dKGGUqJNQx41z73FD9Rt3866bvj+ZY1Xik5wE035ez1cigwMs6rHztS18q3//G18s/fe5TZZocM2/+63eUV//Z/yqz1daJcigk7P7iBjEkddY57elPKAsXLXn0DAklMpn/dEyIkbvVQ3JNbefoMIhiSsoSBpD2p++SjHTuOupFHSNYmEkWsgHJYGXc7QFQnZN8Rt8DkBpjaSARUGrYzETVga+LwsCp81n4/LtfcjXiyf+zewFIqDtkyBPDQ14Z3oGmbjWaTZVHoo19vaYJ2bm9s3uOg7RN2L1A9GqrGtCEP8boVMOk8l8DsJavxrVM1673zrPP8W53kAQuBsimAoYt8D2X4dDvGLXFkKihLPfxX7/lr8t9StKdIHfrZABJgDOq5sO1Kg6o39slvKSPwJCor04TAGf8a2G1kqhMnGtvM5Ax2FWWZU6QufXaZI6JlBcbwyCtfxtVFGyq4q0+JEDCUL+ZRE2reAKk2gppgwIksX8MV04bRhPAlY0MK43b53gtBZB6oAMYtE0IiXKhL354GSaRzY/dP23CI3N+1HmxqPiFapDViXYrBAW3+cqVW8slF10n4/L9Zeb0ier2cXyZN2+G7lt2HZE28uwIbbABPWu9JwOuMc0x3YmlqTjV4eK9va/mR8uQnDvyhecBedRpRpDsgG985esKILyvHHb4vDLvcHXqpVyNHB2jtC44EyYTBzYD4uSAGg/ZtKxYB5AM3lVGDaJhiFl9zClqXB+EGoA3Ocvxwvh8vN7YZUjTHkKvS8ZoUHDht79TLvnut8sHzju7nPZUxdT9+VvKyaf+XjnmCSeaB+5UUvtVP/5Recrxx5VTn/zEct+ypQ8HJJmGvFBtGzBLaYGRgxjSIC9bct7wFhCHpGx/1e85gFa52JRMjrIASelw51OrQbEhmSFpAm1krQAUHbstX7xsKjxVW7dEXWABoJMx3LXan20dGTRGLAZX/m4UFTtBhKFOk43r7CiUH1mn7PuPfeyj6vD5E1Hg/ZOgWMU1gpyJbTWs2w4S+e7NbNhHvfi2eLqMqbHANrkZu3ynRYZTgeCII44wQ6JGNoBENHf7bl1VdYBiywogPaAyE9hohqt77VvKIsUzTZD9bQqR2pqDkQASQsV+5oVA9GwCIXdqsW/X/VGGhvK2e/Do1Khbq/KMBZuJhy/2Fw+lVRPGIJ6X5HkpFaCGKWxS7NY0geuHZEM6+mgBEmVsmRNdjxmSyreuVxdbghVHyMXuzrVOGYHVAki4rwNIbTytVji+LTu9/4altkXoRNFKwyN6A1dQ3EOV1VT7Jh+rrmzGhjrTq2XovpjgSXXInTptXDn99JPKnDkKCVA9pZG6vuG0VyIIkUPoh/t3riWOFQNSXawdELJYIrV1c+mxJtRiyxjrwvYGW5NZi8sVrMu8HTjrAHv7WlAyYmZ51K0mfcoKdLR5j0XgNkuQFzMYAaYMSph2Yz5Vltt41e/yhXiw87385hLrE45VN2KEgrCPf73iR+WqKy8vb/nfbyynPPnxsmn+bTnhyWeUxzz+RG2Cau2uagKXqszygYrFO+tlZ6qg3qr/HEOKTop1HnaUDOIMaj+4i5q9ABIM6QDptop71x1C6YPACSSKJJjeOuQdUOGRHaTiiQGpAQxMYqR2+bZwY4Qzs+2hfrzqxvrsgKEpIS1tUhxQmMHMqxGMTZu2iSVtsFH7mmuuNiOLwTERwjlkhL99L3nteBZ1zurNy0mjbibSN2fOOduE1h1GhyP2hByj7TRI1wN200DpqKOOKuecc45L3M6SII5WcFm8j7kO31rPkEyZUFS2hwRI6uehaN2/+Zu/KfMV9T1BdXUma8efJMYySvNHPSR3EanskC6l2/R8pwSTfDbCAHbruX8E+g7zqNdvm0lGI6DkBZM/U+2TaRY46MWRMAd9Zos8LJSx/YBsSMfI25a62oycAiO1A85f/kDZsDX2Gcda6TvE/gRv4jniwE2Fa6zThduqytYHqshDbHaZq174CHJruUCweA/gCJg3tLIS7zilgBSbILlvlyh40gm5AqVTn5GIbhWRceQ0gmiWj6HYDK0er1KIfhpR2HjkI/PYwKhtYGGuAJKXfRa5rhfGwWs7FDJhp1Ld/6p4eQ0aXOjy4fvi+0nTCRtk3gifgG1mDj1mbe35eE2+u7Luy+09uhut134VRON7B5ywU17zk6vK/NtvKX/y2peU448+vLz3PR8qj3/qGWXWkYeXtVs2eB7+Sevthh//uLz4RS/UBij7XKuHxIVb/6yLGF3WhsfKkILUHUACzbV4GiC1BDsXVpPdaN4MqWzqEaUqT7lpdi/PfdfrFINxC7ZKpbm+2tZlSIBRbDoBkSB7b2kk+TNjXyezilldLA3wnLrQAyS+k+uBIaGOffKTn1Bi6r+5cHozSlp0q+DHGNwOUIEBWo7g+8r695dF0nYThK9P0xuoBZAUsKbcNsaSYMmmWhC5fY4YEsGEASQFmpqSNOrddqgAHItnrTwy5MKNUmDcO97xDjUdvEVetpFlou57MkFzDCqgpvvZztxKckkX2QpD0sIichs52KXnyAJWgajCWQQtk70ju773tsaTUqDx0jhREwlv1Baxvclq3/3+Cz6oYM/jAkjchVjQRgHS3QKk9VsVCqDrd/6YVWCK/DPuKakxmCE1cOqpbD2GFLmwJ9ILuoIk89M8vJzbqr6fDFhw7S/iaGz/0T+uYZWCJy+hntKCZWWGGgecftpJUt+UziOnjQuL2RDfVEZYUha4RTQnqiAUMGqPHiBVNoQcezMz26gGeTsREg5gEGOALe9V1nyyyJ83eDbA6jEzj2VMDYDYcuNcsQ2Stdczl/RBqL/hhemaBVWs6jOiSha4vbpmuWKzY32cCgg3XHW1EHRrOfNFzypTJ49TFsTny0knn1KmHzpLra/WmfF+44v/WL77z19S+6Xxjk/bNyCZkg1U2bqAZNsMDKl6nFqkNrs7blAbtRXHsf94ZRxTQVLGysAI+nx2qQgK5zGUR6h53xPSdpBqGNQEUT3Png1fW3agPmPJhNu1XwXNA67niFRjXExl7C0Z/K5gEKnNQvn0pz+tYv//6jwi1MG22WWnbQBQhdwT218A2Swi0t1J7b7uAl1V/Yv9SuqSClztlFF3h7xPAFLzps2bN882JAAJlY2iXTl+28maGhnBZOGuW6eCWsrQHqmOru9+97nKIP+FAGm0gyMnkyqAakiEvY6xgx1Xf5MqQh7bTgkxPA3jNcZKkmzbvSTbPxUgs71mSbX17I1LrxlQWBg6rhmSXtumEqUTFQvzfrVCApAoQeJkS72Pd+2u5WuU9S9jsTLU3UYJ2xG2EIzHMrJHZcMQ3U+6TSAgCy8X0nMqeG5rhxpv25yHRclmx8Ktm0jdQCw3lr/YmvK8gVfYOqA9QjJM44ALUd8WKPdNjVCfefqJZc48WizBSFPz3S5z27YqIHmoWmR/5qvJQ1vI/G12UcfQQ+x5Dlvqfq6xpjr6+dWYX/7qzVl7HuippguzJX/JY+GprDLctJEuc2vrpPuZvvmhfwbWveGb9af7INX9F7LFTpJ3/Pn/4/eVzjJMNd6/UE584lPK/rPnlOUPrTdRWf/g6rJskbquKG7ubmX9/0qGZNpoChkDpp+TNYymq52t56q0UTuh6fZ4obLNwIYUQHKCogekgk9Pr/WWa4BySQ/PBAIdt3KfycgeoejOZtQesCIYk0hNBaQsCNPSWEK9aJpRM5tFX+3JgCs6WXE4MCQA6SeKHkVNsp3D6J9TBAuqvYqrrMcByPjhb8CEY7Z2P80wDlhz/diD0rImwpnmkzFCb9duskOLF28au9/BBx8ile1ce09mqh86xu2+3YFr4oKa+gcrUASs3P14sWBIZNcT5zFONqTxem+KfgSzcvtn99+u8zp1RNdNOP92AcAugMn7BQbgGKc9nvbOwKC9YjPWAE5ljAYkMxqYsL6n24tRW4AklXSCXNHnq2DccccfLxvSxsQ26ftbBEj3rFhTHpLKhpppBovqUz1qrhxZgyHTzbZvR7JNBECqCyqqHAAUj1yfIXmFG5BCJvqgnmf+pJ8FMNqmhapakVc3h0q5SlUCLr3kpwoJUJyS2nafctrR5XDSTNShmVgsEoZb1LSJjL/O/8KKurbE9ncXcLqv7fN9MyfmvL8hD94E872cu4FLA5Qsl452UQE6s5zH4M20+3qPDdV1weZldTDGRK9bHkOlYf3s6qvK/oqhe84fnOE5+awy+5/wlKeUg+bMU+urte4DhzZObBXTQ0fdX8mQXOOlA0jcZc/tz07fIrUHuP0lqEqcmzdzshkSJW1hNk2hMQWMgtxf5HWHarsHN9SNQuYaiEPqq2yxESS+JLtSy7g2CBn3AjoNVNqgYpdoQOe1VRccAAI7oZX2lVf+pOdiH7gz6Lzioo3V4B2jjtJyYn1kmKO2EZn622WsO+qoxzpH7a677uqNIddAQz83oYRN6mGPWAWkHUpK3rljtzwnI50ISSnad537Lhdwm65I7QZIDUQjS7EdsCUzJiTsbpTKhr3pvHedV36uOuHjBUiTNOlTxBxG6lwAhXdNum1oQB5QFcydioXaqM1kmwDX6prmfhgxYoiZDdi67yrgyatl4HTOqoabNXsFMHlYhzD4Jtxjq1S2iapo8P4P1FZI8hoROKdiPEoZ2at22gCS5ER2QleGwGRkhiS7mIMQUd8yl85n63ja9g1IYVh9QELXCSCFHjSUrawamw32MoMrshVm0n1YfvUSskxE98WobzJ0T5sxXiEBx8krS+kS2cEMpgnHSIJwNIG61H3uwWrPAAZUBXLwZ9q1DASvtlm2NJk+0DZgGQhW8aK19wwcjJPBpRKGzk03UPOI9dlB7/PeDmO4NSDZs1hJIJFsV//oh2X/iWPLHz7r97zO/vELXy5PfuopZda8I9RtRuEpeKY95BwJO6zmd582JA9aX2VzEXfUqLqjJ+VgICCxgFoFySGuGElgpKo8SsgpeNXYRQCp0joDSXb65sWK2zHZ8P1BpT5MY0jNCBlDeN2/ImIgfx3YDGA+YQJl/TuG5jbAXdCDHQEOlB+5/LIrBApx+SedIbsyC2Gk2Av3gCuWzH9ewyNGtceTTjrJVSex4Rx22OECkknly1/+st/n+4wj5UYIeAwgEWgpY7IYBB0aYEh4yKiOyeKYqTQLWlBPEbsA7LqA1JebqJLcX+tWSlkTrv/8895Xfnb99YpDGqXUERm2ZSgeIeP50KYaSCBkIi07tPDH6FqXrF5VtrLJkEBrx00bXTSfqNpu8MDLLNxq/4vKQNBkVWFZuPqIQyH04P4n6h4ApGOVR7URlY3FoCqRmwGk1Q+WBxWVTCdVmFO8bAGklLClBAhkiL8DSs1O9JsDUt/A3cBioCmgvxib+kJIwGp1M7kI9W2+vG9qsXS6IroBpSF7pb6hrtVrp051n5E0mczs/SpgavO7L/bUvttlPw1QugDU3m/rKBtYbEys5sH32T4Xhti3cw1W4fosiTVl74TBX3qSwxyQByyTl3zra2WeerA99znPklxvL1/652+Up55yWpn7mKPLEgES3sn4/HSAuu5/LUPqqQhVbeNvF9CUKkaRMR7Oi6mBkSTMDVWY/VwBEirbEModaCcOYICk8V6EIVVDb6V9fftI26H64EHPcuqyBKhZKvGQmDCiOhk0cnsedBaJ3aHtGIlDKI5k2QAAIABJREFUaYDUM9azqPSZrarYB0h8RgzpJz/5sVS2vr2mC2J8Zrxyy46Qp+DGm65XXM3Rigk5xGren6tm9Ny5c2RYXucytNQ2+u53v+vjNkM1wHXAAQcZgLi0ZtTmM1sFcDsU47Sf8skAd+JM3vnOdxjsACQKryVtIDEkTufgbqta4PtQIfd16x4yy7rg/ReU66+5towTmBOHNEV2kJEEPWreqBK5TSEaGLb3krcmFrVWLHEHG4GFrL8hWDQZWv3scBxa1CIUMosUQKUrwSPnmQG8peIk/ixVDabQLNIM6Tg3N0xt8GEqezKk3LP6AdXWVg0iVDbni0XlSn3rxpACSL2If9gvn6kxbk7eNgEKM3lUDMkLM/cZNhAD7uCFOsAjVoGEwmYrXLrkBjV6VO7bDJUueQagVHPfAFDn4Glsm4pUDc9uPc2PmcW+1bguIPG8693qAlL73ODPd9Wu9rypj4Pvs6sFBJTa9Ic9NfAazORi8M56bu9FU6Ei5Y5y4Te/Wvao2uXznv2sMllF4L7w5a+V33vWs8vhx55Qlj2obrhes2F5ZAHYW7lvL5sJur0xbTB8Qjxrdvv3GZIXds32d9kC2JRsSIcJkGzU7jGkhsphdR6ERk9zlnpTjTFVYPFkaL2MJDtdKkZPSWXRdPlRBLhyIg+KjWu2GcWr4MTNRtc9mNUIp9e2aYeGwWBDuvyKy5VljUfLUz9Ap96hexsjgzflPH/+8xvLcTLSnn76GWXpffcrLeIQp5wQMnDRxReXz33uH1QVcq3DFVgqlODdf/8DXaEPrxoTz3hSxoVzb1FlPQzbfJ9ro3TtO87+Wyf6UpYWQIJR2ZFlQY6a5GWlz7MIt0sPX6cKjdihLrjgI+VqlbIdr/NPkrI+RRvDSDxsGg+CIbe5MJsYjO5xFyVLdSwaPRjmHM8CBgnwKzsiD5ouIlkcjL/KwhDAyH3oOw6LYyHqu+rDGJuf3tsikJyq0hPnn1+N2lJzYRAAB4C0cNVDZbVseG4cyBx1GJLzxuzBCkj9ShtSZcM9o7a37mrUHqCy1eWbt+vmmDHssorBi90bOeMBG9DYD1f3FuKULpFNacE9y5T7puDJU08s8w6bEUO3sVpjYOM86y3y6hrc2LM8hLFxOsi2+6isozEexrypV78OhB523XW9+f68EQy0Pw0GpHy/v7a649Jjdbq+6lJpTVl669dhCmoR9vUvfK588x8/X45/7FEyP8wqK9U2/ZWvek054gTFIZmdm4tFvrgmru1XqWwAUrMhGTJ0IhgQM0ghNnb3vN5NHZGKpkU1Z4YMsRNUkwVjNZGjnJAV7sSotgP71Z46FzdmYzQDBWSEFhUZ16lZGI4ADhN9zWHtrLPNCP2l6sSBvp70tYFPOgnHz5JD0LaJUtI15VOf/KRsSFdWhtR2iqhFPOgWQjb1Yx7zmHKD7DOPe9zjyllnvVLG6vFOaKXE7SFqMvnVr3zVFfDmzDtUAKYA0SoEThTVLaCSRo3DhhRAQm1EfaOIGTdEuQgAac6cOa4qGUAKkHXpfltECCyA9sADa2xc/+jff7T827/+WxknMJqMHQkbUv0+wqCEctXQphaSAEorBgM3hUeJyMY2VHufhk6bBWUh2hEBE5FrnJwlPJekKvCPHcCbHW7/mu3vOKTp09V04APlmGOPtbprJqT5o+zIYrXTXqWwC1c6BHRUHydqMp1LpPJgQ2JurQb1VTbHLFl9rAvsN2JIUe2bqaQ9b2NtBuWNAGGrigYgITWTbiYXXnS16mipGaXc26ee/rgyT+rbUBm6k5MXby0/va4xBocY5btg5HnlXMGsrK+OE+aR7D2DQeiR1LG2cQ1mggM+X8HQx/SmPWAZRcVCdc8H6qDh8scRwkuK1B6+V8XXvlq+9MmP26kyRLvZMDH/1//Jn5YnawPfrSDfGjnlgWXdOkQ6nWsZqRCiXnJttRPlgvrG7abquPXRw+oh6RTU2VVBqdkzJ5XpikPC2o5FIW5HZrwNXczcnDi3Fl0+b6OG5WbbwiMwkpra2LY8PjEq9AesGucMOnyz7jh9Na4euS5mY6O/k0FHXeIrn/m0bEiX/8gG6f6k9a8DWxmeMgDppptukvH6qHKEflioR0t9gw2NFYP69re+XS659GLFqsypdZVz36kO2LvRCkgJhsSwDjhhp4KNjlf/9r99x9t9DhJsJ01U6U/nGcYr1JhRV5g4DjWRqI7wiY9/olx5xRXqzaY4JKm8k7S4R0hVZFwxXGOQJCqb7rXbREyayx+wZMnx6KlrAJLOG4ack8OEzGi8B2Sns3rLYpPKNtLZ/up8JpXtAJVC/aDqIVEQbKN6fSU8YJjUxiGyJ6xTfzbltwFIAh/qRnsR91S21NNyz7Zqz9uXDcmS402puv1/HUNqotj9beTxEGXhVSbdDOIBJTZXxi+pEgRxrlI9pUsuxtAtpjRV9ZSsvsmmNISAT4zcsLwWLAsbaCMcea2nzNy28zOOFs8mu2H1j/ToqmlBwNxH+x1QDJg6XmjAeqwMzofvI9DDzlfPn6vQ/1H56+dj4PYF63+qGa8N+mblhS6aP78sW7rMXYxf+OIXlycojWQrOGHjP58HinKZD2sUuZuDIvRsc1Vl46JaO6QWnek8NkIAiEXCfuBW2sQgobJtLXP2n1qmqlEkRm1X+TOr4Raq7sxfjQ3ZRe+IoaoetXyZ/uBD/11fpwmMuVUH37rbW50xn7HaqzhSbpvz8MXsiBm/xAJxnxi1L/3hZWZIaeqHUT5R0LxPofQxal5w5JFHldtU8pbvPahurIzbk5705HLWK/7IaS5f/9pXZBy/rMxRTtwuqAiDXcEw50QoGEOYJuVFZUMyQxIDE7shVmk/FdD62799u7K4jzUITpow0UxkoMjkWI39cb0wpNFqAPjJT31KLuqLyn6KAZkkdRcb0tAazOoAPAkCIITqppA0eT2ogV1LyJD179UXSXF/LatzJFyRGEtCs4z+UgObR8oBsB5iKlMqVANnhv5t0n3NOmRW+cCHPljmyuXLfWbxkKoyVID0ULl/vWovY9TW4nXnj1Yx0g0j06F3sMoWhlSlqm1IgNZvAkjeBJGNyrzr8xCBvN7oi9ND6sbn0iWKU/rhpaoSoNw3giefoQ65hx0+TZ+hDXVzjmQ8SUaGXRrEq5i7tZXux06DuvANWz53H5SyBqrwNllvQMWGXMG0m3hsGfGJ6/Ha1q/Pt1UWDGumjKq+1uO3tUbAJihcV1ElBBWeLIcxkfBg86A2+Q6p7FvleUYDwRxBo8l4ZKMp+bra/Zkh2edBHJFlqS5azpoB/7UMyXYkdnmq38mAu3NLmTNzaplBbykdnYHPJWLzAAv42wStoisW/xj4siMNNOIBgsTuOIXDO2DHkN0mJPPs83Tw3ffTMrs5cPd5AwagCi8Aquc//MNnVaTrUtmQMGqnNAnnx2vF9QaQxrj1NWViKXGKXWmz7CJPVozFc5/7AoHZfgKkr/s4c2bPrTFH2b2bk8CjgU3OgDSQIQFoxCmNESC97e1vdb1tJnKKMqZ31goBTC73O7hML3O1Wt6yMYo0/+xnP1e+p/IPY0muVQlgNbpRm/PUPic0EqMiBmo6jfCbciAt6dbXRxAp12xmVO1Gda3sVSkOg4ZzxqqKXG14TAARw9iXeGySbQxAIpftEJUfcYwWU7l3pOt437t6XVm2fkPZKxYM+JAmgfvfsUhW2fqG6q4N6WEqGzJQ3e2/2qhdhWZfv7zewhC9eXrttwUXE0BPhupYmEvZZqa23Ws2le9//+qyaOEaed/GltOfeXyZTeOAIYpDQ3ZR4RwwmooBwZUO4+WvHtYAVnWN+DryRmM37WMGq6oZ5Gi5sB5jqn+3sIz+uusfk4/0TBp1zWdvGXgcgyfn85x7OPy8pY00WehdBzFp1WAdxw4NCrCfAQTxxgahc+H7ZkhmKzFqD1xA+buntlUGQUItAruL97RQhkllIw6JekgOmPI8QtFy8b6fisRRsXJxRNQGeclzCxC2h4s8UQ8pPCovNwTyJMZG5fHi/iq45Uzd13qH9JPm0sfLBiB97vOfE/W+xCwnNh6xJxUUG6PKBfwNI4rK9lipbDeKlh8i8Brl6OjnPfd58obN0GfHl698+asCpMtl/5ltUGssphsdbo+lbXEBJJgDx+c+A4Ijy1+pptGTnniyMuS3yBEmo69UQmKeAKjBj2ZLWqkkxfEqWfKP//jF8q1vfUtu/xGqW6yKkSwIMTDucyvsrMaH7ZSKBkPyZgEI28bG39nBU8alL5hgkxNpiWfy1GXcLVd1ysiXsw1JL+Lmny2m+KEPX6DmCQcbkBwxL7sClZHue2B9Wa6Ul73YGmhWSCiSYpSSitHpyzZIZesxJM5bF+t/hcrWZKzCUBU0L88MuQE3MsdIRcVKIG6CJ6W+yfs2/+6lyX07LerbMBm6XV3FDC5lVqJ6ouBkdUetqiylnotB7devDmByyjbWsCouKlUtUPl6K6Rdbm+5dNX77vPBNqW29gbYKusI2AxcgZuxqg1++myprsMmn02VSwAlF56WZWZ/tXKswYoxvG75Fv2Ke8+Ft8K5rcY043BDvcYWvOixIWm3DThhV4jqgbo3XPRstox7E0drN9DfIynersA7KgWiS+8no/AQeVSU7xsDaB1chzBkprMjV+Tn/KhMI12gLbtx8zh0J695QJLcWUEo8tMDBCgniwth37x5a3lIFRURCIzAk9SX/BOf+LTaLV/sBc/CIeqZc2BQhvlwv+SUHX300e7scdRRh5djlcEOGB6u7PwZM1WrWOzq0wofuOyHANIcBzm2Ce9OMMdKv6wYtnGPA0gtdQRP2Stf8XJ5KA4qj1NNal7HbgYgNkDquqTbmFBoDk/el7/8z+WrX/1ng9E43cPBskHtVVjB2g3rZTMS29PrZIhTtoLfCFc61jbFOiqEAyF722GEng2ueTWT2Y6QZmF4vvSPDhmwsI0yYh9+xJFq7f1BdbeY6XuM95Nk3mFlqQFJLcqJcteBYZ0YvPsM6VepbEFCLy4v5kfj9h8M5QP/zlxF/LyheaH3P2PAqn+nVHIFRC/StHei8iTNKO9ppUtQ32o53GFyQQJIdDOJ14ssYi6fc9k1l8VtD1wb25zfwalVnntX1NiFj5AL8zbv2J4Kq3XNdO+0B+J1jbT3ujLaY7/1mgwkjE9lA05tyQlDKrjGaoRvpXsbD2oJwE3LabKSKpQ14yBG7fiR2Sl7gERxFjABw0EdgG7r7FYH2HWQ7DZKCdvd9H1a/2DZuHBBWfLLn6mv/NBynHqOjZFV/cZf3GIj5mypO48/9Sll8kGKWGaXSZ0T/Db9UIAObbSAC4z4aTWIzJHqrjhYvLLX5NGbEAay/t0ADUby4IMPuR4RHrItKiR27bXXK+DtIgPFypUrDLZTpkC5qck0xikZY1V47lhVubvmp9dKnXpceemZL5abU11GBRTZ4ooivj+n41ysnXGej9Gd7B71RnUSEDWW1BhSA6SxUg1ffuaZaktzYHnaM04xa6O6I+9jZ7IK2ISj3jD3dr8MiCSzfuMb31R07OddfmSChPMgtbzZq3gfioRsUBWGDZq3XVIbYqTOwrJLu+5kZj5VDbMdvn6mBZ9G8rN4TNl7ToYkpFKgDWFbLyM23rUPfvCDDmVwArFjygRIWtDEpNy/Vh2BaW6IIRsVrdpcorLtG5AMwFyT13A1Dv+mgBRkzS5WmUcDo6g6LAoAsDljUNcCIrG/YJaQ/5dSMAqevPAH16vI23I1NxhTzvidk1R5Ujal3aqnpA0aY3hLeHW4RHXJx8dUkccAH+lJFVQYWb0+v9Yk3dJegSEEI/YuU1g/N5B2mGQWCP+L6hhZ8plqaEcFM9vTvK3HpgNAG5QBzEZg+mpn1l3Gqe4SITdZtGGT9VrD5iqa8S4MyfkoOiGF22P8ygG7Te/MoKzCpdRIrzC5GVJlSoCTWMWo7ZvLbi3mC7/0ZRWUL+mYoQlaqYjcaVpc+8+dVabNmll+7388W4DEVSSUIIOT3z1dtNJQagK7lKmvrT+wna0sN9sG3QtoH7tJ57ssDICHIvq33XarK0bOv3tB+cGF33cfdJgGzIxUD3Z1AAl2RAXHo1Xl7hoFHR5z9LHlj/7o5QKJ0Y5IplIjkdVf/OI/lR8pfOBQhQDgyh/8iDoYdtR+dwEJhjhWAHTmi1/kdJNnnHqa+rBTzXGXrwH1jQA7q7hMahU0dqelAqSpuoZvS137zOc+W8bpe+MV7TxGwzxKBvbpU2eUZeqjvp6qfXYU9BkGKlq6svWD1lyryvMQcWXjCHutd+WxZvJa2EbSPFpB/vXKr3v8Ex5f3q++bHgLdyj52gtOkdrK8S9LH1yrn/UUvaoxRyn54ppI1agNpQpjiprDT7MhWaD/SxlSw9lsbW3NN+bEeDVRdXwEKTa85rFDBJkX2T2J6F6lIm/qkHuPWixNVkIuhu4j1Pet7N2iTQw252p03g/SUr6CK3PrxdoYGGszriEvGe8Djb219ZDr7TO7WMJyD+jZOcbAfbxB0CAW2MGCPa0Kh3Ei/RNzbYmpMlTVz2d91nN4kDI3USVjhmHuHdjLv2Y7bvd+nRgS3hbejMompmJtLeDU/RngacMgOyDbHzuSXtuiwD61ONmlxf1tLco9O9SDafN2l6wkAvnIx6ob5qwZZZya8r1Qiw17Rr0lXUGYGneY6pP98HZ2HGwSdbN42AIf8EIdrAZedViqKStHQKABJBgKTOSeexYYkG699TYxmx94ca2XoZX3AQAWA4tppDwEqEuHHjqn3Hbr7bbnEByJV44YIJJb+X3//feLfT3ozzabW4vW7hoPm7rG78Eq22ipbH/00jPLCUq3OOqxx8g7MVyZ8wJGLVxYknO7mNiaCc9ccS7OTWT3d1Sx75OKqxor4/gYXT9Wp+HaIHCeblY81W4nsqbgv/HBQq5xlwB4i2CX4wzoV94VMz20l7YVt+6Y+V5sGLEvVbWp5pytV1+2pz39aeW9551n58BODPLGUTkEpNqRaHm/VDYzJIAMMDIgYV+JM6MlrA4OjMwirkLvy/zNVba6M+a4VeLaIvNiZxEhRMEiVzawWueFl7UDaAPsQ2uVAEIC5qtKwHR53057htS3w/C+pYlqcvWIB80xYleSlxP1z+NPZiCXEqdQm6yBQJlr9T7hN3gSMGqPfm2u6pU1KNQ55nr5std8fzVZI6luwLxdTSmd4zbQMxmoINRX+/pjSDR25h1gy5VF0mr8IM+uF0Oi8hE3m2p1fArB7qhq9rD0PU42dPMZGBFeKDxssCbCkGQcHikb0u7VK8u3ZVQlHBOCsEN2lOHy9Bw6+5ByqNqeTD5wSvkDFf92oCMUDgrcGYhWpMzzoDdgR90i756WgVDfH8VBz3pRrly3v+chsGdtp3ZrQINutQ899JAL/F944YVWG3INEbKWac610Ghv8qQpqnW8wiVok5cWMGigAztIVn9rFTW4wkB2i6audd3+2Mqyje1V59o/Ky95yUt0nWGhRHVTOZLzJl2mqRF8JQJ4n0qdknZykZrwfeyjCkyTQX6kDjcalcAJ0TATWjg7CShBadVlH0Nt6qaHnac5o3dXjwXOiTAkFx6LVdsbWkSs+qc6DGmd+rKdetqp5b3vPc8gQ0S/gVSfobfNUpWiwLBd5PZvvdecmoK3rcOQOC8hAQ3QueYeOxzEkJpNKewv7KBHmR9RUn7NGw2RK1Ps2WsAocZEAguWLxY7Y4ih+wH6vl2kIm+yKU0TUzr9DAVPCpT2qJ4SlUnd9435qaEMAFo2GoQVkGVcIzO+t2BHZTuVIfryMw9xYmWx9x8D2RFr2Fogv+v1ZlfKBsXDNiJ5CMOHshbzQFVtm4EFwBvZMGKKHGBbL8Uyk80r7I5j12tsG6HZE6fUv+vvB5BCnxyFyy0ANpUdNa9QM8AmVUQHxN5U0wj2sNtajdPLcvGOUk3tzcvvL9/7568p219xLurASaeJEVJ5Zh64fznhcUeXg+bOKE8742kBo5y1CnVuuLGKZrQ2Q6oqW2eE9/k0wl5HpIv2dQY5ExO+TSqWw9y1uFGrAI/Pf/7zjtSePk3Ft/gcsRRKEaCuc1MTWCy41tdrocGMYFE8vEDqo+tN66qYXcbJRxtD4vMtDik2JPaF3eVNahvz0pe+rAdcO8WQqNWEPanHWqqF1QtPAkGTySmyIV32wyvU+PLj8gJSq1qR09y1Y8toklhroGfL7wmgE2v1CmyXMWxqhEezbnatpZRnre6IbcFnY8mgO25MD5jmHzzrOeWcc9VJlxI19X0DnFSW+x/a4OBICYjVl+FqYNkqLxLnlFK1CYzsAtJgYLJQdxgSy8Ilkv+rAGmQtA02/gYMAJaAhceMdaTfyNBK0kwUp7Tg7vs1P+MV0X28bIzqkybnDqBkFljtYimhEkByyokNv9kc+8zIdDRkaPDm3EhSfb2pm91NP1dYmVV95nXYDqsPx50fN4fVM6ulMB3e4wabWqg/2B8CIfX+U08qL+THf1YHisWu3lPF+DAkdqmeygZaVoNyiy1oi8sGbHZ8LhFmVCO18aztqv3ed6vQ1kh50zateLD88HvqyTR8rMIBVB9IdX6GaxFNmSz7yxEHlDlzZpSTn3qCAaldjDmwj56J7LIkG7VrcKLvqVLbwYs9jKEHwh1EzzGD6VmA2HzI/Wr1c9iRr1Ad4G/+yzd9Ga3cCRPUEmQbqwE8EB7Ao7VGal6uBjpNSAYDVRvPdiwAjedNZQNsAvy7y5/92RvLy1728h4gYcsiihxDfOqJZydsmgtAS2IvDOlHV1xZ/v7vPiKvJpUY6Vor9QCXmeaDwMZsBbFD+Tj6k1ikAFL2fEq0GuDrZ9rc9MaxL9NVuMKibO8RkDCHlGh5/gtfWN7+trdpY9rm+a3rRecTIK3dVJasWiuTUiK1SR1pjOHXqWxNDgzOHUD6rTCkurbar/4ib3cTQIoc91eibW/uzCvv26qN8r7dKFsluW+EBByjekqyKbl0SdS3tILKqJsYGZRi2Lds2yNX2epgIKr7SwOuBpptY2+/2xrqgirHbHmMZjxto/PmiJrFWg2qmF0ZTJrBuz84sTXWa68kJ+2TvLAbKkWmrP42O5neun7FZkFJigS1KGCrbHyxw5IaQDQ7hf9ubn8HRZLxr9e2qd7Otj1l7bKHVDPmP8rQUdoBVL2QALjRY0YoentYOerQiWXuIePLSY9/rKN94wFgZ02ApAejAlJbvCO08PfFkAbvDA2MGkNy1UgftwpIjyVJjdTi3iyXNBopxwaAsL/QeYS22klyZfya1yL6PZ/juzy6nUAa8HTZ0WDgHBzXxbhxLF7vAhLHJvr9DW/4k/KKV7zCAZSOidJnASxAyZHRMdpkkdffCxcsKDOUO/YTNSv4oKo0Al64akdLKLBGQLXZQCLZ2Yy8ZuLE8dyTFsTNx5YTxpLdPhKfMzb1rBmz+0KZVImA2QZ1rn3py19a3vJXb3G8Vr4f4AOQVqzbVBauBJBkFxMTpe0Rx083l0Rqd43aPnNlE48ESO0zme7/IpVtECBlfXUcLPXvh38sY8fmO7SWLqHyZFosjVUzSmp0J6KbZpnk6zkRnKaZzGn1wPXrde+DEQ06aReAHv115iCeY1fa7LNdXo/WlFzKwY+Hs8V6rM74tKYLrPm+xymJx/SA8yYXG1IGzCcE2QCWimxtATUg6tpEzJDQFwmMdGlWsSfZZUZsH1IeuH9D+def3lZGTlTHVS2eXQ5yG6LgvJ3lkIl7ytxZo8tTn3Jc9Euzms6i4loaS6u/YUjp3BqXZFv8gxlSo7AeWNC3ukntqmYBV5DlbP20EMIJsgAWLV5YPnTBhxT+f0/SR6r9rDvBfK4ZxPnMI03OvnajnrpS75FraK5/wKbFIXFM1Js3vOEN5RUv/yPb6RpoAZT8eCxYnHy4IyULdO0zZk4rV131H+UDqtK4nz4LIEnJ0y6XjhVmQ97IKiPV/NAEMiYhPbfDQjYB6x+oHIkuhjl57G1jihoR20ZGoZVqiZcuc75BCcevfu2ry//633/hRgouXKbvuli9GMGKdVvKolWqjyMDMJ1xAaTYtWBKUdmaOtMCWTlu9/n/O4ZUwaYnBI0lGW49O7266mYaYp0wJdmULr7whrLwbhV5mzqmnHb6CWW2QEkFZCTn2JEp2UzcGbFcYZxtw2n33gWawQD0cMjY1yuVTtW3IpsgA/YhT7EfTetoBMX0oXrs+Dx24K6stzXZ1k4vZtC26gCeu+RWmbGctJhtu/1xJzajNkOIt6wDCF070gBg4jMGr2Sru1bP9i1ltOjQA6u2lX+97q4ydubBZZS8WAox9m43YYhSL7avLHMPGl2efsqJuunUd85g96G3SwWtAmBbqDaJ3iBV9O3RUtZXZ9xTu7vuYJVJ9NQ2vQcQcG9OSZEA0BV06bKl5YIPXuBKj90E2wAhxwpwAUj8UDSt++hOTFdg2mfafXXHsbn+sWmZAREAqQcBla//k9eXV73yVY71grUQVjBajIdrS3Rr9ZjU60NQ5i+4WwxpZvnpNdeo5Mf5CihVhLfed5c0bENeM9kEHL6hf04ZcQcNhqwqcU1i9PHs2n1q7Q2/Zz9oeBim1Fs4eMl0QKLM/+J//UV5zWteU9ZS3N2AxnjqZApHWLF2s0qQqIKgFiAVGYfVbP8WGDkYkNp1/FpAaoNuNSO78r5290e3eH/Vp9rCriu4o061IbRc+m1AH5lTRPeqLeXSi693RPd0VZ58hhoHHKZyuHvUYomQAOqJp3FmxYlBIDxYO4jsDdibHvWtte81Gffl4uX2v7ThNpR0FlhkuZkLuisvzLF+JWqnVRaujzlo8mUdO8xIH/L5rr9fKltVa2wd4jP27EU3bMblwc/dcaRXnkRR2jZwy5akRTpWNt6Hlm8ql//bLWXoOLUgFhC566mON2nUXkVx7y2UCSqmAAAgAElEQVRzZu0nT8NTvPNHTaucrYLK4JIMNmgOAqSevFUp6w1Jbyy85OpAdK0gUrv0ne1VVXK8DLHF2p2XLhUgKSv9zjvv7BRpqxS57hzQaYzgRHETwb0vety1JzXPW1c6uoDUyo9g09qhH5cfqYD0uj9+XXm1asg4El6NALao6eJoedkIVcAjFWDg+rjP8Mx77rlLbv/p5XpVi3yfWhdjMIXhDHW8DOoZwaj6tHhy7AaatyT99RiTn3vs+oCX5OS+YLaupXmt2f/CbPzgcDg6JGhvVU7eC57/goLHzUZaF/biZ4SDIhepJtJee9nYeLCZ1Lgj0ixwKNS/fz1DSrY/j8zBb1dl6606j01bsHXR9YyjTTKzIB2Dg9zL0L1mjUqXXKg4JdQ31VM67dSULiliSlRSwK4Zg36AvpUvaX8Plr26B/c2ha7MPfx5lyF11e7GlCpLsuYU8Yjdsi8HLiPNGJvxhCln/mMq4b22FsxiIReWFgQXj1zWfe8+rqteNgwprtpm2eqrTN0dfWAcEmkPrQ0SOVmobtiQcPvvLOsESNdcv6CMHD9NC1teKrEPCoCNGb67jN/zUJlzkADpd55qUIsNCejoW+W7541wx3bTtQW1521Y9/X3PnVbJrYyJO4pQXhhYPcuua98WB1WuwypP5EZH9AcEAGQiEPaFyDlc4PpfIC+CQ21jVIPiXFUsbSaOoK9jO/uVOzWH7/udaq39OqEVqhkw1YASSoYMVE9Kp2l4J0Ho/aCBfeU6bIhXX/9deW88843cNGR3oBSgcdtstGW9QOUOBSS662yFvae7hFITOxBzZbWdsB+91zut91bSlxEMD2+Gtd3nnN2+d3f+93ykArWUePIhbMtjEPL/esESKsFSLI1knYBKeDe+m7/vgeq2Y5y/L5a2FXZuM6+Sp/F8ttlSPtY6syz5yUqLTSnbRxuVWSVV/JOPSXlvrkcrkqXEDx5mrqZHF7L4Y7EjkT4g0A6xqSwvP69pztwL7jYKmKbi77G8fAr9Ix5bvPog2YD1mgF1fPeZDn0OuPpHScOj56sV/AaQKXqd80bOqdB/hzOUAHJDOna5Ri1Q93jV0FlQ24T89ACFLsMySkkXIZsHInc1t/avbFM7RA9H0nRrzXbyw8v+1kZMX6qCqFPKiMUC7NNoDVi97Yyccj6ctjsCfIwnBxqp/8cCewyJA+33htVobDUt65saLBbnevuAVJT0+oiaWqa9/tKJQGh5q5vQMdrAaSPlLvV8bWpbP3JjGrL51CtqJ09adKkvopSB76nQnqum80rdDoqEi+nnhTqmtUlqb7U6IYloWIhVTuV3vG6176mnPXKs4wjgBcqG0Zqyuiyc9r1yoTm4F7EC2TUpsIk9Zre8573JHNeZ23RsS3Nw7EuqN1mqOnXZdtSjxlFULkNbEl9RtT18GRMYisJwWr9yfg2srKfyrW8Sx1Qnn7K08pDqvdNob2eMOu4qGwLVj1Q9pghkUwbDx2bhK99EEP61SpbGFJXnUmHFO7xt62ydRd1XeY9HaexAxsoPL+8RRSGGwfUvm/zF9yvzWRiOfUURXTPU8oSrejZiGGIrg4AW6pz7hCHMCffI8yk4+AbrNL15fiRnzU7UgO19knDaldfM8NpTDdyXjmiv9LsSI1YdK/Fz73ssznHeB52NeSnKzbKDJSmgD6If/K8BUDavlTtRdSp5p6jyjXbkVeLhW+XjNr76flmof5/XHVbmTT9wDL7sFlluPK/Vir4bejWzWXnQ/eWuQKkZ/7B0w1oWbfVpekl4BNkWdRByA4d+r8v5sGdNay3kazDTvbJkuo9cNymCrII7rt3qQGpMaQ2IQHF2JFaYX9c/6hsvvwKlLn0jtHdaJv3M6GttU52yDCtLQanBv72JurzlDrB7nLWq17lY8CYsFsBlOOUN8fiBZD2UpsoFmowqgdIP/v5z8p5735PgjoRmGB/ZUFhiQ5i83XJ2N3bkhLQl2JrvpReMGR21OZ96W8e3c2gy1wA3MlKY3nv+95bTlR1TQzcuLANdB6zYWX5+k1lwUoYkgCJRGyXG4EhCZwMSCzCThnbasvaN0Ni102KEQ+rC2bedQH9OtLQ++Zv+KTKrRlndYR6AVYbm80jXtB1vcl4v1rqW2vbPcPq2zFl7mFTdAB5rl39QGyo5vWZWHgxM47amEyewkybPPY3xtx0A4n+ndXdLO+2b/p52Fx/4+keyyDjjYrrZyOrLMpaTo4TL2o7Zmcs2wbaW5/9a7M8Xrt8414SHENUKs2stiGDEievBm4SbVsra17b1QCJb+ImFkvaq8jniRqY7aoLc+XFPy0TJk8sJ598TBmuBXTrXfeWPUru3PrQUtWkPrCc8dzTlWyrHaDp1b2dI/arNiCmcrrYLl3vDnwXgLqI3AR2X4DEa7CcqAapygIwLVMP9QsuQGWLDamduzuZfKflnzlAsU52124UoeCNOjF+zni2CPi8T9siQg3YAVHFbICupV9pBPDqV7+6vEY/wDN/A4J01bUNCYbk9O8IhGFFIILbf8rkqeXnv/h5eY8AiTfAFjvTK4txRQTr/fnhjaZkRCAbm+C95uFpnw0b6j4GAxLvMa5c76yDD1bHkfeXww8/3Gpu98sAzYr1WwRI8rIJkGgIES9/N1L7P6OycSe1YmTbRAx+v02GNHAsqkDUMc0m7xpgqGi9xZoZ8z/NodtOycC/ZuXWcjlxSuqQO3HqaHczmacqAcOkx7itlNiimSPeNw5hYNJRKyA9jIlU2Qwrq0LynwTnruxH26jmFW9M7XnurGeSyKLINdZNrYpZj0uF2texCwIKkFZsklE73pqoTwMZkvttoWYASjVdxIuU3b0l1fKeAIn2OutXriwLbvp5GbO1lLX3ri3T1CjuSScfoSTaYeWGm+8pWzbLGLx+VZl71AHl+a96SRk2kQ4b3GTiYVoh9P5CCePg0Yq0DaaDnpfq0m8Lc0CEcYdqNvWvpWzw+RZwaUBattxuf/qrYafpAlzTqZvKBqDxmYx9doMu+PF3b6cI7QzrtMs0VjOivcmhGy4vJDFNvsdaFpZrfJXY0Wtf+1p/nvPBkMYqa3/sONWaYpeJZcgsgP/DKBao0sJU1eD+xS9vLueee66vwg605IKEEeka+gCa7zZ5bSqcmzn2X80CkqykWUInjYEzdBhpWxSMEwD0WJVqed/573P7py0CKCfFtjnR9a4UIFHofzcVLbUoOXxUtnSujcrS35D+cypbAPu/myH1uEfb6OtG0JeRuMBpjeBAVa8x2o+PkjyodMkVN5W7F62Qt1RpJqccoyoBZA7QITcJxp4DqaaYOkwYq1aQjsBdlbqx9z7rqRDwqH5115rluTPPj+oA/8kPCZAUh1S9bF58qBsV6QbHArW4I8ciOXiSWBV2btz/skQph23FXfPLbf9+bVmj7OapoyaUmRNHl+c959QyZsL48i/fu1LFq9apzMcG1XHeUH73Jc8uLzjrpWUrQYYOjbeVy0ugG83cBiVC2g9S7N5r+0xcys1OU43KDSy8NPNo8T88d50hPVAV7l2ytHykqmytFdJg6toWmtv7SB0Z/OiqbBZA5wzFTkfMRo/yanKJy1kpEEfAqMcNQ+I6eHQBiWtooQbUQ+IHj1QLNsP+hngbkBYsFEOaUm659RZ3vm1G3nguY8U20BCU6jOxfKqFu7ed4XnMdQwG2S4T3JedojFWPgdDeuLJJ5dz33WuHQD0b2/ttnPmIaqnvbUsksq2ywZtQCnqZDcwsrXOboGanq9HMGo7zqkuULuxW/Dtb82G9DARqBtONfhWRmEwt5sgMpCpSMpVChlms6Cj66o129T95iZVnhQoTR2n4MmTyhxy33apTboBG5CmiGCMwl4/vs8GQAGmxmTbxhim9Buqrw1tuxrfw4fg0b/SOY4ACbd/YgB6C4XrxUZUGVPP9d+CH6sXbjcxRPqMUzz03lZlt49UO6E9D+4oV11+TRklI/eUscNlwD7AruzbFiwtG9QIETvKzj0by84R28pr/vTVZc5Rh9mYG6TP1XWt+xyfwW1NG9siGWArYqeo6O3J7ugUAxZUh8mkUFjNH9Lrw2W/uO/eZTUwcn7P7T94x2Gh0F2E79MNhEf7zODF271W85gOKPEdGASARKwH6l/sRwSeURp3hxjSWeV18rTtE5CqLaVp6oAdi33xwsVl/MQJ5fbbbyvnvPNcj6dBpFMjvc/cjDhmEAa1ajuwe7cOo8eZOfHnDAX1fvsW1LYhNIBqqjAgevoZZ6h7yjvslABkB4LY0LJy0zZFaqsueWVIwyjQ1lR0N4ocaEPqAl57zoXZaWc5GGjUTmr5f7PK1oCcsQNr7ClK/JUDD2lW0bQSEtlrPzw0EpKPhw4d7RrdV155k2RyTZkgTeK0009S0whVnlRIAPM8XPWUXFfKwMM9VpA2QiVZN+eKPMUpETacVdZRmR49fPQ2qd8GW7KXbWfVAxtqx9zRj0FqgIShGfXKf9sYWt3+RGzjMVKKwPQR48ud1y0o8++4X4M4WYXpx2g3l4Bo4Dar+NF2Lchdu1QzaLxyrhb8rBz/uCPL8/7nHyq9QAbvSjcZqljdY0dqYNkAqaueDRjHCkKDVbreAuiobi3qmfcwEgMEY8eMVR7Y4vJu2V0waj9SFDbXgYety5C6KttgPb4HUqbvLfs/IkEqxZrVawwYXEPYGotKdjjlfb3yrFeUP1YsEjshoM05ua5xsiPBGvppMVl02BmWLF5SxqljyR233V7Ofuc5BhIEOHmIUY6JlHZFQnugcSx4m+6NeYQtSpw9O5UtBXyRj9iRBrec7gIS9wRoP/f5zyt/+ea/TNMEo5whLexM4LFSLZAWiiHt9gJTgAKBkSwpMUW3QXL6SECwy5Kb7c+seBAgGTbNpnkr99aNdftPrr9H/fGo4n1XeK/oWdVCMq6Mm1Q1fidQK3liOssu1hXYpXU2XKC0dNmGctmPfqa6SuuUkDu2nHrqCcp9o0OuKklhZzNYM5cBYwPyAOZYgadqPV4ixqn/ezB61IPxKD/Y1qvF4adUjHTULCpYo/RIXOKKsqsDRPydAm0BJF5PlUjX3laL5p3K6p41Yf9y/ZW/KCtXbCzjpc6MU11tMuXVE0dGS+U1a7B2qoDbpNF7y1IB0lFHHlj+8IXPLhu3boprswp8V9AbIAIETQizMAZ605oe3XaeBgQNYPmOdwsbTHUtdbfm+KtXry5LlixRoNqDSkq9wmpPc/v3jlPBkesAGChxi9t/X6yoLczGOqvDKjuja/VGaGFaDzzwgK+n5dPFtatx0mJ+hYq/BZBIBk50OKV0xylC3CBT/f5hN7JBiMovWbzI798pO9g5AiSaUpKuQAkTFoN7m/Gv2d3cAZiVG1tdH3TCjCzSPcbpsNv2qQH33mVJbVEQ6PnKs84qr1dOHoDqOaon8LzoWlaJIS1Scu1OgiBtQ6v2IufDyYDbbEgsNtJI6rx3F18fkFIPaQAL+3/AkAay8rDL8JLmJEp96cgCGwHMSBu8XjQYiQft3La33H7LEhm415Q1a7eV9QTiThlVzlCc0pGyKWnRWW6G1EBSA71DAQDvbHityWbP5sd2ZPGLxy+T8f/PY8hPiUMyehuuvZNYxmv/LTwE7sflErUZzF4pW8XJmLRTY2eHYo9UaGvWhJnlZ/9+a3lgtWJ0VAJj/EQVNVPFwiECpN0aPJLotqpU7MRRqtuz4KYy7/AZ5dnP+/2ymbKmNcAiO29bHFEJmeC2YGNc9XBnhwccK5tqzxP2nl2SIljdWkp8hp174cKFros9X32j7rr7rrJKxfF36j4my0MFW2vg1QWyJmhcE4CEXaQrfF20NyGrMTBdgOp5KvU+TOshldHlfe6v5evxNyEBL3vZywRIf2xD7zYVvmtu/wkTxsWwidvVMh0qTnb+YgHSBAHS7XfcXs45+xzb+IZRtwnVwJ6eBNP1VVE78l3PBnU6qQLs9H3jc2NMA9WtbAptA+ipT3XcMxd7VLHgTeXlqg2OejqA3VpNVKlXFfBbKEDaharFpoMx28ATcGmlXxwOYIN6ztvYUkPQrspmD6TvNerMf9cCbAzJJTraaofxsLzMjrNxpKKGp8OgQB5oq8RKvuFOJajfcev8cq+aTw4btl/ZtnNYWbNua1knRj1h8nCBkpjS3Jn6apgSbcvTLioxXqQQhQ3FJIENM+MRm5NLs9TYsf9/4EiXdq0itdWRzJteW1guQaCo4KY2uViXeWTYEjEzsTGl24gkXanziknasKkcMHpKufmq28taxVRMUyukiSo3Mmo/CZmKs+3SgG3Xmti8aUsZM2x3WbLwxnLokQeUZz339+19CUOq7KFS2MbIvGDtgekHUTWgaDulAye9o1LGgbB0RSJQPF/BhCz8NeohP/8eTbLqBZEiQgAhDCVGaMXhSCg2bRR7k6pJp9zm8u+CCUAECOFdI72EXDaPSY34xjCd2Jc+dW/2As7R8tbCOve6fTbXZgOu0ybisuZBesqZZ76svP71AaQwJI0dKpsCI4drPGLUriGtqGai8EuWyIak67vjdqlsZ7+zBt/l3Mg/kcK5p7j+8zx2DdN5s5h+oGPGmdfDjvL84TEqDSj4nZAE9cEVyL7lr99Snv3sZ6cfG4ujrgAncAtwHtiyMyqb00TwqnFdNU6KMrYydrdidKkimfFpm4yvf5DKlte4XADpt6yy1Y2nqbj1xCGStRprA2cDVsde6/xPb/pS4fQfSbXbxIxuu21+WbpEJZSLqjro3x69vn3n0PLAus1lnaL1x00eUZ55xonliNlS33Zvd9oTHX7jfYsx2yakqsrRbKE/JpmAkN7/vyhSZUhgjUl7dlCYELFIWDw8YLj8w1oMTjAWR2vX+kjowAKkXes2lINGTS33XHd32bJ2i3Jz1P5ZgDRmrOwicg1QUJ5o7Y2i6MOVkHvnXdeXQ486sDznhc8qm7UwW9dTdkUWeLOpwAqgs9hHrG7BJLyA0aGpAIDwU8ZDHVi1aNesWWXQWbbsftcGWrxooV57wO2yWdQkrZLfhRE7RmTdmwCY725RkOL48RN6pU66akizq9FxhM61V111lZkWalsAZKcMybcrvWOLd2WYUGodRc11HlMVjIA/YFJZnO6jC0gIDyrOmSryT8Z/AGmrAGyTAGmsrxFPC8foMrT/0963P+dZnmc+smxLMj7bGEHAYJvzycYckgVDMBintKEtBGi7TTLbaSfbQpPpTGbCFsjM7k5/2r9ju7vTH9qm2SwlLJBQHGzAGGzLDgZbls+Wj5JsS7Jka6/Dfb/v+xlSbAJ0f8hnhD59h/fwPPd9Pdd9fDgmfX29AKyZAKTN5fnnfqjtz3mv6mwpPU2TxkDkfCSzrASnGlzqHCQnRNZmncU67kOgZXM4AYnnm4Ho6vM//GFZsWKF2F3TzNZ1A4APnQBbZdifgMToEVd7lvJIuWKOuVgJjNKEdLpGxdhoTnMRiOzuJpP7PBhSCxPmLAQocc7Nrq0v9tj5ue5Xmaw53vzNOlCXDhGMJkYnYb+/D8rOPjAjdPbkFtQeYyYaoUIAbPcAuiMcwyI7G3lKq7Ft99UL5+EjDtA4h8vjVmd10zy3iV6Pi+eNoNR0STTvy/P7xT7a1uw7wYJ9AZIR3UyoiehsLUJBrKNtHFQWZHq3WrEkbK8zCv/LtTMvLTtQ5X96YBglI2BI6IzX1YWVHF0ACUin8dUBhHknAAobNr0uQPrdJ39fO35QljX0GFAqMh3L/H0FEuu4zz1zdSjkZDXHjx0rQ+hfPYAtfQ4gj4eM5yAY0NGjRxRKHxo60dLJUbQWQDcVTC0r19m8nDcv4AUguT+SC2Zz548WX5AQu5TbbltW7rrrLoEehYA9tRkhow/qv6FTwLHjR3DP3uzRO+K6FS5/tJIljY6VjL2D2Bmx6bTnefhdtq/987/4cwga94Sj3+qEOkaSoZEh5QqXgkSB5HUxeZK5VM89m4AE0I6EV2X8Vj4hrpTNwkqeWTzKAh0Ca5+ElcPmdER2NCI1W8rjpkO7+9Lu8l9RvnIzdp4hIDV9gJptAFA/TLYd6Ickk41mh0wzm2fcDqmdW6jz7MEidcaG89aszr4Rvf5r7Vx7HgqYa4kWlYqIiY1VAB0+I0lX6JMUX3OQZq7rQfU6XpOZ9t720tfLNBDU9dH8UvTNvavUqxu/hxEc6h8YKcfArOfO6yirVi5H5QPcDOik0Q7LQz4k7mjCOrisfYv0gGxHLAQlcRTA///zMEPiMMK54/Fkola0o4gwcZokvGxW+dsgdi+kzFg+iyziieMD5ZqL5pcda7aWs0On0a724jITG+V1TUe+xFRu24ziUDT9HxpEVTt2e33z3dfLQmRs14BEW58CZT/Bq6++Wn6Gn6uR4TuErZZ39u0E+7CJQ/pPASdrYGEv96OnycYHFZWmk0tCDK7KvakEKGp/JEyeaK5Q6ahOQLLJVmclJ0O64447tOLTNKKSLF26TIyKPqm/gfKdAGh0YpNHFs+eBnM0C6kZhAHB+5qn6cSOCAlIqWxkSE888WT5CwDSFDBMmmsETOYg0VRsAhLv2wylgBnuBouaDkB/H4D0vPpwkzl5lWYKhUIHVqaGg5hZ38YprUz6jE2zusHduT6jPO+5Ip3lNdddf335G/TSXrhwoRhfE+CVm4ULPoxk2R0HB9B+PTaFlMlmkPF2SE6MzD7bLWCEE2eUzTls/Fzkq8kP8TmYbDws2ViYhDZhqTN2OfC9ukwoANw0ybol24LKZLmlCU0w6gEz6tvJFBBu4MBoK46naDMWfrl+zLwINKMIVNindBJbXrGf0m3Yphy1bxPopyQyxQplA7wTQ9MENktqLkgfB0ef9P7nBWEK+5O1SFebDAl/0AkqIFV0zc44buHMEhL6P2n3UunUzpZCD3NnMTpE9r6xFY4iANKX5pdZ3TPKbBTXTgZLGoSPaWgA204PjYFQjZY31r9WFi29qnwdYf9T7CTI3Uw50WHarFu7trz8yivoFbOgbO35ZVm//h31LKLiareGcNal6ZJpA44W+gH+phC3IhoSUL+e9nMyAN4HFSYLZrMTpIXdDmMqBAGY7OirX71fgMTH7bffjuuZWt7f9kukDPwXgQYBkT4gHtdAYQCwyUbFM2PytbiZfUYRU2AIuk888UR56qmnxOwISGSHBKSZMIXIGLOyvunT2bNnj/xMZJjPP/c8oprI8cJ4pdlgYTPQehyaZlmu8pYJXwufnxuBq0Uyhde+OJtsfI0Af/c9d6OX9n8W68yGeHzfpk04telDgskGo9wmOJo3p1Ob4CJW1WBECUi1ecj3TVDsCI9QOP01Aij72ORk/owIQWVy02FO15tAPvQoFkH6WP1aRLC1kPu59jKkzwj3PD46UTZthM9oB5iR6vDAbIRAjMTxmiNCp8VBRzRTguIeHjxVBmi+Mfq28o7CzpPlLLZYIssU2/TY5GQ3wTzlrOkr/Tc32X6xF6UjQl53H+Toqsl/Ot7EHmpzTcBE5sQwpfbpZitbRNuA2G0DJwFIc0vv2i3YTvtMuQIOt8uu6S7zrgByw1QZOHy87O+DWYXC22GkCby67uVy41eQh/Tk7ylipUgA/imfFYO/9s115RUA0iULurGv1fbSs3mzt9NO9AwzwoNoFkQnojaeVBayncsKcgew1it0KqMVK7chIgjQaU2Qk8PRa1nFrqgEK1euLKtXr1abW872nXcuR1O1rrJl65bygx/8QPVp3HWWx3S9HM9FtuaVSlm2LQyJDsgakFLRxJAeByChrzYjlemcJ9hQwWuGFDYEoYU7we7ZhSZuHWj8RYb0HAAJ+8qIIbmw13vKW7jzXPU2P1rKBVJmSL53F3GGv4ogJbWI8wbz9Ej6kYD06DceK9///verFVnjry97ZZiAAh5CMi3bjyjsT99etHGV20SJkWzlyghS6lVG4bzSu20K2RaeixEFQ9KkB0PKxERt6fProZLHI2/BT1xuw+4JZuRuchfJxmGSyXnNSCcTivkbTWHGUGK1ZeOHZVfvQYGT9nejPkaUTPleHAgAFJMrW5ubYZECqPWjfQs345wHa+RBJE8uuhK1b2gazZYl9h2x62Swx/DDmfknA87Ahuft3xKUzJAogg6wOEELg8qB48UpxE9EJ0CpuDYd3IzYMOJmh9wEHMoFNUndk2aUbesASDBVrr1mfrnp9svLbACT5BsUs+ednWAShxGs7ERHyVfKnfffWh7/o0cQZcOW1ZEXk3ttvfnWm9hs8aXSveDSsh3O6c3YM01KKHniakxcpBDGQIZZdoaMhgsDnYQWe6fm+w5j5bdw25434HJFJ0PSHmswKd1R0smfPAZ/kzndc88KsKQ7BUg0nR5EJvKp4ZGybu067VrCfdnI5Ph5myk5+alQzq/JxD2veDZXmrlWvB4ypKefJkMCIIEh8fpYWEtAYvQpgaQWJPQX2rsHJmOHTLbnnwMgYS60z5ecrAHeFTvz6p6mq+EkaKSeJ+Pxa/6+lUbgIl+Jh1YAZ8qlB8H4T//sT8t//M531PNJLoE4plsXU5ERZRseL739A2UU12EwoslGM62u8M8GbalELRE2XgEZSrJQh5Y873LgfzqG1Ao8tbwYe8y2zbzN+HjOlCUNCd+L9BlhUpjMzpiHP3X4DEL7O8CM+isTTT5c+VJ57R7/bO/iEwae8+4k0jDloXr9IAPH0R9e7XC/ioLcxSzItanOfkocGwcFsnldzHtjvnS20EFdvy4gGfOvB+KVUHzCE/iQTgCQMJC4KSk2UZ1taRvoLh+SgIjvBWDRmQ3OKXON6S1gSZOwJ9uMiWllw5qechL9be6/axFa1aIgdHSXtraZOjGjvL/1eNnci0jW5UvKz9e+Wu5ddWd58puP2mTjgAVoUA3efPstb0l0cXfZsXMHarPQozscuZx/yR/OPw7BJxvhfmmMVLRh73QFuGnTs94r6k0VyWcAACAASURBVLToazKFT+3hrHqg6YAmOzqJ66C5dRJ+IJes8N105GbI27VEBCw6s1k+MozdVuhMzz3a8jvOoUoginR+OmqDpVSXAqbA15p+JALS448/Xp76y6fAwJqANF0sLp3TTb8MBYrdA7ih5bZt75dnn322nEZ0kVFFLSYCv7ggCZ19M1nSYMCm9iTwWCjrrZj9HX/O2iGiylGK72ghC1b9zDPP6B4U8g8/lhzQVC5eD67rKABp56HBMkL2puRXns+dImXiSlOYZ8N0wVj1Y3U3QyIR8n3Y12Rl8/VwMbAj2df9yQwp58v3lIpZP29GNfUZtX4xKJkV0cqwbE0weRjH8C4u1i2ulmOjcGC/+wH20DuIz7pjRD4MRr6P5iMvvwIr+aOYpY1iEjq6wZQGIb9z508rDzD6xpQAardylJxOIg2Tu8D+0aYrIc/V9B990WxJUTY3aLNZQ3SpbF4Ncm2umSX5R+kAGHVvh4TfWAEnYyXumugqb/x8czm6+0hZvmh2uaxzVxk++EbpauemjDNK/4np5cDojDJz8Q3lZ2tfKw88fF/54289iRIK9MmR/W9qycfb698u//clABJMtg/7esvmjZsU7ldUD5PNsoJxMJArrrpSoNCDnWTZD7wd4HcatJjHY3YyFZuOwRGABsPl08AwxADjH89lHxL2k4P/h5GwYfQGV3qDdDPLPexHyWZSKYQ2bx0F8oriVAn5MINpmsFYaTKXhhEPKS+/S0aAr2YkicLDhm2Pw2R7+umnsePrZDVnM4PD+MmHRH9DTbfTV7V37z61MqEP6bnnnsV9jziNQbrYZD/+rv0fdrKnOZwmXSX8sfo70VMeerGSnCvBRuC8s+AN1mx/cu999+natTg0mIQYBF47CpNt1xEUXHMxYXEtw9dUHoK2oqNCGLyH16NkpZUhcSYwvlS80GK+77C7wdQLPZnTJwOS+EkMUy4YOgMZXaOPuGXBx3PAw6aavqxCWQoAZYEbb9LXxJQaghHMtM0I7e/Yh/uEHxD3nUxE4x5jpPky7axxiXLFOSB447Puh8/xQUoAIsUH0VvqONwfM+dMLatX3VGuhvnG3Vq1nZVkjwt2mIQiTl5c6shrjo9OHrKRC/Hnz5La1uwdmhhnSJH9lbmixIA2dx2pGBLNt8iaVg9t+leI0jTbkOE8Feg/DYD0s3/eUA7tOVYuRXPtVctmlWlDm1Hnth/27uSyZkNfOdmxoMy7/tby87fXla/97uryzW//kRSNdDIjOpzg9evXiyFdApNtBxzIPZveKx2YjC6GziFsnIBB+K7ufWBVuXLhVeXv/tf/RJfFkXIWZSnjUyAMsEVPoBvhaQg8e2gPYrK6F1wCB+AcsRtNhRTNDIjARUCagqzy4wNwsvIzWKkNSAajZAecx8wtajIUm3cW3hTUXJmbgKR2GvQjxRZUzS2is80Kr+fRRx/F7rXfBSBNkVIzPYJhf5qK6U871xdAhkQwYAb6X//1f5IJySp6s54akARgIajqbxyRHPulawdq3kfV0F0grawfRYnUS51lD/IteoxO4jq7u7u1lTdD/vQRCkQ06lYOUvIz+D0wPFb64F9Erj5YEfabYy4RlEagRCAKUGJETkW3hE+Bv5mQfIW8dl0/f6eT3gptRub3Yq2rFfxjniUramVCOW5mWQlYXHwYnUxWaf8RPqKgT7DA2CaMc81ykK3vfYjynv24P25uzsPV6RW1jNUXVrMUIr5ZrvOM+F2DhGQLPyOYg/2Q8wFYK/PAlB6E+baYju4J5P4xRyl2ySWAccyqjSgF3JnnpSMawyum9sX4ltrW7AFDwoWdAeUjILWT3mowrVgtDm2Za3bUMdqWxbXaMgeANA0DMrNtRvnnf/pF2Y0Cz8tRCL9y6fwytmdDGTqMVXvm/LLmnZ4yNnlmWbDkhvIv771bvv4Hj5VvooB05CQpPdhPFc1pK++g4yEBaQFMNiY3bn7n7bIQtXE3LrgYrXDbSs/+fWU7Q/9o7NVOpzDu4/SU0TL3+vnl8uuuKtve2Vr2btxdTh9HQh4chtxHjkoyC/4X+TSCXXAiaFoRALQBJJTh2DE4WQFILlWgkNm57QXYymBBqCm9//bK4h8+Wqvm/Vqs5GKDdfjfAuE6O5pu9D89isb43/3eXyqNIE1KJkbah1SXUVgRaI61l7379giQ2Ib3+efhQ4r7yLB/k+FVCkRwUdfKuvg3M/WTWWXCH9Xbva+nKN+qE8XJLExma90u7E4s3xYA6qabbyrf+6u/AnudHeZvmjYOIgwDKOHlKCeQGbGr/whq2OnDYPuVMC8wHmnaaiUnU2BZSaU84Zyn6shp62imnLgci/CH1KbP+ZlszZ03ZDnIv4/xjbSIHGuzJ9cmujMGGZCzYpxM7Dkxo8c9I5rWg55gu+HAbtOmVLyTDA0ki5N4VAtlJWghezUQGltV5hWJrdmN8hR0+SASkwfhl507t1OObnYJOMvoGz4rZk5mxgVRkQLfXy5szUU3zd4mE29e02f9vO11RNnO0GxoMKQ02XLgK1AKQNLfBCT2haYvCa1Vz8Kp3QWdnT5xUfnp/16DGpz3y8LZp8uDyxeW4d1bylFkT7fDXHpr41ZUdXeWuV+6srwFk+LxP/mT8u+//a0ydAx7u2vxND3nY8OGDeWll16Co26BMq63vLWu3Lpgfrn7si8hilfK67t6y/rjRwuGGb4lNDfraC+n2k+VS5deVhbfcg1KWFDki64DI0e4g8MUMIVxsC0wpNmzzJBkrvhcGWUbhb+FlPY4jmt/UPhPZII5umLFDBNMIuXoWW3+EMzTiW4AspRx3m2mZWlFTmh+3wmB/qFT+BvY8fV73/vuOU7t6WBI9CHl6mjBF/zhe/v27QMgdSox8vuosic7yWgancZ8Tuc8Hd8qteGuJKh142sEMjr1eXwmX86cOUtJqRehLzZNWZ6HGdTT8B6Bcfp0g2Mn/Xe4L47ZSZzvFJhm9s86gecEU14H74lAO4ik1uVf/ndl6VfuKcfAYAdgTp+honB3Xd5/hK3znmRSyNVlQGqmF+Q4nA0G1ZzXBKYLUZyP+IgE9NEdUcNM8CD7ISBwYY7xj9SYZMnSDbYSwWKJ6g6B0c7efViikJcXcqCDEPAiqTIZ+0eBSPBTMVzzFyIi/+MxCJi0HKxDo2AZB2EdDLBudO7U8tCDd5ZFV6F3V5uZUjvynLjnnRzHjlvYx0QZpVzR/+rDt4Bj0790IWN6vp/9CCCxfZSibB/DkMiOVMcWqK8GbXyNZhyUvQ3Z2jMnzSyv/OS1sn3jW+VLs0fK6nuWluM7t5X+A7vLZCTrbXp/G2h6e5l96cKyEf2r73v4t8p/+LPvlE4og7K+6UiWok2AIb0rhmRA+rBsBWO6Cp0SF83AiosEyw/gRN6DAt8RXIPDw1AYmGoTnQhzd+BOkKdxCpG9iVPYXAACfuzYII6F3Cg4hLPBfwIDhYhK475Mk8qRo2g6z3T+yKvxCpEmQrCmYEFN5cjV2J/NiF7MeEyujY5kC3VoOBWB36M5xut55JFHyjPP/EB5SPybuU0dHV2oVZulDRV5Xdlh0v4nOrX3oe5vKkp0hsrf/u1/13WwcwEBh4zGtXBIWMVrBBleC02vTHIV4YDas9yE73OsCCYnTw6iw+VxpDUAYMAmGb0j0yQIcdz4Gf5kIzleb/aySladpg0Gtnzjj79d7v3a18sJRniDGWXBrEA7fEgJ4EqkDEA6dzWXGyXN4HNC+59WieroFllQpkHYdKl+ZLJ5DlXhwNizEobpa6W+k+meKb/cuKP0oQMkO2DaZxcgJhM0Ai+1YVktlLVMWKWbDMk2VZiLEieCJiNMHAvIC5jnYUTfjp5i9O0ipKsgo3vRXHwNQY5YiFxW40CBAan+/XEgkoD5acf0k4AJPiSYbLiZs0BUUV4OaCRvNRlSdomsTDYIIRMjOQ4y2eDL4QjMRNj/1R+/ADbzallw0Wj52kMryuG+HeXgrj7tJ9a7a1cZxyo9dc6C8iHqyxZef2O5B0mG111zPdIErtWAjMChTIV+Fy1YX375ZdjC87FFzAdIjtxYOqmsLPzFSjDKUhKG1+nMJHsxnGNCUOjLDcJhUoxCYdADX2jPNhwdUzurrOXmoLaYbJgYlqSohSodgDLLCEg2r2JJO4fi1itJmm2O7oS/RNLkryorvjL1cFymmeA1b5dtwE+zjT21mRjJa6GfbTBynFhcywcd31T800hIGR1DaQlo+oH9+7G/G+rI4GcaQn4K/WJMqDRgYJMFjInP400GXOA7hJ+TAhM6pMfHwkylbFDBuBBBNsbZ4YHZxfJh5L3ZH5aOZgl2Rrtwb9qznn7KNGfJyHHtX3vsG+WuB34LCwojjCiqDWVIhijzLBNgebPBQukc54I5RYxKb6iNiSJxirQ12ann5UIeLQxJMmVndvoRZZ3RJNOPHdmCIu0+7nFjioyq9mGH9mz6sOzp7ZfbgN0ZvIdZbm6Bv5k7R/ZDIFWP9Ppqa/+kZTAjekGF7HZQlI9dH1hiwmNE2gNTAlD7xpSAQbT3mQNQegCgtORKgJJq3xjVxHjhspT9l+ObvruGBeHhv7BxvJAxz89WDOkMFIKbCKrBZhTWJvWsTTauFI1EyWjQJuFmlA1CPANO7Z/+/Y/KB+++VpZcPqOs+Mqy0rt1U+nHqt2BbW6OHD6Ein8oROf0sgf1bktuubncuHSpwuZXIlq2bNltsHvnITo20gJIdNCycJXZyWQujFyy/o5zoUTDjGg4icOEVj4Hmvb2h7ldh/1F6V9I4eNrNCeo3FQChalzQhx+tOgrUmHGkyyoXvE8rNlHyqsgr4UZs/bH+btK/awEz2ZgDVz8DlkHmdyKFfeIzTClQKbO0IAUgGyH5iWz37OUJjecHAOg8BgM72fWOu9PuWbB3JrRPgNImIoCmVwla93QZ6LTgsKH4ccRa9F9Ggy8Sivm7eU8hFgKJ3nGakwfJb738GNPlC8/+DDaGdtsZNsRorO2PVJyY16vfR36Pq8zzk0FctuZqHDnNfIj+jO3n6rZ6YUqiOZLQBpFsrQMGMgJNsTfdSKky86U+Mh2zrjKMTD0ng3wGe1EAz6WgxA4w+cj2ajMLpvbNpV8lTUQmZlzyDkeFuWIrPLj/DwjbjiW2ptokPyGAgi4/mFcWD98SjTf5szpKqvQT2nJIjh4A5S0qwuBn45uXrlIs2PQWf2QjvUvhiHxZhT2d5TNJllkKDfYkjr+aUNIp8RzG6SMwNGHNAUvd+DnlX/4cdn+3i/KVd3Ty3VXX4YJ+QBFr8chdFPLcZhCpItnEU05eHKsLLn1lnLT8qVYmZFLhH3euKozKrNo8WJlZtNkmweA2g6Tradni5ypDNFXYha01aFdKkGwDwmzhdhd+zDosrfrRzJA34sLYdVEDA8+5yPNIR5LkR/5YLjSca4dwRHIKMO26WMyMPI1xYG40R/BU5+tTbbmROd1UMFk4sA3l36XdHbT4e7wMxU8nb9c3Wy+8T1F7wRwZF+m43R4uj2GHzov/+G9DFenEjSVQf3AhWIRAs5yBvFpMgMn0DrMFQqi67Bw+z2OOk1xJyiyKVYb5vG3H/uDcscDqxFd4y4aBKToYinlCIATWDcc/wE6xibXR4q5SnkyKneeDEniQpnnvVAJ83mLlMTcMhzvKjRbCZhL3DNZLcedzmVvP88FEGx8GGC06X0wI5aD0GfkBccRMgocb0AT4b8bc5Nz1GQklpN6fP2ZBmORzepj5TqgueOhab6dbkPrEqYEoL3OfILSrWUxmRJ0WGVYsDRqYNeqJZ3RotDA9CYgfR6MKUw2Rlh4eu9Uyhvy4EaRLSMvYka4OXWOBBARtAAg4g5YfbkFUhts5SlYFX7+kxfKBxvWlEvnTi5XXDa7HNi7qwzAZJgGv8cprOiks+OwrY/AmXntsmXI5l4GU+OU8mroI+GNdmOHigFsKtjb21u6L+lGdvc21Pu4dIQXaAdz5Hpoaii5zkSunIwx3xIChkUDxnRfaffH7KsvOI/ToKUp4DIbgjnICVjZ7eHsrBzYsdLhGF657CsICLAwBig614T/Rfg2QCI/k2Dq/kEGDQmkzmVzIYFNZ8jTUKkkhhR+3lMwOzGXOnSbgpXCXwGjLspAXpsuFnwvvjRFnO0rHZIXlR+OaFTcoO+Le71RQclocc2TvHcf/TGE+99+7A/LCviQRpXAyrIRO64Zkrb5lqFoa4T/DjDndHP+dblcdWwmuo+0P1sz0rzLX/W7GjwNoxWZYO6CZPfCJqSy7axZr3KKxMIcbXbjQs4pijbY6RFV+3v7UChLEy2isrw0Hi4ZdTXGAeaJUvn6RxU+USx8Vo0oHW86QcvCFxPGa9XxcV0gEzTfjkDX5s3vLKvuX1qWoEsAHLLqqCDTOpi6MrhivCehtjCthRbmmYAe565OqXw7XkMDMD9pCuJ9AxLFloOOiTAg0TEXjrsmQ8INGaxYi0PFz11XDUgsrJk62lZ+9pMXy46taL7W3VGmt5/GxGyXX2LOnPnlGHIkxqD8XTPmlj2Hj5TFN99SbkY7j3Fki2mipQxsteH+LvxNodjSsxVh7A+iT5HEphr3VCa9JpPTCY0eoIx+hSA0fAHN9/N5s7NkDr4FgxOeZpsHOhVWiq8V3Z8z6hgUaqSoP5/HFYxa/+N755xDAEQTQU90PgNSnseHr8Lbcb+eO65sWi4Eel41rbRNgTVTiquWLnu8NMLxXnU++UpokkTdoy9Lx3VvIh+Iskizf0yN/KI+Ed0e1IpWoTL8wEn/9ceeLHfdh735IIDq1KDrY9pD9jmyIhiIDDIc0wRTNevTEBC0beJlY/uch391FQ+FqtlJMIpQDjNorXNObMyYflptoStcmJWEic8y6bFn03bUprFqH83VlB/EwbfJKpYappkXDvunNOIhOjKDxYhqhW5lSBxzm8n5nRBI6Y/gm3NAFi12HPMPdj0y5pSAY2RKaPK2ehVq3wBK7DzJtBkGRWQBMP8uxlz5XZUeNUBGc52WwYWDTwxzyy8nRsbq6cU3soxlEjAdgELFm/NvRdVUIMhIHIEpOgHA0TwJLRQ6RiaVV/4PAGnb+jJrMspBhg6UEfYHgs9jNlrDHoJjdhRI3H3FotKDXKXr77yr3ASz7cTRoxgQOiedW5PN60XL4U/5l9deLzvw+SkstMRkJZJbYK3QOWgx8yHMLiHQ8aw9mi39X0l1oXhiNblS+nddfhCMh6IvYckxpEjh2PSa56qgrNv8gAGp3nTRktJkHplFLDHC1+zz8T3pc9nnmgs1r1sIxsUjpC7v2xKp78bFV+fJFdnvU7GEbmaJmnI6YW2A5RiKGeBaXKwqTY9zmxUSuFnGQyBhNvxx7C/nuUCWNhR0GtIFlt5+B7qGXlY6kR7Qgez4TnQpYHoAWS4zyefNvwTR0C4sUDiX2mWk76hmRxVTbFEIj69C8fJh2WSmMpng8f44TJ+gJAIkyoVlROyXrgvJhhmWJpsyz7HhacO/Sglyn7AYR3x0HEVlWwFGbCFCnxGLZwVInCwBmn9qdspFjLKpZSCFqgWIqhfPeeIFpnXKK7ky8tVSqHPbdcF8PXhHkNE9jCZv7KeE3UywcYBbl7DzpAMqzCDnfHi1sumfVoJkUOevwSjPHaduLLK/6g4+/vW215kYyQOzSJWfkXlGWzkYUjXgZE24DplsWV7iwlMKdBsjLwCkKacmyqsvvli2bPhFuWjiWOkcOYx1glQd78NOPYmRGUOka373FaWnb1f58uqHyz0r70fD/w+xgeTRyM7lCpsrhIVvLVqR9Pb2KV9GQlopH0fMzK0xo2YelstgB423Yx4tAzl59h9IKCVAjeiYjmEl9iBx1QkBqj6fJ/RqVElDyoxPE1hp4JAQyu63OFYiqRXJF67TxscySsWZUgKjZCUUh/PFWA0jiuF0V8taltIoUsWDsEMDGv4DNJgGoe6KABRvv+RcpCnw801G7yUmYk5DkuN0ZIV3IU2gi4CC3xp/HGsacpjU4xw/PVu2ln/4x39UG+IOgA8dpDfcurQ8gbD+zHkXwzzH/TGJUw4JNNcQ8FBDeN+uRGfZhx3ZXpCS7SQ7rTtFNhRXQQubomn6mkRxZLwYnMuQknkY7GsZyQmTeRPKJtmOMiCZ2CEa6gWmcH84mbMH9nvbyq6dTHqkP8zbnAvEdHVsIEetMsv2bIegNJl1QNO5DMnfsdzU12rTqJL9kCMHGSxh1UUrkofR1htu8rYf7XCHwJSY0b0Sjm42eTs7cQKLPguckacUrUskf/KVetHn2HoT0QDYuCOzcS8QAuGm86n6zL/+xAyJiwDteAm485A0dFohvGpzNeAMmCHxhmk7R04S/S9MAMOeax2nxrEn24vlnXWvlXmThsuMsydVdcz2sGcgPCcYzeuaXpZcd0tZv21HuR6V8ysffhg5Q0icO9pfDu3bi/lm0mKUGSiMOVHeWAdA2rFTRaNN/0erwAWNpSDGnKfq5zBwEKtarJzgBtpr2oMuN8+TDnBFkoIuy2nspVgip9WWrwSCGLTI+mRoBPZZCHOLcptXkfAmZQhgUQSTx3cEyWHiUEYyFGYj40h0SDJXiGFz9RLHewQX5hh1Tut08iLyv9ghgJnUHV0AHUQq2VOJ0btp+C1A0q65Ll7VWcO8ImiFhuo+5bzFtYyFX/E0UilGkDrQf+hQOY5IILz32oJpJthwF/LFJnBdfM2ySXZFDLHpps6OjWxhYSaBif+0ovh35awOE8blIhhDfSE+H/5B+z28Ov0qc60FlHRZgUw8qkLo6bKgD87KnWxSOiCXAFMneA7UUw5Pgs/ofZhp++XA9sn1zdgm3mYqa9DEkCpYsSna6qv7KIiepy5/5Di+dptsmkN5ZRIQkR8FN81BOLqHUCUxC+bbQzLfkDwJpqQtllh7KHJsk9imW/wdTN39mtKNEPJfDWe9eJzvPbSxH5J6GvLMsoO9cqSTl4OVuyFUu47wRmXK2Yc0zkli5AtFnJ0ApVGYXy+9ALNt88Zy9SUoZp3svsH96Lk9jM9dvviqct0ty1D1v7dMvvjS8pUHH0DeDDoAwLE2hiLbg3tR7wbhZkEgaTgjGevWvYWGaGRIoMFSeuoHVy2OEoHTiuRoEieVUR2ChCmGncBG98AGf07i53XHeTVC5YhaeYXRCkTBD39aop3PY+FNR7eAS+asd2mh0hkE8X0qSyib/UFsN2rTQ0DCLpcABu1gqyRGgkiXEhm59RFzqHhP/LuLgII2tSzVYMY1kyXb8R1VypOaA7jZIUC+HYujncBRZsA7pvhwU0JBoICG88jiTQKPmRcXH+3Uw4BHACz/ZnW9lI5yDtNN25FLYq2N9kbyaUS+hB1coXkhbInhHTLqlTcAK8L6EmA5qYVkHj/96AD6SV9XApd9ZjUQfRSQgjkI4O38l3wo6bEGhsoMU3M/zqfTC1SbJmbkPCN2lhhFC5Ge99BCBD2waaaJC2nAOTCWOz7FkmFXoM7HYak5vk7+GT7MmDwWDCD4PjnbTguo2JO6BMB8O4b8NnQJmIce3Q+gzGQxCnK17xudStwjT+OekdvwlVJutcwmnefAp5/MwBXCcEF35o0iRYQipyMyPatJSQWj2IZNzc3sxFdZUIn3tcrDPJjENhdIsmtDTtGPfvQCnNC95YbF3WVk8CCiZt3Y++wIukUOlGuvXVLmXnJp2XsUyYdwdC+9dwW2QUIBCCarC4MwBcp8BHVqRw4gzR43yQS4NW+8ofIRNj6zgtlvoEGPyJIYhEIZBAjRnoD02tFnZfH7OWiZNyTFlElqJhhcRsfj7UotA8TEkqgWBE2cRmHr2DFkOsCCzIM1XjR7VJIBn0knmAh/T0O5xazZMwUmU3E/7KdNRy73sJ+CvkdiKlyVyH6Yn6PG91ZeKRKjP2JViGIRSLxUCzhoktmvZ0WiYaes+wBlKQXnTINogDSYy4Ky4FFoNU4WKt0pmQr/yvckhx5/XVcIYFWZLwC2cnoaAphyQeB7Yko1G+KHBZ86nQFcHQ+F98kseDCaCwar3P5KJh29z7iQzL6vjt1QiZqNhM4KV8mMvDB54XJUOeXIe6qFpcBxZYQN/7xVEVqIMOlxAsw9JDOZrBeigAY5rjlYvBkNmi6get9XofvyqF74Q4fVPVhWq+cx53zV3DIWWbJ6CK8yugFKA43WJYq+odKQOWGUbzHl6E5h1qoZwE928zR+UF/90MBe8AMbRYIhyX8ZkhO9XLR+BwBlKUmivVdS9nxxRI7sZxIUYQz9WGZQIVBp/D/+7u/Lxq3vlxuuXYRQ/2EoWhcaUiEagUzii2A6sGnUQfTJvmPlg+Xu1avKEQyGErQAcp1kARD4U4NHy96d25HTcaq8jWZtu3ez8VinTUmNuWfbWBFmGgecJmbUGDXHxKzPasa9yhSFoPkjQEG5o8AAAAGTRrVeuE6yjylI6CQDYHY0a7tYC9eF2i6yF5o7aqmLH24Xrp1MUOxL4GlnbgftbYazCR5klKmYIqT0UYAB8h5YMY7rUh8q+igo+Pxb4MjXQ1kIPOqpY1OQ/heu3IEvUlbLAv4X5Q7uU27wOSOzwUIv95X8ZQYiYwEBwscQ8zsHCKpuAcGQrEaWvdziyE7PNLX4Bj9l9snPSFxlWhmk0iQT6OW1xWJSMaScOZ3IK3a15sjhbuiMVcbnCMCstcJXqohYCEYeQyxIQ2FASlePwZ3dtbwgczMIMjukiJVNMNP6YKZNmdQVY53mt0GTvlVdP4eDrEjXziENsHeUJUUy0KTlFi5IoStAkj5U/9N5c+NVseTQFzN/Xt9kNCRE6xLoL1uXzMbGAQ+tWl4WLZwLFhitS3KLJV4v546ARHNOxeExp745LwwqSr5wRFKDtuyHZBPEK4NWhVx5M5IWJkv6P+jIpkohwFtGUXaw9sWflgWolToL5+ZPX36p9O3ZjT3O4AjFsU6wIirbiwAACLFJREFUaBXr3wwWYXJAoKSDcPd3L7m6/P43v1VmXHJxOa1CRIISCjghFNOQTDgBU+7Anp3lhR//CA7DnWAZ7iOdle6WHUfQBArc+ZQ5FUB2mkAdMF1oAimyA4Bh4mUXoz6dABP8TAUAkeWwGJXfpc9lGhy5NJ14vHTi6pKxQtCJK6UiUwgFpllDs5WshZMs1oL/jXFHE4XKKZB87hXQDvJkYDxWhK9DyQ2Z+lZIcOv5Wsw+RW1i9TUM+UGQVfRIUIW/I5qUDl8xHctPrcS8PrMdfktXxSiQD+ejy+z0CTLaor/Cd2PgEZfypwRA/KwBovqdUTueJ57rG02Aqu7FF8QzOz/Gz2tHdiQchsWYUdg68hNjnsfjiHA1xzUb+DkfmDcGUvSUTNng5jyj0zbBAUaQKiysLpTd1dcv528yIw0XiXt2BdDtGHDSbOclWApikjw79bw1rvFTP42JtbPfC5ueVezMLCrfyzwl9VNC7Se3WJqDHMJV99+GjG7sZgJQIlPSNmSUG5qbCkAQfNiXyXlpmjuOHV0eeX8XiElVHpI3tOPouNudcpH4p1ZoAw/vR039A7QmsSCT9Jb9GeE/Gti7uxxCZ8cPtmwuu+EHGjyBrW2wbXYb/BL4mjJGabbwRqYjSbKjcyac3BPl3t95pFyLrYRGuGUQ/QoUagoMzo10lTIZK1TPu2+XXeggMA7n+KZNm1DkOVRN9AhQffny28sjv/eIWMpUsJpOANFkbtoYA0nmkqYPqacr1y0U3OeSvXZs/pj2y38SyZIUWuWhaJkzizCjccjW4VzqrtXWpUVuL6tFQpPC79eA4RU6FC0WSV5O1nz5fecQUahtTkirU5pCiE3y9Xk7KeKwNgd8RvuJ0pkvqIuIiU1fXnuYC7KxeG76SHy+FoUJUMkavQY/Mo0Pc0ryGA7qdOg3fWiVuSc5jpQCmXi6kYrdpHM7rHPdX+Jd1P37cgnMtO44iTqmQagujtbLDhRQWzSffk2LiOhRyr7ndlxbZHGRoQMbVgB8RmdH2tBKmQ7sfnwTssz6NIeAfN1SyWCgcQ0JpgImXuc5DClxQjdiHPxUj5wn63H1P4MRxy06Z+o81Uk1WgGS6JbBPCXs+zY4gpQAtC5ZtRKghG27z2I3k8n4Dv26DFIUpgXg4bXZ1QpesKgjHFBGcS/8NsCQIg+JTIPCJsphBJcSyiwzY+LMyVzjzVZRNxoT+EHl9wwI5AgiZbsASkNDx3FxE2AnAAKA3TgLYqVMKNzE1kUofUODtbayc++hsngp9ioHILE/jnaQrXTO1cuTccKLkFg3FcWDRw/1l39CiJkV7TKR5GNpL7cjn+lu+KJ05ZrQyD/iUMs0MiBIGXEdamssU8cOXeUk0dmqufL6q4mSryiAIEBEeStiSKE84fyU8ki/eVRHCR2Jqx8Z9vXa5Rk1iTH4+GHB9u9YfzU3KTjMv+G3lTlUf0sKEN8Q2+WBeRwKif0edgb7HBoL/LNrMoBL94WttwW0PF8tVU0TyLgXLIXgpoGLcQpAEehxEeVbwSrFkvRRjo0nWmdXnD8cph4Zvx9jnoBU+4WSIXmeHIgIH18cu8Vf1JgDryoh05KP9A1yRaqZbgKVMrdxASgiKJs3/BJ5RmyuhmjaBDt2ahCt7BpdB1IMAq3gqDsXEIREhGxp7HiYeLtFYFqu+wL+4Gkszb6WvNC4XgE4F16+w5IeLp5KdWkvJ5nRjdYl3GJpHvKUHkLnycUCJaQE0JWEjgXsWxUrXoPhWv41D5a0mL/zv+62N+BDGmdI0q4EHIL2X5gXWkX8UzEEfEiMgna4fB0MR6OyHmUj06Ek40NHy4mBY9rUkI/JACQ1mOfeacjW5uvc4HEQGzkODp4su7GF8tW331VuWHobGBIb4ieeBCCE2lBh23F87lM1NspqdNBIABG31yYTogP4NF7TMBAUqFDNyulKWTg5PokXSpup7hlttazCwvE5r3q1Q1ARJgm1V2t4gSLySclMAApTDICqwHkon2UxwEJKn+81Ycvnql5pKK9hyEBXl23wmAYPK7mNLDMPMyB+S8c0PRDQK5EgMCTXdusqldvgFoOpuawByZqTWfXGjACXWN6rFZMvc+wSJEjxA7ysoBbWOorme6kZlBlnFbiI42ffJB2CtyvPq2h4C8PI8pH0O4rBicIGK8J3vODSAsA9y8xmH2wHBrhwTcJqP3YK0bTNzMBGNI0tRDSaXqwEP4kqvp1zxqvxYvXU2sZH/ezjPvfrvhZox/PoaZxN4+T0Hg6g5loROd7wJJSZcDNKFOTCFTN7bheib/ApocnbZGxGybJM91JyYqo7LHgOHdTQ6GqMLhRc640iI1tVVjrTikhfJZQYdPYpogDyXjBhVHsmhzkkylUFff/QtHwOnMLtZ4bLwLEjatqmtACAFVuojqH4lhEslpC4HQbyH1Df1re/v1y9/I5y4/Iva2sk3oBki6cIEyl038ouBkDKGH4TsR87uWVtSMk5qDwAo1Ac8FqZJEKaDHEjA5AmiUwvfR+xwlUMKJyv+Ji4llZ5Q0ZF1cMPlIKqqdfnMk1My6jkoZl3UuFkyF2CYY59k5Xkax6d2PCRwuBbbPAlz5uFxILo+0yBTCH3PdjMsh/G9r/SFStgzk/ntelvHjBA5txrrI4evqHmPfFi3BUgZFXMSBDk1xrsJtmUAalmVlw8mZiXq5cFn+aZo6Ee05qhNK9fZ6WM5GKrxEd+TxMj+VZtmgCJKy8ym7Fv3LaeXnV6nITdcswsCGCQBV6/drfJXLJWkM1zV0P/BTOkxrKmW8+tvjMfSdmHkmsuMJQAuko4nlPKKVg1/Sj14jb3cy/u8GaUiL4xr5CWCf3AZOoq/A4XQDV/nIdP49TGZNQQ2jJ6v/njNyPwmxH4LEdgVAz+/B4mGYy5koWb1eayoui2lrpYaJOVNDRZzCf+DlJZLUrnw8iaLqb6zI5Ge+ef+vFZQsj/A/mF0IZfRIGxAAAAAElFTkSuQmCC" 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<w:Zoom>0</w:Zoom>
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<w:PunctuationKerning/>
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<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
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<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
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<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
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<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
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<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
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</p><p class="MsoBodyText3" style="margin-bottom: 0cm; margin-left: 0cm; margin-right: .3pt; margin-top: 0cm; margin: 0cm 0.3pt 0cm 0cm; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 1: KONSEP
DASAR </span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">KALIBRASI
</span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">DAN UJI
KINERJA </span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">PERALATAN</span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> UKUR</span></b></p>
<p class="MsoBodyText3" style="margin-bottom: 0cm; margin-left: 42.55pt; margin-right: .3pt; margin-top: 0cm; margin: 0cm 0.3pt 0cm 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1.1 Pengertian Kalibrasi dan Ketertelusuran</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1.2 Program Kalibrasi</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1.3 Evaluasi Hasil Kalibrasi</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; margin-left: 42.55pt; margin-right: .3pt; margin-top: 0cm; margin: 0cm 0.3pt 0cm 42.55pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">1</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">4</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> Rekaman Peralatan</span></p>
<p class="MsoNormal" style="margin-left: 42.55pt;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Pengecekan
Antara</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Daftar Pustaka</span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="tab-stops: 209.25pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN">BAB</span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ansi-language: EN-US;"> </span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;">– </span></b><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN">2:
KALIBRASI TIMBANGAN ANALITIK</span></b></p>
<p class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">2.1 Konsep Dasar Penimbangan</span></p>
<h2 style="margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">2.2.1 </span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Definisi </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">K</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">ilogram</span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<h2 style="margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">2.2.2 </span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Memilih Anak Timbangan Acuan</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<h2 style="margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">2.2.3 </span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Rekomendasi Kalibrasi dan Uji
Kinerja Timbangan Analitik</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<h2 style="margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">2.2 </span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Kalibrasi Timbangan Analitik</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<p class="MsoNormal" style="margin-left: 63.8pt;"><span face=""Calibri","sans-serif"" lang="IN">2.2.1 Persiapan<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">2.2.2 Pengukuran Pembebanan
Tak Sentris</span><span face=""Calibri","sans-serif"" lang="IN"></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">2.2.3 Pengukuran Histeresis</span><span face=""Calibri","sans-serif"" lang="IN"></span></p>
<p class="MsoNormal" style="margin-left: 63.8pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">2.2.4 Pengukuran Daya Ulang</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 4cm; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" lang="IN">2.2.4.1
Tahapan pengukuran daya ulang</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 4cm; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" lang="IN">2.2.4.2 <span style="mso-bidi-font-weight: bold;">Perhitungan ketidakpastian </span>pengukuran
daya ulang</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">2.2.5 Pengukuran skala
nominal</span></p>
<p class="MsoNormal" style="margin-left: 92.15pt;"><span face=""Calibri","sans-serif"" lang="IN">2.4.5.1 Tahapan pengukuran<span style="mso-bidi-font-weight: bold;"> skala nominal</span></span></p>
<p class="MsoNormal" style="margin-left: 92.15pt;"><span face=""Calibri","sans-serif"" lang="IN">2.4.5.2 <span style="mso-bidi-font-weight: bold;">Perhitungan
ketidakpastian </span>pengukuran<span style="mso-bidi-font-weight: bold;"> skala
nominal</span></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-family: "Times New Roman";">2.3 Hasil
Kalibrasi Timbangan Analitik</span></p>
<p class="MsoNormal" style="margin-left: 42.55pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">2.4 Evaluasi Hasil Kalibrasi
Timbangan Analitik</span></p>
<p class="MsoNormal" style="margin-left: 42.55pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">2.5 Uji Kinerja Timbangan
Analitik</span></p>
<p align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;"> </span></p>
<p class="MsoNormal" style="tab-stops: 24.0pt 209.25pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN">BAB
– 3: KALIBRASI SUHU PADA PERALATAN ENCLOSURE</span></b><span face=""Calibri","sans-serif"" lang="IN"></span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; tab-stops: 209.25pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">3.1
Peralatan Enclosure</span></p>
<h2 style="margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 49.65pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">3.2 Rekomendasi Kalibrasi dan Uji Kinerja Suhu pada
Peralatan Enclosure</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<h2 style="margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 49.65pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">3.3 </span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Kalibrasi Timbangan Analitik</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<p class="MsoNormal" style="margin-left: 70.9pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">3.3.1 Persiapan<span style="mso-spacerun: yes;"> </span></span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: 0cm; margin-left: 70.9pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 70.9pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;">3.3.2 Persiapan
jumlah dan letak sensor suhu</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 70.9pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 70.9pt; tab-stops: 18.0pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">3.3.3
Pengukuran Suhu <span style="mso-bidi-font-style: italic;">Enclosure</span></span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">3.3.4 Ketidakpastian Pengukuran</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-language: EN-US;"></span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">3.4 Laporan Hasil Kalibrasi</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-language: EN-US;"></span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">3.5 Uji Kinerja</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-language: EN-US;"></span></p>
<p class="MsoNormal" style="text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 11pt; mso-bidi-font-family: "Times New Roman";"> </span></p>
<p class="MsoNormal" style="tab-stops: 24.0pt 49.65pt 209.25pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN">BAB
– 4: <span style="mso-tab-count: 1;"> </span>KALIBRASI SPEKTROFOTOMETER UV-Vis</span></b></p>
<p class="MsoNormal" style="margin-left: 49.65pt; tab-stops: 24.0pt 70.9pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">4.1 <span style="mso-tab-count: 1;"> </span>Spektrofotometer UV-Vis</span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; tab-stops: 24.0pt 70.9pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">4.2 <span style="mso-tab-count: 1;"> </span>Akurasi Spektrofotometer UV-Vis</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;"></span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 24.0pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">4.2.1 Akurasi Panjang
Gelombang</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span face=""Calibri","sans-serif"" lang="IN">4.2.2 </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">Akurasi Fotometri</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 24.0pt 209.25pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">4.2.3 Akurasi Sinar Sesatan </span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 24.0pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">4.2.4 </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;">Kalibrasi</span><span face=""Calibri","sans-serif"" lang="IN"> Linearitas </span></p>
<pre style="margin-left: 70.9pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt;">4.2.</span><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US;">5</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt;"> Rekalibrasi Bahan Acuan Bersertifikat</span></pre>
<h2 style="margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 49.65pt; tab-stops: 70.9pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">4.3 </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;"><span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Kalibrasi dan Ketidakpastian
Spektrofotometer UV-Vis</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; font-style: normal; font-weight: normal; mso-ansi-language: IN; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"></span></h2>
<p class="MsoNormal" style="margin-left: 70.9pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">4.3.1 Persiapan</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">4.3.2 Perhitungan Ketidakpastian Pengukuran</span><span face=""Calibri","sans-serif"" lang="IN"></span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 70.9pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 70.9pt; tab-stops: 18.0pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">4.3.3
Kalibrasi Akurasi </span><span face=""Calibri","sans-serif"" lang="IN">Panjang
Gelombang</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 70.9pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 70.9pt; tab-stops: 18.0pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">4.3.4
Kalibrasi Akurasi </span><span face=""Calibri","sans-serif"" lang="IN">Fotometri</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 24.0pt 209.25pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">4.3.5
Kalibrasi </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Akurasi </span><span face=""Calibri","sans-serif"" lang="IN">Sinar Sesatan </span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; tab-stops: 18.0pt 36.0pt; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN">4.3.6 </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;">Kurva</span><span face=""Calibri","sans-serif"" style="mso-bidi-font-weight: bold;"> <span lang="IN">Kalibrasi</span></span><span face=""Calibri","sans-serif"" lang="IN"> Linearitas</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; tab-stops: 18.0pt 36.0pt; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN">4.3.7 Rekapitulasi Hasil Kalibrasi</span><span class="hgkelc"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"></span></span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-weight: bold;">4.4
Uji Kinerja Spektrofotometer UV-Vis</span><span face=""Calibri","sans-serif"" lang="IN"></span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Daftar Pustaka</span></p>
<p class="MsoNormal" style="tab-stops: 24.0pt 209.25pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;"> </span></b></p>
<p class="MsoNormal" style="tab-stops: 24.0pt 209.25pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Calibri","sans-serif"" lang="IN">BAB
– 5: KALIBRASI SPEKTROFOTOMETER <span class="hgkelc"><span style="mso-bidi-font-weight: bold;">SERAPAN ATOM</span></span></span></b></p>
<p class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 24.0pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">5.1 Spektrofotometer <span class="hgkelc"><span style="mso-bidi-font-weight: bold;">Serapan Atom</span></span></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 24.0pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">5.2 Bahan</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;"> dan</span><span face=""Calibri","sans-serif"" lang="IN"> Peralatan yang Digunakan</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US;"> serta
Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">5.2.1 </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-font-family: "Times New Roman";">Lampu
Katoda Berongga</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; tab-stops: 24.0pt 209.25pt;"><span face=""Calibri","sans-serif"" lang="IN">5.2.2 Bahan Acuan
Bersertifikat </span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN">5.2.3<span style="mso-bidi-font-weight: bold;"> Perhitungan Ketidakpastian Pengukuran</span></span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">5.3 Kalibrasi <span style="mso-bidi-font-weight: bold;">Spektrofotometer Serapan Atom</span></span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 63.8pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;">5.</span><span face=""Calibri","sans-serif"" lang="FI" style="font-size: 12pt; mso-ansi-language: FI;">3.1</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;"> Akurasi </span><span face=""Calibri","sans-serif"" style="font-size: 12pt;">P</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;">anjang </span><span face=""Calibri","sans-serif"" style="font-size: 12pt;">G</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;">elombang</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 63.8pt; tab-stops: 31.5pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;">5.3.2 Sensitivitas dan Presisi Absorbansi</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 63.8pt; tab-stops: 31.5pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN;">5.3.3</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt;">
</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Linearitas Absorbansi</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; mso-layout-grid-align: none; tab-stops: 18.0pt 36.0pt; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN">5.3.4 Gangguan F</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">otometri</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> </span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; mso-layout-grid-align: none; tab-stops: 18.0pt 36.0pt; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN">5.4 Hasil Kalibrasi </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><span style="mso-spacerun: yes;"> </span></span><span face=""Calibri","sans-serif"" lang="IN">Spektrofotometer <span class="hgkelc"><span style="mso-bidi-font-weight: bold;">Serapan Atom</span></span></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN">5.5 Uji Kinerja <span style="mso-bidi-font-weight: bold;">Spektrofotometer Serapan Atom</span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-bidi-font-family: "Times New Roman";"></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Daftar Pustaka</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; margin-left: 4.5pt; margin-right: -7.5pt; margin-top: 0cm; margin: 0cm -7.5pt 0cm 4.5pt; tab-stops: 49.5pt 81.0pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; margin-left: 4.5pt; margin-right: -7.5pt; margin-top: 0cm; margin: 0cm -7.5pt 0cm 4.5pt; tab-stops: 49.5pt 81.0pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; tab-stops: 49.65pt; text-align: justify; text-autospace: none;"><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">BAB – 6</span></b><b><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">: <span style="mso-tab-count: 1;"> </span></span></b><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">KALIBRASI pH METER</span></b></p>
<p class="MsoNormal" style="margin-left: 70.9pt; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.1
</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Derajat Keasaman
atau pH</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.2 </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">Larutan Penyangga dan Peralatan</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> pH Meter</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.3 <span style="mso-tab-count: 1;"> </span>Pemeriksaan
Akurasi Melalui Uji Kemiringan</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.4 <span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Kalibrasi pH
meter</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">4.</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">1 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.2 Perhitungan Ketidakpastian Pengukuran</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">4.3</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> Presisi dan Bias<span style="mso-bidi-font-weight: bold;"></span></span></p>
<p class="MsoNormal" style="margin-left: 70.9pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.5 <span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">Uji Kinerja</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> pH Meter</span></p>
<p class="MsoNormal" style="margin-left: 49.65pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Daftar Pustaka</span></p>
<p class="MsoNormal" style="tab-stops: 42.55pt; text-align: justify;"><b><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> </span></b></p>
<p class="MsoNormal" style="tab-stops: 42.55pt; text-align: justify;"><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">BAB – 7</span></b><b><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">: </span></b><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">KALIBRASI TERMOMETER </span></b><b><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">CAIRAN DALAM GELAS</span></b></p>
<p class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">7.1 </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">Termometer Cairan dalam Gelas</span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; mso-outline-level: 3; tab-stops: 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">7.2 </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">Prinsip Kerja dan Cara Merawat Termometer</span></p>
<p class="MsoNormal" style="background: white none repeat scroll 0% 0%; margin-left: 42.55pt; tab-stops: 63.8pt; text-align: justify; vertical-align: baseline;"><span face=""Calibri","sans-serif"" style="border: 1pt none windowtext; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin; padding: 0cm;">7.3 <span style="mso-tab-count: 1;"> </span>Peralatan
Kalibrasi Termometer</span></p>
<p class="MsoNormal" style="background: white none repeat scroll 0% 0%; margin-left: 42.55pt; tab-stops: 63.8pt; text-align: justify; vertical-align: baseline;"><span face=""Calibri","sans-serif"" style="border: 1pt none windowtext; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin; padding: 0cm;">7.4 <span style="mso-tab-count: 1;"> </span>Batas Keberterimaan </span><span face=""Calibri","sans-serif"" lang="IN" style="border: 1pt none windowtext; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin; padding: 0cm;">Kalibrasi Termometer</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="background: white none repeat scroll 0% 0%; margin-left: 42.55pt; tab-stops: 63.8pt; text-align: justify; vertical-align: baseline;"><span face=""Calibri","sans-serif"" style="border: 1pt none windowtext; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin; padding: 0cm;">7.5 <span style="mso-tab-count: 1;"> </span>Kalibrasi
Termometer</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; mso-layout-grid-align: none; tab-stops: 233.9pt; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">7.5.1</span><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pengukuran</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Suhu</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.5.2</span><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Perhitungan </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ketidakpastian Pengukuran</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="background: white none repeat scroll 0% 0%; margin-left: 63.8pt; text-align: justify; vertical-align: baseline;"><span face=""Calibri","sans-serif"" style="border: 1pt none windowtext; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin; padding: 0cm;">7.5.3 Tahapan dan Evaluasi Kalibrasi Termometer</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify; text-indent: -21.25pt;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Uji Kinerja
Termometer</span></p>
<p class="MsoNormal" style="background: white none repeat scroll 0% 0%; margin-left: 63.8pt; text-align: justify; vertical-align: baseline;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.6.1 Tahapan Uji Kinerja</span></p>
<p class="MsoNormal" style="margin-left: 63.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.6.2 Evaluasi Hasil Uji Kinerja</span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; tab-stops: 132.45pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Daftar Pustaka</span></p>
<p class="MsoNormal"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="text-align: justify;"><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">BAB – </span></b><b><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">8: </span></b><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">KALIBRASI </span></b><b><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">PERALATAN GELAS VOLUMETRIK</span></b><b><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"></span></b></p>
<p class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">8.1 Fungsi </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Peralatan </span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Gelas</span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.2 Jenis Peralatan Gelas</span></p>
<pre style="margin-left: 42.55pt; tab-stops: 1.0cm 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3 Kalibrasi Peralatan Gelas </span><span face=""Calibri","sans-serif"" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></pre><pre style="margin-left: 92.15pt; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -1cm;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3.1 Persiapan</span></pre>
<p class="MsoNormal" style="margin-left: 92.15pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -1cm;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">8</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.3</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.2</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> Prosedur Pengisian</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"></span></p>
<p class="MsoNormal" style="margin-left: 92.15pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -1cm;"><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3</span><span face=""Calibri","sans-serif"" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">Pembacaan Meniskus</span></p>
<p class="MsoNormal" style="margin-left: 92.15pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -1cm;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">8</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">3.</span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">4</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span></span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Koreksi </span><span face=""Calibri","sans-serif"" lang="IN" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pengukuran</span><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<pre style="margin-left: 92.15pt; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -1cm;"><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3.5<span style="mso-tab-count: 1;"> </span>Perhitungan Ketidakpastian</span><span face=""Calibri","sans-serif"" lang="IN" style="font-size: 12pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></pre>
<p class="MsoNormal" style="margin-left: 42.55pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span class="teks"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.4 Verifikasi Peralatan Gelas</span></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt; text-align: justify;"><span face=""Calibri","sans-serif"" style="mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Daftar Pustaka</span></p>
<p class="MsoTitle" style="text-align: justify; text-indent: 36pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-weight: normal; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Jika berminat hubungi WA: 0812-1127-767<br /></span></p><p class="MsoTitle" style="text-align: justify; text-indent: 36pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-weight: normal; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p><p class="MsoTitle" style="text-align: justify; text-indent: 36pt;"><span face=""Calibri","sans-serif"" lang="IN" style="font-weight: normal; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-34424044141490181602021-03-15T09:09:00.003+07:002021-03-15T09:14:03.043+07:00Verifikasi Metode Pengujian Udara Ambien & Emisi - Mendukung Penerapan ISO/IEC 17025: 2017<p> Ditulis Oleh : cak war | Anwar Hadi</p><p> <!--[if gte mso 9]><xml>
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</p><p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Verifikasi
Metode Pengujian Udara Ambien & Emisi </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></p>
<p align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Mendukung
Penerapan ISO/IEC 17025: 2017<span style="mso-bidi-font-weight: bold;"></span></span></b></p>
<p align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;"><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Verifikasi metode pengujian adalah
konfirmasi melalui pengujian dan pengadaan bukti yang objektif bahwa
persyaratan dalam metode pengujian tersebut dipenuhi. Tujuan memverifikasi
metode adalah untuk mengetahui sejauh mana penyimpangan yang tidak dapat
dihindari dari suatu metode standar pada kondisi normal dimana seluruh elemen
terkait telah dilaksanakan dengan baik dan benar. Perlu diperhatikan bahwa
verifikasi metode pengujian merupakan keseimbangan antara kemungkinan biaya,
resiko dan teknis. Karena itu, hal-hal yang menjadi bahan pertimbangan dalam
melaksanakan verifikasi metoda pengujian, antara lain</span><span style="font-family: "Calibri","sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">: </span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">keterbatasan biaya, waktu, dan personil; kepentingan laboratorium;
kepentingan pelanggan; serta diutamakan untuk pekerjaan yang bersifat rutin.</span></p>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></h1>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sehubungan dengan hal tersebut,
buku </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Verifikasi Metode Pengujian Udara
Ambien & Emisi – Mendukung Penerapan ISO/IEC 17025: 2017</span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> ini dapat digunakan sebagai
acuan dalam melakukan verifikasi metode pengujian. Perlu diketahui bahwa buku
ini merupakan kelanjutan dari buku </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Verifikasi
Metode Pengujian Air & Air Limbah – Mendukung Penerapan ISO/IEC 17025:
2017. </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Dalam kesempatan ini,
Penulis mengucapkan terimakasih kepada semua pihak atas segala bantuan dan
dorongan moral yang telah diberikan. Semoga buku ini dapat berguna untuk
meningkatkan pengetahuan dan wawasan personil laboratorium pengujian dan
laboratorium lingkungan dalam melakukan verifikasi metode pengujian, maupun
pembaca pada umumnya.</span><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Berikut ini daftar isi buku </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Verifikasi
Metode Pengujian Udara Ambien & Emisi – Mendukung Penerapan ISO/IEC 17025:
2017</span><span style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: normal; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">:</span><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; font-weight: normal; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></h1>
<p class="MsoNormal" style="tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">BAB – 1: Pemilihan Metode Pengujian</span></b></p>
<p class="MsoBodyText" style="margin-left: 45.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1.1 Pengertian Metode Pengujian</span></p>
<p class="MsoBodyText" style="margin-left: 45.0pt; mso-outline-level: 1;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1.2 Pemilihan dan Pemutakhiran Metode</span></p>
<p class="MsoBodyText" style="margin-left: 45.0pt; mso-outline-level: 1; tab-stops: 18.0pt 135.0pt 148.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1.3
Validasi atau Verifikasi Metode</span></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 2: PERENCANAAN VERIFIKASI METODE PENGUJIAN</span></h1>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.1<span style="mso-tab-count: 1;"> </span>Tujuan Perencanaan </span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2
Unsur-unsur Perencanaan Verifikasi Metode Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.1
Tujuan Verifikasi Metode Pengujian</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.2 Biaya Verifikasi Metode Pengujian</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.3 Personel yang Melakukan Verifikasi
Metode Pengujian </span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 1.0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.4
Peralatan Verifikasi Metode Pengujian </span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 56.1pt; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.5
Pengendalian Mutu</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.6 Bahan Kimia</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.7 Fasilitas</span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">i </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dan Kondisi L</span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">ingkungan </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin;">engujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 81.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 56.1pt; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.2.8
Keselamatan dan Kesehatan Kerja</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.3<span style="mso-tab-count: 1;"> </span>Sumber-sumber
Kontaminasi</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.4 Tahapan Kritis Metode Pengujian</span></p>
<p class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -18.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.5 Dokumen Perencanaan Verifikasi Metode
Pengujian</span></p>
<p class="MsoBodyText"><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoBodyText"><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB 3 – PERSIAPAN VERIFIKASI
METODE PENGUJIAN</span></b></p>
<p class="MsoNormal" style="margin-left: 40.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.1 Penugasan Personil Pengambil Sampel</span></p>
<p class="MsoNormal" style="margin-left: 40.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.2 Aquades dan Bahan Kimia</span></p>
<p class="MsoNormal" style="margin-left: 40.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.3 Persiapan Peralatan Verifikasi Metode Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.3.1 Peralatan Gelas</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.3.2 Timbangan Analitik</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.3.3 Peralatan Spektrofotometer</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.3.4 Peralatan Spektrofotometer Serapan Atom Nyala</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3.3.5 Peralatan Pengukuran Lainnya</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -54.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 4: TAHAPAN VERIFIKASI METODE PENGUJIAN</span></h1>
<h1 style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.1 <i style="mso-bidi-font-style: normal;">Trueness</i>,
Bias dan Presisi Metode</span></h1>
<h1 style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.2 Batas Deteksi Metode Pengujian</span></h1>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 67.5pt; mso-add-space: auto; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.2.1 Penentuan <i>Method Detction Limit</i></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 67.5pt; mso-add-space: auto; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.2.2 </span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Penentuan <i>Level
of Quantitation</i></span></p>
<h1 style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 67.5pt; margin-right: 0cm; margin-top: 0cm;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 12.0pt; font-weight: normal; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.2.3 Penentuan <i>Level of Linearity</i></span></h1>
<p class="MsoNormal" style="margin-left: 45.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.3 Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 45.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.4 Kartu Kendali (<i style="mso-bidi-font-style: normal;">Control Chart</i>)</span></p>
<p class="MsoNormal" style="margin-left: 45.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4.5 Efek matrik</span></p>
<p class="MsoNormal" style="tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">BAB – 5: PELAPORAN HASIL VERIFIKASI METODE PENGUJIAN </span></b></p>
<p class="MsoNormal" style="margin-left: 40.5pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt center 225.65pt left 229.0pt 274.8pt 318.25pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5.1 Penerbitan Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 40.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5.2 Persyaratan Umum Laporan Hasil
Verifikasi Metode Pengujian</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 40.5pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5.3 Kebijakan Angka Penting</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 40.5pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5.4 Kebijakan Uji Temu Balik (%R) dan Pelaporan Pada Kadar Rendah</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 40.5pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5.5 Kebijakan Pelaporan Blanko Laboratorium</span></p>
<p align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 6: VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUKURAN TINGKAT KEBISINGAN LINGKUNGAN</span></b></p>
<p class="MsoNormal" style="margin-left: 45.0pt; text-indent: -4.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.1 Ringkasan Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.1.1
Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">6.1.2 Peralatan yang
Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.1.3 Tahapan Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.1.4 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 45.0pt; text-align: justify; text-indent: -4.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.2 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">6.2.1 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">6.2.2 Evaluasi Data</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">6.2.3 Laporan Hasil Verifikasi</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 45.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 7:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN PARTIKEL TERSUSPENSI TOTAL DALAM UDARA AMBIEN MENGGUNAKAN
PERALATAN <i style="mso-bidi-font-style: normal;">HIGH VOLUME AIR SAMPLER</i>
(HVAS) DENGAN METODE GRAVIMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 45.0pt; tab-stops: 379.55pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1 Ringkasan Pengujian<span style="mso-tab-count: 1;"> </span></span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.3 Bahan yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.5 Tahapan Prosedur</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 45.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.2 Penentuan Batas kuantifikasi</span></p>
<p class="MsoNormal" style="margin-left: 45.0pt; tab-stops: 175.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.3 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.3.1 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.3.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.3.3 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 8:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN PARTIKEL DENGAN UKURAN ≤ 10 µm (PM<sub>10</sub>) MENGGUNAKAN
PERALATAN <i style="mso-bidi-font-style: normal;">HIGH VOLUME AIR SAMPLER</i>
(HVAS) DENGAN METODE GRAVIMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt; tab-stops: 379.55pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1<span style="mso-spacerun: yes;"> </span>Ringkasan Pengujian<span style="mso-tab-count: 1;"> </span></span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.3 Bahan yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.2<span style="mso-spacerun: yes;"> </span>Penentuan Batas kuantifikasi</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; tab-stops: 175.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3<span style="mso-spacerun: yes;"> </span>Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.3.1 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.3.3 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 9: VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN NITROGEN DIOKSIDA (NO<sub>2</sub>)
DALAM UDARA AMBIEN DENGAN METODE <i style="mso-bidi-font-style: normal;">GRIESS
SALTZMAN</i> SECARA SPEKTROFOTOMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1
Ringkasan Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.3 Bahan Kimia yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.2 Penentuan Kadar Nitrogen Dioksida Terendah Pada Kurva Kalibrasi </span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.5 Pengujian
Nitrogen Dioksida dalam Udara Ambien</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.6 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.7.1 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Peralatan Gelas</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.7.2 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.7.3 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.8 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 58.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -58.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 10: VERIFIKASI METODE </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">SULFUR
DIOKSIDA (SO<sub>2</sub>) DENGAN METODA PARAROSANILIN </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">SECARA SPEKTROFOTOMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1 Ringkasan Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; tab-stops: 35.45pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.3 Bahan Kimia yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; text-align: justify; text-indent: -27.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.2 Penentuan Kadar Sulfur
Dioksida Terendah dan Tertinggi pada Kurva Kalibrasi </span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.2.1 Penentuan Kemurnian Pararosanilin</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 85.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.2.2</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> Standardisasi
Larutan Tiosulfat </span></p>
<p class="MsoNormal" style="margin-left: 121.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -36.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.2.3<span style="mso-tab-count: 1;"> </span><a name="_Hlk40465507">Penentuan
Kadar Sulfur Dioksida Dalam Larutan Induk Natrium </a></span><span style="mso-bookmark: _Hlk40465507;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Metabisulfit</span></span><span style="mso-bookmark: _Hlk40465507;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-hansi-theme-font: minor-latin;"></span></span></p>
<span style="mso-bookmark: _Hlk40465507;"></span>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.5 Pengujian
Sulfur Dioksida dalam Udara Ambien</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.6 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.7.1 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.7.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 58.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.8 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 11:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN OKSIDAN (O<sub>3</sub>) DALAM UDARA AMBIEN DENGAN METODE <i style="mso-bidi-font-style: normal;">NEUTRAL BUFFER KALIUM IODIDE (NBKI) </i>SECARA
SPEKTROFOTOMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.1
Ringkasan Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.1.3 Bahan Kimia yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.2 Penentuan Kadar Oksidan Terendah dan Tertinggi pada Kurva Kalibrasi </span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.5 Pengujian
Oksidan dalam Udara Ambien</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.6 Data
Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.7.1 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.7.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">11.8 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 12: VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">TIMBAL (Pb)
DENGAN METODA DESTRUKSI CARA BASAH MENGGUNAKAN SPEKTROFOTOMETER SERAPAN ATOM
NYALA</span></b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; tab-stops: 379.55pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1 Ringkasan Pengujian<span style="mso-tab-count: 1;"> </span></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; tab-stops: 35.45pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.3 Bahan yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.5 Tahapan Prosedur</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.2 Penentuan Batas Kuantifikasi</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.5 Pengujian
Timbal di Udara Ambien</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.6 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: 4.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.7.1 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: 4.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.7.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.8 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 13:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUKURAN </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">IKLIM KERJA (PANAS) DENGAN PARAMETER INDEKS SUHU BASAH DAN BOLA</span></b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 54.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1
Ringkasan Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.1.3 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.4 Tahapan Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.5 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.2 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.2.1 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.2.2 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.2.3 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.3 Laporan Hasil Verifikasi</span></p>
<p align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 14:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUKURAN </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">INTENSITAS PENCAHAYAAN DI TEMPAT KERJA</span></b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 49.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1 Ringkasan
Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">14.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">14.1.3 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1.4 Tahapan Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1.5 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.2 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">14.2.1 Data Penukuran di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">14.2.2 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengukuran</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.2.3 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">14.3 Laporan Hasil Verifikasi</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 15: VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN KADAR </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">HIDROGEN
SULFIDA (H<sub>2</sub>S) DI UDARA TEMPAT KERJA DENGAN METODE BIRU METILEN
MENGGUNAKAN SPEKTROFOTOMETER VISIBEL</span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt; tab-stops: 167.1pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1 Ringkasan Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; tab-stops: 35.45pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.3 Bahan Kimia yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify; text-indent: -27.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.2 Penentuan Kadar
Hidrogen Sulfida Terendah dan Tertinggi pada Kurva Kalibrasi </span></p>
<p class="MsoNormal" style="margin-left: 117.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -36.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.2.1 </span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Standardisasi Larutan Natrium Tiosulfat </span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 117.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -36.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.2.2<span style="mso-tab-count: 1;"> </span>Penentuan Kadar Hidrogen
Sulfida dalam Larutan Induk Natrium sulfida</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.5 Pengujian
Hidrogen Sulfida dalam Udara di Tempat Kerja</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.6 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.7.1 </span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian Laporan Hasil
Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.7.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">15.8 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 16:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN KADAR AMONIAK (NH<sub>3</sub>) DALAM UDARA AMBIEN DENGAN METODE
INDOFENOL SECARA SPEKTROFOTOMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt; tab-stops: 167.1pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1 Ringkasan Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.3 Bahan Kimia yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.2 Penentuan Kadar Amoniak Terendah Pada Kurva Kalibrasi </span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.5 Pengujian
Hidrogen Amoniak dalam Udara Ambien</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.6 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.7.1 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.7.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">16.8 Laporan Hasil Verifikasi Metode Pengujian</span></p>
<p align="center" class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 17:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUKURAN KARBON MONOKSIDA (CO) PADA EMISI SUMBER TIDAK BERGERAK DENGAN MENGGUNAKAN
<i style="mso-bidi-font-style: normal;">FLUE</i> <i style="mso-bidi-font-style: normal;">GAS ANALYZER</i></span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></b></p>
<p class="MsoNormal" style="margin-left: 49.5pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1
Ringkasan Pengukuran</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">17.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.3 Peralatan yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.4 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.5 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 76.5pt; text-indent: -27.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">17.2 Penentuan Kadar Terendah dan Uji Kinerja </span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Flue Gas Analyzer</span></i><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> Karbon monoksida</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 76.5pt; margin-right: 0cm; margin-top: 0cm;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.2.1
Tahapan Uji Kinerja</span></p>
<p class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 76.5pt; margin-right: 0cm; margin-top: 0cm;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.2.2
Hasil Uji Kinerja</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">17.3 Pengukuran
Karbon Monoksida dalam Emisi Sumber Tidak Bergerak</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.3.1 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 72.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.3.2 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">17.4 Laporan Hasil Verifikasi Metode Pengukuran</span></p>
<p align="center" class="MsoNormal" style="text-align: center;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -54.0pt;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB
– 18:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">PENGUJIAN </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">HIDROGEN KLORIDA (HCl) EMISI GAS BUANG SUMBER TIDAK BERGERAK
DENGAN METODA MERKURI TIOSIANAT </span></b><b><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">SECARA
SPEKTROFOTOMETRI</span></b></p>
<p class="MsoNormal" style="margin-left: 54.0pt;"><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.1 Ringkasan Pengujian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; tab-stops: 35.45pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.1.1 Ruang Lingkup</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.1.2 Prinsip</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.1.3 Bahan Kimia yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.1.4 Peralatan
yang Dibutuhkan</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.1.5 Tahapan Prosedur</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.1.6 Pengendalian Mutu</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.2 Penentuan Batas Deteksi dan Batas Kuantifikasi serta Batas Linearitas</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.2.1 Larutan </span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: ArialMT; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Standar Klorida</span></p>
<p class="MsoNormal" style="margin-left: 117.0pt; text-align: justify; text-indent: -36.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.2.2 Penentuan Kadar Hidrogen Klorida Terendah dan
Tertinggi pada Kurva Kalibrasi </span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.3 Penentuan Repeatabilitas dan Reprodusibilitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.4 Penentuan Bagan Kendali Akurasi dan Presisi</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.5 Pengujian
Hidrogen Klorida dalam Emisi Gas Buang Sumber Tidak Bergerak</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.6 Data Pengambilan Sampel di Lapangan</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.7 Perhitungan Ketidakpastian</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.7.1 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Peralatan Gelas</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.7.2
Ketidakpastian Berat Molekul HCl</span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.7.3 </span><span lang="IN" style="color: black; font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Ketidakpastian
Laporan Hasil Pengujian</span><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">18.7.4 Koefisien Sensitifitas</span></p>
<p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">18.8 Laporan Hasil Verifikasi Metode Pengujian</span></p><p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"><img alt="" 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UmTY4J6+wiVnQ7K2x3U2Eao7XVR0+2ixjZGXc84td1j1Nhcwhy1DVJgdZJZ04e+ohddeS/6il4yKu2YauyYavvJquunoGWQOvsk3a5FRue8zHo2WVzdY3F1j6W1/Tstrx+wtLbPQmCXhYDguhYDe8Jr3w5z3m3mPFvMeraY9W4z49lianmD6ZVN3P4d5gN7LKzu4Q5sM7W8yuTyKlPLa0wsBnC5/QzPBRh1B5ha3mAhsId365itw3OOzm84PL9h7/SG7aMrAjvHzPl2GHGv0j+xTIdzmg7nNJ2DM9hG5rC53NjG5rG5FrGNLdHlWqRnbBn72CI9o4v0uJZo6Z+msn2IwsY+sqrayShtQptfiya3GmVWOdK0AsT6bBJ0WcSnZiLWmZGkZSPRZyPR5SBOzSY+JZPY5HSiEjVEJ2qJUegRpZgQp5qR6HORpuWhyCxFk1tDepEVQ0kLhtIWDCUtGEtbMQTBV9Bop7CxD3NlO8bSZnQF9ajMFSSmFxKvtZCQmotUn0+SoRhVdgUZxVZMZS1kFFuFe5Q0oy9sRGmuRGYoITG9EKk+H0lqDmJdDhKdBYk+l4TUHKRpucjS80nS5SBSGohVpBOdpCc0Qc2zWAVPY2V3ehaXxKMoCfdC43gQKuJhWDxPo6Q8j00iLD6ZSImauOR0ZOkFpFhq0Bc3kVbcREZJM/riZnRFzRjL28mp7cZY3orcVEqUPIMX8WpC4pJ5LlISIdUSI08jVpFOrExHdGIqEeIUoiQaIiUphCek8DxOTUiciueiFMIStIiUJpLSC1HlVKHLr0NjqUZhKCEhxUJ0koEIqY7IRB1RsjTCJalESHWES7S8iFfxNDqJ+6HxfPE4gkX/Ju8+/S1o4t7/a47vz+//g798/A8WV3fRWBpQ5TahzLGiym5Cld2EOtgqzVaUZiuqnCbUlmY0ea1o89vQFXWQVtyFsayLrMouAX71feQ39FPQ6KDQ6iDf2ke+1U5Rs4OKrlFqeieotLmo6HBR2jpMSfMghdYBChsdFDU5KW5xUtLipKTZSWnrIBUdo1R2jlJlc1HV5aK8dYRC6yDZtQ4yKnrRFneizG9DntNEYlY9ElMdYkMNYkMVCYZKpMYqks31qC1N6PJb0Re1Ya7pprR1iPreCdqG3HSNLWKf9uCY9tIztohteE5wGiNuesYW6Z/0MDDtZWTOz+TiKm7vBvPeLWZXtphaWmdqeV1wVZ5NZjybzHq2mPZuMb60ypDbz9CcnyG3H/vYAtZeFzVdQ9TaxqjqdFHePkxV5wi13WPUdo9R3TVKZccwZa2D5Nc7yKzqRV9iQ1Pchaa4E31ZF8aqboxV3WRW95DX2Ee1bZjukTkml1ZZXtvHu3UsxGGDcc+13VPWdk8JbB/j2zzAs3GAZ30fz+YBKxtC/GllY/8uFuXbPsa/fYJn86cY1+reORsHQtzSt32EJ3iNZ/OAxdU9ZoLQnPftsLS6h3fjiLXdY/aOLzg8u2Hv7Iatw0sCuyfMebcZmvUxMLVCz4ibTue0oMEZ2oemsY3O0zu+TO/YMt2jy/S4lrFPrGCfWKFrZIHqrhGyqzsxlDajza8lxVKJMqsMZWYpiowiJNpcElIyiVdnIlKZEKlMiDVmJBozYk0WCSkmEtQZJCSnESvTECvTECdPJV6VTkKKAbE2C6kuG1mahSRTMSl5NaSVNGGsaMVQ3oKxso2M0iYMJU3k1XWTVdFGal4tKTlVKDPLSErPJyEli3hVJhJtDjJ9LqrMMnQFDRhLW8gobkJjqUFrqUVjqUGZXYHMWIwso4DE9HzEqWbiVAZEqkziU7JI0JgRa7N/UkomMXK9oCQ94eIUQmIVPI6S8Cgyga/DRTyMTODriHgehMXxKEpCSFwS4VI14VI1YWIVoRIl0XI9ktRsFJllpOTWoM2rQ5dfT1phE4aSdswVNnIqbaTn1SPR5BEar+ZZlJSnUYmEihTEyLTEJqUSK9MRk5hKtDSVuKR0ElOykWksSDUWYpIziJDpiZKnE5mUhlibTXJmKan59WRXdWKu7ECX34DKVI5Um0uswkCsPIMYeTphYi3hklTCxRpCRck8i07i69B4vnocwaJ34w58f/1vgy9YhvCX94IWA3toLI2k5DahsTSTktuMOq+ZlFvlt5CS30xKQQspBa2kFLSgKWojtbgDXUkH+tJ20ssEi5xV04OloY+CZidFLU4Km/soaRugvHOYStso1d0uqoMup8Y2RnWX8OUvbh6gqMlBobWfgsY+8hvs5DbYybc6yA8ey6vvI7emj+xqO6ZKO+llPWiLOkjJb0OZ20xyjhW5uQFZZj2JmXVIjNVIjTXITHUkmeqQm+qRmxtQ5zeRVtqOubabktZBqmwuGvsnaXZM0+6cpXNwlu6hWeyj8/SNLzPsDjC1soXbt81SYBvf+g6BjX386wd4VvfwrO3i3TjAt31EYOeI9d1j1naP8W4eMB/YZtazwbRnnSG3l/ahKRrsLup6x6joHKW4xUlp6xBVnS6qusao7BilrG2IkmYnhQ0DmKvs6Eu6URd2oCpqR1vcQUZFN5k1feQ2DlDaNkRj/ySDsx6W13bYOrxk5/iKneMrdk+u2T29Yfv4gu3jc9b2jwnsHBLYOcS/fYB/6wDPxh7+rUM29s+EBNPRJftnNxycvWTv5Jrto0t2T67ZOxWOHZ7fsHt8xdbBGRt7p2zsHbO6c4Jv6xjvxhGBrWPWt4/Z3Dllc++E7YMzdo8u2T66ZGP/gsDOCW7fNiOzXpyTS/S53HQNTtHpnKRzcJrOoVlso266XQt0Ds/R5pylbWCWjhE3nSPz1HaPkl3TSVpxI6qcKpKyiknKLEJmLCTJUIgsPR+xNpvY5AxhOaZII1qRhkhtJD4lE5HKiEhlIF6ZQYIqgzh5KnHyVETKNOLVBuLVBkRqI2JtNhK9BWl6IfLMCjR59RjL24LL3eBSt6SZnOpOMoqbUGdXoTCVkZRehCTVQpwqk1ilCbEmB1laPilZFaTm1aLNq0GdU4kisxS5sYQkQzHS9ALitTnEa8yIU3OIV5uIkacRI9MTk5RGrDwdUbIBUbKReKWB+OQ0YpNSESn0xMl1RErUvIiT8zRKIsTBQqK4/zyar8PieByRwLPYRCKkamKTdUTLtYRJVIQnqohVZiDR5ZFkLEWZXY3aUk2KpZq0QiuZ5e0YS1rR5dSQmJpLmDiVRxGJfB2WwOMICc/jFETLUomT6wXnKdcTo8hAnJKNIqMYtakcjbmSZFMJUn0e8ZpsYpQmJLpc1OZK0oqs5Nf1klfbTUaRFY25Cpkujzh5GlFSLRHiFEJFSkJFKl7EJfMsSsrjcDEPnsfy1eNwlrybfPj4t38xxhd0fX95/4G/fPjAYmAfTXYjmtwWNLmtAugKW0gpaEFb0Io2vwVdYRu6knZSS9rRFrcJCr5PLelAX9pFRpkNY7mNnDo7Ra1OyjsGqegYpNo2Ql2vi/reMRrs4zT0jlHfPUJ9j4u67jGqOoepCMIvr74XS2032dU2sqpsZFf3kl1rx1xjx1gh3N9Q0U1GRTdpZV2kFrWjKWghJa8JtaWRlFwrqQXNqPObUeU1o7A0IsuqQ2oSYpWyLEHJlga0hc2Yq7vJrbdT3Oygqn2Ipr5JbENuekfc9LnmGZpaYd63g2/7mI39U3YPz9g9OGHv6JyDk0v2jy/YOTxl++CE7YNTtg9P2D06Ze/4jJ2jUzb2DvGtbzPvW2dsMUDvuJu2wUka7GNUdA5R2NRPcfMAFR0jVHSOUt4+Qnn7MKWtQxRaHWTX2kkr70Vd1IW6qB1NcSdp5V3k1PVR1j5M68AUjolF5jzrbByccHj5ksPLlxxfvQpmRm/YP7tm9/iCjf1T/NuH+LYOWdk8uHN5gZ0jtg7P2T254Oj8hpPLl5xcvOTw9JrjYEb89PIVp9dvOH35lqPL1xyeX3NwesX+yTl7R+ds7wug2zk8Y/fkgt3jc7YOBJhu7P3kOv1bRywEdnAG3V7XsPBD0+acobl/itaBKToGZ2jpn6C81UFZq4PyjiEqOoeptI2QU9tFWlEjKZYakgzFJOiyBaWakepzSEyzkKDJJEahI1KmJVKmIUaRRrzKgESTSYLKiCg5g3ilgQSVkfjkDOKTBbDEq0zEqzOJV2chSbUg0+chyygiyVCCOrsaU1kbxrJW0gob0Rc0Yipvw1Tehj6/HlVWOXJDEdJUCwnqTERKI/FqE9LUbMHxmUpIzionyVCE3FBIUno+El0OEq2ZeJWR6CQ9UTKtEG9M0hEl1RApVhOeoCQsXkmUNIVISQrRiZo76IkUemJkWiLEqiD4pDwME3EvJJp7IdEC9KKlhMQmEiFREavQEavQE52kI0quIyHVQpKxFLmpDKW5Cm1+Pan59Whya9Hm1pBirkCmzyNSquVJlJSvQ+N58CKex5FSQkVKIqVaYpL0xKtNiDXZyNIKkJtKUWZVoM2rw1DSSmZ5G8aSZpSmckTqbKSpuShNZaQXNZFf34elupu0ggaUmeWItdlEStQ8j5XzNCqRJ5FSnkXLCImR8SQigYehCdwPieOLR2Esedf4+PGHfxV8weTGh6Dj8++RYm5AndNEiqWFlDzB1WmLWkktbEVX0EZGcSeG8m7SK7pJL7ehL+1AW9SGprAVXXEHaSU2DKU9GMpsWGp7KW5xUNU1SJ1tiIaeUZr7xmkdmKRlYJKW/nGael009rpo6BFcX2WHi5KmQQoa+8ip7iKzohNjWSem8i5MFTah73IbGXf9d6Iv7SK1uBNtURvagha0+U3oC1swlncEl4M20so6UOdbUeY2oLTUk5xThyKnHnVuI7rCFozlXZgqusiu6aaosY9a2yjtg7N0D7vpcy0w7vYT2D5m50iAwtnVa84uX3F+/ZrLV2+5ePmG85vXnFzecHh+ycHpBYdnlxyeXXJ0fsXh2SXbB8d4N3eZXtnAOb2MbWQWa984VV3DFLc4KGsborZngrreSaptY1R1uajsGKG0fRBLQz+Gql5SS2zoSmxkVPZirrVT2DxAfc8YjvFFJhcCrKxus3N6ztHVSw4vbzi+fs3pyzccXd2wf3zF5v4pga0jVtaE+N+8f4dZ7yazng2W13dZ2xVicgenl0Jc7uya/eNLDk6vObp4xcnla06v33J68w1nN99wevUqCMhrTs6vOTq55PD4NlN+zd7pOVuHp6zvnbG6c0Jg+xjv5iGe9X3cvk0GppexjcwJiaGhOVoHZ2h2TNHimKLdOU1r/wRVHU5yajrRFzWSVd1JXmMfacFlYmJGMXEp2cQo0ohW6ImS64lWpBGrzCBaoSNSpiEiMYWIRA0x8jREygwkqkwSVCZESgPxKiPilEwS1CbhtcZMgjYbkToTSarg0pLS85GmFZCYXojCVIa+oAF9QQMaSzXq7KrgsrCRVEs1SmMxSfo8xJos4pUG4pIziFcZkWrNJKZmo8goQJZehFhrIVFnQarNRqQ0EKdII0amIUKsIiw+mQixikiJALxQkYLnsUmExMh4EScnVKQgPEFJjEyLSKEnNimVSImasPhknscm8SRSwtehIr56Fs1Xz6J5FJ7As+hEQmISCY9XEi1PJTY5nThlBrFKA4npRaRYakjNq0NX0EBGSTNpRVZUOdXIjaVI9LnEyDMIiZHzKCye+89F3H8u4mGYmJAYOeEJamJkqYhTzMjSi0jJqUJf2ICusBFdoRVDWTt5tT0UNvZhLGpCos0lTin8sCQbyjAUWknLq0eRUUScKotQSQohMYk8jhDzMCyeh2HxPI4Q8yRSwsOweL4Ojed+SBx/ehjKojfAh08C+P76/r+91P0YvODW8e2hya5HbbGSktuErrAVXUkraaXtGMo6MJS2YyzrILPShikIFGNlFxnlnaSVtZNW0k56SQeGsi5M5TYsNT1CEqHbRbtjks7BGbqH5+gZcWMbmqXTOU2bY4KWvnGs9gnqeyao7nJR0uwkv8FOTo2NrMousiptGMs6SS9pJzUI2dTidlKL20nJb0FT2Iq2sKyH/ygAACAASURBVB1tYRupBa2kFjSTXtKOucqGpcFOnrWfvCYHlgY72XU9gmp7MVd1Y67uIbPShrG8k7TiNtLL2jHX9FDWNkxj3xQdzhnsrgUm5v0Eto/YORbAd3HzhquX33D9+huu33z7M129/uYOhKdXLwUYnl2ye3TK2s4Bi6s7jC/4cUwu0Tk8S7NjivoeF/X2CZoc07Q4Z2lxzmLtn6LBPkFN7zgFLU5MNXYyKu2Yax0UtYxQ2emiwT5J17CbicVVlld3Wds6ZPfkkv2za/bPrtg/v+Hw8iW7J5es7Z6ysr6P27vF1NIaE4truOb9uNw+XG4fs54NVtb3CWwfsbF/ytbBOZv7Z6zvnrC+c8Lm/hk7R5fsnlyxd3LF8cVLzq4E+F/cvObi+jUXl685v3jF8dkNx2c37B1fsLl3+hP0Ng5YWdtjKbDDnGcDl9vPwOQy3SNu2gdnaB+coXPYTcfgDJ1DM3QNzWAbmaesdYAkYwnJ5jIySq1ocqtIMhQRq8okUpZGZKIAuHCpmjCJijCpSohliZWEiZWES9VEyXTEKtIQKU13SYG45AykWjNSrRmJJovENCGhkaDNRpqWhyw9H4k+F7EuF4m+gCRDMcqscpRZ5SRnliE3lqAwlaLMLENpLEamz0WizSFBnUm8yohIaSBBbUKiyUKiyUSmz0WWViDE6DRm4pINREo0hMUreREn51l0Ik+jpMEEhJznsUk8i07kSaTk7ssfEiMjVKQgUqImOlFDeIKSkBgZT6Okd3C4FxLDF08i+eJJ5F1CIyQmkTBRMpGJGmLkeuKUGcSpjSSmF5GaX4+htIXs6i4std2YyttIsdQgN5Yi1uUSKdPzLDqJh6Ei7j2L5V5IHA9exPMoXMKz6CQiJRrEKdnIMopR51SjL7SSXtpKaqFgQiw1Ngob7GSWtCDTFyBSZhGXbEKstaDIKCRRbyEmOY0XYhWPoqQ8eBHHvZAY7j+P5f7zWL4OJmaE93HcC4njT49CWfKu3oHvX1/qvnvPX95/YGl1D11uA6kFzegLWzCUtWOq6sJc001egxBby6nuwRJMXuTV95Fb30dObQ/mahvmahuZFUKSI7PchqW6l2JrP9ZeF93DMzjGFxmaXmFo2sPg1DIDE4vYXW56Rt10Ds7S2j9NXZeL0mYnefW95NX1klPTQ05NL1mV3WSUdKApaEGZayXZ0njXqvNbSCloE9xpvgA+Y1knltpe8q19VNlGqep2Udk1QnnnMNXdLup6JqjtnqCy00WBdQBThQ19cRvaolYyym0UWB3U2Fy0DUwzML7E9NIqqzuH7J1ecnL5kvPr11y9evt34Lt5+x0vv/mem2Cx9eWrt5xdv+Lo/Iq94zM294/xbR4y59nE5fbRP7FE79gStpF52gZnaR+ao3NkHtvoAh3DbtoGZ2non6akfQRznR1zrZ2ilkEqu1y0OefocS0yMLXMvH+bjb1Tdo8u2Du9DhZPn7N9dMHW4Tnr+6d4Nw+Z827hcvsZnF5hYPK2/GSJoekVxhdWmfNuCUmJzUPBmW0c4tk4YHltn+X1fTwbhwS2j1nbPWH7UEhYnF0I8Du/fM3Z+WtOz19xdHrD/vEl2wenrO0e498SPvcd+PzbzHs3mVxcY3TOx8DkEj2j83QOztA5PIdteBa7ax7HxAIDUytUdw4hN5YQr81GYSpCYShErM0mWp5BRGIqYWI1LxKSeR6vIEQkJ0Qk57lIQahIQViCkgiJmshELTGKNBI0WcSnZBKVpBcC+9osZPocQel5JKbnI00T2sQ78OUhTROyskmGImQZRciNJcgNJcgziklKyycx1YJEY0aizkSsEpa48SojCWoTCWoT4hQT0tQcYRmckkW80ki0LJVQUTIh0QK4Pnc5TyIld8cehScE3Y6IJ5ESnkUn8iJOAKOwtI3nUXgCj8ITePAiji+fRvHHR+H86XEEX4eKeBol4Vm0lOcxSYSLVcKPQHIGCZoskjPLMZa1kt9gp6jJ8RP4cqpJziwn2VRCrMLA81gFD0PjufcshnshAnzuPxfxKFxCqEhJbLIRsU4IC6iyq0jNb0Sb34i+sJncmm4KG+xkl7ejMpWRmJqHWGMOhhUMRCt0hIqVPI6Wcj9UGP+XT6O4FxLDV8+iuRcSE3wdxVdB8H7xODwIvk//ouO7zeoG43wr6weYSloxVnSQVdmJucZGbkMvxc0DlLcNUdEuZBlLmgeEUpS2IUpbnBRZ+ylosAslK/U95FR3k1PVTW5NDyWN/Vi7R+kZmmZwahnXnI+xeaH0YXTOewdC+9gSXUPzWHsmqGgfoqjJQXHzAPkN/Vhq7eTU2DFV2NAWtaLMtSLPrkeR0xAEXzMp+a2o8prQ5LegL2rFXNVDQaOD8vYhGvunaeyforJzmOquUaz9M7QNztLmdNPQN0VZ2zCWun6MVd2klXeRUW4jr76P2q5Ruodmcc16WVnfZfv4jKPLl5xdv+Li5jWXLwWnc37zhrPrV1y+esv1m295+c33d7p+8y3nN6/vwLd9cMr6zhHL/m2ml9YZnfUxOO1lYMpD3/gSva4F7GML9I8vYR9fomvETX3/FGWdI1ga+rDU91LRMUKjfQL72CKuhQAzy+ss+LbY3D/l4PSKneNLNg/OWN87YXXnCP/WAb6Nfeb8O4wtrNI/sYhtZE5wVkNC5truWmBo2sPYfIDZlU3cvm3mfNvMeoVylqnldSaX1phcWsPt22ZxdQ/v5hFru6fsHF5yeHbD0ekNhyfX7J9csXt0yeb+Gas7RwS2j/BvHeHbPMS3eXjn+Nw+wXmOLwQYnfMxOLNyVz7UN77I8LQHl9vH+OIaVvsYClMJscoMEjSZiDWZxCVnEBUsnQiLV/AiLomQmEQhnhVsX8QmES4SyjaiZTpilRlI9RYkumyigwmPOJWBhGAGV5qWi1Sfi0Sfewe+W/h9fkyWXoDcUESyqZhkYxHytDykGjOSFBNilQGx0oBIZbxzfXHJGYiUBiSaLKTaHCQpWYgUaUJcLiaJZ5GSO7f2ucv5HHgPXsRx/3ns3dLvFoif62FYPF89i+aLJ5H88VE4f3wULhQGB+//JFLCC5GCCKmWuOQMJLoc1NlVZFV2UNTkoKjJgbmqU1jqZlehMleSkl1BbLKBZzFJfB0q4n6IAJ5bAD0ME/M8Rk5ogpoIWRpxKjMSfZ4QE82pJq2oCUt1N8WN/RTUdqOz1CDW5BCrMBCdpCdSpiVcquJZnIyvI+L5MiSKPz2O4E+PI/jyaRRfPYu+A+EXT6L48mkM957F8eXjcBZ9a/8Dx/fu1vF94C8fPuLdPCKnQgBeTm03ufU9FDb1UdrmpLJjmNruMep7J6jrHqO+Z5yG3gnqbMGkRNsgFe1DlLYOUGx1UNw4QKnVSWXrMM32CbqHp3FOLTHi9uGaDzA678flvl1m+XFOeegeWaDZPkV15yjlbcNUdo5S3jZCodVJbl0/WZU2dMXtqPObfwY/ZV4T6vwWVLlNaPKaySjtwFLXT2nrMDU2F039MzT1T1PVOUJ1xzCN9klaHVO0Oqap6xmntHWYwuYhLA0DmKrtmCq6KG5y0No/xdDUMkv+bfZOLjl79ZazlwLkTq9uOL644Oj8iuOLa47Orzi5vOH85vUd/G7efvd3jm/n4ITNnWO8q7vMe7eYWdlkYnGdsflVRmaFgunBqRWGZzwMTa/QPTpHff8k5V0j5Lc4KO8YpskxTdewm+FpD27fNp6NA/ybB2ztn7B7eMbG/nkwgXDIcmCHRd8Wbu8mroVVHFMeukbctDqnaXXO0Do4R+eQG9uwAD/n5AojM17GZoX/y6jbz/Csl+HbsQVrF0fdq0wtbeD27bKyfoh/84TA9gmr28f4t47wbx8J25q2j/Bt/Rx8t/BbDOww69lkYiHA8IyH4Rnh3sNzfkbdPqaW1pjzbTPj26G+e4RkUxEiVQZxqjREyvS72FZEgpJQkZznsTKeRUsF8AXb5zGJhMUpiBSriEnSB5d2ecgy8hCnmhGlmIhTG4hJTidObUSSmi24Mp0FmT6XRF0uUp0FcWrOnW4BmGQoRGEsFOJ2+lykmiykKSYkagMJKiF+mBAEX6wiHZHSgDglk0StAEiRXC/E5WJkQrYyQszXoSLuhcTcuZ0HL2LvgHfreu4/F47dAuHBi7g7OH6+xL29x+MIMS/ihGLikBgZL+KTiUxMJV5tRGEsRFdQj7mqk9y6HnLresiq7CC9uAmNpRaVuQq5sZhImZ6nUbK7pe6XT2P4Ktg+eBHPk8hEnkbJCIlVEC5JJSbZQLzajFSfh9xQitpcRVZ5G5klzSTpCwiX6AmJUxESIyckTs7TmES+Do/nq+fR/PFxOH94GMYfHobxxZPIO9f31bMovngayZdBx/nFozCWfGt8/OHHIPT+ZfB95M/vP+LfPqaooYcCax+FjX0UNzsoaXFS2uakon2IWpsLq32C5j4BGh2Ds7Q7Z2h1TNLaP0FL/wTWvjEae8do7HHR1DtOS/8kHc4pekfnGJxeYWTOy8icl+FZD8MzHkZmPQzNrNA3vkjX8CzNfRPUd49S3ztOU/80TX3T1HVPUNE2TF5tL8aKTlKLmknJsyLPrkOR04jCYiU5pwlFTiNKi5W00nZy6vsoaR+hqmuUBvsUjX3TNPRMUNc9TmPvJC19U3d9VXeOCOU0HcMUWvsptPbR1DfB8KyXlY19do+vOLt+HXRvbzi+uGb/VMhY7hydsXt0xt7xGfsnF5xc3nD56i1Xr7+5i/WdXr7k8PSS3cNTtvZOWds+xLu2y7J/m3nvFtPL68FdEn5G53yMzHrvwNc7tkCDY5LqbhcVnYNY+yfocc3jnFpmenmV5bVdVoOlM1v7J2zsHRPYOca7dcjy2j6znk3BVc0HcE776B1bomNojhbHFM2OKVoHZuhwztI1OIdteJ7ukXm6R+fpdS3QO7aIfXyJ/ollBiaF0ET/+AKO8UUGJlcYmfExNr/G5OIGM8vbzHpvXeIms/5t3Ku7zK/vs7J5iH/riMC2UPIS2D3Du3XEQmCX6eUNXHM+HOMLOCeXcM0HmF7ZYsG/w/LqLt6NQ9y+HWrbBpGn5SNWG4hXphOfnEaMTCtsZQqC79bx3QJQWN4JS8IwsUpIbqiNJOpzSc4sRmbIR6zPIV5rJkZlJEppIE5tIkGThVSXg0xnIVGbjVQjxADFmizEGrPwt7Q8FMYiku6gZ0Z8Cz1l+k8ZYqWBhGDmWJKSSaJWgGOCMoMYmZYwkYLnsTKeRkl4HJHA16Fx3AuJvoPWbUzr1gXeAvDW1d26ol879uBFLE8ixYSK5ESIVYQnJAuJEUkK0Ul6xFozKeYy9IUNGEpbyKxox1TehqG0hYySZlJza1FlliHW5vAiQc3jKBkPwhL4KgjmL54Iuhfykzu9zcCGJSiJleuJS04nNtlAnCpT+BHR5hCdqOdZtILH4VIehibwKCyBh6Hx3H8Ww5dPIvnjw3B+/+AFv38QyhePIrj3LIb7ITHcexbDl8+i+OqZAN0/PnzBYjDG99d3H/jrf/yLW9b+/P4jf373ifW9U6rbHVS0D1Pe4qSsdVCoL2sZoLxtkFrbCFb7WLDUYJbuETe9Y/P0jy/QPzbPwMQijolFIS4zucjg9DJDMysMTi0xPL3C+LyfiYVVxuf9jLn9uOa8jM55cU4t0Tvmpmt4mhbHBFa7ixbHBG3OadqdM7QNzNDUO0VF6yCWuh6MFe3oiptR5jaiyLEiNzeSlNWALKuOJHMdytwGDJVd5FodlLQNU2kbo9o2FozrjdPQO0mLY4o2xzQtjklaHBN0DM/SMTRLi2OC5v5xRtw+1vbPOL5+y9nLt1y+fM3lyzecXt6wd3zOxsEJa7vHrO8esbl3xPbBCbtHZxyeCZC8fPUNl6/eBpe51+wdnbG1d8rmzhH+zT2WV4WN8W7fJtPLq4wvBIIO2I9rPuiAplfon1yidWQOq2OCBvsoXcOzOKeWGZsP4Pats7y+w+qOkIxY3zvBt7HP0qqwI2PGs8nE4hojbh8D0yv0jK3QObRAu9NNu3OOdqebjsF5oQ2+bnO6aR6YpXXQTcfwArbRBXrHlrGPBZfho/P0jS7gGF9icMrD8IyP0bkAY/NrjC2sMboQYGTez8i8n9GFAOMrG8wHdvBtHrCxf87G4RW+nVPmfNsMz3joc83TP7aAfXSO3pFZBqeWmQ/s4ds6xLO2y/LqHlMLazR0DiHX55OQnE6cXEeMTHsX2A9LSOZFXBIv4pJ4HisjJCZRAEmkmEdREp7GyghNUBKdpCMu2YBUmyNAy1CIVJ8rbFtLySJGZSJWbSRBk0miPockvQWJJguxOpPEFBOSFKMAQZ2w8yMpWGgs1eUgTskkXm0kQZV+V1cXJ08PlslkIFYZkaZkBqH3k1sNFSl4Fp0YXLbG8+BFrOBsnkTw5dNIvnr2a3Gu6LsY3q1uXd6tU/rT4wjuP4/laZSUKIn6p/kSq4mQphKbnIEsLQ9dXjWp+fXoChrQFzaSVmRFV9BAan4D2pwqFBmFRCsyCIlX8iRWzteRYu69iOXLp8Jy9HNn+eBFHI/CE3gcISYkRkaMTItYmU68Mp0X8Sqei5IJS1DxPEbOo1AxD0LiuPckmntPY7j3NJqvnkTxxaMI/vh1GL+795zf33/Bnx6Gc+9p9N3f//QkQljuPonm9w+es+AJ8OHjp39x58b7nxzfX97/wNbhBY29Lmq6x6nquK0jc1LWNkhVxzCNvWM090/SOTRL98g8/RNLDM14GAtmBicWAozP+xlf8DO9vM6cd4tZz6bw2rOJ2yssuWY9m8yubDCzss7U8hojsx76x9z0jM7SNTxNm3OSducUHYPTtA8IezLbHDPU21zCTobGPrKqbaSXdpCS30ySuQFZVn2wNk8oU9GVtGGo7Canto/chn7yG/opahqgtMVJVecITfYJOgfn6Bmdp298kdF5PxPL67gW/IzMrrC8vsfe6TXnN2+4ePmWi5vXnFwI0Nva/yl2trp9wMbuYdD1nXN0LlxzC76z69ccnl2xtX9KYOsA7/oeS6tbuL3rzKysMrkUYNTtYXBmGcfU0s/UP7lIz9gCrcNumgdnaHEK27n6J5Zwuf1Mrazh9m+xvL6Pd/MIz/oB875NZlY2ghnbAIOzXvomlrCNuGkbdNPkmMHaP421f4amgVmaB+ZodszQ3Ce464beSep6xqm3T9I0MEvb0DxdI0v0uJbpGV2ie2Qeu2uBgYllhqa9jM4F7jTi9jM058U5s4JzZoXBWQ9Dc17GFwMsBLYI7J3g2z1h1rfFyJyH3jG3ULLimKS5bxxrr4tWxwTjyxt4d45Z3thjaW2X6eU1mnpGkOlyhB0CQcXItHf1baEi+d1y985BRYp5FCXmaWwiz+OFuFZ0UppQV/fZcjUxPR+xzoJIY0akzUSSaiYpPRd5eh5SrVnIyqYYkWhMyFJzkOktSFKzSUzLIzEtF0mqOVgOk4EoWU+cXBhfnDwNkSINkSIdkSIdscpIgtJwB73wBOVd3d2j8Hi+Do3lwYtY7oVE88WTiDsJ7iryZ/GuW8j9/utQfvfgxV0i4/dfhwrgexLJ/RdxhIoUJKgyEKsyiFWkESXTEaNIF3ZOGIvRWKpIsVSjyq5Caa5EnSO8TjZXos4qR6bLJTJRdweuJzGJPAxPuFtS30L3FsyfxyafxyYJ9YZyPSFxyTwMl/IoXMKD5/F89SSGLx9H8aeH4fzpYThfPIq4g97v77/gd/ee87t7z/nDg1Dh748j+OPDMP7wMJQ/PIzgj48i+N39Z8x7/P/vlrp/+SCAr8k+Rn3vJDVdLirahihrFWJ3dV0uWvonaXfO0ju6QP/EEsMzXsbmA0wsrjKxEGB6aZWZ5TXmPBssr+7h2ThgZf2AlbVdPJ9pyb/Fkn+LBf8mc95NJhb9jMwKMZ6BqSVhc/q4G/v4PD3BrK9teI7WgSms/dPUdI9T3DJITq2djLJOUvKbUWQ3IMusJTGzBkVOI5qCNnTFnUIxdUU3mZU2cmp7yG+0U9rqpN42Sodzmv7x272tQh2b9//h7L2j476vM+9jWfLKaiTlZLOxEycb7yZO4iR2rEYV9oree++9VwIgOkCAJEiC6L0QvffeB3XQe6+skiWr204sft4/vr8ZknLec1b5457fgBhoIJ6jR/fep9yZRcamF5hf3WRj54DN3QPWt/ZY29pjeW2bucU1phQL+7lV5HMrzCyusri2xcrmLhu7d9m5+5DtgwfSWHzAwtoO8oU1ZJMLosMbltPcP0pDj4zaLhmV7f2UtvRyp6mX4sZeihqFt7ewrovcmg4yqzvJru0ir66bgrouShp7qekcFvvSgXHahybpHhGA1zEoRuZ6yTtc2SbjTlMfebXdpFd0kFraRkpJq6g74pl8p5nkYqmKmkgubialpI2sqi4K6vspahigrFlYx8pbh6htH6aha5SmnnHR6UnV3DdBY98Y9T0j1HUPU9slwLy+e4hO2QT9kwt0jExR1T5AYV07WeWN3CqoIbmwlpsFNVzPKScpt4qc6jaqOwdpH55keGaFvvF5Mu7U4+QfgaWzLzauQrxr4xagBBAxxnk+0/EZWDujZ+WEvo0rxg6emDn7Cj2fVwiOAVF/AnyOgUIE7R4aj2fYFbzCruAeHIuLf6QAvsAI3IMF8CnGXbeQK7gExeDkG6FMKFFYuOw9Q7D3DMHO4xL2niE4eofh4BWKtau/EvQUMhTBxgrg05ICBdQNLVHVt1COr0+Xip7Yg53TMuGsprFyH6ZmYMVFA2vUjGzRs3LF1vMSbsHROPpeFi4Qr1Bcg+LwvHwV78ib+ETfwjsqGe+oZLwin7z2CL+JR2gi9t6XsXAJwNzZDxNHL/RtXdG1dELLxE4JwApQVgCzAgB1zR0xtnXHxM4TXUs3tMyc0DS2R93ABlVdK1R0LLiobYaKjrmyFKB3Vt2IcxrGys7vgpYp57VMOKdtwnktM85rm3NW3YD+kYnvDnyKZNTffvE1v/3ya6aXNskqayKjooMMqetLLmzgdmEDmaUtFNZ0UdLQS1WrkKW0D07SNTxDt2xKgN7gBH0yOQOjU4xOLSCfXUE+t8Lk3ApT88tMzi8zNb+MfHYR+ewi49MLDMnn6Bubpntkiq7hadoH5bT0jdHUI6OhW0Zdl4zadmFpKm3oJr+2m6yKdm4VNXEtt57YtCrCbhTjE5+De1Q6ruHpeEZn43elgIDEYgKvFhN8/Q6hN4qJTivlam41ycUNZJY2k1/RQm37IF2DcmTyWeRzS8yvrLO8vsXm7gHb+/fY2NlndWuXpdUt5pfWmZpdQT6zgnx+ncmFDaYX15lf2XgG9HbvPWJrV4y486vbTMyvIptaoHtkktaBceq7R6hoG+BOUw/5dZ1kV7WRUd4iwgnKWkgtaSblThMpd5q4VdTArZImUspayKhoI6eqnYLaLkqa+qiU0kuqOwcF0HTKqO0QOzmFRKagvpfsqk7Sylu5UdREUkED1/LquZpXz9XcOhJyaojPqeFKTg2JOSJJ53peA8nFLWRVdlJY38edxgEq2oapah+hpmOEegn0FCNuW/+UGHP7BfApur3aLhnVHQPU9wzTKpukZVBORVs/udVtpJc3klHWzLWcKmJTi4lKLiTiVj4Rt/KJTS0mKa+SgroOmvrHqW4fIj6lANegWCycfIT74FvAZ+ns8wyrqwA+XUsH9KydMLIXS31zF1+s3AOx9bmMY5DQ6inM/05BsbhcisPrcgKeYVfwDIkXwBcQiatfOM4BEULzJ7kw3EKu4BIch3NAFPY+l4Vn1j1ICXwOXqHYe4ZIfxaMncclbNyCngE9AysXiY11QNfcQQl+msY2EsCZc1HXQno+KRU9Cy7omHFGw4gzGkao6FmgYWSDlokdGiYOGNp6Yu0ejJOf0CxaugZi5RGCa3AcXuHX8ItJJjgxE7+4VGWn5xcrXntG3sLtchLOATFYuwYKK5yDlxBGWzhKrhDbZ7rPb3ekGkY2aJvao2Nmj7aZIxomDqgb26FmYIOKnhUXtS04r2nKOQ3jJ8AmdXln1Y04o2bIWXUjJQCeVTfinLoxZzSNOKthwllNU06r6tE3PP4Uq/v/LGf56gnwffE1k4sb3C6sIbWkhfTSVjJKWkm/00JGSQvZ5e0U1nRR3tBPbdsQzb1j9IzO0D8xT7/EGvYNT9Ivm6B/WM7o5DxTcyvMLK4xs7DK3OIa80trzMyvMD2/zMz8MlPzK4zNLDE0OU//+Cy9Y7N0jUwL2YRsgtYBsQNs6JRR09pPSUMn+bWdZFa0cauogYSsGmJSy7l88w5B14vwic8Ru77ITLxj8/CJK8AnrkACwXwib5eQVFRPZmUbhbVd3KntpKl7mMGxGabnl1lcWWdlY5vN3QN2Du5LO7r7rO8csLy+y/zSJlOzK0xMLzM+s8rkwiYzS2LEXdveV47Fm3v3WNkQ75+YWWJgbIYO2QQNPcNUtg9wp7GP3OpO0stbSb7TSFJBnQhyyKrhSla1SLfJqiIxW3x9JbeKa4V13L7TRHp5K3nVnRTWdVPU1MOdJuFpLW/pp6xJsLN3GvsoqBNMdnp5G8nFTSTl13Elu5a4zGpi0quITqskOq2CqNQKIjOqiMqsIjazmvisGq7m1HOzqIWcqi5KmvqpaJVR2zlKffcYTdJOr6VPLkBvYIq2gSla+ydp6ZfTPDBBQ++osgQACpKmtLmP/JoubhXWCfY/v5b4jHIu38gn5FoOYUl5YqmekMml69lczakkq7yF5LxqgmNTcAmIxdxBLOgVo66wcPkqO76nuz19Syd0LO3RtXLA0M4VM2cBfJZu/lh7hWLrG4FzcJwAr2CJrQ2LxyM0DrdLsbgHxwpSwz8SF79wnPwlMXJQNF6XE/EITcDBPxp7H2Gmt5HA2MYtQAK/S9i6S7YzlwAsnQMwc/DBxNZDKVTWs3BSSlV08wcUxQAAIABJREFUzB3QMbNHy0To1Z6A3bO7PMVrBfBd0DFD09hW6P8snDC098IpIBKP0Cs4+kdg6uyHsaMvtt7h+Effwj82hfAbecRllBF+s4CwpDyCE7OUyTAuoVdxCk7A3icCGzdhhTO0dlH+bqIrtVOSKd+up3d/agZWqBpYo2JgwwU9Ky7qWnJB24LzmmacVTdWApsC3M6oGf7/1mlVA06pG3Ba3Ygz6sacVtX7b466Evh9Krk35HPrXM8q50ZhA7eLG8kobSWrrJ3cyg7yKtspqO6gpK6HmtYhWnrFHm9wYpHhyUWG5fPIxmcYGZ9mdGKGyZlF5hbXWVrdYmlti6W1TZbWNllc3WB+eY25pVVmF1eZml9mYnaJkcl5hiaEqLVHNkmXbJK2gXGae0eo75ApTez5de1kVrYKm1deNfHpFUQmlxCWXEpQUhH+CQX4xObhE5uHd0wOnjHZ+MbnEHQ1l5jUErKq2ilrGaC+Y4imjiE6+kYZnphlcXWLlY1tNnb22Tm4L7Gyj9i5+5DNPQVBsc30/Crj04uMTS8in1tldmldudtb2zlgdfuAxfUdppfWGZ1apGd4iubeEao7RIeXU9NOWnkbyXeauF5QT2JuDfHZAoxi0qqISq0kKlUAUnSaAKiYzEoScmu4UdhAWmkL+bWd3Gns4U5TLyVNfcqsutKmXskB0UN+bRdZle2klLSIjLicGmIyqohKryQitYKI1ArCU8q5fLuccOl1ZGoFsRlVXM+rJ7WklYKaLiqa+6lpH6Kha4Tm3nFa+ydo7ZugbUAuanCKln45Tb0TNPSM0dwvp6lP7BYbe0USTVZ5EzfyqrmRX0NSXg1RtwV7GCrFH4VezyE4MZPgxEyCrqThF52Mf3w6kcmFJGaWE5tSjE9EElYeIZjYeWDm4ImteyD2nsHYeQRh7eqPpfOzkhYl8Fk4oGvliKGdG+YuPspkEmuPS9j5RuAScgXX0ETcwqRwg7AEXIKicQmMwjUwSrCwAWLUdfQNxdEnDGf/cNyDY3AJVIDeJWzcg7B2EwSCjau/0lNrqfTZemNqL6xnBtYu6Fk6oWvphI65A9rmDmibCdB7Gvgu6ppxQcfsmT2alomdcpd3QduUc9rGqBvZoG3mgL6VE8Z27pi7BeEWGo9XeAI2PqEYOnph7haIe+gVLiWmE3Ezj8Sscq7lVBKfUUZsWjHBCRm4hV7DOTgBx6B47PyjsPcJxc4zCDNHL3QsnNA2c0DLzB5NiVlWN7RG1cBclL7Yu6nomqGiZ8pFXRNUdE1R1TNHRd+cC3pmnNcx57y2Gec1LTivYcZZDSPOqBtyTsNIem3AaTUDTqvqc0rlv66TqnqcVDPglJohJ1V06JONfXcdn7Lr++ILPvvySyZmVrmSVsa1vBpuFAgmN+1OM5llreRUtJFb0UphdTsVjX00do3R1jvOwNg8E3OrTM2vMjm7xNTsErMLq8wvCdBb29xjY/uAtS2Rcry2tcvKxjaLqxvP1OzCKvKZJcYnF5CNzdA9OElb/zhNXQL4atuHqGoboLSlh+LGTvLrOsgsayE5v57EjAqi0suISC0jPLmc8FtlXL4hEpn94zMJScolNvUOSTkVlNR30ymbZmRyEdnYHIOjM4xNLbC0tsXa9h7bEugpXBh79x+xfXCflc1dweYurDAxs8DE9Dzy2UUlozu/ssHc6hazK1vIF9cYnl6ia3iSxu5hylv6KKzvIquyjeQ7jVwrrCMhr4a4rCqiMyqITFMAUQWXb5dzOaWciNRKwlMqiEitJCqtirisapLy60SEVn0Xpc29VLYOUtU6SKVUZVKEVnFdF0V14vNuFzdxPb+O+OxqotMriZbALyq9isi0KiJSqglPqSQsuZTI1HISsqpJLmokp6qTkoYeqtsHqO0coql/nJYBOe2yKTpkU3QMTdE6IKemY5jihm5yKtvILm+htKmP6s5hKloHKWvuk36PVm4V15NUUEtMWonkBc0lODGbS4lZBCVk4B+fim/0LbwuX8UzNBGfyCRCEzOJvllA+LUsXINjMHX2wcjGDXNHb+w9gyXZiJC1mDt6PQt8VoqOzwldK2fB7ErWNUtXP2w9L+EUGI1nxA18Y1IIiE/DN/oWnmGJOAdGCTY3IAJX/3Bc/cNx9r2Mo7f4PGffMFwkWY29BLxWLn5KC5mVi58kH/FRCquVhIu1CzqWjiJ52PxJaZuLgFAF8KkZWHJRVxAXio5OYVnTMLJBw9AGNX1L1Awt0DZ3QNfSGUNrF2zdLuHgG4335et4hiZg7xuBg18kATHJxN2+w7XMKm7m1pFa1ExyfgPJ+fUkpJURGJOGT/gtPMNu4B6SiEtQLC4BUTh6h2Hu6I2xrTtG1u7oW7qiY+qIhpE96gZ2qOqLDlRVzxoVHSsuallwUdtcGl/NuKhtwUUdcy7omHNRx4KzGobie9omnNM04KyGIWc1DCXQ0+eUqh4nVXQ5cUGXkxf1lHXiovj6+EVdTqjocUpNnxMXtegdGuXLr75jAvPnyo7vcz774gsBfKmlJGRXciWrQoSG5teRUSI0ebkVLeRXtlJS10VdxzANnTJhjJ9cFOb2pQ0WljdYXttmZX2HlfUdNrYP2Nq9x+auIAq2JNfD5q5kbJdqaXWTmflVJmeWGZXP0z8yS9fQFO39EzT3KLR/o9T3jlDbLaO6Q0ZJUy95VR2k3WkiKb+GpAIReiqcJvWk3mkk9U4D6SX1FFS3U9bYTWvfCJMLGyxvHDC3vMnU/CrTC6ssrG6xvnPwDOg9DXyrW3ssb+xI4LfK5NwSk3NLTC2I/eX4zCIjU4vIJhfoH5+lS8FWt/VT3NBFTnU7aaUtXC+oIz6niujMCiLTyrh8u5Sw5BJCb93h8m2RrxeRUk747TJRKWVES8z0jYJ6sqs6udPUS1X7IPXdYzT0jFHfPUZV2xCljb3cqe+WAj2FBzhV6viu5NQQk1FBTGYlsZk1xGTWEp1RQ3R6NeGplYSnlBOfVcPNwkYyytspqBPAWt89RlOfnJaBKWo6ZDT0jNM2NEPb0Az1vRNklbdwNbuc+PRS4tJKuJZTSWpJszJQNbuqk8KmAQqb+slv6CP5TiPRKXe4fKOAkKu5+Mel4h19C8/IG7iEXMHBLxJ773BsfUJxDhQjpXtIHNaeQRjaC8+quaM3Dl6XcPIJfSqO6Vv7PSshD9GRwM/A1g1TJ28BfO4B2HmH4nopDt8YEY0Uei0H/9gUPMIShTPEPxJHvzCcfMJw9g3FUWJrhUwlWDlqKwBOUU8Az1sJeIrfSdGBapraoWFqi6aZHdrmDgL4LBzQlUBP3dAKFT1zLugI0HtiO3PFyMZN8rHaoW3igKGNIwa2grk2tfNHTdsbdd0gDM2iMDSLRs84AiPzOBxdU/ALKsYv+A6+QUV4+efj5p2Nh28ODq63MbGIw8A0Gl2jCLQNQ9DSD0JLNxB1TT8uqHhw7qILZy84cOqsHcdO2fD+CVvePWbH0feteed9C1HvWfDOUQveec+Kd9614u2jlrzzngVvv2vBW0ctOXrMjHPqAvQuaptwXsuIc5pGnNUwVILeKVU9TlzU4fh5AX4KAFS8PnZBh+MXdTmpqsfx85r0ysb46nffNZZK+eYvlR1fXGoJcRnlxKWXci27ipTCBrLL2ymo6SKvspW8ihZK67upl24yNHbJ6BqSMzy1wNTCKvPL60rQUwLf3j229u4qCYO9ew/ZvftA7NEO7rNzcI+N7QMWljeZXVhnanaVsellBicWlALc1v4JWnrHaO4Xqv5GKRa+skX4O/Nr2ymo66CgVqR6VLcP0DY4waB8gW7ZJH2j0wzL55icW2FlY5f1nbusbu2xtL7N4tqWkpXd2r+n7Pp27z3R4gl3xh4rm7vMr2wwu7TGzKLodMdnlhmamBP3LYanaJN0eNVtA5Q0dJNX00F6WSu3ihpIzK0mNquKqPRyItPKCU+R0mZulRCZUkZ0agUxaRVE3i4j6nYZUSnlxGTWkJBby43CerKrOihtGaC2e4SmPjnN/ZM09cmp7x4TEfgNPZQ29lLSKJJOMis6uF3SSlJhIwk51STk1HAlu4a4jGpi06uJTqsiKr2K2Kwarhc2klLSQmZFOwX1PVS1y2jqn6RlcJqqdhnZZU3kVbVR0thHfm0XaSVNInwzIYOQaznKCr9ZQGRyEdEpd4T/M6+GW8X1ZFZ1kF7ertzrhd8o5NLVLPzjU/GJScb5Ujx2PhFYuQVLu7gAbDyDsXTzw9jRHT1rRyVTaK0cJ/2Uuz2xN3N5Bvh0JS2fkb0Hpk7eWLr5Y+UeiL13KG6X4kTunPR7B8Sm4B6SgKN/hEhv8Q3FwStEArpA5Wc+/dnmjt7KUoCfAD3P/xqIze3RNLNDy9xedH7m9mgq/uypTk+Animq+hZKhlQRUGBs646uuROGVu6YOrhh4uCGhYsPJjaX+Ou/0eHQy+ocflmTIy/rcOQVXQ69pMOPXtXjz14z4M9eM+BHr+rz+qv6HHlFjx+9qs+RV8T7jryiy+GXdTj8ijaHX9bgyMvqHHlZkyMvafGjV3R4/WVNjrykxpFX1TjyijqHXtLi0EtaHH5ZnddeUuPwSxocekmDwy9pcfglbempyaGXNTn0shavH7nAB6csRBeobcF5LXPOaxlzTlOMuadU9TipKrq7Y+d0OHZOm2PntDl+Xrw+fk6HYxe0OXZBR3qPBr2yUb76797cEPcpP5c6vjLR7eVUcbuokfSSFvKqOimq61ECX0XLAA094zR2D9PUPUzH4Dj949PIZ5eYX15nbXOP9a191rf22dq7z87+A6Wh/9tPRe3sP2B1Y5el1R2W1naYXtxANrVIz6i4EdHaL7y9LX0jtPSNSjVGc+8oTd0j1HcPU9clo75riPbBCYanF1jc3GXv3ods7t5na+++SBDZv8fOwQM29p6kpiyubbEgOTAUFrSN3QNlwsqmMmXlQDnyLqxuMrOoAL0Fuoen6BiQiwCAThlVrQNKCU5WRTu3i5u5nl/PlZxqojMqiEgtIzKtgsi0KjHeJpcRmVJKTHoFcRmVxGZUSs8qYrPrSJSSqLOrOihp7qe6U3RfTX1ymvrkNPSMU9k6qAS+4vpu8mq7yKxoJ6WsjZvFzVwvqON6fgOJubVcya7hSlYt8Zk1xGbVcLWggdulrWRUtJNd1UFRQy+lzQPU9YxT1TFMZlkzCenFJGaUkJBWTHhSNoHxqfhEJ+MWdh33y0l4Rd7CNyaFwCsZIsU3MUvk1l3Lwj8+haiUIm4U1pGYXcmVzAqxn71ZQMi1bIKvZuIWdhU7n3DMnP0wdvTE1NELUycfjB080bdxRttCiGT1LZ2U0elPtHAuGNu6Ki1rhtKoq2ftopSzCEY3ACuPQOy8w3ANiSPwSjqRyUXEppZwKSED95AEXAIicfaLxMk/HEfvEGzcAp7a2fk+M8qaSUEIirgoxWshU3kCwgZWzuiZO4qdnpSMrGftrAQ/DVPR6Ynx1oRzWsZc0DFFzcBKKQw2sHLB1F64MEztPLF09MXM0RMLF2+s3P0xtbnMT35iyGsv6HL4eQMOPW/EoecNOfwDAw69oM0r31fnh99T4bXnNXjteU1eeU5N+lqLwz/Q5fALBhx+wYhDzxtLT32O/ECPl76nykvPqYj3fl+Ll753gRefO8uL3zvPD5+7wIvPXeTQC/q8+rwOP/y+Gv/juYu8+JyK9FTllRe0efUFPQ6/osb7J6y4oGXGOS1Tzmma/gnwnZKA74Oz2nxwVov3z2hKTy3xPKfFB+e1OX5Bhw/Oqv/3Rt0nx4Y+59MvPkc+t05STg03i8Sxn7TSVnIqOsiv7qKwtovCmg7u1HVR3TZEc78QyLb2j9M+NEHP6CRj0wvMLayysr7D6sYua5t7bO7cFRFOdx+wf/8R+/cfsXv3gWTuv8v2nnBE7Ow/YH3rQJjc13aZXFhjSD4vuRrGaeoZpal3hI7BMbpkcrpkcrpHpugfF1lynYNyumRT9AxPMzy5yPLGNvsPHvDoo0/48KPf8puPP+Ojjz/lw08+4/6HH7N77z5b+wesbIm4qLnldWaX1phbFrW4tsna9h7rO/vKaKm17X2WN3ZYWN1kbnmdybklhifn6RuZpX1ATlP3KLXtQ1Q09YkutLqTrDKxZ0sqaCAxp4G4zBoiUsulEbeUy7fLCbtVTtitMqJulxCXUUlCVjXX8+q5nlvPtbx6EvObuV7QyI3CBtLLWimo66K0uYeqtiFqO0eo6xqlTgo5UCScFNR2klPVQWZ5G6llbdwubRXx/SUtJBc3c6uomdsl7dwsbCE+p4ZrRY2kVnaSXdNFQX2P6FJLGsitaie5oIbL1zLxi7qBX9QNsYcLS8A95IoQ/gbG4RAUh2NgHK6XEvCMuIFXxA08Ll/HL+Y2vjHJuIdfwyMiiZDrOUTcKiQ2rYzE7Bri00sJv5lPyPVs3MISBYHh6IeJgzfG9t4Y2Xqhb+0qjYhPHAIGVi5K8DO191Cmjyg6LEMbF+VOzdDOHVNnH8HmegRi4xmEvXcoHqFXCL2eQ2J2FTcK6riclItX+FXcgmNw8Y8SwOcTIrHHfkrAexr0TO09nylFbp6RjasAXgtH5VPHzB4tUzu0LR3Rsxbial0rJ7QtHNA0tUVV34Lz2iac0TDktLoB57SMlTIVRSqLmYMX1q7i97B28cPKxRcrd3/svIIxtw3nr35ixGsv6HD4eX0OP2/I4ef1ePX7avzoJTX+7R9sMdG5jrN1Nq42udiapKF2Jpyf/cSYQy9c4Mj/0OL1H+hz5AXxs4eeN+D1FzWwMIonIbacYN9c/vdP9PByTichupT4qDtEheZibRLH3/0vHf7mLzQJ9MklLqqU6PB8QoNyMNQJ4y+OqPDq97X50auavPe+uQA5dT1Oqxso93sK0BP7PQF6H5zV4r3TGrx/RpP3zmjy3mkN3j2jwXtnNXn/nBbvnVGjd3D0u4+6Ty6cC3JjdnmLrFKR8ZZR1kpWeRt5lR3kVQlGt7i2k7LGXmrahmjqGaetX+HUGKNTNs7Q+AyTcyvMLYsUkoWVLZbWdlhZ32V9e1/kth08YHP3LuvbB6xu7rK8sc3q1g5rW/tCArK8yfT8OqMzywyMzwqGd2iCzsEJumWTDEzMMDw5x/DUAhPzy0wurjI+K1jlyblV5pZE57axe8De3fvcu/+Ih48+5qPfiPu5H378GQ8+/IS9+w/Z3L/LyuYO8yvrTC+sIJ9dYmJmkfGZRSbnV5hb2WRxfZvlzV1WNvekbm+bueUN0e1NLzA0MUfP8DStfePUtQ9R3txHUW0XuVUdZJa1cru4iZsFDVzPqyMxu4a4zGoi0yoITynl8u1SiWGtJDq9isSsGm4U1JNyp5nbknPmVlEzN4pauFnUqLzLkVXRRkFNJyUNvVS0DlHVLo7wVLQMUt48IF0f6yK3qpOsSjFeppS2klLaQnp5G+nl7dwqbuZ2SSs3i5pIyK3lWkEDqeXt5NT2UNDQS1ppIwmZpSRmlRF8JRWX4DgcpTgn4WQQTzvvy9h6i7sQ9n5R2PtH4xAQjWNADE6BsbiHXsU97CqekSJ52Cf2NoEJmYRczyU2rYzYtFJCk3IJTMjAMSgOC7cgTB28pbHVTSzTzRwlCYUNWsZ2UtfnrAzmFJl1rn8y7hrZuGJo54GZsx/Wnpdw9I8Q5x4Do3Hwj8IrIonLN/NJyK4kKb+GqNsF+EXfxCNUJK04SRfMbNwDlKPtfwV8JnYeTwGemzI/TwF6zwKfrXLM1bVyEjcxLBzRkIDvnJYxp9UNOKWmz1lNIy7omHJR11wZKGrm4KXsQC2dxWht5RqAvfclLOzC+asfG3LoBV2OPG/Ioef1+POXdXnv372wMLiOvkYMv/5XezTPh6N5IQwj7TgMNKMx0b2CgUYc//R3Vhx+QYPDz+tJgKnPkR+q0lA7wePHj9ne/Ig3/tWEqfEdvvnmG/7jD//J55/9ji8//wMF2a288UtdNjfu8803j/n669/zu9/9nk9/+ztSbjTzZ69qceRlTd59z5JTKgacVBF7OgWLe1JFdHonLoix9n0F0J1SF3VaPI+eVuPdM5q8f1aLd0+r0Ts0qpSzfPb/7tyQUPLzL/j086+YW92msKqFguoO8qo6yK9qp6C6XXR69V2U1HdT3iy8lQ2dMlp7xyX/7TidQxP0jEwxMrMsHbNZQT67yvT8BtMLIop8aWOPlc19ljZEdNH8ihgXRae1zuzSBtPz60xIB8uHJhboH51haFwwr/PLmyytb7G0vsXyxrboyHYPWNveY3l9i/XtPbZ277K5J3R4+/cesn/wgIO7D3nw8Dc8+vAT7j/4iIN7j9g+eMDa9j4Lq5tMSUzt6OSsdIh5Hpl8kTEpdml2ZYeF1R3mVzaVneH0wioTMwvI5PP0jEzR2j9OdfsAJU295FSLnV5ycRM3CupJyq/jak41CZkVxGVUEJVaSmRKCREpJUSllRGbWUlCTi23isSxoYJa4djIqGglrbyV1NIWcWhJAsSM0lZyKzspqu+mvHVQHEZq7qesRVyCK2noo7iuh4KaHnKqxbibWtJCcnEjKdK9k5tF9SQV1JGUX0tSvhAz3yhoIKW0hYzKdm4U1BJ1u4DAuNs4+kdh6x2GjUcwNh5B2HoEK90Idh6Xnrz2CsXOO0w6FxiGva/wvboExeIZnoRPdDLe0cn4X0knICGTS9fziLhVSEhSLv7xaTgFxQl7lIMnBjYuGFo7PwEMkyd+VUWw5rdBR1FGNgKATOw8MXMOwM4nXKSEhF/HM+IGTsEJOATG4xV1i+CrmcSml5BcXMfV3AouX8/CLzIJl4AYYUPzDlP6XJ9mb78NfE8+200ZCKoAPgMrZ/QtHIUX10zs87SfOgSkY+mIpqnY753TMuaUmr4S+M5pmXBOS4Cftqm9ktixcQ/Eys1f6cO19QrG3D6Cn/7YmEPP63LkB/r8xWv6aF+MxVgnFpXTfnzwpjcvPneao79y5e1f2WBrlsy7v3bC2SadD95yxt7iNh+84c+RH+hw+AVdXntBlyM/VKe+akwA38aH/Ppf9JkYWeebb/7IytI2yTeK+e1vP2dt5S7nTtiysXaPb775hs62ERrqOvjDH/6DRw++4le/sOHQS2q8ddSU4xd0OX5eh+MXdJ5hbo+f1+H4eR0+OPss8L1zQpWjp9Q4ekqNd06pcfS0Ju+d1eLdU6pi1FXIWb5rHt8XXwjgW1jfpaJJJA6XN/dTWt9NaVM35S29lLf0UtrUTUVLLzWtAzR1jdDWN0HHoJyOwQk6hybokskZmJhDJhe3aiemV5iaW0c+s8LEzDJT86vi8Ix0l2FqfgX53CKTc8tMzq0IfZx8kWH5AoPyeWSTi8jkC4zPLjG/ssH2/n3uPvyIuw8/4v6HH3Pv0W84ePAh9x795pkRentfkCkbO/usb++xuXvA7sED9u89YufgPpu7B6xu7jG3vCXIielFRifnGZ6YZWhijoExcRV+aGKe0ell5PNrQoi9KAIJphdWmJxfZmJ2EdnkPL1jM3QMTYoYqZZ+sirbSClp4mZhA9fzaknKr+Nabg0JWZXEpZcr7wtHppQQm1HB1bw6bhYLcXJ+bRflrQPcaeomr7adrOp2MivbSS+XTk+WtpBV1kZuZSd3GnqoaBmgvKWfkgYRGlHeLITMdxolPV9NN1mVHaQpwLO0hdulLdwsbuRmcQM3ihq4XtDA1Tzh4riaV8O1vBpi0ksJik/DJSgWa88QLFwDMXeWRixpua8AA2tJtGvjEYS9FOdu7x0mVSi2XqHY+UbgGBiHV4Q41egbk4JvTArBiVmEXs8l8EoGrpeuYO0ehIm9p3JUVQCfwr+qbmitjFJXgN7TY6YChEzsPDB38sHGKxTX4Dh8Im/iF5uCT8xtPCNu4hEunYy8kUtcRgmpZU3cLmkgPr0Y/+ibuAbG4BIYhbNfOPZewc/IVBRPxU7v6c9VgJ4idEDPwvEJ0WLuIMgNhYTFwkHZ+WmZ26NuaMU5bRNOqxsoR93z2qac0zLhvLYpGkY2mNh5CO2iWwAWLr5Kl4i1uz9mtpf56Y+NOfyCPq9+Xw2VU5cx1onDTP8KH7zpzj//rSMvPXeRX/6jBR7Ot/npn6vzsx+bcvFEOO+/4YGl0VXMDa7z87+15vAL2mJX+KI69dVjAOxsfsgbv9BncmIdAPnYGudOmnOw/4i7+5+hrerD+uo9HgMpt8oJ8k/k66++5qsvH3PsqCeHXlHhjXf1OX5Biw/O6nH8nB4nLz5hbxUkhmLEfe+0BkdPqinrnZOqvHVChbdPCvB758RFegZHvruA+XMlsSESWla379LYNSTiorpHqJVSV+o6hqjvlFHXMURDp0wJel2yaXpGpukZmaJnZEoJfj2ySYYm5hmXgG9ydpWJmSXks0tMzq0wvbDG9MKaMO3PzDM2s8TYzBIy+QJDE/MMTszRPz7DkFx8b2ZJJJ+s7+yzu3+fe/c/5NGHn/Dow094+OhjHj76mPsffszevYdKmczS2qYQSUuukaXVLVY2BNMsjuJsMTW3ztjkklSLjMgXGJYvMjg+x+C46PyGJxelSKVlxucWGZ9bZGx2gdGZeUam5kTgwNgMnbIpmvvGqOoYIremk7TSZuXVuKR8QUyIYNVKYtJLiUkrITa9lCvZldwsbiS9op38um7KWgdo6BmhpmuI0tZeChs6yanpILuqnZyqdnKr2oVnurabihYRFFHZOkBpYw9lTb2UN/dR0dJPWVOvOHJe30N+TRc5VZ1kVQvfb0ZlO+kVbaSVt4rD5aWtJJe0crO4iaTCRuKzKgi+lo3rpSvYeIZi7hqAqaOPdAvCRznuPT36WTr7Yu0WoMyds/MKEcds3IOwdAvC2uMS9r7huIVcwSPsGm5hV3G/fB3/2FQuXc0i6EoGzoExWLr6P3FfWD0BD2HhEkJehQH+28D3bHlh5eqHnc/DwCvfAAAgAElEQVRlyaaVJE45JqQTeCVDGbUemVJIfGYZKaWN3C5pIC61CN+IJNyD43APisHVP0J5zexp8DN39H7mFoai21OAniJiSmFF0zGzF3Y0MwF4Wk+Bn7aFA1pmdmgYWnFB14yzmkZSt2fMRV0zpRtC09gWAysX4fV19hWJM9L/dMxdfDG2CuGv/9KIV7+vzS9+Zoe9ZTLvv+WInno0v/q5A4deUOel584TFVZOV9saWhfDefF7p3n9RTV+/c8uvP+mKxoXgrA2vsn/fEWX117Q48hLGk8B30ei4xtd5/HjxyzMbuPtHsVvPvqUu3u/RVvFi421ezx+/Jiejglamvr5+uvfMz6yzt//jSVHXtHirXcNOH5Ri2PndDl2TlfZ5SkAT9HpHT2pxjsnVHnnhKoYcU+qcfSkKm+duMhbJ9R456Q6bx47T/fA8BNW97uOup99IWxrG3v36RwYp3Nwkt7habpkUzT3jtLYPUxL76iymntGae0VEVMdg3K6hyfpG5uhf3yW7uFJugYn6B+dYUS+yOTsGtMLInVYPrvC9IKQgEzNrzI5Jyxro9NLUjjlEgNjc/SNzNAzMsnA2DRjs4vMrqyzuCYy71Y3tlnf2mV3/z53H3zE3fsfcnD/EXcffsTevYds799jaW2T2cUV5DPzjE8vMD61gHxmien5VWk/t87knOhCx6YWGZ9aRD67jHz2SUimAoQVXd/YzDKj0wsMT84hk88yODFD/9gU/WPTSuBrHZRT2z1Kfl03qaXNSqBLyq8jubiJ1NIn429idhXxGeUkZldxq6iRjIp2Cht6qO4YoqlvlMa+UWq7ZZS29lHUKDy9hbVdFNd3U9bULx01H1IGhFa19lPZ2kdVaz/VrX1UtfZR0SIcHSWNwuFRJElc8mo7yavtJLemk5zqDrKqO5RgmFLaQkxaKb4xKdj5hGPh4o+J9B+4qb2HlILihbmjFxZO3pJA11OAoosvli5+WLv5Y+Xqh6WLLxYuvli4+GHlKjpCW69Q0RUGROESHI9neBK+Mcn4RSfj6B+FpYsfJrZuz3RJehaOSn2blokdxrbuSjbX1N4T06fY1Cd6Oj9sPYKUR4PcQhPxibpFwJV0AuMzuHQ1m4hbBUSnFpOYU8Gt4jpuFNYQeTNXHAwKuYKbBHyKmKmndXuKwz5P7/UU8VKK+PinAwc0jW3QMrFFy9ROCXqaZnaom9igZmyNmpE1GkbWqOpbcEHHlPPaJpzXNkFFz0L6WTslu2vu6C3i9F39sFPETbn6YWoTxk9/bMzrP9TExuQ2F076cOo9L/7yiDr/+LcWfPCmO2/80prE+EIa64ewt4rj6JsOvPfvHvyvw1pcOBGKtloIGheDUDsTwyvPa/H6S5rUVY/+CfD98Y//yae//Zz9/fv853/+J+PD63zwthlbG/f54x//yGef/o4vv/yaTz7+LfHRefzoZU1ef0Wft44aSx2fYGqPndP6k52essM7ocrbx1WUAPjOCVXeOik6vndOqvPmB+foHpA9Nep+x47v8y+/5pMvvmbr4BGD43PIJhYYmZhHJl+ib2yOjkE5rX1jNPeM0NQ1TEPHEA0dMlGdQzT3yOgZmUI2tcjAxBy9w1MC+CYE8M0sbEiExybTC2ui65sXySajM0vSIetlxubWGZ5eYWBinr6xKYYmZ5AvLDO/tsny5jbLG9ssrm0qzzZu7t1la19cOVOMujsH91nZ2GZ2cYXx6TmGxqYZGptmeGIW+ewyM4sK4BOBCZNzS0zNrzC3ssHC6hazy1tMzK2JhGDpLsTQxDyyyQXRiY7N0DMyRbdMTqdyxBcJNS0D49T1jFHU2EdGRRs3ChpIzKkmKb9e6OMqO0WnVdZKcnEjV3OruJZbTfKdRtLL2yiq76O6XUZL3zhtg5M0DUxQ0z1CZfsAZa19lLf2Ud0xSEP3CM19ItOwTZLQNHaPUNcxJFU/dR2D1HUOUtMpo6ZTRnWnjNquYWo6hQOmorWP8pZeypqF37ewvouC2i4ySpu5fC0bl6AErD1CRSqHgjywccVESjU2sXNXZuCZ2ntg7uApgFByKzwt7TB39MLKRYzIVq7+WLgGYOMZgp1POI7+0biGJOJx+RrOAZFYufhgYvuU4FfqlBTdk7GtOzau/ti4+iv1cgrgNXf0xtrVHzuPIJx9w3ALiMA9JB63S1dwCY4XLHNcCv5xaYRcyyE6pZi4jFKSCmq5VVzHtbwqwpOy8Ym4jseleCmLL1x5yczGLeAZYkNxCOjbwCdAzx4NI2vUDa2ezdYzEcJlDVNbVI2tuGhowUUDC1T0LVA3EO9V0TOXSnR7Ch2fOEDkgZWzL9Zugsl18g4Rf6/u/ti6xPHTvzLkX//BFmebNI697c5b/+LOy8+dw948g6baRQpye5gYX2VhYYOJ0R0Kc3upKJ7h1//kwusvqqN+PhRT/SjszFP581cNeP0lDeqe7vh+oc/k+AZ//OY/+eTjTxkeXKS6bBitC0H8288N2Nl+yOPH0NzUT1VlA7///R/4+svfc/7UJQ69rM4b7xhx7JzU2Z3REOB3Vov3T2sKEuOkOkdP/CnwvX1ChbdPqPDmiYu8dUKVt0+o8cb7Z+keGOZridX9jl5d8ebffv4V9x59wuLaDotrO8wurjM2u4Jsapn+sTkpxVeEhzZ0yKhvH6KubZCa1n5q2/pp6x9nUD7PkHxegKd8nvGpJabn1iWmdYuF1S2mF0Ss09TCGpPzq4zNLjM8JTqs0ZkVxmfXGZlaZmR6gXGp21vZ2mVj50ApK1la32JhbZPljW3Wt/fY3heHf3bvPmRHys5b3dhhZn4Z2dgMQ6MC+KYXVllc22ZhdVuZn7e4Jk4pbuwcsLV/n5WtA6aXthidFqxy78i0CGAYm6V3dJZuhaB6YEJoCHuGaeodEZ1xzwh13SNUtA1yp7GXrIo2bhXUcaOgjuQ7TaSWtZFW1kZ2VQeZFW3cLmrgdlED6WUt5FSJcNeqtkGa+kQ2YJtsmsb+Cep7RqjpHKK2c4j6nhFa+ifoGJqie2SGnhFxt6K1b4ym7hEaumQ0dA3R2DMs7psMTtApm6ZDNkXn8BQdQ3Ja+8dp7JJR3zlETccAFW39lDb3UtLUS9qdRoLibuPoF4WlWxDGDl4YSNl2BlbOGFo7S3IRV4xsxclCYzt3TBw8MHfyUlrHFOJdIxtXjBQXvhy9sHTyxdzJBwtnPyxcArDxDsUpIBr3kHicAyKwcvHFxNZNZOlZOaNr4Yi2iS265g4Y2rhi6xGMi79gW61c/KUsPnFu0crFDzuPYJx8wnC/FINnaLxISA4TXlzvqJsEJmQQci2bsBv5xGWUcTW3iuv51VzNrSQxt5LwGzn4x0jWtYAonHwu4yB1e9aufk9p9zyf6fYUl9EUx34UYmRVfQvUDa2e6fg0TW1RM7JG1dASFQNLLupbcFHfQvl+BfCp6lugYWT9jHzHzEH8Hdq4BeLkdxlnv3DhEfa8hJvfTf72b4w5ezwAM/0rvPNvrvzNn1tw6Adq/PLn5kReziE1uYGMtGqaGoe4eqWQnKxmnO2v8Nd/rsWR/6GJ2plwtFVCsDS6zt//ta2S3FDs+ETHt8bjx4+Zntzg//5Ug8M/uMAr31Pllz+3ZmfrEfCY9NuVXAq4xldf/Q74BnOTOF57+SJvvGPM+2e0ee+0Ju+e1uC905q8f0aTd0+rc/SUOu9Iu7yjpyTgO6HKW8cvKuuN4xd487gKbx5X5dfvnaFrYJjf/f4PfPrZf2fUleqjjz9lTwKPzd27LKxuM724wejMMn2jM3QOyZXRUc09IzR0yqhtH6C6tY+mnlF6R6cZmpxjfGaJyfkVZubXmF/aZHF1S9ybWFmXCAJBFojub5nx6QVGJ+cYn16QRuBlZhZXmFteZ2V9m82du+zuP2D3QLgoVjZ3BLsr3W/d2L7H7t2H3H34EQcPPhIkxv4Dlta2mJheYkQuRt7ZpTVJtLzL0vo2K5u7rG3vS4eCHrL/4CO29u6xtL7D5MIqgxPS6C6T0zkkF7mDg3Ja+sep7xmhqnOIirZBKtsHRe5cl4ymnhHpjsgoNe39FNS0kVHaxO07EmNa0UZudRu5Ve1klbeQUdIskRXtFNW1U9bcQ3XHoAC4QbmIeuoW8fziMNMwrf0TdA3P0D8+J44CKcBY6sqbpYNOHUOTdI9MMzA+x5BEGPWPz9A9Mk1b/ziNUmhoZdsgpc19FNf3klLYQHB8Co7+EZg7+2No64G2hSPaFoJ91JWW8XrWzujbuKBv44KBjQsGdm4Y2T2JfVdIOJ5IOkQM/NOdoKkkKrbzvoRLYARO/pexdPPDyN5DKTw2sHVDz0qArZmjF3ZeobgGRuHgIw7VWLoGYObkp+z0HL3DcPGPwjXkCq6XE/CIuI5H5A28o2/hF5dCYEI6IddziLxdRFJBHcnF9VzNLicm/Q7xmeVE3CogOCED78ibuATF4ux7GSevYOw8AiTg85bA/Una89OWNEW0lGI0fxr0tE3txM2Kp+5iPJ2vpxhzL+iYoqJnLqUv26BjZi8OJ9l7SJ/tjY37JZz8o3Dyi8TOOwJ7v2j8L+fxs78zQ/NiOKff9+S9X3vxV6+b88r3LxBxqZKU5BqK8rqJjykgJbmClORKcrLqyUhtRlslmleeu8A//NSCN37hgInuFX75j84c+aEqdZXjkpzlEb/6Vz3GxgTwzU7v8+Mj2hx6Xp9Dz+vxb39vyc7WQx4/fkx+TgPXE/L4+uvf8/jxYwn4VHjjbZMnMpXT6hw9rcG7pzU4elqdt0+q8raSwBCv3z4hvn7rhIoAvmMXeOO4Cm8eU+Hf3z0jdnzfWc7y2dPA9xUff/I5+/cesnf3EbsHD6VwASE/GZ1apL1/lL6RaYanl+kfn6djUE5L7yj1HQrr2gRDE7NMza+ysLrNysYeG9v32Ng5YG1nl6WNTWaX1phdWmN+ZUNp/ZpeWGFybonphRUpwl3k263vHLCz/4C9u4+4e/8jDu59yPbBfZbXt8XPSSA6v7zBxtYeB/cecf/BR9yTanv3LnNLG0zNLTO3uMby+rbSJrexsy/EyTv7gvV9alxe295nbnmdYfkcPcNyugZFqnRL35jo6rpkVLaLmKXihm6KG7ooaeymorWPhu5hOoYm6R0TwurmvjGq2ge409hDQX0PBXUiXj+3qo2cyjYBfqUtZJW1kF/VKmRDDd2UNfVS2zVMY9+EdIRnRHmLo6VvnE6Z+Of3jM4qk647JGBuG5igbWCSTikFe2BCEDWD8nn6J+boHpmhbVAuZeeNCBa5sY886bxn7O1C3C7FYebsj4GNB5pm9mgodlNmdug8xUYqhLg6ViJtRAF4ivFU8dQxc1Bq75QMqI0rRvYeWLj6Ye9zCVuvYCxc/SSnxhO3hYmDJ1buATj6XcbJPxL3S7G4BEXj4BuOrVcIVu5B2HoE4egdirNfBG5BMSISPiwBn5hkfGKS8YtLIeCKIDfCb+VzLbeKnGpx5iA5v4Ib+ZWS57iEiJv5BMan4Xn5Kq6BUTh5X1ICn6Xzs8ED3wY+BQOt2O1pSd2qYlR/+vzj0+GdIlhUuDbOahqhomeu/Fk9C0fploiHJNr2ETeB/SLEztQ3CvewqwRFF/N//o8l6uci0NeMwNU2i5//1JbXnldF83w4tZXjJMTl0dE+SmfnEL09UyTfLCU7vYN/+pklrz2vxd//lTU//Z/a6GtG8OtfuHP4RVXqKicA2N58yL//my7jY6s8fvwNM1O7/PiIBoe+b8Ch7+vzy38wY2frHv/xH//B9uYDtrfu8fs//B4AbfVQXnvlAr9+S4+jp1Q5ekKDd05q8PYpVd5RgJwEem8ev/jM841jF3jz+AXePH6RN46d581jKrx5XIVfv3eGnoFhvv7vsrqff/4ln372BY8+/ISN7T1hOds+YH17n82du+zsP2B5Y4+hsWkGx+dY2jhgcX2f8dlVhieF1q53eBLZ+Azy2UUWVjZZ29pne+8+e3cfsXfvETv37rG2syedWFxjYXVT8sluPlMrmztSFybEzgf3P+Leg99w/+HH3L3/EZt7d5lf2UA+u8TQxCyDE7MMT84zPb/E6uaOGHsPHrB37xFbe/dYXNlmdmGN+aV1VjbE9/fvP+LgwYcCALf3WN3cYWNnn629u+wciGNC88sbjE0v0j86RbdsQrhH+sao7ZJRJYFeUX03+TUd5NW0U1DbQXF9J+UtvTT2jNI+JKdndJqe0SlaBydo6BujunNIAsxeCus6ya/pIKeyjczSZjJKm8mrbBPJKrVdFNV2UtbUR22nODqk6CRbByZEzL90ELxjaEqMskNTtA9O0j40qYyMah9QuFkm6RmepHd0ms7hadqHJmnqH6eue5TqThklLQMU1PeQVdFBakkLN/NrCLuWiYNvOMb23kJnZvbEY/ptKYaOheN/mTCiWOo/ncirGAkNrFzQt3ZG38YVM2cfbDyDsPEMUgKdoZ075i6+2HgGYesVgltIHH5RSXiHX8MrLBG3S/G4BMXi6B+FnW849r6hOPlextU/CvdLcXiGJeIWloh39C28om7iFXUT39jbBCakE5teQnpJI4W17RTXtlFc20ZZcy951W2kFteRmFVGxM08/GKScQ+Jx9EnBHuPQGzcFKJhb54+Z6kAv28Dn5aJLTpm9pKWz0X57/7tE5K65o7SDQ1zpU9XVd8CHTN7pd1N8TniKLgPjj7huF6Kw9bnMg7+MXhH3SQoupi//TtzLp6OQPWMP+/8yoaf/cSUQz/Q4siLquioXaa2cpqtLSHqn5k6IPVGJ2/9qwOHXtDg8A90OX8sDBvTW1gaJ/LPP3PgyItqFOX08OHDj5kc2+CXvzCirWWWB/c/prtjkb88rMmh53V57fs6/Mv/NWdibI27+7/hYO9j9vd+w+bmh1SXj/C/f2LE4VfU+eWb2rxz4iJvH1Pj7eNqvCl1coqu7k2pq1M83zh2gV9/cF56fV4CQBXeOHaRX717mu4B2RPnxnfa8UkA+PkXX/How09YXNlgbnGVhZUNNqSOa3Vzj/mVLSZmV5AvrLN98CF79z9idWufxbVt5lc2mV/ZZHltm83tA/YOHrJ3V+HHfcTe/Yfs3L3Pxu6BOKq9uMbCqggFUBj/17b3pNpnfedACXx7dx9xcP8j0fHdfcT69j4zi2uMTC3Q+5SEZmh8mvHpJaETXN5kYXWbueUtpufWRGLyzDKTkpd4fXtfOc4vb2wzv7LO3NIa88vr0g5wiykpKr53dJr2ATEW1nbJqGgTIuWCOsGI5lR3kF3VRnZlCzmVLeRVt1La1E11+wCNvcO0DIzR3D9GY98odd0yaroE+JW19FDcIOLlC2q7yK/uJL+ynaJakaxSWNNJUV03pY19lLX0SUnLMmq6hqntHqGuZ4SG7hEaekQ19ozS1DtGc58Yc1slV03X0CSd/x9p7xVd5Zlm657dDmd3l1N1qOru0e0qV7YNGBtMBoMQOQiRRQYJ5ZxzRBkFkISEAsoJ5ZyW0pK0tKSVtJRzTgTn2r377jkX/78WuHdf7Kpz8Q3JMkH2GEze9/vmfKa0nxZpv9CJ0ilQksslMp42dpFf00Z2VRsZ5RJSihrFSs9KwpLzcQ2O5badF5fM7DC+YcEZMWf63x3dNKib8F7h03Xrnqm+i0HX/3r+phUXTW25be+BlXuAYMK1duGqhSMmZsIkaObki4V7MM4h8biHJeIa8gA73yjhscIvGqfAWJyDYrH3DcXCVeivtXQNws47Anu/KByD43EKeYCNXzR2ATG4hScR+iiPxNwKnpTWkVvRSEldG5WtMgpr20kuqCQmo4iIlHx8Y1JxCY7FyiMQM0cvvfDpxE/X7PY6Cku36urYeq+bmHUT4ut9uDo/olAtefcnJOb/Kni6qe+OrQfWHiHYBURh5XUPG59IPCKTcQ/O5te/ucaXmxwwux7P3ZsxfLXdlXffOCUKmxH/9POj3AvKRC6b5tQRVz7425O8/6YxH7x5kX/8O2N2b7Vk2+Zb2NxN5l9+fpF//fuzRIcWkp9dzf3wPP7wm7N8vvEm+3ZZ8OUmC9576yTv/s0Z3nvjHP/0s3Ns/+Iue3bcZfd2K/buMGfrZzf491+e5N23TvLBz4z5bIsx2746zrZ9x9gmTnGvH53Q/Vfh052t+46wZe9Rtuw9yuYdB2jp6P4r7CziPd+PPwp4qtW1FwyNTqIaGEahHkIzPMno1ALKwQmaO/tokvbRoxplYnaF5bWXLKw8Y3ZhVcjjLqyytPyM9bWXrD/7mpW1F/rVcWZxlan5ZcamF1Bpx+jp0zIwPMP4jCBw0wsrTM0vMzG7qIcA6B4ddMCDmbllZmYXGZ2cRz04gbRPQ3NXPzVtPVRJuqlrldEsVdDWq6FDrqVDrqVVpqZFqkAiVdLWo6K1S0F7jxKZchDNyBTqkUn6B0bpUWjplKtolynpkGuQ9mvp7BdqEhu7hJaysuYuiuqF1VagQNeTXFirP48KanhcWENqUQ0ZT2vILm8gr7qF4oYOyiRdlEu6qWjroVwidGwU1rWRW9VCTmULedWt5Fe3kVvRSk65hJwyCVmlzTx52khGcQNppQ2klzeRUdFMZqWEzKpWsqtayasUyoeK6wV7S0ljl4COaumhtk1OQ2c/rTI1EjH21yBVUNcpFhA1dVNQ10F2VStpZc0iqbmW+GyhYCricSHeEYlYuQdzw8aVS2Z2XDS14fwdMV9601xvydDZMk6b3OGMiale9HRtYTr/ndCNqkOSm3PupiVXLByx9gjE3ucet+09uGLhyFULoXLxmpUz5q4B2Afcxz3yEZ5RKbiFJmLrE421dySOgXF4RiTjGfkIh4AILFz9he5cRz8sXIOx8Q7HITAW+8BYLLzCsfaNwiU0gZCkXOKelJJaVE2WKH55Vc2klzSQkFNK3JNiYjKLCUrIxD08ARvve9x18sHM7tW6++quTxC/n+SEdXE5cf3V3f29+rqN/r5Tdzd5y9rlJ9PjRfFeU/9AJJ7rFo6YO/pg63EPW/9IbP0isAu4j2t4Io7+6fzqoxv80zvnsDZ9zKF99hju8eJfP7jM+2+d5P23j/HPf3+aowftsbGMZscXZvzbP5zjH39mzLtvGLHlYxvcHLK4fC6Ey2cieeeNE3z80VXmp75nZnKZidEl3F0fcePqPa5dCmXLBlPOHAvEwymHfduc+MV7p7l94z4uTuls/PgmX2y6hYtjOlZmCXz4y0u8/7OTfLbFmK17TrB1zzG27jskiNveoz8RuS/2HP6J2H2++xBf7Dksfv0wX+w5wue7j7Bx2z6a27v+mrKhV6vu9z/8mZXV52iHx9AMjtGrGBDEoFdDdXMXJbWt1LbKaO8bQDs2w8LyGktrzwWyypJAPplfXGV5+Rkrq8+ZX1pjSnyBHZmcFSJqozP0qUeRdClp7xlAMzLLzOI6c0vPmJxdZnhiDvWwIEZy9RD9mhEBXz80weDIFIMj02Iv7TjdiiEkMhU17TLKm6WUN0qplggX/3qLR4uMysZX1Zb1HXIaOuVIepR06sRNpqJJ2keNpIvyxg4qGjuplsiobZdT2ykUn1e29vK0QUp+TRs5FS08KWsitbielEKhJ+NxUR3ppY1klzeTXd5EZmkDmWX1PCmvJ7uqiYK6NoobOyhtkVLe2k1pi1QUUeG+L6u8ieyKZvIq28gsaSK1sI6k3GoSsip4kFVBTFYFsdnCicupJD63moT8GtKL68gub9YTWYTkRjtP69qpbO6mrl1Ok1RBS5eC1h4Vkt4BmnrU1HT0U9rcQ2F9J9mVbaSUNJFYUEtcdhWxWVXEPCnj3qM8vCIf4eAbgYWrn7CCWjhw2cyWC/+VKnLlDiev3ObUZd291WvY8Quv+iJ0TWD6Nq7rFlyzcsbGKxhrj0BBYE3tuGxmx1Uze65ZOGHpHoRHRBJ+cRn4xmbgGZGMvX+MYE0JTcQrMgWXkAdYewvZWkuXQAEw4BqMlUcoNr6R2Prfx9I7AmvfSByD4/CPf0JUWiFJeZU8Kakju7yR7IpmsspbeFxUTUJOCXHZpYQm5+IZ9Qgb3wiR1OKNqZ274FO0duGGKHzXxKlP1/R23cJRMDlbOokTniVnrpiKKQ5rfdzulrWraLsJwsLJ+ydlSTqh0wmgTixvWjlj7uiDhUsAVt6hWHndw8IzFNuA+9h6PuJXv77Oz944zu6tdlw0CmHn5/a899YJNv7OgvDAajKSe0lNbOdxUjNZaT2kPerCzb6Af37/HP/6c2P277THxjSVX/3yEu+8eZo//foSa0s/0NHWRW+vkqzsSpZXvuGbr/+T1OQqlha/YW5unW7pOLbWkczOvWRm7gUV5f3kFzQzMb3C82c/4mSTyQfvHOXTzaf5Yvdxvth1jC27D7Nl3xG27D38E9HTnc93H+Lz3YfYvMtQ/NyQL/Yc4vPdh9m86zAbtu6lqV361xuYfxAfNxaX1lBqhoQmMe0oHX0D1Hf0k1VcT0F5M73acVTjE0zOLbC88ozl9efMLQsRsInZJSbmVphaWGdyflVcj6cYGBplYGgCzdA06pEZZOoxMeEgpVWuZWxqkdmldUZnFlGNTNGtGqWtV4ukR42kW0W7fIDO/iF6VKPIByboVQvAT2m/Fkm3irp2ORXNXTxt7KCsWUp1m/iq2tZLdUs3Fc1dVEl6qO/so17aR2OPgpZeJe39WlrlGho7FVS3ynja0EFBtYTC2laK69opaeykQtJDjSh8JQ1dFNYIOdiccgnZZS1klTWTqc8yS8gXp7C8ylbyKlvIqWgkt7KJwtpWSho7KW/ppkp8pChr6CK/qpXM0kYySoU0RmZZE4+L6onPqiQqvZTQlKeEJBcT8qiIeylFhKUUEf64mKi0EmKflPEov0YwNVdJKKhuo6C6lYIqsRCqUUq1REZ9ex/NXQpaZRqhZ7dLKaztkh6K6zvIqZSQUtJIQkEt8Th26lMAACAASURBVDk1QiFRdgXhqUX4xmXgGpaAvV8kt+09hDutO1ZcuCm81p65aobRFVNOi9Odrmv19b5XXQXi60fXx2B83YLrNi6Yu/hi5uTNbVs3ATElrn/XLFwwc/bHLfQhvnFpeEan4HzvIXaBMTiFPMAjMhnPqBQcAmOx8gjB3DVAYOm5B2HlEYyVZwgWXqHY+kdhFxCNrX8UDkExBDzIIO7JU5Jyy8ksbRTI1dVt5JQ1kVPdRGpJNTGZxQQnCKxBl7AkHP2jsXQNwMLRGzN7D0xt3bht7cINS8HIfdvaldt2Hty299KfW3buXLFw5JwYu7tww5xLt60wMXXghpUb5s5+2LgHY+d5DyvXAG5au3DV3IFrlk5cNXfgspn4AHTHRrCxWLtyy84Tc2d/LN2DsPQIxsojCAuve9gHxeDsn85vPrrBe2+d4h//9gxnj4ex43Mb3n37MH/88DZH93vz2R9vsuVTU04f8ef3H15g859ucmCHK//0zin+8Z2TnDjoy94vnXn3jVN88NYF/vTRZRbmv2Fl5SWD2nmCAx4xN7dOVWU3EWHp/PDD/6Kvb4jhoWX8fR8yNDhDcVETt294kZFWhko1QnJSAQZ77PngZ6f4ZNNZPtt9iE27DvHZriOimP1U6HQT3uvCt3mX+HG3IZt2CT//0617aWyX8uNfamD+/vsff/Kqu7i0Rp9qANXACCrtCN2KAZo7+6lu6qJdpmF25Rmzq6ssrYlT3fI6k/MrqEdnkGunUY7MoRlfYGB8AfWIcE+m0o6iHBhDOTiFenQW2cAENa29FNRIqG2XI1ePMja7gnZiDplmDIlsgNo2OTViWqShXU6rTIO0fxiZeow+MenRpRiiVaamsVN49SxtklLS2CmKXy+1bXKqJT1USYS1r1EqVDC2yNQ0dfcLNpDeAZqkQsa2tEFKfpWE3Mpm8mskwora0k11u5yq9l7KW2SUNfXwtF4q5JirhUREXpWEvKoW8mskFNa1UVTXztMGwRtXWNtKUV2bXkSr23qp6xB6K6olMkrqO8mrbBGgEKUNpBYLGd/7GWWEPn6Kf2IBPvH5+DzIxfdhHv4P8whOKiAspZjojFJSCuvIqRLW5ILqNvKrJORXNpNb0UJRXQcVzV3UtcnFdI2aFplGuOMTX6YF4WshtbSRpMI6EvLqhKrJvBpis8sJScrBK/IR9n4R3HgtSnbhpgXnxDSFkV70BGuGTuh0bWC63tcjxlc5ZGTCISMTjp67zomLNzl7w4Kbdm6YOXlzS5ykdImIq3cduGbhzG17b6y9Q3EKicPpXjxO9x7iGBwvvNSGJ+EanoT9fyN8NmJNpJ1/NPaB93EMjsUpJA6X0AcEJ2YRn1VKfOZTHhdWC5N6WRMZxbXk1bSQWdnI/YxifGLScQ1Nwiv6Me6hD7DxCBFw8w5e3BXF746tG6Z2Hpg7emPh4o+VWxCWbsFYuAVj4RbAbXtPTMwduCiiskzM7Llu5Yapgw82HiHYet7D2j0YG48Q7th76JmBt8XPr1g4ct3CScBP2bpzx94bc5dArDzuYe0Zir2fMMV6R6fiF1nM7357h/ffOscHb5/lo3++wpWzMRzc68aZo36YXn3ApTPhHNztzFfbHTh5yJcLp0OxuB3Ppj9d5/KZ+5wwCOSffmbE+2+d572/Occff32FxYXv6Ggb5OhBZ3Zvu8Pc7He4Oz/Eyjycb7/5nqysUspKOzl90orkR4WMjS5QWtyJ6W0vqipbWVp8jqNNIh+8e5RPPjvDpp0H2bDLgI07D/LZTgNR2Az5bOdB/eevC9+mHQZ8tvMgn+08yKadBmzYcZANOwz5eMtumjqk/Piff+HEp8dSff8jP/z4H6ytv2RwROjL0I5MohwYRtanQTM4ztzSc9Zffsuzb75h7dlL5hfXmJhZRD02S32nityKTsqaegV/Wf8wXUoxjaEZQ6YaoW9gHOXwNDLNOHXtfTyt76C2o4/OvkGGppZQjc4IPRVdSqqbuymta6O2VUZTZz+SHjVS5Qh92gnUgxOotGMCoblPi6RHIKNUtfVSJva4lrd0CxWHkh5qJUK8rqVLTatMV3CupLNPi1Q+SKtMQ2OHgrq2PkobpBTUtFBU10pZs5Tyli6q2+VUi48TVWJlYnmLUHtZJnYAF9e3UVzfxtOGdkrEybNCNAhXNndR0yoYnBs6+2nuVtLW+1q2t6GTvKpmssobSS1pIqmgnpisCkLTSvFLKsTzQT7ecXl4x+fj9yCfwKRCwlNLiMmqILW4gfyaDuGFubyFnPImcsoayClvoai2nYrmLmpbe2ns7EfSo6KtVyX27vZS2dxFcX07uVVCdO1xSRMpT5tJLhbW3qj0InyiHmHlEcxtBy/9H15dl4XOsqKb9IT2r+t6kdMJni5gf/jMFQ6euoTByYscPnOFE+dvYnzdnBu2bpg6enHTVsyfmjsKuClzB65aOnHbzgtzt0Ds/aNwCorDNTwJx5AHOAQLIuh07yH2QbFYeYdj7h6ir4m0843EOUQQSIegOFxCE3ANS8QnJo2QpBxCk3MJeZhJVGohsRlPScguJzm/mpSiah5klxKckI1XVCpOwaLA3hOE766zL3fFCJuZnTtmdh7cdfDG3MUPa/dg7HzCcQq4j3NQHC4hcdj7hmPm5MsNWzex5MgTC5cALF0DsfcOw947DFvPe1i5B3HHwevVj3H1w8xJsPiY2Xlg5uAlPPS4CqLn6H8fj3sJBMSkEZKQS3BiLv6RJfzuN6Z88PZ5gaf3lhG/eO80187HYWeRzJkTXliZPsD4hDfmt+I4d8qX29eiOG/kjYttFga7vHn3jeN88PZZ3n/zIu+9eZY//OoqK0s/UlnWxz99cJovPr3JytKPuDo9xOS8J9988z0NjW3MzbwkOOAJKuU47e29zM18S3Ojmtradubm1nic0MQ/fHCMjzcZsXGHIZ/uNGDDDgM2bd/Pxu0HBFF7TeBeTXqGbNx+gE07DNi0/QAbdhzgk+0GfLLtAH/6fBdN7V38WS98/6fo/V/d8a0/+5qZ+WVm5leYnBU6MqbnFllYWmVl7TnPv/6Wr7/7jucvv2V+aY2x6QX6h6aoapGTmF1NbmUbtR391LbJkfRokCqG6VIKPRTdqmF61EIETncHV9fWR5NUgXxgDOXwBArtGP2aMZSDk8iUQ8g1o/QPjNGjHKJHOUSfZkSopxTzvjLlkBArk2to6dboC3Cq23qpbBWIzDVN3TS3K+iUaZHKhUSJXD2CcmAc5cA4MuUwnXJhtW7o6Ke6tYcqSZeQxugQbCkSuYY2uRpJj4ImaR8S0RrSKlPT0qOkXtpHTZuMqlaBAF0l6aK2vZf6DjmNUoXor+unuUtJu3yAbtWQ0LPbKzawNXaQV9VCRnkzKU8biM+tJiKjlMDkIrwT8vCOF47fw3yCHxURkV5GbHYVKUV15FW1iQ8jLcJdVWm9aIVpo6Kpi7r2PiQ9atrlWtp71bR0K6jvECbq8iYpRbVt5NS0klnVypPyVhLyagh9lIdTcAwWbv7csHbhsqmt0Az2WnZWR005+1pPhE7sdBOfTgR1097BU5c4cOKCIHwXbnLupiXXrV25be8hCJ+1IHxXTO2FDglLR+44eGLpHoCDbzjOgfdxvvcQ+8BYbP3vYxcYKwhgyAMcAmOw8Y3CxjcS+4D7OATG4B6eiGtYIi6hCbhHPMIr+jHe91Pxj39CUGI2QYnZBDx4QtDDTMJTCkjIrSIxr4qo1CIC4jPxiEjBOSQBp3sPcAqKw9Y7HEu3IIE+IyLpzZ18sHQLxNItEBvPUOz9osTO2hT84tJxC0vAzi8Ke78I7HzCsfMRqiutPIKx8w7FzicMO58wbDxDMHf155a9F7cdvLHxDMHBLwJb73tYuAjEGxvPe9j5ROAQcB//mDRiUou5n1pEeEoh4anFeIcW8Nvf3Oa9N435+VuX+OCtC7z/ljHvvnmSjb83xeioP3euxHPjcgx3byRw/eJ9blyK4eAeNz765WXefeM0H7x1ng/eusDP3zrP+2+c41e/uMqTlHa8XbP55XuX+P2Hl0lLbsH4RAC//ufTxEVXUVmqwMP5MZ/8/jJJ8XVUlvZjax7H5bN+FOZ0U1Ykw3CvC++/c4w/bTRi447DfLrDkA07DNi4TRC+jdsPsGHbKxF8Xfg27TBgkyiMG3bs5+NtB/h4637+8NkOYdX9a3l8333/I9//KBiY55fWxHKgZRZW1llZf8H68xesv3jJy2++58U337H6/Gtml1YYn11EOzmPTDNBdUs/1RIxY9rWS5t8gB61EEfrUgzS3ickDXTrZbNUJYhj3yCqoQlGp+aZmJlnZmGFpZUXLKw8FyNo60zOLjI0JsA/BwbHGBgSjMtK7Thy9Qg9yhFkSoHu0tGnpblbSYO0j9p2Gc3tfXT1DqDQjKEZnmRoXKiCnJpdZGJ6Ee3olBCdU4/os7ltPSraZCp9XK1HNYJCOyZgtAZGUA+OMTAyyYD4PXQrh+iQq/VmZ0l3P229Kj24oaNvQBRKFZ19Gno1w/QPjdOjHqJFpqS2XRC/nKoWMsoaSSqsJSa7krD0pwQmF+CfWEBAYj7BSYWEPS7m/hMBepBcUEtudTvFDULDWkFNK/lVAqC0qLaDiuZumrpUdPQN0qUcpkepS28IZUj1HX1UtnRT0txNfn0n8Vnl+N5Pwzk4DnOPYG7buWNi9goY8LpF4/wNC86JBmWd8B0xvqK/w3u9c/X4+RscMjLB8LTAlzt+/gZGl025cNuaazocvJ27fuK7YmbPRVMbTMztuWXriqWrH/aeITj4RGDvF4ONTxQ23pHY+8fgEvwQj/BHuIUn4RgUh31gLA5BcTgGx+MekYRHZAru4Y/wikrFLzYD3xihvzcwMYfAxBz8H2TiE5tO4IMsotOfEp9VTlRqMSEJefjGPMEt/BFOoQ9xDIrF3i8KW69wLN2E5IiFqx82HsHC5OYbiWtIPB7hSfjFpBP4MIvQlEKCEnPwjU3DKyoZt3sPcAq8j613KJbuQUJ3ryiENl73sHAL5K5rAGbOftj5hOEdkYBbSCxOfpE4+kcJk2RwHN5RKUSnFZOUW8nD7FJCErMITMjC614uv/noJh+8fZafv3VJPBdEETzL3/+tEf/ywUV+9c/X+PU/X+PDX1zhl++e5+f/7xnef1OgL3/w5kU+ePMSP3/7PB+8eZGfv3WBf/378/zyPWN+/vZ5/v5/nuFffn6WX/zsIu+/dZJfvGvMh7+8yC/eNeb9t87xL+9f5Fe/vMw//J0xf/+3RvzbP17iw3+4wD/8z7N88DMj/rDhBJ9uP8DH2/fzybb9bPjyKz4Vzydb9+mFTyd6m3cZsmn7fy98v9+0nab2LkH4vv8reHzf/yDc9b14+Z1g4J1eYGR8hvHpeeaXV1l5/oK1F18L2PZn3zC/ss7E/AJjs3OMTM8xOrOMdmyR3oFJFMPTdKtG6VYOI1MO06cZRaYepr1/gI5+4aGiUz5El2KEvoFJRqcWmVteZ2X9Jc9ffM3Lr7/lxctvWV17xvqzFzx/8TXrz1+ytLLG/MIyEzOCwXp8ZkHIFI9MoxmeQjsypQcgdCu0SPsHkCo0KDQjaIcnGZucZ3puhbnFVRZW1llaXmNxdZ2ZhWVGJmfQDE+gGBhBrhpBrhpGMTCOYmCcfs0o2pFpJqYXmZtfYXZ+hbn5FRYX11hcXGN6dlnw/Q2O068ZRq4aok89TN/AKL0Do8jUI8g0o3Qph+iQa+iQq5GptSiGRukbHKNHM0SbXE29tJeyZimF9e1kVbXwuLSRh/nV3M8qJzqjjOj0MmIyy3mYW8XjYqFUPLOsiaI6KRUSOVWtfVS0yChv6qKkQUppUxdVEhn1HcJVQUffoEiYGaZHNUynYpDW3gEapP1UdshJLanDJ/oxriEPsfK8xy0Hb65ZOHLplgUXbr7ylp27YS7aM4T+CCOTO5wUW8EOGZnoOyLOXbcQvWnmnLp0Wz8Nnrp0W08ZMblrz3UbV27aunPLzoPrVs5cNXfAxMyOC3eshS5cK6FK0srFTyj29gjDyj0Ma/cwHHzv4x6SgG9UKp5RKbhHiAIYHI9DUByuoYl4R6XhGflYX1juHZ2GV1Qq3rHp+D7IJOBhFgEPswh7XEhEahHR6SUCMPZRMf5x2biGJmEXGItTcBwuwXE4B8Zg6y2IlXNgFK5BMTgH3sftXjwBsWncS8wl4nEhkeklIvOwmqj0EkISc/COSsE5OA4bnzCsfcJwDIzGPiAKS697WHiEYOEhJE7s/aPxCE8gNuMpsenFBNxPITAmFb/oFPxj0whPzif2SSkJ2aU8yCohPCWPoMQsXALT+fcPL/F3/+MUP/t/zvKz/3FaPGf52f84wzt/Y8S7bxjz7pvGvPPGGd5905h33zDmnb85w7tvGPHOG6d5942zvPfGefHHGfHum0a899ZZ3n/7DO++acQHb53n/bfP8+6bRrzz5jHef/sM779txHtvGfHem5d4/+0LvPfWOd554yzvvGHE+2+d5YO3L/DuGxd47+9O8YcNx/j4y7386cu9/GnrHj7Zso+Pt+7j4y17+fTLr9i0w4DN4rT32S5h7d2448CrqW+XARt2HuSTbQb8YfP/z4nvh+9/5Icf/syzF98xMbPEyOQ8GvEPsmZ4kvGZRWYX10Qj8XNmF5YZnZxheHyK0UkBFDA9t8TEzBJjU4uMTy0xMj7H4Mg0qoEx5KohekUx6B8YRTU4gXZ4mqmZJRaXBDryy6+/59vv/sy33/2Zl19/x+rzFyysrLK4usbKs+csrz9jcVWw0CytPf9JS9ukKIaTM4uMTc6hHZlEpR1BPTjK6OSMvtJybkkUvbXnYq5XSG+MT88J3b7DY8IZGmNwdILRSaFkfGxqjrmFFZaWn7Gy8pzllXVW1tZZXVtnYXmViZlX/D/N0ChDo5NiIdEs2rFpBkan6B8YRqYYoKtPQ49Ci1wjsP36B0eQqbW09/bT3NVHQ0evUKLe0k1xfTv5VRJyKprILm8kv6qZ4tpWyhs7qJYIVJz6jl4kMjWtPRpaewZokqqo75ALKY+OPho6+2npUdPeN0iXcpAu8dqhs19LS7eCRmkfRfVtRKcX4hmehJ13GKb2Hly56yB0wF67yxmxQPrsNXMu3rThwi1rfXvZqSumHDl/ncPnrnH0/HWMTG5jfNWMCzctRVqJ4GEzumKKsZhEuHLXQcRXeXHbzps79t7csvXgqqUTl+8Ka+4lMzsu37XHRIyrmbv4CpYSV+HxwNJdeEBwDorFKypZAA+IwuYcIsBG3cOT8bmfjmfkY/0RWHwpeEQk4x6ZjH/8EyJTi4nLqiI6vVyExRYS+igfn/vpOIck4Bj0ANewBLwik/GKfIRzcBzuYQn4x6YREP9EKCt6lE9kajGxWeXE51TwMK+Sx8UNPCltIbW4kdj0EgLjM/GMTMYxMBZ7/xjcwxJxDn6AtXcklp7h2PpG4xgcj19MKrEZxeRVtFBY1UpSdhlphTWkFlTzIKOYh5klJGWXkZhVSmRKPn5x6XhFP8Y5KAWDU47sO+DCvgNu7N7rzM49jmzfaceX263ZtsOKLV9asPVLC77cbsXWbRZ8sfUuGzfe5E9/MuFPfzThj3804fe/v8Rvf3uB3/7uHL/53Tl++/vz/OZ35/jd78/zm9+e46OPjMVzho8+MuY3Hxnz618Z8euPjPn3Xxnxbx+e4t8/PMW/fXiKf/vwJP/67yf5lw9P8C+/PswfPz/GJ9sM+XjbXv745W7+uGUff9y6lz9u3csn2/ezcedBNu85xOY9h9i46yCf7jjAJ9sP8OmOA3y2y5DPxa9v3GnAJ1t209gm5c9/cXJDL3w/8P33P7K09gKFVmgO61EM0i5T09GroVsxSL9mBO2IAA0YGZ9BMziOSjuKZmicodFpRifmGB6bZWR8jpn5NeYWnzE9t8rgyDT9mhF6lFrh1xidZmxqgem5NVbWvubZ82948fI7vv7mB6EQ6OV3rD17yeLqOtNzi4xPzzI9v8js4jIzC8vML6+yuPqMhZV1ffRscfWZEI1bfiaWFi0yNDrF4MgkU3OLIrlFEErd5zr/oa7gXCfkIxPT+o/C6i3cdc4trrK08oyVtRcsrz1jZW2dpdVV5paWBejBxAzakQkRrjAhQBCmFhmbXmRofFZYp1VDyFSD9KqH6R8cQz06gXZiioHxSZRDAtG5VzUoVlWqaekSipZq2wUha+lWIlVo6VYO0asZQaYaols5SK9mlF71KD3KUTrkgzR1K/VAhUapguZukeTSo6JVpqatV42kR0lzVz+1bT1klNRwP6MIr8hHmDv7c8PSicumtpwXI1g6FpxgunXG5K4QKbtkZofRtbscu3iToxducOz8dYxM7nDhpqXejHvxlhWXTW24YuHADRthrb3r7CvSmf0xdxbSFnfsvblm7SxWQLrqM7u66JqZkzeWbv5YuQZi5RaIhWsgZs5+2HiH4hIS/5OJzuVeol74vKPTcA9P1h9dA5xTSDwOQbG4hScRkpgrVAOklhKWXEhwQi5BD3Pwjk7DNTQJl3uJeEenEpKUQ3hKAUEPswh8kElYcj7R6SXEZVWSlC/0maQUN5BcJJjbM0oayatqp7Cmk9TCOiJT8gmIy8AzPBmnoHhcQh7iHPwAOz/BkO0U/ADX0AT849JIyC6noKqVktpO0SIlobiuU18olVPWTGpBDfcScnANe4hTSJxAlvZNwONeOt7hT/AMzcDjXjpO/o+w8YjF2i0Cc6cQ7joEYeUSioVTCDesfLh405HTlyw4ftaUI0a3MDx1HYMT1zhwzIQDRy9z4OglDI6ZcPC4CfuPXmSv4Xn2HDwnHINz7NpvzI59RmzbZ8SXe07z+c7jfL7jOF/sPMHm7cf4bOdxNu8+xYYdR/l0uyGfbjfgk+37+fjLvfxh617+9OU+QfR2HWTz3sN8se8on+87wqbdhoLwbdvPhp0GfL73MFu+OsrmvYf5bM8hwcDc0c2f//MvFD49gfkHYdqaXlijRaqkuUspxJs6+mhol1Pf1kNjWw8tnb109arpVQzRLdfSLdfS2z9En3KEfrVQBK5QDzM5s8jswhrTcyuMTc6jGZ6gR6FBoR1hfGaB+aVnLK99zfMX3/H8xbc8f/Gtnqa8vPKMuYVlJmbmGZmYRjM0inpwhKGxSXHCFLo1pl4DDMwtCZngxZXnzC+tMzO/wsj4DNrhCcamZvUI+snZBSZmhLtE3T8LE90s49Nz+q+PT88xNjXLxMy8HmM/s7DyE5DB3NIqMwuC6OnKh1SDo/ruDrlqEOXQBJrRaRTacWHFVGjpUQh/AQyKBeYzS2tML64wNjXL8PgU2hGh4Fw5OEaPclC4O5SpaOlW0N6rolc9IhYhTaEem6BPO0LfgABKlalG6JAP0CzT0NClpK6zn5p2OTViD7HudbmuXU69aG6ubO4iq7yBh7nleIYnYeESwA1LJy7dseHsdfPXMqdCofUNS1du2rhx1dKJC3dsOH3VjBOXb3P80i2OXxCgmbqEwdW79py7dhcTU1vuOntj6eaHqZOX4IcTXzat3UOwdA3krpMvt+zdxfian940fcnMjisWjpg6emHlFoC95z1s3YOxcgvC3EXwszkGROMV9RjvaGGtdQp+iJ1/LC73EvWTnnd0mlAcHpOBe3gytn5RWHqFYusXjUf4I0IScglPLhTLzjPxi32CV1QqHhEpuIcn4xubTkRqEfE5lURnlHDvUR4RaUU8zK0mubCe1KdNpD1tJr2kmfTSZjJKG8mtaqWsqYe6dgUF1W0kZJUQ9igX3/tpOAXGY+MTha1vNA4BsTgExOIe+Qi3sEQ8Ih5xP7WArLIGisSS+OzSRkoauqiXqqnrVPG0XkpWaTOhCbm4hD7AKSQGa59QrLzCcQqJxysqGb+4NHxj03CPSMIhMBZb3wisvEKx9g7Fxicce/9ILDyCuWbljPENc45dvM7hc1cwPHMZA6OLHDgp9tyeOMcho0scPnMZg5Pn2avj6emQUgan2P7VcbbuPaq3oXy2U7CnfCGalDfvPcRnewz5dIcBG3YY8sl2Qz7eaqCf9DbsNBBE76ujbBXBBDory6fbhBV4676jfHngOFv2H+OLr46weed+JNKe14Tv//JV94fXJr5vf/hfjEwtUlQtEYy8Na08rRNIviV1bZTVt1HdJKWpQ06rVEGrtJ/2LiVSmYauPi1S+QBSmRKlZpip2SXml4Su3MnZRUYmZhifmWd+eZ3VZ9+w/vwbnr/4jhcvv9OL3tr6S1bXXrC4tMbUzAJDY5MMDI+hHBiiX61FOTD8ahUVz+DohCCGEzNMzizqf8/puWVGJ2YZHJlkaGyS0ckZRiamGRqb1J/RyRnGp+f0gqeDFEzPLzExM8/49NxPWH+6tXp2cZWpuSXGJoX+X9XQhABTVQ3RrdDSKVcj6e6npasfaZ8WmUpE6isG6ZRr6JCpkSuHGJ6YFVBYq8LEOi2K/fD4FMPjAsVGoR2hW6EVsf4KJF39dMp1q/IQMs0g3UotXf0DdMo1tMvUtHQrqe3oE/yHInZKZ7spqW+nrLFTwGeJAljd1ktRfTvhKbk4B8Vz18mPm1bOXLxtrb/DO335jh4yYGLqwE0bNwERb+6gF75jF29y4uJNzl0316cYdJ0ZVy0cBYiAewBWniHYeAkeNFuvcOx9wvUTn5mTN7ftPTBz8sLaIxBTRy+uWjrphc/aIwB7j2CsXPywcPIRfk03f6w9Q3AMeqBHyjsFP8Q+IA6n4Id4Rj7GL/YJwQm5BCfkEvggG/eIZGx9I7EQ7S92ftF4Rz4mKD4T/7hM/XqsmxLdwh4REJ9JRGohcdkVJORV61falEKh+Cm7vJWcilZyKgXcf351K2VNUuo7+mnvHaS+vZ+C6haScssJScjBPSwJW99o7P1jcA5+gHPIAzyiUnCLfIRDSCxBDzLItFw7ygAAIABJREFUKK6joKqVrLImcitaqJTIqetUUdeporSxm+yyZu6nPcUvNh33iIfYB0Zi5R2KfUCs/l7TIyL5J93H7uEp4n9bin46vuXghfGNuxy9cB1DYxMOnTXBwOgSBqcucfD0FQ4ZXeXYuVscPXsDg5Mm7D1ygb2HzrH74Fl2GRizY78R2/ad5Is9x/hs92E27TRkw/aDbNphyObdR/h87xE+33dEXF0N2LTbkI07Ddm404BPdxxgw04DPttz6P8Qvq17j7BZFNAtew4LFBeDk3x58CTbDp5k21dHkEh7+PEvXXVfp7N8+8N/MDA2R0puOUm5FSTlVZFaWM2Tp3XkVTRRVNVCaV0bdW0yWrr6aZH20dqtoF2moqNXRVe/lj7NEMPjU8wuruhX0dnFFSZnF1hYWef5N9/z9Xc/8vLr74Xz8nv9pLe2/pKl5XXm5pcZn5hhaHQKzdAYqoERlBohO6zUDKPSDqPQDNKv1oqCOIR6cITBkUkmZxb16+7Y5BxDo1N6gRwcnWBgeAztyLj+/u6/Cp9uMtR9/XXhm11cYXphmfGZBUYmZ8V6SeEluF0+IGRiewSBauiQ09DeK9Rhiiy8LsUgHfIB2mUqZP1ahkammVtcZXn9JcvrL5hdXNELn2Z4HNXQGH0DI3QpB5HItbSIVQAt3f209iholSlpkSlp6VHQ1KOgvlNOdWsPFU1dFNd36E9hbRuFde0U1XeIBu8uwUzdLtcDTgtqWwlPycPOLxozRx9uiRaW8zctMb5qhpHJHeFh47oFl27bcdNa8KRdsXDk3C0rzlw35/RVM06/RiTR2V6umTtg6uCJlUcQ9r7huAbH4hYSj2twHG7B8dh7h3PHwZs79oLYCXd5vth6hWDh6qf/fW7YuHLXyRtrZz/M7Dy4bevObVt3TB09uevsh43PfdzDk/GKSsU1NElfbi4g5rPFe7sCQhLz8Ip6jFPgfaw8QrB0D8HK4x5O/jG4hTzELTTpJyuxW9gjXEMfEZKQRUJOuZCyKW8mu1JCbk07BTUdFNd0Cl0nte2UNnRS3tRFpaSb2rZeWrpV9KjGkCqGqWvrJeNpHdFpT/GPzcAl5CGOgXE4BcXjHPIA98hknMMSsA+KISA+ndSiWnIrWsitaHlF6mnto6qtj5IGKfnVEtJKmonNrCA0JQ+/2Mc4BcXiEBiLV9RjfGPScQtLxNZPiOw5BMXiEyNMgT4xqfjEpOEUHMctezeMb9zh6AUTDhtf5JDxBQ6cMuark+c4ZGzCkQvXOH7pJofOXmHfiXPsPmLMrkOn2WFwkm37T/DlV8f0mdqNuwz4dMd+Ptm+j0937GfDTmGF/WyvcDe3YecBNu02YPPeg3z+lSB2m3YbsnnPYT7fd4StB46z/eDJV+Tlr46z/avj7DE0wuD4BQ6cvMDe48L3sOPAMSRdMn74j/8UPMl/sfB9/2e++/F/oxyaIuZxAREpRUSmFhH35CmJWaU8zq8iu7SBgspmqlq6hEKhHgVtMiXtvYLw9aqFJrSp2QUWV9ZZWn3Gkih849NzzC2tsiaWe68/+5r1tZesrb1gdf0ly6vPWV59xtLKOrNzS4yOTzM4OsnA0DhKzbD+qLWjKAeG9KdfPYByYAiVdkRfKDQ1u8TM/ArDY9OotaOoBoZRa0fQDI2+mhD1jxazP1lrx6fnXrvrm9GL3/S8QH8em54TisQHx+hVDdElH0DSraJJvBqobxeYfTWtMmpae6hv76WlR0WnYgipYph2uWCXkSsH0QyOMz41z9ziKnOi6I1MzjIwPE6velCouVRoaZMP0Nijpl6q0COpatt6qGntoqq1i6q2HqraZFRIhMeQvKoWsiqayakUomx51a0U1LbztFGAm9a0y6mXKmjoUlLe0k1BjYSs8gbCknOw9Q7H1MFboCDfteeKGL4X7CtC2P7ybTuumDsKgNDbVpy9aSnmdoUHDB1q3cjkjl747jh4Yu4eiJ1fOF4RiQTGZ+ATnYJLUDy2nqHctvPC1MEHC1c/LFx9hcnOJxQrd2Hqu2HtyjUrZ27buXPXzkPPxLtp5cwtW1fuOHhh43tfP/F5RKTgci9RWFFjMgiIyyQ4IZd7SfmEJRfiH5+Je+gD7HzCsPIIwcItGBvPMBx8o7EPiMUhKB6n4IeChy/4Ia6hScRmFFNU20qlpIfyZsHYLpFr6VSO0tE/rCdzN0kVNHX109KjQNIj5KS7FcN0K4aR9CgprG0jPquCkIQcvCJTcA9LwvVeAm5hiXjdT8Uz+jFe91OIzijkSWkD2WVN5JQ3U1Tbob/jK23sprCmjbyqFjIrWkkrlZBS3EjMkzJ876fhFp6ET2w6PrHpuEU8wj5ItPgExeMeloR3VCreUY/xCE/G0jMck7uOnBTtSIanL2N4+jIHT11k/8nzGBqbYGh8mUNnr3Dg9EX2HDNmzxFjdhqeFph4e4+xZe9RPt99mE07Dwlr7DYDPt1uwIadhny6/SAbdhxk025DNu02ZMOOA2zabciW/UfZbniSLw8cZ/Pew2zee5itB46z49Bpdh8+w479J9l98DT7Dhtz4Oh5Dp64yNEzVzl24QYHz5jw1ckL7Dp4gtZuOT/+779S+L7//gd++PE/UGjHCUvKITixgJCkAiIfFxGdVkx8Zikp+ZU8eVpLYbWEqpZumruVtMpUtPWqaetV0qseZmxqjsXlVf0Et7z6nPmFVcYnZhmfnGVhaZ3llecsLq0zv7DK1Mwi4zMLTMwsMDm3xNT8skhxmRdyvsPjgnipR1CrRxnUTqAZGkMzNMbgyKQoiCNoBsdFrNQEoxOzaEen6dOM0N2vFenLw6iHhP7eYRFZr1t/dSL4ah0WHkWGRcyWwCZcZHx6noHxaeSaUaT9Q7TpEh/tfWI8TibADdrk1Lb1Cgh4iZSm7n7x/5HAMuxRDtKvFviB2pFxoSN4UngYUYim7I5egajS2NkvYOLbe/XiVinppqxZSklDO2UNHZQ3dFJS30FRrXAXlFXWRFppI+llTWRXSSiqb6OssYOK5k7qOvpo6tL5C7VUSXrILK0jJb8S36gkLFz9uSlShq+aO3DF3EEAE9y14/xtKy6a2oifW+rJLDpIwQmT25y4fIuTJrcFUotYnH3R1EZIYDh4Ye8bjndkEmGPcvGOTsHKKxwrtyDhYcPSletWbty08cDCNQAbLyHNYOESgLmTHzesXLllLfTa6hrOhNY3F+46eWPrH4lfnHCH5x2djluY4N0LiM8iOCGXkMQ87iXlE/qogID4LDwiknDwj8bcNZC7zn5YuQZg6xaIjWcIVh6hWHuE4+Abg1NALB6hD8mraKC9V41MPYxMNYR8YBTN6AyasVmUw9NCl/TAGL1q4aGpb2CUHqUWaZ+GbuUgnf1aJDIlxXUdxGZWEPggm6CHOeL3koJ7RDJBCVkEJ+YSmVpIUn4VT0obeFJSr8+B605epYTcCgnZ5a1klAjF8VllrSJENhe/mDR876fhFZ2Ke3gyruHJeESm4h72GI+wx/hGp+MTmYJzYCy37LwwvnaX4+evi2XmlzA8fUkUv0scPH1ZHzXcf/w8ew6fYZehMO1t/eoYm/ceZuNuQz7deZANOw34eNtXfLxtPxt3GfLZnsNs2n2IzXsOs0XM427eZciWvUfYbnCSPYfPsNPwlIiTP8YOg5PsPmTELsPT7Dl8hgMnLnDIyITj52+IntCbYjTyFoZGV9h/9CztPfK/nMf3er3k9z/+mb6BUcKTcglJLOBeUgFhj/KJTCkiJqOE+MwSErPLSS2sIreikfLGTura5TR3CWkGad8AY1OzLK+u8+Lldzx7/g3LK8+ZmV1iaHgC7dA4I2PTjE/OMT45x8jYtDDRaUdQDY6iHhpjYOQVoHRgZALV4BiqgVGUmlGU6jFUmjHUQ6OoxfRGv2YUWf8gPX3CS2mvaljI8iqHBfHoUiCVqZGrBhkYmRRRV2Jh0Wv3fLo1V3jhnWNkfOaV6M0sMj41z9D4NIohwSPYJtPQJFVSK+mlQqzd1FVw6sSvWtJDTVu3KHzCXxDdymHkmhH6NYMoBoZRDb4qPOpVC6+5rT1KGjrkVLV0U9bYSWljJyVNUkqbBLx9WXOXAFSokVBU00ZhdSs5Fc08KRFgB0KfRz0Z5Y3k1wrRu5q2Huo7ZDR3q+jo0yLTjCLTjFLZ0s2jvHLCEjNxChBABFdEQsjlOzacv23FJTNbTMwFQ/ElM1sumtrqySxnrt8VRO/yLY5dvMHRC9c5euE6xy/d5Pilm5y+asrlu3Zcs3Liho0rlu6B+EQlEZ6ci3t4Inddg7D1FIq7daJ3w9qdOw7eWHuGYOUWhJmjL7dsPLhm7sQ181etbrqCoVvWrli4+mEfEI13jHCf5xebJXj1otMIephDSGIeIYl5+tdav9gMPCIfYe8fjamT8Kps5eyPlYu/wPRz8eeuaxBWHqE4+EUSGPuYKkkXfdoxlMOTqEamUA5NohyaRDE0SZ92Apl6FJl6lP7BCZTD0+K/E8SwSzlMu3yA2g45qUW1RKWVEJZcSMTjYr0Q+8U9wT/+CfeScnmQXc7jolpSi2pIKagS4bRCBlsQvRayy5vJeNpMenETT0qaySpv5UlJCw8zK4hIKSAkIYeAuCf4xWbgH5eJb+wTvKPS8QxPwUsUPTMnPy6Z2nPa5A5Hz17lkNFlUfQucchIFL5TgggeOHGBPYfP/ISUvOWro8Lr6q6DfCpaTz7e9hWf7jigv6/74qujfLHviB4bv2XvEbbtP86ug6f0Irfz4CmxKPwUuwxPs/uQkT7hc/zCTf39sq5m9OjZ6xgaXeHgifN09PTpW9b+AizV/9L/hO9++DPq4Uli04qISnvK/bQSYtJLiMssJy6znJiMp8RlPOVBVimP8yvILqnlaW2rCBPooa1HxdDYFEvLq/rHisWldaamF9AOjdOnHESu0KLUjKIaGEOhHqa3f4DuPhUyhYZe5QC9ygH6NUNohsdRDApoKrlqCJlCq39F7lYMiI8IGlo6+6hvlVHb0kONRKbPpbb1amiTqemQa1BohtEOTzA+PS907s4tMjY1y8jEtP5FeHH1md4iM7co8AV1K/PM/AoTImmmTztCp1xDsw6539hFaX0HpfUdlDV0Ut4o1bPwalpl1LR10yCV0yoTpixp3yA9ykHhdVeppVc1JKzM/YKxublbQW2bjPLGTgqqmskpbxC4flXNAuGloZPSJilFdW3kVDSRU9FCpojIelRQS3JxA4+fNvGktJH8Ggnlkm4Rw6Wgo09Nl3KY3oFRFEOT9GhGKWmUEptehEfYAyzdBSzUZZEqfPGWFedvWXLR1IaLpjZCt4b4UQce1XH4Tly+xfFLNzly/hpHzl/Ti9/ZmxZctXTkqqUjl80duGblgqN/JG7BsVh7hWHpHoJr4H2c/CKxdA0UX3f9MHXwEQgr7kHctvPimoULV80cMTF9VfCjK965YemMmZM39v5RuEck4RvzhMAHufjFPsHnfrp+xdWJnjARpuEenoRdQAx3XYOE/KtroNCo5uqLmbMPZi7+mLsG4uQfSWx6Po1d/cg0o/QOjNE7MEa3ahipQotUOUinQiiVb+vTIFUOIVUO0d6vpVs9RmuvlpLGTkobpWSXNxGfWUJk6lPCU4oITynSi19IUh6+sWkEPcwiIa+KJ2VNpD+tI7WohtzyFv1dX055MznlzWSVNZFe3MiTkiayyyXkVLaSU9lGZlkzKYW1PMgsJSKlgNAkQfC9olJxvZeEg38sdt6RmDn7c9XKmXO3rDh58SZHReS9TvRen/oMTl5k39Gz7Dx46iew0C/2HnklfDsN+EQUvo27DvLFV0fZbniK7Yan2GZwQi9w2w+cYIfBSb3A7T5kxN4jxuw9Ysy+o2f56tg5vjp2Th9rNDIxFczuYmXB+RsWHDG+xpEz1zh6xgRpr+Kv5/F998Of+faHPzM4PkNqQSWJOVUk5VSSWlhLalEdidnlPMgs5WFWGYl5VaQV1fCkqJrc0nqKqyVUNHbS3NmHcmCE2bkFVtdfsrL6nNm5ZUbHpxkYHEeuGKRLpkLWN0Cfaojefi09cg3dfSq96MlVWvrUg8hVWmSqIaR9GiE61qOiWaqksbOPpi6h0rG+vZey+naKqyUUVDSTVyEhv7KViqYuGjv76ZCrkYuPLdPzi6Jvb0X/gCF49JZZXn/B2otvePb1d6w8e8nCsgBXnZlfYXZhlbnFtdeEb5i2HiWNHX3UtfZS2dStF7zXp736jn6xn0NKTXuPftVtl2no7BtAqhD6Lzr7BwUcfHc/jdI+alpllDR0kF/dwpPSelKLa0ktruXJ03r9BXdxXSeFte2CxaGimcdP63hUUM2jIkH4nlRIKKxto7Spk8aufroUWvq1I6hHJlANT6EcmkAxNEGLTE1+dQvhSdk4BURz10X4g2By1x4THSn4tiB+58Rz9qaFftp7HUD6+sR3+NxVjl64zqkrd/Sxs0t3bLh0x4arFo7csnPnjqNYLu4diq3XPey8QrHxCNEL3217b247eAuvvTrhuysIn66w28TUTl8peev/4+w9v9s80zTPv2d7z+5Mz+x2lctZVpYoijnnnHPOOeck5pzBABJEIBGJwAgwB5GUKFHJrt45Vbbs6vn22w/vC0ie2nP2uD88h5BEyCBpXbjv50rxmcTmV4pC5j7yGwQpimBTEwTG5R3jlHeMU9g0KABfdSdpFW3E5lUTnVlGbGY5CdnlhCXn4heTRnhqAUkF1ZQ0dTO+vIZ8fQuNxYp++0DsUxHSv5XGHaQ6C9NyLRMyNZLVdRbUZiSrRiQqI/0zKzQPztA0OEtt7xR1fTMOoqWic8IBgpVdExS3DlHWPkLL8AJDC0JA7eiimqllHWOfgd7owhrDcyoG5oSu5aF5Icl7VCr0J48taRheUNM5sUxV1ziFTf1CvFZJC3HZlYQk5OIblYJHSAwu/uFiuISvY9r7fOL7/pGHY8X9HPj+21d3+a9fCqD3L38WLGj/2799y7/86Tv+zy9v828/POabR+58+9iDrz8DNPuU9/U9F75/5OGYKG8/8ea+qz93nwr3jA/cAnD2CXPoR4Wu5FR8wxN47BnCvaf+OHsFY96y/icmvo924PvI33/+lZPLV4yJXRBDswrG5hSMLagYnBHugbrGFumZkjE0q2B0TsnEgorJxVWmpKvI1kzs7J1w/ermkyzl6jUHh2fsWI+w7Bxi3NzDtLXPpvWYjR1hmtvZP8Z2dMbe8Tm2ozO2946w7Oxh2LCxur7Nis6CTGMRqhCVeiEsVGVgTqFnRqZlYnGNEYmS7rEVeiflTC6qkessbNgOObq44sWrV7x5/4Ef//r/8Pb9T1zfCKB2ef3GUTL09sd/5/1f/wdvPgiM8KW43j6/es3ZxTXHZ1fsHZ+zuX+EYXMPtcmK0rCNTLPpaD5bUptFjdwWyvVdVk27KI1bKNY3BdDb2ENrEkqIdFuCXUxtsQkxUWqzkCmo0DO2JNzTdU/L6Bhfon1MSve41AF+41INk8s6IctvTkH31BKdE1KeTcvolagYlRlYVJtRGLcx7h5iPXnO0fMXnF68FFvzLjDtHrKsMdMvkVPSNkhCfhVhKXn4x6TiG5mEnwh8nuK6+znYPfH71Av7xC+Mx+Ld3kOvIO55BHDPXWAAnf3DPxURBQo9HJ4hsXiHJxAYlyF6VcsJT84nMrXQAXzB8dn4RKbiHZVCQEwGgeL6GxCVjm94Ep7BQl+Hferzi0giICaV8MxiMqrayanrJbumh4zKTrKqn4n9uWPU9s46pquS1hGKWobIre8V0pmzKkjIqyY5v4bQ5Dz8YtKJySonv/YZvdMrQifxqhGZdgOVcVcsc9pmWWNhRrFO76yC5iEJjQMzNA/N0Ta6QEP/NLXd45S1DVPY1EdJ2zClHaPU9E5T1ycRBdMzjlPVPUVF1zhV3ZM0DszSNbHEgETBmPjznlzSOoiOsUU1o4tqRhbXGJpTMiieoXlhCxiXahiTauiXKGnomyavvofMyg6SC+uJSi8hICYdz9BYXP3DeeITyH03P/F+z5Nbjz0cxw58dtD70/ePHNPev355h//yFyFl5X+3A9+fvuNf/vQd/+WrO/z5zhO+c/Lk1lMfbn0Gbt8/8nDc3dl93fbCdFf/CEfz3BPvUFz9I3EVe1r8IpIIiUsnPDELj6BYHroHC8C3bePX3/7wqisA399+EWLon798w7xynRm5kVmZngWFjnmFlslFFYPTywxMLTMkUTA6v8qkVMOUVM20VM38ig6Vbou9w3PeiOTGm7c/8vziGtveMZatfUHsvHMsnN1jLDvHWA/POX7+wtGzIYiBL9i0HqIx7SDXmplX6ZmRaZhYWmVkUcm4VMXksprJJTUTUjUjcyoGphV0DEvpGV9mcnEVncXK0dkFV69ecfP2DR9++pG//rtAuLy++cDLV++4un4jWN1evHZo+J6/eM355SsOTy7Z3T9hx3bE1u4hO3vH7Owfs2ETUmLWtw/RbRywZhQisYTVVtDFKdd30Vj20W8dot85QLNpQ7e5J7gljDusmXZRiSytTL/JotrM9IqW8aU1RhZXGZAoHLH2raNSWkelPBtfYnBWybhUy8SSnkmZgfElLYOSFXpnluielNI5uUDfnIIphQHF+hZG6yHWkwuxz+QVz19cc/z8BRvWQ6SrOkbm5DQPzJBV3UFUphA95R+TKq66cY7uXPfQGGG19Y/A2e8T4H0Oeg88A3+34j7xC8NNZHud/YUe2ad+oY6Ag4DYNCLTCwhPycc3MhW/qDTCkvMIisvENzIVz7BE3ELicA+OxzssCf/odPwj0/AKSXAUFdkTib1D4/GJTCIwKZeUshaya7vJqu4mvaKD7JoeCpsGKWsfc6yWdX0SavskVD6bpLhthIyqDhIL60kvbSKlsJ6ozFLi86pJKWwgp6qLtuFFRqVapla0jnvtZY1Q9zkj09AzJaNhYJ7y9jHK2kYpaxulsGmArOpOsqo7yazqIL2ynZz6XoraRqnpFUCvumeG8o5xIVR2cIHGoQUBFPtnqemZpObZGE3903RPLgtgtqShZ3KJ7nEpQ3MqxqUaRqVq+sSul+EFIf17eF4MxV3SMDy/RsughMyqdlJLm0XWPg/vyERc/CNw8g7koYcvd12E1fb7R+5899CNbx+48u0DV7576M63D9z4+p4LX95x5s+3HjukK8LEd/sTW/uXT+TGv359l68euHLbxVdw9bgH8NDtUyitHdQ+n9z9I1NEBUE07oExjp+xe2A07gHR+EcmE5mcS1xGEf6RqTh5heHsHfJ74Pvlj/bqfvzI3z7+xsXr9yh1GyjUG6ysmpCtCX5QyYqW8TkVIxI5Y/MKJqRrzK7omJPrUWgsrOk2WLfscnZ+yc2bd/z40//g5s0HAfhsR5g2bGhNVvQbexg29wVh7+4JtuMLLl6+5vqtYCV7IXqArQcn6Mw7yLUmFhRaxhdVDM8rGJTIGV2QM7G0xvjSGmPSNQZmhYrGrnEpwxI5C0o9m7ZjLl685tXrG96+veHt2ze8//CBdx9+4vr1O84vX3FwfMHe4Tn7Rxfi4+fs7p+ytXfOzsElho0D1gw7qPSbaM02R0m6efcYy+4Rlt1DTFs2NGYh406p32LVsIXWtINp+4AN2xFbhyds7h1j3D4Q2tqM2yj1m0Isvm6TRe0GM0oDY0trDC8o6ZtT0D29QufEMu1jUtrHloUuj4lFBueEDo8JmYYpuY5JmRA8OjK/St+UjJ6JJQYlCuZURnSWbXYPTzk6v+L08przF684fv4S69EFMq2FgdkV2kfnKG7sJi5bSGEJjk3DPzLJEXfuGRzj6I1wC4x06PmcfUJ5KgLgI+9g7otT3j13fx64B+LkFYJbYJQjxuqJTyiPPYN47BOKs384LoFRItObjFd4vBBm6huGu5jx5xYgRF898QnD2ScMt4AovEPj8QyOFSYAfyH84HPg8wpLwD8+k9TSRnLreyhoGiC7vo/Mmh5y6/ocAubq7mmah6U0DMxT0ztDcdsw2TVdZFZ1klXeTkZpK9nVXeTUdpNR2UFGZTvlnWN0TK4wvqJnSm5gRmlkQqZjckXP4JyCpsE5qrunKWoaJLe2m5yaLrIq2kgTQw3SywWtXnKJYKsraR2l6tmUg9Wt6JygaWiR9nEZLUPzNA/NUf1sgtLWYUpbhqnpnqJtdJF+iUqcJGdoH12ke1rOs6kVOsal9EzLGFlUMyGzA/Q6s3I9PVMrVHaOk1BQR3yeEJ8fGJeOe0gsj71Due8RyB1XP247e3PH2Ztbjz0cwPfVXWe+uuvMN/dd+ea+6++IiH/77qEw9Tl6MO4JIPjnW/wff/qe/+ub+/zg5MUDtwBc/CLwCIrBzS9S6GPxC8crNI6guHSC4jIJScglPLmA0MR8QhPzCI7PJTA2G9+oVHwjU/EKS8AjKIbA6FRC4zKIyyjCJzKFu25B+IYlYj045dd//Ad//091bvz6C3/79SOXr9+yZtxizbCFSruBQmthRSsUh88ua5laXGVSqmJapmZBtY5qfYtN2wnW/VNs+ydcXl3z5u17Qcry7icur15j2zvGtGFlbX2bVcMWa+vbaEy7GDb32do75eT51Set3PUNpxcvsB2dYty0otJbkK4amJFpGJOuMrKgZGxRyfjSqjD1LWsYmVcxJFEyOq9icdXI+tYBZ5eveP3mPW/evOXdu7e8efuW65s3vHz1lpPnV+zun2Dc2Edr3EVr3EVnsqIx7qIW6xh1m0JRt8q4y7K4wqrWt0Vm9kiMqBJCHIzb++I95C6GjV0sO/vsHhxjOzln7+wC2+lzUdpwiM5iZXVdkKgsazZYVJuZVRmYWF5jRKpiYF5Bn0ROz8wKz6ZkdE/J6Z1VMjyvYGRRxeiiimm5EIs/ozQwu2JgRm5gYknD6LyKiSUNUrWF9Y1d9o7PObl46ZimTy5eYrGxY3hRAAAgAElEQVQeI5FraB+VUNY+QHJhNSHxmY6uB3vIqFuAkMBiL85xF9OWheKgIB57h/wO9O7bpz2PQJy8gnHxC3fEWDn7hPDYK5hH3sE88QvDJTDSwRa7BwtdFE+8QxzWOHuis72Y6KlvuKORTAC+SDyDYz+77I7GNSAKn5g0kovryaxqI7eum4LGQXLq+sgUhch59X2Ud4zTOChEerUML1LfO0NJyxDZ1V1kVLSTXdVJYdMAhc2D5NT3klXTRXHbMDV9MzwTfxbPpmSOibxtZIHanikqOscFpriqg/SyZlKK6kkqqCWpoJbkogYSCuqJL6wnu+YZ5R3j1PTMUNo2SlHzEPkN/dT2ztIxsULb6CId40s0Dc5T0TFGYeMAhY0DlLUNU9c7TWXnGKWtg5S2DlHWNkxZ2xAVHSN0ji2Kmk01Y4sqZle0gmymb5q8umckFtYRnVFCYFwGnmHxPPEL575HIHfd/Lnl7M0tJ09uP/HiBydPvn/kzjf3XfjyjpPjLu7rey58dfcpX919ypd3nH8Hfv/tq7v896/uOexl//Uvt/niByd+cPLivqu/I4nH3T9KOIHReIcnEJqYRVhyLmHJhUSmlRCTWU5acSNZ5a1kV7SSXFhLeHI+PpEp4puo8P+AZ2gcrsHxuATFE5dRzP7JJR9//YcjZeoPAN9Hfv74M3/7+JHLmzesGTdZXd9CqdtApjYLerRVE0urZhZV68wrtCwodSyvraPfsHJ4diWmorzkxfUNN2/e8e79X3nz9keuXtxwKDK6WrOVVYPw9yq0FtTGHUzb+44+XLtd7PzqmsPT52zZDtGZd1DozSyoDEyL4DcmVTG+tMrMihaJ0sCc0oB0zYxCt4Fx+4Dj85fcvP3Ahw8/8uH9B95++JHX795xfvUS6+EJlu19tCaBlZ1XGJCIk+ucXNDESVeNyPVbrIrCZOmaiQXVOstqM0rDNrqNPSzWY3YPz9k7umD74BSL7RCzdZ9N2wHWwxOOzy84vbrm5MUrji5fcvj8JdbjCyzWEwyb+0L3hWEHmW4TqcbMnMrAjELHpEzNxLKa8WU1EzINkzKBzJiV65Eo9ILlTLXOwqpROCojUjHpWSBZDMj1m5i39zg4veBc1EdeXL/h6PkLTDtHSBRausYXKG3rJy6nnICYVAeLa4+eshdZ2xvC7EnLjzwCeeQRyAOPT0SGfcV94BnII1Fn9TmIOfuE4uQdwkOvIJx8Q3kaEOHQBLoGRTmAzi0g8nevwcUvgifenzp5Xf0jHf+I7A1lXiFxQj+tfySeEYlEZZWQVFxHckkTmdVd5IkMrp3oKGoeEkFGLqSmTCqo6Z4it66btIo2Mqo7yW8aIL9pgOy6HjJrnpHX2E9eYz9lHaOUd45SPzBLff8slV1jlHeOUto2QlHzIDk1XaSWNpFYUENcTgUxmaVEZZQQk1VOTHYF0TlVpFe0U9E5TnX3NPkN/WRUdlLYNEjzsJReyRoDc2sMS3X0z6lp6JdQ3j5KYeMAubXd5Nf3OUTHmRWC6Dmrqp38+mfU9UzQPytncE7B0JycsXklI/Or1HSNkV3VTmJ+DeHJ+fhGpeAeEusIlrjr6scPzt788MSLu099uPvUh9tPvPjmvgtf33N2rLvfP/Lg2wdufHPf9Xdrr53k+Dwm/t++e8iXd5z5wcmLRx5BwhuTXyTOXqG4+ApviD4RSYSn5BOZVkRkehmJeXVklrVSVN9LdccY1Z1jFNZ3k5BbRWBsJq6B0Y41+bFPKAFx2URllJNV2sjB2Qt++ePA91EkN/7O3z5+5PmrG+Q6M3LDBktqI3MqPZPSNaaXNUhVJlYNdqvaJlrjBuZtG0fnl7x8I0Q+vbi+4dXrN7y+ec/rm/dcvbjh9OwS6/4Zpu0jDJv7rK1vozbuoN/Yw7hpY9t2wNnlS0dqytWrN5xdCg4Gy84eauMWK1oB/CQKPVMrGiZlaiRyPUtrZlSGbda3DtnZP+X0+UvevP2JDx/+yk8//pUP799z807o8907PkNvsaLSbyJbMzIjF1KPh+bkDM8rGBfX51m5ThRoW1k1CXd480oBIBeUBla0G6jNVizWE7b3hTAB64kgjt4/Oef4/ILnL15y8eqG05evOb685ujiNceXrzl8/hrr8RVb++dCbL5JYKpXdBaWtUZkWhPLWhMyrQmZxsKKdhOlQUhYEe4SLSxrLMh1m8g0FmRqs/BRY2FZbUau20RjtrFpPWD/5Dmnl9dCcszFNYfnV5h3j1nSmBhaUFHROURsdin+USl4Bsc6Vkw7YNmtZ/YV114T+dA9gPtu/g7N3ufg99AzUKySDHJ8fOwZxEMRGB94BvLYJwSP0Fh8IhNxD4lxdND6RSQKqTChwh2ee2C0Y7196huOR1AMvuGJBEanEhybTmB0Ku6B0Z80XqFxBCdmE5dXSWppM6mlrQ4Lm93NkVffR9WzKdpGl+mbVtE5skRF2yiZlR2klreSVtlORnUXmWLBkP1xVm23GGjaQUnbMOWdY+TWCxmA+fW9ggOjoo3kojpixACFqLQiIlIKiBL7McLTS4jPryO75hn5Df0OZ0hJ6whVz6ZoHJynfUxK1+QK/XNqmocWqOmepqxtlPz6PjIrO8mo6CCtrI3U0laSi5tJLm4gvaKVspY+Wodm6Z1eon9mme7xRRr7psit6SStpIGUwloikvPwj07BJzIJ16BoIU5MXHXvuQrkxgM3f8dd3/eP3PnBycsRIPuDkxffPXTnu4fufHPflb/cfvK7qe9fv7zDf//6Hn++9Ziv77lw96mvcO0REMVTnzCcvEIEaUpwHMHxOcTlVBKfW0N8Tg3pJS3k13RT0jhAZdsotc+mqOwcI7emk+jMUnyiUnniG8kDzyA8QuOJz6sls6KDwtpO9k9f8Mtv/+HAsj92xyeGFOyfvWB8XsG0CC7DCwp6J6X0TkgZm1OwpDKgt+ywbTtkZ++Q/eNTTi8+6eFevLrh5fVrXl6/4eX1G55fXHN0/Jxt6zHmnSPMu8cYNvcxbO5j3D7EvH3AlnWfw9PnXF7f8ObDT9x8+IkXos3NdniKedvGmnFbzKgzCq4FpZ55pYFFlZ5VwxYbu4ccnV5ydf2Wd+//nfcf/sr79z/x6vVbzq6usZ2cY9o9YHV9C5lWmFxn5DomltWMLCgcTWiTMg0SuY4F1brYSSs0kyn0WyyumphT6FlQrSPTWFg1bqOz2LDsHmE7OuPk4iXnYozVzdv3vHzzjtMXr9k/u8R6fIH1+BLbyQv2joXgVOvRc7b3T9nYOxbcALYjLNYDzDv7GLds6C1WdOZddBs2dKKTQ7W+zao9+t4i9ARrTTtoTDuojYJv2rwjiKPtYvDj5y84PL9i//QCi/UY5foWk3I9DQNTZJQ1EJaUg09YgkMc+mnVDPldN64dzB64+XPfzd9BaNjPXTc/7rn5cd/VT/gc8eMDN3/uufpyx9WXu25+3HXz47FPiCCREddqz+AY/CIS8QoRmEb7lOcWINQx+oYnEhKXIRT6pOQRlpBFYHQqXiFxQj9vQBRuITH4x6YRnlZAfF6NGPnUSlp5O2nl7aSWtZFR2UlB4wAVXZNUdU5Q3jZKbm03KSXNJBY2EF9QR2JRPckljSQVNwjho2XNpJQ2k1LcSEJBrSOLL62smYyKVjIr28T1toHEvGqi04qJSi0gNqOQxNwK4rPKCE8tJCQpn8iMUuLyakgsaiKxqImc2h5KWkbIqekho7JDyPhr6qOhX0Lb6BK1PTMUNQ2QVdVJWlkLqaUtJBc3klBQT1xeDTE5laSVtVDzbJTWoVnaR2bpHl+goXeCvJpOkorqBYDJKiUsMQu/6GQ8QuNwCYzikXcId938uecuXFHYf2b2lfcHJ09HWradabVLTew1Al/fc+HPtx7zp+8f8cUPTnwhipK/e+juIDHcAqKEad0/HPfgWPxj0onNriCzvI2M8nZSSprJruqipGWI2p5parqnqO+bpaZ7ipyaLqIyywiIy8JHJMHCUwvJrGgnv76Povpu9s5e8PM//ic/f/yVv/9/gN7/D/D9xt9/+Q82bKdUt/XTOjjDswkpXeOLQspr/zRdQ7NMzsvRGjfYOzrh9PkFl9evuHr1mqtXr7l8dcPFi1c8v3jB+fMXnD1/wfHJBVbbMWYxOUS/sYfGtCtGu9vQW3ZZt2xh2bayd3Qqgp/Q1Xv58jUHJ+ds7B6wur7J0to6swo9EzK1UAak1LG0qkdt2MCys8/h6QUXL28E/d3Ne65e3nB8dsnO4QnrO3uoTTvIdWLlpHKdOaWBWYWOaZmaaZmaOaWBOaWepTUjMrUZlX4bjdmG1iLIV1b0W8wphPtGiVyc/jRmtKZdLLsH7B0/5+T5C17dCP0k128/cPLiFTtHp1isR2KCyj6m7QM2dw/Z2T/BenSO7fg5e2eXHDy/4vDs4rN4q2NBuL29j84iMMKrhi3WjNvoN/bEifOUnf0TdvZP2LIds713gu3oOYfnlxydX3FwesHB6YXggjk6x7x7xJrFhmTNTNeklLKWXuKzSwmJFxrU7BHyn09r9mNvUnPyDOaRZxCPvIN/x+jedvHlzlNvx0W5XQt2x9mbH5548v0TT35w9ub2U28H+Dl/RpjY//4Hbv6OKeO+qz+ewbGEJ2YTk1ZAtL3hLCmHsIQsAsRp1TMk1mGNC0rIIiqjhMRCIe4psaiJhMJGEgobSS5pcUyBWTXPyKnvIau6i7SyVhLz64nNrCQ6o5SYrDJisoQUmbiccmKySoVY+LRiojJLic2pIC6ngvi8ShJyq4jLqSQms5yYzFIiUwuITM4lJq2AxOxSYjKKCEnIJjAui5CkPEKSCwnPKCcuv56i5iGKW4ZJLWsjNreGuPxqkksaKWsdpmdGReuIlMLGflJKmkgsrCO5uIHk4gbi82uIzq4gKquclJJGarvH6Bidp2NEQueohIq2QZKLGojJriIqo5TwpFwhcSc0jie+YTz0Cnbc8T3wDMLZN9Rxh3v7iZdDzvLIIwj3gCh8RILBySvEAYQP3QO55eTpWH/tK/BXdwV93gO3AB57BgtvYIHReITG4hedSnhqAYn5QhpOXl0vubU9FDUNUtk5QV2vkH5d2ztDZdcEeXU9wtebW0VURgnRGSUk5FeTW9tNcfOQCHwv+eW3//mJr/hDAuafP/L3X35lfXOf5IJ6smt7qOmeonl4geaRBWq7J2nomWRkdgWVzsLB4SlXL17x+s1bbt59EIMIXnN0Lujddg9O2RaDMnUbVtbWxWRhjYlltUkkDCyi4d6EQmdGa9pm23bMxdVrXr56x9nVNdbjMwzbe8h0ZqZWNAxIVuifXWZ4Xs60TIVUpWXNaGFr75CD4+ccn78Qk4+vsJ2cs7UniKBX17dELaBJPGZHA9qCap3FVSNLahNLahNynQmlwYzatI3GYkVt3mXNtMOyZoMZmZ7xhTXGFwQ5z7RMh3TViNq8i3FHsM2dPH/B9Zv3XL1+y9H5FRbrERrTNkr9BisaMys6C0rTFrotG2brETv7J+wdnXNwesHh2QX7J+fsHp2xdXCMyXqAftPGmnEXuXaDFe0Gq+s7Qoz8wTm28wv2zi7YOz1n/+SM/dMzYd22R3FdCNPe7tEZFtsh2s19FKZdFtRmhhaUVHWPklJcK2bfpeIeEitcfLsHcMfVz0FWPPEOcUhR7JOgW0Akzn5h/yR+tWvBPpdGfPfAle8fuvH9QzduPfbg3lMfHnkEOJ57T3QN2J9nv1t66B6Id2i8I3o+Nr2Q6AzhxGWVEJaUjXdEIp5iGZJveCKBMamEJwuZfwnZ5STl15CQX0NyYT3JxY2klLSQWtZKSmkz6RVtpFe0kVbaTGJ+NTEZpUSlFhCVmk90aj6RKXlEJOcSnphDaEIWoWLbWVRqvlAzmZInPi4QSr5T8ohOzScsIYuIpByiUvIIFadT/8gU/KNSCIxJIywxm8TcCrKr2smsaCOxsIHIjHJCk/OJySwjq6KN9pFFemZUVHVNkFYuJKwkFTWSUiyUHkVmlBKeVkx8XjWFDT3U9kzSOjxPfe8EOVUtxGWXEZFaQEhiNr5RyXiFJeAeFIOzbzgP3AOFQij3QB6L66h3aDwufuHcfuLNdw/dueXkiZNHMN5BcYTHZ+IXnoBHYJRAOPlH4uQbzg/O3sLd3z0XvrrrzBe3HvPnW0/47qEnD92DeOwRhItPOG5+kXiHxhMQk054ShExOTWkV3SSLeYdfu6wKe8Yp6x9nOLmYQoah8Rw2R7SK9pILm0mvbJDmPaahymo62H//Jpffv3NYcT4YwLmjz/z94+/Ytw6IKmgntTyDkrbRqjtm6G2f5aKrnHquicZnF5GqbFwdHzBq9fvePtOIA9evH7L4ckVW7YjTNs29BtWNOZdlIZNltVG5hV6JCtqpqRrjC8qGZlXMiZdY1KmYXxpjYmlVebkOhQaMwazjS3bCRbbEdpNKzL9BlNyLX2zMtrHFugcm6N7coHhORnzCg1rxg12j085Prvi4Pg5O/vHbIpkg2HLyppxhxVxTV5QisSA2syy1oxMZ2ZFb0Fu2HAc1bqFNfOmmDwjrJgK/SYLKiMTS1qGJEoGZxUMSZQMzSqZEEMbFIZttJZdtvaOOLl4wcnFNdsHZ+g3bch1FhZXBdH1nFLPgnod+foGavMOhs09tvaO2TsW7ghtR2dsHZxg2j1Ev2ll1bSNTLvBgtLAvELPstqMan0Hw/Yhm/vHbB8cYz06xXp4gvXgkN39A6wHx9gOT7Edn7NzdIbZdoB2w4rcuMO82syUQk/P9DIlrX2kljWSkFdOSGIWnmHxPA2I5JF3CPdEEuPzpBWPoGicfUIdsVNPvEPECc37n8BOuCB/Ksgi7jzh67vOfHPvKd/ed+GHxx7cFYHy8+d8fe8p3z5w4buHbtx+4s1T33AColIIT8wmLqOIxOxSojOEkp+E3DJCk4TOWo/QODyCYvAOjReFrhlEJucQm15AfHYZ8TkVJBXUklhYR3x+/e8CQJOLG0kpqic+p5KY9GKiUvIdE2VofCYhcRmExGUQFJNGUEwqIbHphMZnEpaQ5QA4++eHJ2YTkZTjeI79eUJlZiI+YYLNLjQunbiMIlKL6siqbCOzsoOY3CqC4rMJjM8iIq2YgvpuWkek1PfNUtwyQnbtM1LLWkguaiAup4KItGIi0kuIza4gvbSJvJpOyloGyKlqIzGvguiMAiLT8giKz8ArPAF38R7X2SeMhyLwPXQPdGjqPINjcfYJ4/YTb765L7zx3Hfxxzc0kdjUQkLjM4XO48hk/KLT8AhJ4KFHEHee+PD9Qze+vuvMn2894t++fcBXd586Vl33wGg8AmPwDU8mICaTsNRiYnJrSa/oIru2l4zKZ2RV91DQOERR8zCFTcLJqx8ir36A/AbRZ1zXS2Z1N5k13eTUdJNb10d2VSe205d8/FUkaX/+w2VDv/Dzx18xbR+SUdZGWkWHIPzsGKW8a5zq7inaRxYYm1ei0m1wcnrJq9fvePP2PW/ef+Di5Wt2bIL2TqW3INeYkKmNLIpSlPFFFUMSOf0zMnqmlng2uUzXxBLdUzI6x6V0jC7QM7nE2IKKWZlWYChVBmZWtIwuquiakNI0OEvTkITOsQV6JhcZmVtBIlezZtxi7+SCo9NLrPsnmLas6C3b6CxbqI0bKPUWltRGFlYNzItduQtqE3LDJirTNmrLLpoNK2rLLirjFiqDhbX1TTSmHTSmXVYN2yi0myysmphY1jE8p3KAX9+UjIEZGeOLKiRyHQqdBcPGrhBCcCj4OddMuyyphcCBabnO0b+7pDGjMGyiMe9g2j1ge//EUVZk2vkkfVnRWphXrjO9rGZ6SY1ErmNZbWHNuIt+w4pld1+cGs+w7h+zbTvAtG3FuGXFtLuPcWcftWWHFb2ZGYWOwTk5vdPLNA5Mk1//jOSSehLyKwhLznFcfDv7hTsSlT8HPrtExc6+OoklQ3Y20C6F+Oa+i0MH9uWdJ/zlh8d8edvJAYDf3nfh23tP+Vr8nL/cduLLO0/45r4Ltx57cMfZm4fugXgGxxIsAk10Sj6xaYVEphcQm1VMfE4pIYlZ+EQm4R4cg+tn94H+kcmExGUIoJSS76hmjMupJDankpjcamLzakgsqCO5sJ7E/Gpis8qIThdqI+3/yO3CWr+IJHzDE/EJS3CkwthJlpA4ITFGAMY0B/FiPwFRwvMF4EtwkDgRSbnEZJaRXFRPTk0XaWUtRKQWEhifS1hqEVlVHdT3zVLXOyPoBJsHya7uIr2smcT8Gsc6Hp9bSUpRHUkFNcLUmlVKVHoBkWn5RKTmOXR7TwMiRXlRGI88gngoai7tEiEXP8E1ceuxp7iyPuX7R164BsQQnVZCQk4lUeklRGWUEp1RQlB8Fm6B0Tz2DOa2kydf333KF7ce839/e58vbj/mvps/roFReIcn4h+VSnBCLmHJRcRkV5Nc3CwGofaTXdNHZlUPObX95NYNkls3QG7dIDl1w+TUDpJbN0ROfT+ZNd2kV3WRXtlFRkUHGZVdpJU0s3N06Zj4/hMCZgH4zDvH5NV0ky1W8RU2Dwg6pp5pnk3KmF7WoF7f5uT0kutXb7l5846bd+85v3rFtu0EtXELhc7CisbEktrIvNLA1LKa0QUV/TMrdI0v0j46T9voAi0jizQMzgmWHTH+qnVkga6JJZ5NCm6ErnEp7SOC/adxYJbOiWX6Z2RMSFeZV+pR6jfY3j/l+LnAAm/tHrC+sYPOtMma0cLqupkVrRGZxsiSZp0ljYkFtXDkejNrpi0M2/uC2XxnnzXTNiq9BZV+E5V+E6VuE4V2kxW1hcU1CzNKI+PLWsakgl1oQKKgf3aFAckKI/MKFpR6VPoN1resWGxHGHePUBl3WFIL7WfTch1TK1okCh3LGhOrxm20G7sYtm2Yd/axbB9gFu8C19a3UYj9txK5YM+bkWmZXdGxoDKyrNlg1bCF3mLDsnuI9eAU6/4pGzv7GLZsaC1CHpxyfROp2si0XEPfzDKtQ7M0Dc1Q2zNJYVMfSSWNRGeWfJoMQmJxE1m/h6J85alvmKNA3NU/Aq+QWDyCogXG1j3AMfV999CNb+4LE9utxx4OIexfbjv9E/h9JQLiF+L58s4TcdLz4p6LwAj6hic6wCU8IZuwxGwiUvOIySwiMi0fP5Gl9AiJxT0oxiFs9otIIigmjdD4DGESS84lMlVgWGOzK4jPqyEut5q43CrisiuIzSwlOl1IdQ5PzCYoJg3f8MRPAmnRLWK3ynmHxosglvQZQH4CRDvg+Ucm/+7YAdQ/Unh9QXHZRGaUklnZTmZVB1EZpYQkFxCdXUVubQ81PTPU9Qk9IMUtQ+TWdpNR3kpqsTD1xWaWkphXSVJeFTGZpUSkFhKRWkhkWj6RafmEJglrrmtQNE5+4TzxDnWUv9ulQvbvmUdQDE+8Q7n9xNtxZ/f1fTfuuAQQllxAQa3QwJdY2EhGWQsxGSXCnaF3KPddfLn10I0v7zjxxe3HfHX/KQ+9gvGJTCY4MZvw1CIiM8qJyqogqahJjAzrJr9hgLz6QXJqB8ipHSCvfojcukHy6ofIqRsmu3aInLohchuGyKzpIbmsndSKDoHdLu8guaiRnaMLfv3HP/6YZe2Xj3YB80d+/uU3zLvHZFd1klbRSXqFYLXJrOmiqGWQ5oFZxhdUrOo3OD6+4O27n3j77gOvbt5yfnXN7v4pWuMOcp2FZbWgfZtd0TImXWV4XkHftIyu8UU6xxZpH5PSPDRHbe8MFZ0TlLaNUtE5QV3/LHX9szQMzNIsnqaBWQfojS5pmFfoWTPusGk74eD0kouXN1xdv+Hw5IJt6yHGzV20xg005k0MW7usb9kwbFhRm7ZQrm+xot9AphUAcdW4iWF7D7PtCLP1EN2mFaVhE5nOwtKaUdQtGpiTG5iRrzO5omdsScPI4hrDCyoGJArRMiRjYFbG1NIq0lUDGvM261v7GLb2UZt3kes3WFKbWFgVNHdyjQm1cRPjtg2zdR+TdU/QAe4eYNkVEmi05h1Uhk1kGpNYGWkQhMsKPRLVOgtrJmSaDRT6LdSmXUw7QuG6ZfcQ3eYeq+Yd5HpBJD2j0Au9GiMSmodmqe+borZvipreKXLquknIq3RMTz6RSULRT0Si4NDwDsE7NA7/yCRcxdy2p75hDuCza/tuP/Hiu4du/ODkyX1XP7Fu0ptvH7jypQh8X9x6xJ+/f8gXtx45zl9uO/HVXWe+e+jGHWdvHrj588gjEGefMMfqGhSTRkhsOsFx6YQkZROenENoUjZB8UL3h2dYvCO84PPnBMemOybG0MQswpPziM0sJV4EvJjMMiLTCokUSZPwhCyCY9Pxj0wWG+JicA+MdjCTQhirALCf+4Xtxx6XZe8G9glLcACkHfj8I5MIjErGPzIF36g0AhPzSCtvJaOyXXBY5NeSVd1FWfsY1d3TVHWLHb+N/WRXd5Fd2UFaSaPw+jOEBJuYjGJRPpNPeHI+Yck5hCZmExCbhkdoHM7+ETz0CuaB+yfbmN0PK/SopBIan4lbQJQD+L66+5Sv7rnwvZM3PpEp5FR2kFMpJFPnVHUQn1WGT0SiuDoH8MNjD+FN7Z4Lt5198AxLIDK9hKSiBtIr2smo6CRFlBgVNA44chJLWscobBomv2GQgsYhiltGKW2foLhlnIKmUQqbRylqGSG3vl8Avapn5NX3klffT05VJ7bTF/z622/C/d4fveP7+aNQKG7ePSazop2E4hbiC+qJyq0mOq+G1LIWytuGGJHI0ZmtnJ2/5MOP/877Dz9xdf2ao7NLdvZO0Zh2kWstLKjWhRVXusqgZIX+mWV6p6R0TywKk9zEEu2jCzQNzlHbIzA4FZ2CQbuqe5K6/mka+6Zp6hOisFoHJfRMyZiRG1hb32Zr75Tzqxtev/nAm7fveX3zluPTS7Z2D9Cbt9Gsb6Df3GHn6JSD0/4JDckAACAASURBVAush2dYdg8xOAI+N1FojSh1JtaMm+g3raxv2dCYtpDpLcyvGZha0TC+tMro4iqjCyqG5lUMzCnpmxVSU55NLol3jgv0TssYlMgZl66yoNSxZtzGsGljfdOGcXtfLBvfRWOxYdjaZ3P3kN2DEw7PLjh+fsn+2Tm24xOshyfsHhyzfXCCZfcArUV4I1lYtTAjX2dabnAk8c7IhaijOeU6C6vrrGgtaMy7GMT0EKVxhyWtEC0/JdfRNyujZURC48A0DQMzNA3P0TK2ROWzcYobn5FeUktgnJB0HJacQ1hyDr4RiXgERhEUk0pofIYD7Fz9I/ANixdXJ4GVtU99duCys8N3n/rww2MPvr331AF+X9x6xF9+eMw39124/Zl41j5dCsXlUb+buAQQScQvJpXghEzCU3KJTMv/NKmKAGV3dXzK7EsmIDqFgKhUguMziUgRCopis8uIzighQiQgQmIzCIpOISAyGZ+wBAeQugVECfWavkJSiH01tPcG261zXqFxjknQHp1lnxS9Q+IdThO/iCQCIoVJ0S86nbDUIpKLmwQdYWkr+fW9QlJ05wSl7eOUto9T0jpCXkOfkNZc1kpacQPxOZVEpxcKRExaAZEpeYQl5RCWmE1QXLrjDcElMIrHPqE88BKY2AduAY7j7BNGQJTQWxyZnItHUAy3n3jzl9tP+MvtJ3z7wJXbzt64BcYQm1lGckE9uVXPSCmoIzQxF8/QeMdd750n3tx28uSBWwAewXEk5FaRW/OMwqYhilpGKGkbo6R1zOFcqeudoaF/jvr+eaq7Z6jonKSqa4raXgkNA4s0DCxS0zNL9bNpKp9NUto+Ql59H3kN/QKj2zREUUMf+2fXf3zV/dS58Qs///Ib69uHpJe3kVDSQmR2FSFppYSklZGQ30BRfS8Dk8voN/a4un7Dhx//ytt3P3H16g0HJ5dsWY/RmXaFYAGFjokFBUOzMvqnpPROLtDjOFJ6JpbpnVyha3yZlqE5GvqmqeubpqZ3msruSWr6Zmjsn6N5cJHm/jlaB+fom1xmRqZBrjVj2dnn6OySq+sbXr5+y+XLG/aPzlm3WFk1bKLQCSCwe3QhyjoE0sO0s4duY5dV4yYKnZkVrYkVrQmF3oJCb2FZbWRWoWdsaY2+mRWeiSDdMb5Ex8QS7RPLdEwu0zompWl4nvoBCfX9M7QNz9M3s8KEdA3pmgntxj7G7QOMW/tsWE/Y3D9h6+AE2+kFx5cvef7itUP7eP3mPZfXrzm9uOLw+Iz9o1OHnGV9w4ZKv8miyszsip7JZQ2jC6sMz68yOK9iSLrG0OIqI9JVJmQaJKp1VgzbrJl2URq3WdFvIdVYmJbr6J+V0T4soXV4lq6JRXqnlxmYXaF/aonuiUWqOgaIzSoiPDmHkDhhurI3pYWIj+1aP7eASHzCE/AKjRO6d4OicPYLw+kz/Z/D1+sbhpNnkLAKi6THdw9cHROeXSpz39WPx55BDrubR1C0wzNs/7VbQCSeIbEExaYTlZpPTFoBwbHpeIXG/9NUZje524HIfj8XEpdJWGIOUal5xKYXEpmcQ2h8BoHRqfiFJ3wKYQ0U/nuCgDpMsN15CQnTT3xDcfYLx1W037mHxOAeLB7xsWtQlJBKExgl+JCDonEPjsEzJAafsHj8IpMJis8mPK2YqOxKAfjK2ylqHhImva5JStvHKGkfpaRjjILmQTKqOkktbSW1uJGEvEqi0woc5IqdWAmNz8QvOsVxbWEnqx54BvPII0D8fofi4h+Fb0QykalFxKQVEZ1agE9YIg/dAvjmnvBzuvPEi3sufrj6RRKWmEOsKMwOjssgKDYdn8hk3IPjeeofjUtALH5RGQTF55KQV0Nx8xCVzyYp75qgrHOCmu5ZmgYX6ByT0T+rYlC8J++fUdI9KaNzbIlnEzKeTcronlyhc0JOy9AiTYPz1PdLqOoap6x91OFxLm4boaRpkL2zayGk4Oc/4tX9+ZOA+e8ff0O/dUBKaTOJpW3EFzYQnVNNdE4N6aVtlDX20zU4g0Jj4urla97/+Fexl/Y1e0fPsewcoTXtINOaBOBbFEIN+meW6ZuW0jO9QOf4HG3Ds7QNz9E+LKVjRErrsISmwVmaxdaq6t5pqnqmqe+fo6FvjoYeCc39s3RPLDIuVbGg1KE1bbFtO2Dv6JT9k+fYjs4wb1mRa0zMK/XMyXUsrZnQWaxs7x2xvX+E2bqPfsPKqnELuc7kYHnnlYIjZHZFy4R0lf5ZheCXHBKM7NU9M1T3zVLbN0N9/ywNA3M0DAqncXCOliEJPeOLjC0IBIdMY0Zj3kVv2cO4ucf23gl7x+ccnl9ycX3Dq3cfePPhJ97+KJSav377gcvrG06eX2E7PGXLeoh5e4/1zX3W1ndZXjUzs6JnUowcH55fZUCipHdmhY4JMcRgZoUBiYKheUGIvbS2jkxrcXTyTq1o6Z2U0jY4S//MCuPLaqZWtMzJdSwodEhURuq7x8gubyC7vIHI5BwCo1MEAIxNcwQYeAYLTguXgAg8QmPxCI3FOyIBj1AB/FzECdCuB7RLYeyOj7tPfbjr4uv4fft0Z58YH4q9vEKXb9jvQNDuKnELiHYImsMSsvCPTMYjKAYXv0/9v/aJzO7+sB97EoidoQ1LyCQ8MYvg2DQhbj8iEb/Pekbs9r0n3iE88Ah0uE/sEfvO/uHC1x0Y6Qhn/V/ju54GRPzuz1wDI/EIFKbZgOgMAuJzCU0tJr6gnviCBnLreqnrk9A0tEh19zRlHWMUdYyQ3zxAZlUXqaUtJBXWEZtVSmSyIOa2M8ihIovsFZ6AW3AMLoFROPmG8cAziAcegTh5B+MWEIFPWAIhCTlEp5eSXtpEWnE9qYW1RKUU4OofxW0nL7697+LIxXviHfrJJiiyw95h8WLvcQpeEWmEJheTkFdHZoXQU1zTM0ttv4Tq3hlq+yR0jCzTO61kSmZgWbuFdM3ErFzHxLKOscU1RubFxBkxd3BgVsmziWU6RhdoHZpzXHvV9s5Q2T1JZfcUZa3D7J1cf+bV/cPOjY/8/eNvGLYOSC1rJqu2m8LGXkqa+ylpGqCua5z+iSVml9UotWbOL6+5ef+B8xevsB2dY946QGMUBMKLq+vMynWMS1cZnleKgZrLdE1JaR2VUNMzTkX7KBUdY9R0T1MvTnv1AxLqB+eo7p2hrn+WxgEJ9b3T1PdO09g3Rdf4PGNSFctqI4aNHaFd7eiUnf0jjJu7qNc3WFTomFhQMTwnZ3xRxeyKhhXNOkqDGbnezJLGyJxKx5RMiIAamlcxOKdkYFYuTHgTS7QML1DXL6Hi2RTF7WMUtY9T0jlFxbMJqrsnqOudomFglvbRRfokSqaWNcjWjGjNVoxbB+jMu6waNtAatzBt2bAdnYmR99dcXN/w4uYtr9++5+bdB968+5Grl685Oj3HdnCCcWePNdMWK1oLSxoLc8p1JqQaeqcV9Ewp6J1R0C9R0TOroHtqhY4xKV2TMvpm5AzMyhldUDG9omVRqUemMaFc30au32RWrmNgdoXucakwcU9JGVlQMqPQs6S2sGKwMjSnpKK1l5LGLuIyCgmOTSMiKZvQ+AyCY9Pwi0gUfLu+YTzxDcM1KMqRyuwIKf3M8vbQPYD7rn7cc/F1rLH2IqJP62yEA9DsYCi0uUU67HJ2QsXVP0KcAoVJzn5nZre12S/u7eEGdveHi1+EAxTtPl/78Q1PcIDd58cOfPavxUlkuB94BvLQK+h39rvPA1nt53/tHvn8z5+KX49HUCx+0ekEJuQRkVlOXH4dcfn15NT2iGktKzQPS6nqniKvqY/sOiFjMLW0mYTcSiJEveDnLLJ/ZDLeYQLoPfEL57FPqEOsfN8jEGffMHzCEwhPziW1sJbC2mdUto1Q1T5CQW0XkamFeIclct8tgB8eefLQLQC3gCjH98/JK4RH7oE4eYfg7B+BR2g8gfHZRGVWkFraQkZlB4WNA9T1ztAyIqV1bImm4QXaR5cYmJYzsaRFqragNOywrDYL1QqqdaZFLmBMusrEslpQP6zohe1GomBIomBYoqB/WkH76DK1fSKodk1weP76E/D9cTnLr/z9l99Y3zkku7KNgqZ+6rrHaB+epXt8kellNWvGHSxWQW5hX9UOTy+x7Bywqt9keVVII55YXhPIjBmhM6BrYpn2sUVaRxZoHZ2ncWBWGFvbRqjoGHMwto0DEpqGJLSMzNMzLaNvRkbH8BwdI/N0js7TL1lmSr7GisaE3rKN7fBEKBw/PmN9YweF1sSsTM3wnJz+WRmDkhVGJCtMLCqZXFplcnmN0UWVQ87RNblC+8QybWNSWkYWaR5eoFEkXKp6pintnKC4fYzCtjHKngl6xvq+aZoGZ2kfnWdoTsn8mpn1rQNsB2ecPr/m8uVbjs5fYNnZx7Cxg2VnD9vRGQenlw6B8oFYbXl5fcPV9Q3H55eiBMWGyrTNwto6E8tCunLv9AqdY8s0Dwuvr21cSs+MnO6ZFXpnFY5ctsllHdMyIY5oWWNm1bDhEGCrjNtI10zMrGgZm1fRNbZAfd8EjQOTDEjkTMp0jErVDM0rKarvIDm/gqgUQekfHCtMRvZpyC5gdvIJ4ak49bmHxHxKZPYLc4DYfdH/aRc2P3QP+Cfg+zzIwD4Bfg50n/++e2CUmB4T6wA/j6AYXP0jcfYJc9iqHnkE/dNjJ68QnLxCPutuiPmnddorJBbv0Dh8wuIdiTSfv8bHYo/I58D30CvIAXB2J4v9cx55BzvA7rFPiOM5Tj5CIIN3aDyhiblEZpYRn18rtLsVNVPYNEjT0CJNQ4u0jCzRMDhHcdsgufXdpJa2kFLcSGxWGaGJ2Q7Qs7PGPmEJeATH8tQ/kkdeQtexHfQe+4TiFhxNSEImSflV5FS1U9k+SlP/HM0DcxQ29hKfW0VEaiHe4Uk88grFxT8Sv4gk3AKieOgeyD0XP+67+PHYK4SnAVF4R6QQnlZMQn496eXtZNc8o6xtRFhpJ1bompTRNbnM4KyCaamGxVUTy5oNpGoz82LP84xCz5So5x1fWhVitVaNSNVCVeqcuI3NyDSMzq/SMS4Tpsh+CQ29MxxfvP3PT3y/fPyVv338B2bbMcVN3VR2jtI6OMXQ9DLTS6sodCaM2zaxAEiIOzo6v2LLdojWtMOSysjskpqReSW90zI6RudpHhLY2PoBCQ0DszQNSgS5yqQQ69M2ukhtzwRtwxI6xxfpmVpiUCJnbHEViULPomqdycU1xhdUjImTjFRjZEVnRmfZwXoguCSOz6+w7O6j0FmYWdEwMCenf0YuyExmlwViZXqZnqllOieltI0u0DQooX5AIoQ+9k5TPyj5fzl7r/co73vt919697uSeDmJY2NMESCBEOqod4miAqoIAeq912ma3nvvGvVOb7bjJGvtg332xsZJDj/74JlnGLyy97WyDn7XPIOmCS7u+Za7MLVuY1btZEHjZF7tYHrdxojEQP+SljGpmXm1i3m1nWWtA5U9gCuyTfzgGS/efs/3f/yLYLLwn/8Pb777Ewenr9jYOya+d0ji4IT47jGRrQNiO0Ic587xcw6eveb45Tv2n75iY++E4OY+tsgWem/SWdnoYU5lZ0puY1JuZUJuYUZpZUnvRGLyoHaFcUR28MYP8CeOBB3v1qGgIjl8xub+KbGdI6K7J3iiO1h8cZRmL7MKI49mJfROrTKjsDAlNTK8qGRkaZ3m3iFhW5qMbyxO5m8U19yhqFrQ82bll3M5vyzlsnKjQjAqzSyqJKuwItXaZuTcTCkyzmbmpRYfIi8w3e1FlMiJ80ERAH9pmCBwCBtTG9dUFZJbltpWXsgu/i/Xl26UpnhrQhVY/cn7iE40IgCK9lzpy5usokquFFWkgC/9Nh0Q03NHxMrvckE553OKOXe9iIzcEm6U1lF5u4O7D0ZofTxF65MZmp/Mcm8wKRyQmBlc0jEhszKttDMhN9C/qKJzeJHm3jHq7j2kIjmXTN8g55U3cr1EaG8v5ZVzuaCCrGLRA/EWNxtaqG17QNvjCbpHlng8q2RkRbDV6h5foa1/hnv9M9zqHqS44R6FSbpOTkkd568V8fWVPME5ObeM/Jpmau71cfvhJC1PZukYWeXxnJpxiZk5lZM1ox+5NYDC6kfvCmP1beAMC9GcRl8suTgMJLNjAqjsgWS+TBiTbyMV4GX1JzB74xjdUdS2MKumAGMyC6NSMxMSEy+/+7//5w7MP374G3/9+R8cPH/LtEyPxOhF7whi9UTxhjeJ7x6wuX/IzuEJWwen7B0/E8wDErs4/DFMzjA6ewCpwc28ysqE1MjIipahZQ39S2qGlrWMr2qZkRtZM7hR2oOs2wIsa+2saAVCstriw+qL4g5vCly4vVMiiUPcwR3sPtEuao/w1iHxnQM2dw/YP37G8fPXbB2e4onvoHOFWTO6mdfaWNDYWNRYWVDbWNDaWdI7WdC6mEnyBydk5uQxMb1uZU7jRGYTnG61zjBKWwCJ0c2i1sGqwYvcGmLN6EVh8WFwR3BHttnYO+H56/d8+/2fk16Cf+Lo+dtkLscegcQe/sQevvguzrAgkXMEt3AEE3hju4S2jojsnhLYPMAZ3sLoj6LzRlCnZo1O5lR2ZtVOZpTC77FmcKG0+zD743hiuwS3DoUwof0Tto8EQH32+j1Hz98IsYYHz/DGdrB4o+icIVa0dkZWVPROr/F4TkH36Ardo4t0DE7T0N5H+e32FOgVVd9OefKJpGVh3lVCVnFlEviEAboAfJUpJxexzRVUHYLP27mrBVy8XvxJote5qwVcyC7i4vXiTzTCYusrhpmLBGqRYiISbjNySriQXZyWB/sxGezc1ULOXyvi/LWiFIXjYzVY+l9mjWKVJ1adn3gFJud26dWeeESnmnTQEy34xXZXtOa/UlDOjZJayhvvUd3ygJr7T2joGqbpwTjtw8sMLetTNvkzSifzWjfTKqETGl/T094/TW3Lg+TctTm1QRar36xke5uRV0ZWUTU55Q0UVN+m7NZ9qpq7aOx4QuujCTqGFnk4JePJnIrBJS1PFtQ8mpXzeFZOz9gyjV0DlDXdp7DqNpdzy1KuLGcu53LhRhm51XepbO2juW+S1idzPJhUMCm3M68WuimFNYjGKTgeGT1RgYvqjaP3RFE7Q8itPiQmd3LR6UZq8CAzelm3BNA6Ihg9Mcy+OMbk7F1jDyA3+VjUehiVmhhaMTC0qOH527/w4ed/OXMjqXH78Hf++vM/OHn5HqnOhtWfILCxR3z7gMTOIdGtXXzRBDZ/FKs/jiOUwBnaxOKJYHAG0dn9aGw+pHpBhTGjMDMuEb5Jnsyr6F9QM7ykZVpqYkXrYN0quDjrXCG0dh8amweD048jGMefrOiOTt+yd/SK2OYRvsgu/uguse1jojtHBBO7eCObeCJb+Df2cEe2MXrCSIwuZtbNjEn1jEv1TMoNTCstLOkdyK0+VI4gMrOPFYOLBY2NuXUzc0ozC2orEpMHjSuK2beB2RtH7wqjd4UxuKOYvBto3TEUFiGDxOyN443uEN89ESItky4rW0cviOyc4I3t4AonMzhiBzgjuxi9G2idYbTOEHpXGJMvhi20iSOyjT28hTmQQOuOoHGH0bhCqJ1hFHY/ErMnaUrqQWYRMlZN/o1ktbdDMCHI6/aOn3P8/A3PXn/L67ff8erd9xwnaTzh7SMcoS0Mvigyi4dpuZGHE6vcH5ihtW+S1oej3O58QnVzF6UNbRTX3E0CXgO5ZbXklNaQU1LN9ZJqsgrKuJR7k8sFZWSX1nC9rJZrpdVcvVnF1eJKrhZVkJkvPObi9SLOXcvnbJYgZztzKSclUUvpeJPcv/PXCj9xdhG5gKK/n1jxCfOmqpShQTq4/tI2/cxlQWwvUGaKkq/76euLlaboIZh+0l1qMgsr/kuSXMqENecmGTdukpE0Y72SX86VZLsrzvhE49bL+WVcL66hsOYO5bc7k44tY7Q8maVnQsqY1My00sGcxsWizsuqOcCKycOywcXcupkHI/PUNvdQVt+aIlmLc86UKiO3lMu5ZYLbcdUtyhrbqG3ppq6tj9tdQzT3jtExOM+jaSnDy9oUtWR63cboip7eiTXu9o5RcauDG6X1nLtamOL2nbmcy8WcEvKr7lLXPsDdvkmaesbpGl1hdt3Gss6NzORH4/wIXmZvTDAydkXROSKo7CEUlgASg5cVrZsVjZtVrRuJwZ9MjQujtofQOiNonBGUtiByk5dljYNJhY3hVQOPF7T0Tso4ffvDRzrLj/8T4Pvwd56+eo9cb8ceTBDdOWLn4JTEzgGeUByjM8C6yYXU5BZKUldYsKF3BNHafGisbmR6Oys6gds2t24V5DYrBsYlJqbkFhZUQquoMHkwOMM4ggnckQTOUBy7P4IzFMcX2ya6c8TByRuOn71n9/Al8a1joolDNnZP8Sf2sYUERYjS6kdu8rGqd7OitTMlMzCwqObRvJLH80qGV3UsaGwobQFc0W3CO8f4ks/XOEPITW6kRhdys0ewpnJHMLojGJwh9I4gZk8UZ2gLb0zIzzW6BWcWZ3iLyNaRYD6QEKzkxRwGR2gLiy+OxbeBLbCN1b+FybOBOhkFqbIH0LnDmAMbWIIJzIENjL5Y8pswgsoRROUIJi3mo2g9ETSukPDN6Y3hCu/iTxwR3j4V5njbh2zun3J4+prjp294+uIdb95+x+u333Py4h1bhy8IbR3jCG2j9YZRWL1MSfV0Dc1zt2eU250D1Lc+oPJWB2UNbWkctnpyy+vJraglt7yW6yVVXCuuILOwlMv5JVzKLyGzqJzs0mqulVRx9WYlV4sruFpUTmZhKVfyb5Jxo5Bz2Xl8kyX4u32Zpt9Nv/0y43qqHU6vBEVwEh2ZxQpN5AiKi5OzmXlJ1+CslApEfN0vM66nZHDnrxV+cnshu+gT8EuvAtO30ln55WTklnA+R7DWEqu+i7klZCQ31ulV6rWiKq4lc0muldSkskcu5ZeRWVjBjbJ6iutbqGt/TFPPCA3dI9x+OEHvtIwZlYNlo59FvZc5jYt5rYs5lY1ZpZUpmYG+sUXqW3oorWtJ/VuJXEOxAs7IKRGAr7CK/Iomqu90Ut/aS0PbY2pa+mjqHOJe/wxdo0s8npUxtKxjTGJmVulkbM3Ioykp9/tnKW/qIKugki8zcvj9+Wv84eJ1zmbmC+YR1c3U3n9CQ9cIte0DdAzNsaC0IjN60djDWP1Ca+uOCDZwVu9GCvy0jghKawiZMcCa3s+K1suy1ovEEEBqDCIzBpEZ/SjMQRTmAFKDlxWNk2m5hVGJif5FHQ9n1HSOrnLy9gc+/O1v/+KMLwl8/yd5/fT1e9Y0VtT2AN7YLht7J3iiW2htXqR6O/MKI9MyPQsqC1KjC4XZg9rmR231obX5WDcLwLiic7CgsjIttzAhtTCrsLOkcSAxuFi3eNHbg9j9MXzRbcKbh4Q3DwnE9/BGt/FGtgnEdtnYPmHv+DXb+8+JbR4Riu3hDibQeyJITQKBeFJuYmRFz+CihoF5Jb1TMtpH12gbWqZzXMLIqpE1nQOLP0bi8CnHL95y/Pq94PgS28Pii2NwhjC4wikfPps/ji05Y3Qkvfdie0+J7ArttDe+SyCxR3j7gEB8B3tQcEY2uiPokyW5xuZH6wihc0TQ2MMozH4kBmHOuG7zY/TFcER3sEe2sQQT6D1RNM6gsMq3B5PGqCEswQSO6A7u+A7ejR2CmwfE9k7YPnrB3skr9k6fs3MsZBLvH79k/+gFe0cvODgRbhP7TwknJXMmbxyVM4jM7GZoXk5b3yRNHf00tD2k6nYHxTV3Uy3TR3VCPbnlddwoqyGntJrsm5VkFZZxpaCUKwWlZBWVc62kims3KwXgKyonq7CMzIJSLufd5GJOEeey8zibdYOvLufwh4yPGt7088WFa8lUr7yUu4soXRMJ0SIlJv2I/nFnLt/gd+ey+OzMJX7zVQb//vXllPb3zOUbqddOvz1z+cYn7yHSbX75fqI65eKNEi4k53YiTeXqzWqyCis/Abzs4mqyi6q5VlydorBkl9amwpmuFleRV9lEZXMXzX3jgvff42nuPpqie3yVkTUD00phvDG8qmdUYmR63ca0wsrospr2x1NU3+mmuLqFvHLBjzAzvyLV8ovt/aUbpVwrqia/oomyhjZqmnuobumjpvUJdx5McG9gnnsD83RPrPEwaY81sKjl8cw6XSPL3OkZJ6/iNt9kFaRs57/MyElRXG6UNVF+t5dbD8a583CSh5MSJAYPWmcYi8gWiO3hie7gDG1i9W1gcAtjJLU9zLo1iMwUYFnvZ0nnZUHjYUHjTp1ljZsVnZdlrYc5pZ1ZhY3xNSMDSwLodY2v0z68wvEbAfj+tcwNcc6XvD599Z4lpYkljRWNzY8jvIXOHWVVa2dBZWFSomdkWcPYqoY5hVEIwbF40doDaG1+1FYv6xYPqzo78+sWpqUmJiVmZuRWFtVW1gxO1FYvZk8YV3gDX2yb4MY+4c1Dghv7+KI7uEObeMJb+KI7qZyOUOIAf3QHiyeCxORmXmNjet3KwJKGR7NKeqcV9ExI6RyT0DywTNOjOdpHVplWWFFbvTgDcbYPTnn2+h1vvvuBk5fv2Nh7Kmhhw9s4Ahs4g4K/nj++SzCxR2TrkPDWgdBGnr5m++Qloe0D/Bs7qeOKbGL2C4amaodQzYmOzipbALUthMLiR2LwsKxxsKRzIrf6MAcSeBIHuDf2ccZ2Mfnj6FxhNI5Iatir90RxRHcI7Z6wefSM7ePn7J++5Pj5G56+fMfTl+84ev6avdMX7Bw9JbEvmJfGdo6JbB0RTAhWXM7wDlZ/Ar0rgtoVQmpy82Bsibs9I0mp0wMqmtqSJqA1XL8pzNPyKxrIq6gjp7Q6Ve1dK64QgC15sgrLuJas8n4Jehk3irhwvUCo+K7mfWI59cWFa6kjBNpkB+7OsgAAIABJREFUczaZ+/DL2Z8ISin353SD0+wivr6Syx8uZvP52Sv85quM1BHBND0rNj06UQREscUWW2bxPcVqU9QiX8gRzFbFoHSRxyhSeMRlTAr8SmpTfD5xq3upoIys4moKqu9Q09pL+/ACvdNSHs6u0zsj59GsIuXwPC4z0zeroG9WweCSlsFFDb3jq9zqGKS8oYOCittcv1mbMggVg79TC4g0d5TCqttU3+nkTvco7f3z3Hs8S3PfFHf7prg3uED7yDL3h5cEb8InszR0DFJYf5+M3HL+cPE6vz9/jS8uZPNlRg5nM4WxwbWb9ZTe7qGtf46+aTnjawbWrUGM3g3soe1UtecMbmL1b2D0xFEnW1yZOcCa0cuyzsO8xs2s0ikkzcltTMoFwvK4VFB1jEutjK6aGFo20L+gpW9WRc/EOu0jctoGljh6/QMf/vY/2OqK13/98DdOX33LnFyItpuUaJlX2ZhT2ZiQGhlb0zO0pGZ4WcPIspqJNS0LSguregdKqw+dI4jOGURj8yM3OFlUWpiRmZiSJGVn6yYWVWZkRidauw+rN4wjIBCNXZFtnKFNwXrJF8fu38AVTAjVX3yPQHwPX3QHuz+Gyh5AanKzpLEnP5OGRzMKeiZldE1IaRtaprl/js7RZRbVdhzBTaLbR+zsn3J4+oLnr97x9OVbdo6fE989IbZzRHhTqN5CiX2iOwds7B+zeXDC9vFTdk+es//sJXvJ7WsgIfgKuiLCP6jBHUXtCLJu9bFu9SFPUmnkZi9yk8APXDUIS5JFnQOJ2Y3BG8WTOMC3dYQztos5kFzp28OorD7UVj8mbxxXZIfI7gl7z15y8vINT18JFvfPX77jJAl6m4enRHcO8Sf2P0YfJsHO5IlhdEfRuyJCWJMzxKreScfgDA33HlHV3EXF7XZK6++SX1lP9s1Ksm9WklteS35FPbkVdSnQSwe2rIJSMvNLyMwr4WpBGVkFpWTlC38mgt7FnELOZ+dz7lou31zNS1VzH/32PlpRiXM+sdX9Z+AnborFVlU8X2Zc57ffZKYA77Mzl/jtN5mpZYrY1v4S+L5KzhvTX0uk34jPE2eBF68XpwKVMosEWkheVRO5VY3kJpUl6fSb7KJqgcz9S+DLLyOzuJqC2mYaO/t5PKdgQi5wVwdW9DyaVdA1vkr3xBqP5tbpmRQCjzpGl+kaWebe4ylqmh9ws6aVnJuCMai4bRUzMb66dCM107ySV05OSR1F1XeovtPJ3a5h2nonaGwfoKa1j+rWR9S391PfOUBdxwB1Hf1UNvdQUNNMZlE1X1/J+8RZWQwF/yargKvFtZTe7uH+4AKjqwYW1E6kRh8aVwyTfxOTV1hmGF2C2khuDrCq97KodjGndDAltzEuszImtTK8ZmZwxcjgsoGBJT1PFvX0zet5NK+jb17Lg2k1PVNKuiYUdI3LaR+W0jogpeXxIoev/sRPP/+dv/70c1K98S8ZkQq3T19/x/y6keFVHU/m5II7y9w6j+eV9M2t0zstY2BRzeiqngmJgRm5kXmlGanRlUpAU9u8yA1OVjU2FtatzMrNzCjMzCjNzCtNrOodrFvcaO1edA4/erew5FDZ/SitPtSOAAZ3GKsviifpYBLZORY4aYkDnOFNzL4oOmcQucmD1OhhQWVnVKJncEXL43kVj+cUjK6okBndeKK7bB+9ELh1Owds7R2zeyTEPUa3D4nvHrGxd5KknwiAt3v8lN3T5+ydPmfr8IT43gHR7cNUPKQztCVk/TqE1lRm9rFmcLNmcLGqdyE1eZEY3EgMHuFnRg/LeifLBhdrJjdqRwBLcBNHdAdraBOjLyZEZtrDaGwBtHYhKcsR3sYb32Vj/5j9Zy85ev6ao+evODh+Lpgx7B/h39zFGdnE7E9g9CfQeTbQuWJC4LQthNIiZK2qHUFUzjALKhvtA7PUtj6k7NZ9ShtbKK69RW55Ldk3K7leUkVeRR15FUKLm51sYUXgyyoUgC4zTwC+rPwk6OWVcDn3Y6UngF4e31zN5WzWpy2m2HKKYCRep4OOeMTKKyPnZmqel/7YLzOup2Z7v/0mky8uXEsBWvoG+Wxm3idLlS8uXEvZYInLFdFXUNQPi4B7Jb+MrGRQUk654CacX9VEbmUTeZXCxvv6zZpPliRiEt0VkcxcWEl2aS15VbepaXtI7+Qqo2t6JhQ2xuR2RqQWhlZ0PJ5X0jMpoWdSwsMZBZ1jy7QNzNDUM0R1ay8lDW3kltanQE/ctorLB3EOl5FTkrKdKqy6TdXtDupbeqlv6aWiqYObta0U1bZws/6eQF2pbSavqonsklqu5JVxLiufLy4K1vKfn/2YuPZlRg4Xc0rIrbjFrZ4RnsypGJeYmFPamFc6WDH4kFqCSM1BZCYfUqOHFa2LBZWLGYWdCaklqc010r9o4Mmikb45Hb3TanomVXRPrtM5sU7npIqOSRUdE0rujymEMyrn/tAarQOrND9Z5U7fPAcvf+Cn5Fb3r/8qgfmvP/7Ejz/9zPN337OqtTIhEYDvwbSUrkkJ3ZNSeqdk9E5J6Z9XMik1Mr9uYUFpYVFtRWZyo3EGBRBzCDMuucnDqs7JgtLK7LqZWZWwPV3TO1AYXajNHtRWH2qrF6XFg8LkRqp3IDO50Nj9WDxhPJFNgknPuo39U2K7xwQ39vBENrEH4pi9UUzeGDp3BJnFx6rBxYreicToQm33Y/ZG8cf2iO2eEt0+IhjfIRjfIbSZ1OpGt/DFtwlt7hLbOWRj75it/RN2D5+yc/SM+N4Rvvg29lAcszeCyRPF5IkKswpHCKXVjyy5XFnSOFhM8vwkRsF3UGp0o7D4WLf5UTlDaFxh1K6QQNT0RDF6Y0K+iTuMzhFC54oI225nGLN/A3t4G2dEcISO7x+TOHxKfP+U8PYh/o1dnFHBbkrlCCKzBZBYA0gsQeSWAFJTks9o8qKwBFA7wigdISYlOlr7xqhq7qakoZmbdbcpqGogt7yWnNJqckqruVFWk7p/vaSKq0XlXMkvIbOgNFnxlXG1oIyrhWVkJSu+zPxSLuUWp1V6eQLwZeVyNvPT+d0/a2tFcEpfbIhtrkiPSa8Gf9m+ihVc+oZYJFGnxyamt9i/Py8kiYnzPvH1RM5hiupSLFBdcisayC1vILeiQQC8SsH2/lNJnaA6uZRbysW0Te/VoiryKhq52dhGY9cQ3WMrPJiU8HhunYElHUMrBiGUfEFN75SM7nEhDL1jeJHGLiHwvbSxjcLqO1wrrOLi9WK+vpKX8j4UfRC/upTDheyi1Eb6WlEVeeWNSQnifSoa71Fa10p+uaBHzi1vJL/qFjll9WQVVJJx/aawLLpwjd+cucy/fXmR35y5zGdfX+GLjOt8nZVPVnENN5s66BlfYVYl6GlnlDZmlQ7m1E7m1c7U7bzKwYzCzrjEysiqmYFFA4/mtDyYUdM9JYDb/XEl98bWuTeqoG1ETuuIjJZhGa2payktwxLhDKzS8mSZ5icr3Hk4x+GrH/jwP7We/+mnH/nxp595/e0PqExO5teNDC4Ic4fO8VV6JiX0zykYWVIxJdGxorEjN7mRmz1IjQ7WrW4MnjAWfwyjO4LOEURu9rCmFzI7ZtaNzKstrOgdyIwulEYPGrMfnS2A1uZFY/OgtniR6uwsa6ysW7wYnH5M7hBmTxh7II4nui3Y10e2cQQTWPxRjN4IBk8YvSeUIkHqnKHkoiKBO7yFL7RFcGOfUOIAb3xHaFPDgt28PRDHHojjCsbxRbcIJ3aJb+2zsX1IZOsAd2wHvS+K0h5gzeBiUWNjUWNjVe9CYvIiMXpY1rqYVzuZXbcxu25hTmVlSedgzeBEYfGgcQYxeKPYwlufLDSsQUEnbPJEMbkjmNwRzL54SjdsD23hju3hie8RTAicQF9iD1d8B2toC5N/A60rjMLmY9XoYkHnYEHnYknnZs0gqGakJi8ysw+5xZ+00woyvqoSiMp32impv0NhTWOquhOB7npJVWqZca24giv5JVzMKSTjRhGX826SVVRGVlHZJ5Wg+JiPVd4Nvs7M4cyV63x9JeeT2ZoIcOlA9//V3opqDxHExE3uL5+TXin+kisottcpY9RvMlMVYvoSRATNjJybZOaXpziE6fI6UUEiKj1Eb0IR/EQAFGeQIkcxM7+cG6V1FNe1UNnykNs9o9x7Mk3roynu9c/QPbJE59AiXcOC9dS9J3OCKfCjKRraeimtb6Wg8hbXb9Zy6UYpZy7n8vvz1wSvw28yP/FBvJxb+onqRFSKiPZZgs18TUrWdy1Jgzl3tZCvLuWksnP/7asM/veXF/nV15f5/MI1zmTlcTG3hNzqOzQ+GGFkTce81pXkmTqZUTqYVtqZWrcxpbAypRDI9+NSCyOrFvoXjfTNaumeVNIxoeD+uJzWETktSaBrHpJyZ3CNu4Nr3O2X0DwooXlojebBNVqH12gbkdA6vMq9wRXuDa5yb2CR49d/Sqas/cxfP/w3K750d5a//vgzb77/M0ZXEInewfiajofTCrpGV3k4IWF0UcmyyozG6sPqi+EKJXAE45jcQYwuP2ZPALM3ktpuKswe1vROFtU25lUWlnU2JEZhq6uxBTA4wpjcESy+KBZfDINLmG+t6R1Ik6AqM7pY09mR6J2sW3wCp84dQ+8Mo7UFUVqERYLSFkBh8aK2+TG4hNcVsn+38Ie38ccEc1Ex98MREjJorb4oVm8UmzeCK7RBILZFbHOX+PYh/vgOVl+cdauPZa2dSYWZoRUd/YtqBpe1jEmNTCmsyY2bcKbkFqbkZubUVlaNTpQ2HyZ/HHtkG/fGPr6tI2GpEd9L5o3s4gxtpjbI7sgO3vg+3vgevo19QlvHhHaOCSQE5xhbMI7JJ9hlKW0CAXTF4GJR52BJ52bJ4GHFKNiAqewBtK6wMIJwhjD64qicIYbmZdzufkJZUxtFNU0p0EsHvryKuhSFRQS0C9cLUsAnAp54MguEau98dj5fZ+bw1eXs1PnDpat8eSk71WaK87x/1vamU1jSqSViNkc6z08EFREM03+enhj2MSA7K3XSt8niYuVC0jwhnTidriQRzRNE4CuobKKgqiklcxP1veIRHWfEtvlKXhk5JbUU17VQcbebuvt93O4ZorFTCDJq6HhCXVsfda191LU+pLqll8q73VTf7aai6T4FVbfJKqhMtbe//SYrNc8U23txTppVUJHSGn8MeP8Yyp5VUClkbuSUcDGnhG+yCjhzOZcvLmTz+dlMPjtzmc/OXOZXX2Xwv7/K4NdfX+bz81c5c7WAnPIGmh+NM7yqZVHvYU6TFAXIbUzIBJAbl1oYXTMxsmpgeEXP4JKeJ/N6Hs1p6Z1W0TWxTvu4nHujMlpHZLQOS2kZltI8JOHuwCrNgwLYtQxJaBkSAK9rap2Hc2oezip5NKvkyZyaJ3NKnr7/Ez/+/LNgsffhn292/38qvg/89ccPvPvjf2Dzx1Ba/UzLzQzOq3k8JWd0Uc2y0oLBESCY2GPz4JStw6fEd48JbuzgCSdw+CNYk8CntQdSPnyrehcrOgcSgxOZyY0ySV42eWJY/Rs4QpvYk0JllT2I1OhmUWNnTmllWmFiUmpgSmpgRmFmWetEqncj1bmQ6t2sap1I9G5kRi8KkxuNzZ/k4QWwesN4QglCMSHA3BfdwRffTS4mtrAHE9j8MWz+GO7QBsGNXaKb+2wlFxv+jV3M/jgKi595lZ3hVQO9s+u0j61xf3SV7ikZfXMqBpa0jKzokyRQExNSAzPrFpb1dpQ2H+YkJcUZ28UV38O9sfcx52NjF19M2CQH4nuENg+I7Z4kzzGJg2fE908Jbe3hi+9gD21g9EbQOIOsW72sGd2sGt1ITB7WHUFUrghaTwydO4wlmMAe2U5Z7TuiO2hcYR5OLFJ/r5eSxhYKqhpSgJcOeuVNwtwvp7Say3k3U6B3Kbc41fKK8z4R+DJuFKVa3K8zc/g6M4ezWTc4c+U6X17K/mSuJua2ihw78T+syKsTqy3xpIcS/ZLO8sutr3guZBdxNjMv9b7p3D6xtRUrRbHCSw9CT+f1ieAnRmGm63qLawRHZTEes6CyiaLq2ynvQvFzixXfzfpmym+3U9ncSXVrD5XNnZTeuk9pUxslSW6eqJYRLLYEwMrMr0iZhIrg9HnS0zAdtMUKTwyCT6faZBVUkpFTkgoIF0neYkD4Z2cu85uvLiXPZX715UWh1T17hd9dvM7lwhqaugYZlxiYVTuSgGdlQmZldM3M8IqRwWUd/YtanixoBKPReRWPZtU8nFbTO6WiZ1JJ58Q6HRMKOsYVtI8ruD8m5/6YCIRS2oYl3B9apX1EQueYlO4JGQNLekYlZsakZsalpqQtv4FX3/8HP/1NxLG//WvA9+GDkLL25rs/Y/PH0LkiLOlczK/bmJWZkOpc2HwfM2yPXrzm4Pkrto6eEt0+wB/bxhXawJZsdTU2IdFdbvEiNXuRmb2sW3ys24QKTe0IokuqGHSOICqbH4XFy5rBxYLaxrTcyNiqjqElNYOLKoaXNYyt6ZlWWJhVmJiVCzPGJZWNNa0LucHDusmNzh4Q2uJwAl90i2B8l3BcsJH3x3aT7tBb2INxISbSK1SGgY1dNg+esnVwyvbhKfG9I9yRTfSuCGtGL5NyC48XNHRMyGgdXqF5YJF7o2t0z6zTv6hhdFnLpNTItNzIjMLIvMrMmsGByu7HHNhItbfmgABGQmi4AMTBjf1UJu72wSkHT4XktaPnbzh+8Ya905fE908Ibx/iie9gDW6kTFKVNkHrqHNHsIW3cMV28Cb28cR3cMd3ccd38Wzs4tvcxxXbQWJ00TE4SXVLF6WNreRX1acAT6z6Km610ni/h7LGZm6U1XAlvyTVvp7PzudiTiGX825+An5X8kvIuFGUqgivJLe7l3KLkxveotQGNh380gEvnax8o7SOgsqmlF5WzPYQqzlR2iaCpDjPSg89T5/tpVea6QqRdNpKeoUpvtZHN+jKT2RtYsVXWHWLkrpmSutbUuB3s/YuRdW3yStv+CSTWMwtKai6RX7NHQpq7lBc38zNhlZuNrRSWHM7JQkUydDi73ghuzjV2n525jK/+sNFPj8rVHrfZOVzragqVXWKYFxYdeuTXBTh768kpcL4CJ6Z/PrLDH79ZQa/+sPFFPD92xcZ/Dp5/7fnrnExt4KK5l4eTsmYWrcxqbAyJjEzvGpkaMXA4JKgpuibVfFgWkHPpJyeKeF0Twr28p3jCjrH5LSPyWgfl9MxoaBrfF3Y1k6Itwq6J9bpnVDQN7VO/7zg4jS9bmdG6WBKYWNKbmVKZmFCYuDl939JOsh/SCo3/hvA90mr+9PPPHv9HpnOitzkQWYJIDV5WNXaUdv8+OJ7JPaEXNiN/WNi+wdEdvbxbwgzM6svisEVQmPzozR7kCXbVYU1gMoeQucQ1AeiFb04A1zR2lhSW1hQCaA2LtEzsqKlf36dx7NynswpGF7WMikzsaB1MqsyMSXXMS3TsayxojB70DvDmNxhHMENAol9NvZO2Dl6xs7BUzZ2TgWeYGJfsJWPbuMICWlnNn8MRzBOIL7D5sFTto+esbF3SDCxg9kbQWbyMLNuY2hZz4PpddpGVmkeXOJO/wItQ0t0T68zvmZkVetEbvIiMThRmD2o7H40TkGhYfTFMCQXGCZ/HEdkE298C290i2Bij+jWAYndY7YPnnL07CXP33zL629/4M13f+LVeyEIfPv4BeHtQ3wbu9jDmynFh8kXwxrcwJ1c0oS3dontHhLZOyKwtYc7tokzsoE7tonFH2FWruPek3FqWrspu9VGQVVDao53o6yGgqoGals6qG/roqimidzyWjILSpME5GzOXLnOuWt5ZNwo+mTZIXL3ruSXpLh92TcrySmtJq+ijqKaW5Q1tJBf0cjVwspPwCb9ZBVUkFfeQGl9C2UNrdysvUtBZVMK/H6Z9/uxGqv+xDtPVHWkL0H+2dxQBEkRBNPJy+KMTgRjcd73y6pP/Kyl9S2p65K6ZvIrGlOfKbtYIDTnlNQKy5HKJvKrbyf97G5TUHOHG+UNgs5WDG9Kbpj/kHGd336Tldqu/vvXV/jiQjbnrham3LDzKxpTwFta35KyERPUHGUpmo5Iffnq0g1+d+4qn525zL9/fYV/+8OFT0DvN19e4ldfCPd/900WX13Oo+LOA3onpQyv6BldMzK8oqd/QcOTeQ39CzrBQn5GRc+Ugs4JGR1jEtpH12gfW6N9VELnsIz2ESkdw1LaR6XcH5PROaGgZ1JJ9+S6AHbTKh7N6RhYMjCyYmBszcSU3Mqs0sGs0s7Muk1wrlHYmZJbmZQYePndX/jw4eckln341yq+H3/6wF9/+htHz98wvrzO2KqOsTU9k1IDExLBQUVlC2Hxb2L2JTB4Iph9Eaz+KGZvFKMnjNYeYN3sQaJ3sKK1sqyxsqp3IDN7UdoCaB0h9K4IencErSOIIvlYAfzsLGlszK2bmJTqGVvTMrqiYWRFzdialmm5iSWdE4UtiMLiRWpwIdE5UJq9GF1RXMFtAvFdYttH7Bw94+TlO569/pbTl2/ZO37Bxu4Rka19wpv7BDf38Sf2knraBI5AHHcwniQtHxDa3MUdSaB1BFjS2hiVGHg0p6RzQkbr0DLNA4s0DyzSOrRE56SMCakJrTOatNrZwBFM4Ils4ghtYPbHMPtimH1RzL4ojvAW/sQeke19YYu8e8zG7hGbe8fsHD7l+et3vP/jn/j+z//J+z/+mVfvvuPpq3ckDp/jTwihQWb/BkZfHJMvjjWwIWR4xHeF7fe28JqR3WN8m/s4k/6D5kAMhdXD2KqK1kdj1LT2UH7rHkXVjeSUVHH9ZgV55bUU1zRSeauViqYWimoauVFanar4zly5ztmsG1y4XpACuSv5JVwtKk8BXbrC43pJFfmV9ZTU36G8sZXqOx1U3+mgrKE1ZfsktmNiG5lf0UhJXTOVt+5Tees+JXXNFFQ2pSqhy3llXC2sIDO/lCt5pWQWlHG1qILs4o/b1HQdb7pE7Zf6XxH80nND0kFQbFH/2aJDIHgL7agINiLgiTb9omN1OviJnoL5yXa4oPIW10tqU353WYVVXLxRwtmr+Xx5+Tq/v3iVf//mCr/+MoPPz2Zy4XpxyhS0pK45ZSYhZnqU1rdQeUswJS2ovJUMFipLboA/qmFER2xxE/zZV5f4zZcZfH72Cp+ducSvv8rgV19m8NmZy3xxIZuLOWXU3n/Cg0kpTxa1yVZWS9+sWjhzGnqnVfRMKemelNM5LqN9TCKA3piEjlEJ7SNS7o8mQW9Uwr1RCR3jMronFXRPKuiZUtA3p2ZwxciY1Mq0zMqsQqDIzCvtgnmxysqCysGC0sH8up15uZm33/8HH37+VyVrPyW1uj/+jR9/+gf7p695NL1G94SUjpFl7g8tcm9wkc7RVXonZULPPqtkZFnLjMzIosrGstaOxOBiVWdndt3I2KqGkVUVw8sqxlbVTMkNLGvtAvglnRoMrjBam0BlUdn9KG0+1i1CxbSsEdLgV3U2VnV21gwOYTvqCmHxJ7B7Ytg9ceyeGC7/JsHYHvHtE/YOn3P89BWnz9/w4s17Xr19x+v33/Ly3XccPnvJxt4hke19wtv7RHePCG/t44lsYvGEMDj8GJwhIcLRE0HtCLCidzClMNG/pKZ7Skr72FqSHL1Ac/8CbUNLdI5LGVzWITMHcUaT4LO5z8bOIeHNj/b2vvgO/o3dpGWUIDE7evaKkxdvhBzgk+ccnL7g2es3vPnue959L1R7x89fs334jND2Mc7wNkZvDK0rjNoZRu2MoHVGP/rwxfYIJA4Jbh7h3zzEEd3BHNhA54midoZZ1rsYWlLR9niC+vt9VN66T1n9XQor6sktraawso7i6gaKqxsoqqqnoKKO7OKK1NJCBL6MG0X/ZcaXU1pNQVUDJfV3UlVkTmk1+ZX13Ky7TWmD4OZc29xFbXNXyvG4tL6FkrrmZOpYK2UNrdTc7aSupTtlgnqz9m5qc5pTUpOi12QWlKaBrgB8ot2U2N6lLz/SW9xfVo3pFWC6SYJ4xFZVnAGKVV9uWT2FVbc+qVDF36Hmbiel9S0pcE8HTfG5VwsrU6Armqiev1qY3EBn8fk3Gfz6qwt8fi6Lc9lFFCWDoGpauqm/10vV7Y5UlkdJXUsqWKm0vjU1F7x0ozS1EDl/rZDsoiryyuu5kluaXCrl8dXFbH53Vgh9+vxsJr86c4nfnL0iUFguXCe7tImqe0+4N7zMg1k1PTMquqaVdE4p6ZpU0jmppGNync5xOd3jMuGMyegak9I1JqVzTKj22keltI9KuD8iREXeH1mhY0xC14SMnikFD2dVDK2amJAJvp0zSiuLGqfAjTW6kRldrJs9KExeFEYv6wYn7//0HymTgv828KVS1j78gx8//IOdo5d0j8zTNrDAnb4p6rtGqe0YorZjmIauUW4/nOJW7yRt/UIIcs/4Co9nZYysqhmX6hhaVvNkbp3HswoeTEjom5YxuKRhXmlDYfagcwST1I0wZk8YizeCzR/DGdrAEdzA4g1jcAYwuoJYfBHMHuFxVn8UZzhBILFPfPuArb0Tdg6fcXD6iqNnrzl58Zbnr97z/NV7nr54y8nzV5y8eC1Y07/9lv1nrwhv7+MMbWALxnFFt/DE97AFN1HZ/KmKc1EtfKvMqSxMyA0Mrmh5OLtOx4SU+6NrtAwscvfJPHefzCfBb5nHc+us6Jw4ItvE907YPXrK4dOXAvn56JSN/SM29o9IHByze/qck1fvePn2W95+9wPf/vAX3n3/J16+/ZbTl284fv6K05dvePrqLcfPX7O5d0RoQwhvMrojaJKyOIVVSHeTm3wozL4k4TmOM7SFJ7qLI7yNyRcXxgr2ADKzl0WNndFVLQ/GlrnzYIiqO+2U1N2lqKqRwsoGyhuaKWu4S0FlPfnldeSV1SadWIoHUFAkAAAgAElEQVRTNJXz2fkCnSUN9K4WlXO9pIrShrvUNLdTXHsrRYfJr2yguLaJm3VCVVR9p4P61h6qbrcnox/bU9diRdjQ9oCGtgfU3O2k+k5HsoJJGm7W3BG20KU1qapSUJtUfWIjlQ5gv6S5pOtv04FPvJ8++xNnj//MJks8AlWkiZK65pSjc+Wt+9S39lDRdC9Fbk73FkzfVKe32Reyi/kyI4fffiMQsn/91QU+O3uZy0U1lDS1U9XygJq2h7T0jXH/ySQN9x6m6CnFNXdT/nx55cJiRDQu+OpyLl9czObSjRLyKxopS7XCVWQWlHMlt5yL2cV8k7Tz+t3FbH57IZvfnsviDxdzyK9uprz5IXcez9E5Kczm7o/JuDcq5V6ybb0/LqdjTEbXmITOUQnd4zJ6JuT0TMjoHpfTNa6gO9kCd4yt0jm+RsfYKh0jK3SOrtEzIeXRrJKRVWOSJWFhVimYEqscYQxJvq7eGUbnCKNzRNDZ/Hz35//8CHz/fT++vyUf/Hd+/OkfbB8+p+3xJLf6pmjoHqOuc4Sa9kGq7g1Q1znCnb5p7vRN0zm6Sve4hM6xFXomJTxZUDK8qmV4RcvAgpreyWQU3sgyj2YUzMpNKIxODM4AZncIZyBGcGOHcGKHxO4hB6cvOHnxhv2T5+wcnrC5d0R0a49QYodAfItAfIvYzgG7x884ef6aF2/e8+77PwtBPT/8hdfvv+fk5VsOnr5K5lUcs7l3TGz7gPD2IYHNAyz+GHKjiyW1mWWNNcVzW9I6mZKbGZMYGFnTM7yqY3hVx+CKjkeLanpmFXROyumckHF/ZJW2oWVaB5eEjM+BRfpm5KwZ3QS2j9g5ecGhaIn/4jW7SfCL7x0S3dln6+iUoxevefXuO97/8c98+8NfeP/Hv/Dq7XccPH1B4uCY2N4h0R1BJ+yLbeMMJpIqEWEJJEuaQAjB6i4kBhcKixeDK4wtkMAV3sYW3ETviSRB0ofEKCTCTUhN9M8ruPdkkprWnmR7dpeS+jvUtXZS09xOWWMzxbW3yK+sJ6uw7JNlhXidPtvLLCjlekkVZY3NVN5uo7C6MUWALqhqoLC6kZt1d1IVnQh2ItBV3W6nouke1Xc6UpWSCHrpPxcqKqGizCv/qCHOvllJdnHlfwG+dNv7X1Z84rA/3QT1lxVfOj1GnAumb3jTQSy7uDo190tvfwsqm1KPERcVIhiLm23x832dmccfLt/gdxey+eybTD77JpOvs/LIqWikrmOA5keTNHQN0fp4iq7RJXrGlrjbNZDaBKcMWssbyS6rJ6e8getl9VwprOSb7CKu3qym8m4nNa0PuN09QOujUUqb7lNU10JZYztF1S3cKG3kelk953Nu8lVmHl9eusGZy3ncqLhDeUsfd57M0TYi8ukEbl3L0GqKY9c+KqVzVELHyBpdY1J6JuSp2Mi+aSV9M+s8nlUytKJndM3A6JqesTUDo6sGRlZ0jKzomJILgDe7bmFBbUNm9qJ1R7EEEph88RTwaW0h1GYP7/74l1QB96+5s3z4Gz/+9Hd+/PB3Ng+ecefBCHVdo1Td66fqXj+Vbf1UtD6hsq2fW72T3H00Q/vwssClmVczsKRmaFnDqETPrNLGktbFjMLM2KqW/jkFgwvrzCsMqE1OnIE47tAGse19Dk9fcHT6gqev3vIqWQGJ1c/xs5fsHp2yuXfI5t4hid0DNvcO2T44Zv9YWAK8Ttq3v37/R05evCF+cCpQPpKkZEdoE6svjsETRe+JIrf4mFdZGFlR0T8nLE0GlzQMreiSK3gNTxY1PF5QCSv4BRUPZhV0TcvonlbwYHr9k9M5LqV9dI1Hs+us6l2Edk/Ye/aK4xdCTOR+EsiiOwcEE9v445sEEzts7B1y+PQFT1+/4/mbb3n66h2Hpy/Y2D0UFkWRBM5wAld4U3C18AvOL9pktSc3e1jVO1jW2gUitdEtGEUkiduO0FYK+DTOEOs2P2sGF0s6B1MKKwOLKtoH52joeExVc5cAOC1dNNzvpbG9l9rWLkoamrlRXkdWYXlqliceEexEMBSXGSLIiRzA3PJaCqsbKaptoqT+rtBaJ8Gv8tb9T/I8yhvbPqn6xCP+XGwji6pvfaIyEeV014oqUhWYaCmVnvmRDny/BLV0YEuf8YmP/eXSQwTA9A1weqJcOuE5HfREnbHIYRSlc+L17y9c5fPzWfz668v85mwm57KLqW7u4d7jSdqH5rk3MMvt3jHah+bpHluma2SBO139lDfeo7Dqdoqjd62omqziajKLqrheVk92aR1XS2po6nzMkxkpT2blDC0qGVxYp31wjtbHk9x/MkvdvX7Kb3dR0nifGxWNXM4vTzq9FJNd2khF6yOaBxZoGVqhZWiVuwPLNA+upACwbURCx5gIfBJ6JuT0zah4PK9lYEGgfI2tmZiUWVjSCXzTNZMPmSWA3BpCZgmyovewpHWxqBa+2Fe0DuRmD9rkGMrgEnYJSrMPpcmHQu/k/Q9/SVV8f/3Xref/wY8//p2N3ROaugep7Rimqq2fitbHVLR+BL/GnnFuP5yi+dEMvZMyhlf0TEhNTMnNTMqNLGlsKK1+YQ7lCCLRO1lQCtWeKxhn+/CUo2evePbqHc9fv+PFq7e8fvMtr16/59Wbb3n15ltOn75kd/+IxO4BGzv7bO4dsrV/RHRrh1B8k0B0i1B8m42dI3YOn5HYFcJ9rOFNlHY/Kzo7qzoHa3pBwbCic7Ksd7KoczCttDC0ouXhjJwHk2v0Tsvom1PQN6ekb05J7+w6D2bk9EzJeDAto3tSIihXpiT0TMvpnVHSN6fm8YKWR/MaemcE99oFtQNbaIvozhFb+yeCjnb7kEBiB090E0cwhjMUwxmM4QpvEIzvENs+ZPNAcFWJ7x4R2NjBFd3EHtpIHsGx2RZIYPEJxqgaZwiVPYjC4kdu8SOzBVDY/ChTJOWYwN8LbWEJJjD546gdQWRmLysGDzMqB4PLWrrHlml9NE5jxyMa7vXS0P6QOz39tD0aoanzEUV1zYKdfGF5ipaSXu2JFBaR13e1qDw11xNBL7+ynuLaW5Q23KW8qSU110tfAJQ3tqWG9OnVYOWt+5Q3tKVoIkXVtwW6RlVjClxF4MssFIBYBB1hxvex6jt/rYjz2YWfuD8LwPdp5Se2n+mgl06M/iVgis8Tq8X0+yLopuuMxcB1caEgnt+dy+Lfv77Mr89k8L++PM+/nbnEV5n5gp53fJme0SU6RxZpeTzF/YFZ7g/O0fpkmju9I9S1PEh5KIoZwFeLqsnILyezuJr8mjtUNndxq7uf4QU5cyo782oHs0rBeGRkVceT+XV6xtdo6h6l7v4AVc0PKGloTfIQy7l0o4xrJQ1UtDwSFntDy7QMrdE8KABg24gk1e52jss/CQYfWNQzvGJiXGJmXulgWetmzeBF5YigckZQJRPV1HbRmSgsuLckFUdSowu5yY0yKW9VWQTamkzvQq53I9PaePf9nwXg+/Azf/2XbKmSLe//+elvxHaOaegaoKZzmOr2ASrb+qm6N0hN+xB1nSO0PJ7l/uAiLY9nuTcwz8MpGaOrBiZlJsalBqYVRiRGB0ZPOKmOiGFwB7F4QwRim0mX4Nc8ey1UOXtHp+wenrJ//Iz9kxds7h0TSuziDsVxBKI4AzF80U0iWwcEY9s4A1Gs3gg2bxRnMIEzmMDmi6G3B1gxuJiUGxle0TC4qGFwScvQsp6RVR1jEj3jMhNjUiGa7tGckt4pKV3jq3SNr9IzJRNAb/oj6D2YlvNgSkbXxAqd4yt0T8p4ML1O76yKvjkN/Us6BlcMTMjMLKodaJ0hwVI+sok/KtBVBB+yGAZnEIMziNEl0G6svijOkDCzjOwcEdk+wr+xhzO6hS2cwBbexB7exB7eFk5wM2XDrXcLlZzaGULpCKWMS9UOIVrS5I9jDW5ij2xjDW2h80SS4U9eFnQexqUmHs/J6Rmd53Z3P3VtD2jseEj30BQd/WPUtvVQUH2LayXVXC0qT/rqFaaoKleLyrlaWMaVvBIycoq4lFx2XEvO+kTQK6hqpKTuDuVNbalWNT3C8SOo3aK45nZqMVDeKFSFN+vuJvloTUmLLOEUVNWTW17LjTJh0SE6xlwtquRa8mQVVAjhQLmfJr19wt/LEW2nbibzZkvJyBEfW8C5q/l8czWf89cKOJ/9qTxOnBn+ch740Q069xOlisgl/P15gUj923NZfJ68/fWZS/xfvz/H//r9Of7XH87x+fmrZJc10PxwlJ6xpWQswCwdg7M8mZXRMTjHnZ4halseUNHULiSrJV2Y88oF7XBh7V2qWnto7Oqnc2iWSameebWNeY2LOY2LBZ2HObWTqXUbI2sGHk7JufNwivqOIapa+ihpbKeotoWC6rvklDVRUHuPhq4R2kdW6RwXaCjt4zI6xuV0TIhHQc/UOg+nlDyaVdO/oGNo2cjomuDJOa+ys2rwIjH6kJn9ArCZhGu5xY/CEkBu9iM3+wR9u8WHzOhCZnShMDhRGF3I9Q6kWhtrGjsSrZNVtYU33/+Zn1JhQ/9dk4Lk+T8fBDPS2N7x/8vZe31Heaf5vldnrXPW3jPTzrHtto2NTc45IzJI5CAJEFlCgBAo5yyVSqUqSZVzzkEVlDMCDMZ2h5k+M7Nn9qyz/4Ldtqd7Lj/n4vdWITyzZ033xbNeqUASiwXfesI3UFjVyo3qTm5WtXOruovCWjl36nu519hLRYeGOrmRapmeqi49TSobnTovXXqfKIOPfmcY5+AosbEZkpNzJCZmSYwLS/mp+edMzD8X3nFff8vozDxDk9OkJmdITT8iODSJc3AEW2QIe0ggvXdwjNjIHImxeSJDMwTi4/jj40LuNjRNKDWFI5Si1xKipd9Bfa9ViLx7LNQoLNSrbDT222lWu2jVemnRuGnsd1Dba6G6x0iFTE+FTE+V3EiNwkyd0ka9yiHxk0SQc3WviaoeI1W9VmpVThoG3LTpvMjNQfrtYUz+BN7EBKHUFKHUJNHhKWIj04SGpvFJVl32yLCIyYuO4I2PEUhNEBubZWT2CeOPvmZ0TpCNE1PzxCV5WnRshsG0rnjsEdGRl6anXimOL10iqEWkVEXGHxGffkps8rG47CYnsEeH0Xrj9FgCdOgcNCi0FFe3cL20hqLyOh7Ut3K7vJaC4lIuXL+dAZUjZ/MywJf25Mu5cFm4sZzO4/CpXI6eySf73CVO5l/ldMFNzl8Vodn5N+9TcLuMgttlC8bVuxLR9i4XrgnJ3PlrRZlROe/mHXJvFJN7o5gL12+/AnLpjnKh2iT9Z1ponZV9Ia0hLhBdy5mXI2zmuCGRsNMcxLSjzEJnmf0nzrH/xDn25pxm95GXAPZzqd1ConTaNEBogrMz3LuFyoh1uw9ndLCrdxxg1fb9rNq2j7Xb97Pn2FlOXy3mZlkjNTINjUoz1TIN1TIddT1GSut6uFlSx7XbFVwvruLSLXHQyLsuMlKu3qugsKKRoqo27jX00NBrRmELo3JGJUfnJGpvij4J+OSWEG0aN1Vdeu7WK7hV2UlhVRfFtXIKqzq5XdPF/aZeqrr0NCrttPZ7aB5w0zTgorHfKXkJ2mnos9PYJ1QaLQMe2rV+OvVBuk1h5KYQSluEAVccjScpzAtcgwy4BlG7RcCXxpNA442jDyQxh1K4IiM4QkPYgylsgSS2QBJrIInRG8PoHsTgHmTAEeBv//l/8YPkzvLDj/8e9P7zjk8Cvtnn33GvQcbdxl5KmnspbeujoktLTY+BeoWRpj4zbWobHRo7nVqnCBCyheh3RFCYvHTqXPRYfJj8CQLJCcIjU4SGhR53cHSG2Mg04aFJBkdniI+LK24wPkIgMYZ3cAyzP47WFUXjCqN2BAWtxRPFERqSSMpT+ONizvfERvENiq9zhIdRWoOZa3KdwkyVTLoadZuoUbwcUxsHXNSrJL5Rj5lymYHyLgMV3Uaqeyw09Dlo1XrpNgXpsYTpMvpoUtuoVhipUVqo7bPTpHHRYfChsIXQuCJYQyl8yUnCQzOEUpMEk+MEUxP44mO4IkOSmYOwrDL6ky91xclJBsfnSM08ITX1hOSUsK6PjQuvv8iIcIXOAN/oHJGRWYKpKXyJCbypKbzJyYwRqicxkQG+hYYI/qEp3PFx9L4kvfYgPSYPdbJ+CisauX6/isKHNdx6UE1BcWmGuHwi/2pGg7twl5eTW0D2edHxHT6VmwG+nPOXOJl3NUNYzr9ZIu3uKrhc9DDDOUsfANJKg4UGCacv38hYYp27WpgZadM/N80XTD9fXnWvvmKblb40n8y/xom8lxK0V0jPeVcyhgzZFy5n7LQOnDzPwVMXMrU3+zQ7Dh9n+8HjbJfG07T6ZOehk5nP0zrgLVnH2LTnCBt2HWLNjgMC2LbtZ8XWLFZs2cuKLXtZtX0/q3ccYO2uQ6zddYiNWcfYtC+bI+evcLm4jMt3Kyip76K134LM4KVNbaeux0it3EhReTsXb5VxufAh1+/WcPO+qPQq4eb9agruVXKttJ7KDjXtGpfQkNsFPUTliNLnjKG0R0QKoiWIzOinpd9Bebuau/U9VHXqaFe7aO130DrgoF3joVPnpdsYpCetxTWFkBlF6E+bxO1r1XhoVXto03ho1/roMgSFZlciI/eYQ5LULEi3MUC3MYDcFJTknlISoyuKzhvHEkhJNYQtNIwtOIwtOIQ5IAKKdO5B+qxefvfP/1/GpODPdmD+8cd/5X//8K/Mf/MbqrsGqOkxU99roqXfRpfeTa/FT78tgMYVkjS3CayhJPbIMO64UGSY/HEUZi/dJg86TwRHJIUtlBAKjkACezCJIzwkUDyUwhqIY/REsfjiOELDmANDDDgiKC1Cn9tj8Qs7K1uQAXtYqCNCwzgjIzjC4umOjeEZHMMVG0XvTSA3+mhTO2hTu2hUWanrNVPda5XKRn2fk4Z+J3V9Dmp6bVTKTZTJDJTJDFTITVT1WGhWO5Gbg6jdcfTeJDpfHJUjSKfBTZvOTYvOTYfBi8IWRO2OYg4kcEWGCSQnCQ1NE0hN4R0UgULepDAJsIRS6LyD9Lui9LsiaLyDGAMJbNLfX2BE5IsGh6YzIUfpCqamXgG/dM6oPx28LJV/aBr/0DSB4RlCo7NEJ17u+XypSTyJcSxhEbSkMHmobFNw80ENBXfLKSgu5VJRSeaamwaU7AUuy68ATNp/b0HHl3P+MifzrnL68k0uXBM2SDdKqqT/lGXk3yzJZNamL6AXrhZz7mphZl+X3hOmQTANeulxduGOcWGX93Oj1DS3UMjwbmXIzekjhDhAXHvlMpzWGy+srJwz7DiUw7YDx9i6P/sVcFtYG3cfZv3Ogxkz1HVSF7di2z6Wb81i2Za9LNm0m6827mLJxl2s3LYvA3jbDp1k38k8Tl4uoqRBxsPmHspaFDT06JAb3PSa/XRqXVTL9FR2arlZ3kZ+YRkXix5ScKea4qpW7td1cL2kmstFD8m/WcLpgkKuldbS1GuixxRAZY+gdETod8ZQS11WvyOKyh4WEaPWMJ06L00qGw29FtrULnqtEdRuEamqsguZmMoeo88RR2mPCcdkW3SBIUGADp1Qc7Sq3bRrvXTofLRrvbRpPNLHojp0Pto0Xto0Xtq1Pjp1vozNvsIWQuWI0m+PMOCIonENiv+H3qR4ehKoncINSWF287t/+hd+/LMdmH966cL8hx9+4tl3f0t7n5UOnXA2luvdqO1hLIEkrugofmmcCwxN4RwcxRoWbsP26DAG3yBKq58ei49+mx+1I0CfzUe/PYjS6kdpCdBvD6NxRdE4o/TZgvQYvfQY/fRapEBxa5hug0hn6zR66ZF2h3KTj15LkH5HBL0nljlgmIPJjPOxOZhC646iSsveDG7atS4RmzfgEAFEaidNkqlqQ5+dul5xwKhRmKjpMVGntNCqdaKwBzD4EzijI7ilEHKdN0a/K0yvLYDSHkTjDmMJxgkNTxEbnSWWPkIkJ3FFpZzQ2CjW6CjGUIoBdwyFNUSXyYfM7KdXenfTeuOYgkNYwkOYgykpmyMuvPykQ1FoeIb4xGMSUphRRALJoBTIHBqdE8HMEviFRmczBqe+1CTepNBF2yLDmINJOtUW7te1cb2kisu3S7lYeC8Degt9+NJgtLC7ypaAL/vsJY6eyc+MuccvFHBKMjk4d7VI4rNVcKOkmoLbZeTduJdxMMlIv64UvhJklK70zzqed+WVC3IakNIAmAa7n1vfpyV4Zwtucf7qnYxxQPrnny0o5GzBrYzlVvrr0webdKe38/Bxth04xpZ9R9i09wib9rysNMit33mQtdv3s2bbPtZs28e6HQdYu20fq7ZmsWrHAVbtOMDKbfsz4Ldia1bG7WT74VPsP5XPiUu3KLhXzYNWFVVdGhoURhQmH1q3UCy0Ddip6tJS1qHmVlU7+bcruHynghtlTZS1KKnq6ONOZSv5N0szV93C8ga6NA4GHFG03iQ6fwJLeFiQ3wfHsYaHMfkTGP0JdN4kKnuUHnOQHnMQpS2Cxp1EH0ih9SXReIS3Xp8jLuRjduG71++KS7ZTIbpNQdq1XloG3DT3u6RVkYeWATeNKicNSodUTup77TQoHTSqnDSqXKJLlACx2xREbg7RpfciM/iQmwIoLCEUEkYorBHkphDdRj+dege/+x//smDH918mMKdj2cRS8Pvf/SNKsx+FNUq3wUeP0UufPYTeGxPdXWwUt+S80u8MIzO46NI76TZ56DK4aNfY6NI76TV7UFmEnlblCNNt8tOmdtCucdJt9NFt9CGTeDutaieN0q6w1xqh2+CnVe2kReemVe+hVeeiRe2kRe2kXeui2+BCafEz4AjTbw+hdobRuiOS3jeE2hmizxFE5QihtItWXm7yITf5kUsW+l16wTns1HuQm/yo7FH6HFG6TX66LV4UNg86bwR3bITQ0CSh4SkCqUk88XGs4SGs4SFc0WE80SSxkSmSk/OSbdQjfKkpAcSBJHp/HK0/gdoXR+WK0m0N0Kb30KRx0ar10K73IDMF6LWLsHClPUyvPUyvTYwlOn8K2+A4waFpBsfnRVzlzDNS018TGxeRlOkKDIvMUl9qCv/QFN7khAgwGhzFHR/FHRdHEKM/Tr28n8KHdVy58zCjtkiD3kLZ2c9LpKxJ5qMLnJezz13iZO5VTkva3PNXi8i9fpf8m/e5LF1nfw58J3Kvc/JnSoyFHV0ayNJX5cNn8jL7t4OnL3D4TG6GYiN+/+VMh3oi/wpnr9wSHMKbJVy8dZ+C2w+5dreCGyVVXLtbQd6NO2RfuMyBk+czPzetUsnKOcPOw8fZuv8om7MOs2H3AdbvOsj6nS9r3Y4DGcBbvTWLVVv2smrLXtZs28fa7WJft2HXYTbuOcrGPUdYt1PIwDZlHWPn0TPsPHqGHUdOc/DMJc5cuU1hZQtlnVpq5AY6dW7UrhimQAqDL4FM56a2W095p4Z7TQpuVbVQXNfO/eZeKjvVVLb3cb+ui4Lb5ZwruE3+rRJqOpRonVHMgWHs0THssTGCwzPEJ5+QmHxKaHgWb3wcV3QUS3gUnS8lAdyguP6646g9g6g9UdTumMh3dgj7NdH5DTLgSjDgSqC0CdBs13hp7vfSqHLRqHLTqHJTr3BQ3W0VkrVOI2XtBh626ynvNFEps1AttwmN7oCbZrWolgEXjSo7TSo7Lf1OWgactKndtGncQi434KGl30FLn5Ff/8M/SYHi//F+7z8Hvh/FZfe73/49fdYgvbYYXTqhxOgwuOnUu+g2eei1BlDZA8jNPloG7NQrjNT2GKjrMdLQa6ZBaaJNbUNudElpbBGJRhGjy+CjVe2kQ++lQ+ehXeemy+CjTSPG0jaNkx5LUCSnGby06jy0aF206ty0ad20qJ00D9hpU1uRm0VspNoTQ2UP0m8PoHWF0LjEXlDrjqD1DaL3J9B742hdQpmh8wyicUXotwfpswXROAWR2ZOcJjLxBP/wLI7kGLpADEtwkGBqjOTkHMOzjxmefkxiYp7Y6ByxsUfEx+eIDk0QH50mPj7H4Ljo+DyD45K1VpQ+VwSVK4rKFaPXEUVmDtCq89Iw4Ka+30F9v52mATvtOg8dBh8dRh+dJj9dZh8Ke4gBzyCmyLBIoh+ZJTH1lKGZZ4w+esHQ7DMGp54QnXhMeOxRhtmephI5oiPYpf2iLTyEIzqCLTKMwuSmpK6Na/cqKCgu5eKtu5xbwL1bGC60sNtLj5NH08AkuTBnn7tEzoXLnMy7xqn89AHiVmaPl3ezhPxb97lw/Q5nCwozY+fJ/BucvHgj03WlnVwWSuLSYJTevQlX53MZiyzxzM8cNLIvFHDs/GVO5gudcN6tO69QZQof1FJa28a9qmau3i3jRP5VyXIrL2OrlbbS2n4wm81Zh9m45yAbdh9g7Y79rJEAbc32fazeliUAb6sAvJWb97Bqy17W7TgggeMhNu0+ypa92WzdlyNs4Q8IX8Ks4xfIOpHL7uxz7D+Vz+krt7lX10Vjv4MGlZUOvYd+ZxSNexCdN4HKFqGl306D0kqFTEt5Rx8NKiPVcgNVXVru1sq4XdHKrdJ6SqpaaFdppVWLyLvwJqfxDaUzscXKxJ+cxBkZxhoU6X8at3RwcA9KACfeiFX2MCqHIBWr7AL0VHahrOh3xKRjxSC91hDtWh9NKh91Che1PS5qe5xUyeyUtZu436KjpFnLvSY1dxvV3G0coKRZy4N2A2UdRiq7zdT2WqmSm6mUGano1FHRqcuIJWp7zNT1WqlV2qjtsVItN1LTreHb3//jXxI2lB51/8QPP/6JZ9//nmaliXqljTqFmRq5kepuA1UyA5UyPVUyA1UyPZVdeso6NDxsV1PRqaVKZqC2x0y90kqTykbrgJ1OnZteW4ABdxSVI4xMCiuSGbwoLEF6bWHkJj8dOicyoxu52UuPxUefM0yfM4zCEqTb6KPHEkBhFVxBpbJrOssAACAASURBVC1Mr9WH2hXBk5wkMDKDPTKExT8odoihlCD4eoUFvMEbR+8eROd+ORobA4PofVH03liGJ+RPTpKYfMLI3HOmn/+aoZnHxCdmGH/0hNmnz5l//oL5r79jcvY5o1NPGJ1+KmyupsVRIjHxmMjwDL6EyPo1eOIMOIV1j9wapscWQWGLIbdG6TSGaFF7aehzUN9no6HPJo3hLpq0Plp1gtWukVyuXdER3PGxjKFpfPop0Yl5KY93iuDIVGaH55S6cXNAODDrvfEMydkSGsYYHKZT56KkoZPrpdVcKX5IQdH9V66n6QtquhYC38+lagu7s4X7tvT1VVxsb3PhRnHG+y/9PdM/60T+VY6eu/iym5NsrxYCnzg0CFrJgRO5r/DlFvLwxBFDcjqWKDOXCh9QcLuMGyXVFD6o425lM8XljVy/V8mFa3cy5OK0oiLtGp0Gvg27D7B2+15Wb9vDqm17WLV9Lyu37mHFlt2s2LqbFZt3s3LzHlZvzZK6vENs3HOYzXuOsnVvNtv3HWfH/hPsOniKPYfPkHX07EtS9al8jpy/wtlr97hT10Vdr4XmfpGyprBHkFtCKKwRZKYAjX02KmU6HrT1U6MwitxorY96hZkbD5u5Vd5MRasCuc6GM5IiPvWY8OgMgdSkcCofmsSXHBddniRjNEhjrNopcrCVtjAKa5AeqeSWED0W4bentA9KDstiv9Zvi9Bni6Gyi3S0LkOAFo2Phj4f1XKH8NfrtlLaaeZui467DWruNKgprh+gqLaPwhoVhbUqbjf2c6dFzf02LWWdeso7dZS1aylv1/OwTcuDVg0P27SUd+iplluo6jZT2WWkvEvPw7Z+Xvz+f/JT+rjxX83ceCn1+BM//PRvPP32b6nuUlPWoeVBaz/3m1Xca1RmNLrputvQS3FdD3cbeilt6c8gc3W3gVq50Oi29Nvo0LqkEdhOU5+VRpV4vdvoY8AdR+tNonFHULvC9NkDqGx++uwBBpxhNO4YA84IalcUoz+FKSCMN9PWT8GhaeJTj4mMTBNIimxcf2ICj3Qd1nti6NwxtI4oOncEcyCONZzCEkxkPnZEhnGGhwgkxomNzTI885Sn3/8t3/z275l/8Rsef/M9T775jqcvvufJ818zM/8tY9NPGZ58TGpinsSkUFfExubwp6ZwRkcw+oXrtMoepscWQm4J02MNo7BFkVuidJlCtOmFd1mz2kXTgFPaQTpp1flErqotjCU4JLTNKQFs6b1dbPIxvtQktnAKRzQljbGjoqOTnGv0XtHp6jyDGP2SGawvgcabRG7yU9XZx72aVm6VVnPlzgNyFwDfz/d7Cy+pC8EtEyt54bLI111whMjJLZCATeL0XRegtzCKMj3ipi+q6YyO/SdER7fQ5HShG8xCr7q0xCydj5FWbZy5XChRaR6InInicq7fq6LoYT1FD+u5VSr0wpcKSzl96ZZwMDmRx97sc+w+Khyktx/MZtPeQ6zftZ+12/eyYssulm/eyfItu1i6aYeozTtYtnEnKzbtzoy5GeDb/RL4tu87zq6Dp9h7+Cx7j5zNuDLvP5lHTv4NLhaXc79RTtOAg3adR0wAUvBQJmVN4pxWynTUKkwiAKzXSllbPw+aFDQqdGjdYeyRITyJcXypyczKwzU4KoxAIiOYgyl0njhq1yD9TmEVr7RFUFhCyE0BSbbpo8PgpcsYoNsUotskADAd/6i0RFBZwiitEXrMYWQGEfLdqHJTq3BR3mWltN3EvTYDxc1aihaA3a1qJTcqFdysVHCjWsmt+j5uNw5wt0VDaYeeh516Hv4M+Epb1JS2qCnr0FPeaaCsXchGS1v6ePH7f+anP/4bf/g/ePH9px3fH374Iz/+9G88efE7Kjv6KG0b4F6jktu1copquimsllFU083tWjm3a+UUVsu4VdWVkbClHVwqOnVUdxuoU5hpUFlo6rfS1G+lrtdIVbeeSpmOOoWJxj4bbVo3KlsYo28wE8uoc0cYsAdQO4Lo0ns76WODN4bOHcUihRV5osPCXn58lvjYDLHR6Yy8yx5KofdE0Ug7P4NvEEd0WFr0j+MZHMEzKI414aFJYpIL8/jcU55882u+/e3vefGbv+PJN98z8/gZs4++Zmb+GybnvmFk+qlkuz/L4OiMyBmRjj2mQAKNK4LSHqTXFqLXHkZhC6GwRehNJ0wZg7Qbg3QYQ8jMYWTmIO16r0ivM/pR2kJoXFEswRSB5CTxiUdExh4RGRcVGhVGpPZICnsk9dLdRvo7NPsT4g0ikMpkbhj9SbQeMcIoLAHqezSU1ndwq7SGy0UlnLvyqvZ1IUAtpJH8n4Dw5xb0x85fyuwJ0y4tadrIwotsej+30L35wMnzHD6T9yp9Jt1V5l55RfealoHtyzmf4ecdPXuZswVFC+g0L2VxV4rLMs9LhaUZe6y0Tfze7LOvAN/GPQdZuyOLNdv3smzTDpZs3M6Sjdv5asM2vtqwjS83bGXphh0s37jr1VF310Fh87RLgN+2rBx27D/B7oOnRed39AxZOefJOplHTv5NCu5VU9qioMvop8captPgo0FlpVpu4H6LitLWPkpb+6iWG2iUsnfre83ca5BT0iSn2+BiwBnEHEzgjI1gj4y8EndqDoqGQeuJ0+cUmRgKaxiFLUKPLSy5KIeRmYLITAG6TAE6jX7p0BB+aSlvCtFtDmfoKHJTkC59gDaNV+TdKhxUymw8aDdxt1VHcbOWwoYBbtQouVnVy41KBdcrerhe0cOtKiW3avsobBiguFlHSbueh10mHnYZKevUU9llpKLTQHmHXgCd1Pk9bBdgeL9VTUmzkm/+7p9ednx/rmTtf//hX/nhx39jXjIpuNeoFATGahk3Kzu5WdmZAbv0a9fL27ldK+d+c18G+Kq7hctCg9JGU5+dxn4bDSoztQoBfBVdWkkpYaZeaaFd46TX5BFh4744GmeYPqsfg3cQg3cQrSvCgBRLOWAPonGGMbojWLwxnKEk4dQkqYk5UhOPGBydYXBMcN/8iQnsoRQ6Vxi19A/CkxiX/OsEaMUkbuHI9GMm558x9fgZj59/JzTEv/5bnn33W2afPGd0ep6RyTlGpp8wPP2E4emnJCZEyltkVBiBhkdncQ2OYQsPo/fG6HeGUTlC9NqDKGwhlPYISocYfWXmEF3mID22CP3uOFpfCrUrRq85gNLiR+OMYAkk8cbHiY3OkZp+THzq5Xibdl+2hVMYfTEpw1fEbJoDQ5gXBA3ZIqM4Bycw+pOobEF6zAHaNQ7K2xQUlTdw9U4Z+TfvZnZ7C8fZNLl3Id9t4fV14dFjYeDQsfOXMq+nDxZpAFu4u/s5CC60uF8og1sIssfzrnD0bMEr+brp2Mis7HMcPXtZShUrkpxS7nKpUPjU5V6/w/mrtyUnFXHwSAcDpT3rsrLPseeYuOZuzjrMup37WL1tDys272SpBHhfrt/Kl+u38tWGbSzdvIMVW3YvOGrsz9BaNu0+wta92a+MuzsPnJQCgU6zN/sc+07mcSz3GjfLGqjqHKDbLMbLLqOfeqWFsg41dxp6uNuo4EFbP9VyA50GH60aF2UdAxRVt1ElG0DjFmJ+c0B640tHnAaG0HsTaFwx+uxi8ugyBenQ++jQe+k2+VFYxa5OUFfiIjzIOYjCEUFuEVSVTr2fLkOAroVPnURL0fpoGnBT22unUmalvNNCaZuBuy06ips0FDYMcL26V3R4EvjdrOqlqLaP4oYBips1lHYaqJQLZVRdr41quZkqmZkauYUqmYmydh0P27SUtmpeVpuGkiYlz6WO7y8Cvh9+/BN/+PFPzH39a0oaZNyuk3OrqpMbFR1cK2vjermQraXrenk7Vx+2crOyMzPulrVrqOjSU9MjkuGb1U6a1U4aVNaM5rVKbqCmx5T5vKbHSEuflU6dG7nRj9zkp9vgQyVxeNKZGz0mYYqqsgXRucKYfYM4w8OEh6ZIjD9iaPIJifEZBsdmJHurKTzRUSy+OFpPGFNgEEd0iGBqnNTEPJOPnjM5/5yZpy94/Px7nr74NU9ffM+LX/+O3/z+H/jud7/n8fPvmJgXpqSx0SniYzMkxudITs6LlLaJOWLjEpCOzxOW+HTu+DjW4DB6X4IBdxSlXbDW+xwx+uwio0BuDaJyRtB54zgio3jjk7ij49hDYvz2DI6JQKeJRySnJSKyRE/xJMZxx0WKncYZFHGd4WHM/hSWwDCWwHAm29cWGcUVn8ToT9KlddCgNFPVpaGkoYvr96u4eKuEC1eLOH35VeBLA1ga9BZmcvycerJwHE0fHMRlVfAA0wTohbSU9OcZonFGJZKf2e+lu8WFI/Gx85dfcVdOBwntPHQyE6l4PPcaZy4XijCgq8Xk3byT0femR/mzVwq5cP1Oxtr+8OmLGanZnmOn2HEoh/W79rNq625WbNrB0g3b+HLdFr5Yu5nP12zii7WbWbJxO8u37mL19izW7zzI5r1HM8ltW7KOsWXvMbbuyWbLHvHcnnWcHftOCAA8dJI9x86y71Q+h85eJrfwAQ9blXSbg/RYw8hMgQzwFdfLuduooFKmo0XtRGYK0Kp1UyHT8qC1lx6LD4M/hcGXROeOo3FE0bheysP03iQDjigKc5AuY4AOgz9zYOw2+uh3RDD6kliCI5iDwxgDQ+i8CQbcgqeX5ujJjEFk0jPN2WvT+MS+WuUSMjaZ5d8BX1GjmsK6PgqrlZlR93ZdP/eatNxv1fGwQ09tr51WjZcug3BebtO4aepz0dTnok5hF51fesSVur37rWpKmpR88/t/ysRL/tnA94cf/sgfJJOCu3VdFNV0c1MCuGtlbZkS2l3xLCht5lpZG4XVMmnfp+Bek4rSNjVVciN1Siv1fVbqJeAr79LxsEPDg3a1eLYNUNoiNL/VMj11PSYaei0ZAmWXXmRuCBqMiy6Dlx5zkAFbCINHuC8Hk5NER0SaWmJshujwJLFRESDki4/jCKbQukPoPGGM3gjOUILE2AxzX3/Ps+9+x4vf/B3Pv/8dz777DV9/+2tefP9bvv3t73j+/W959M23TD55RmJiltDQeCbqUtjVzzIoeftFR2eJT8wTH58nMfmU+MQTAslpbJFRDIEUA64IfRJ5dMAVF0+n4CPaQikCiUnio3Mkx+dJTorLcXx8TvIpFN1pcHj6lV2NJSjstRRGN/02P2aJ4W70JtG5BjO7PXNwCEdsHFMgRVu/hfL2Pu41yLhV0UjBnXLybtzl/NVCzly++coBY+G4ulAylunAcq+Qc+HleLtQ9ZD27EuDZnpUXqiQ+LmxwUJ1RroLXJgDku4qj567lOn29hw9k4mM3HX4FAdP5XHsvHBMSRt+nrlcyJmCW6+M8Jnvn389o+oQtlDi++06/HK/t2rrbpZu2MZX67bwxZpNLFq1kc9WbuDzNZtYsnE7K7ftYe2O/WzcfTiT2rb9QE4m4HzTriNs2HmIDTvEhXfznmNs2ZvNtgPH2XXkNFknctl/Mo8Tl4q4VdFCvdIspfi5qVdaMseM6m49Tf32zCgsMwmDAbnJLy6xjhj99ihKcxi53k+3MUC/cxCddwitdwi1O0m/cxCVIyZSAe0RlNYgA44w1tAQgeQUwdQ0nvgEtsgwRn8CvTeG2pOgz5kQ0ZF2kXehtMeEoskgRtwWjYeGPjdVCpGcVimz8bDTLJLSOkyUdJgoadVT2mqgtNXA/RYdD9oMVMqsNCgdtGs9kpY3js6bQu0UIN2pD9Cu9dHc75Z8/axUdZso79TzsF0nOr5mJc//7p8zyo0ffvizR12RufHo+a8pqe+muK6XopqXu7xbVV3crOzMdHsLKz0GF9V0U1TbzZ06OSVNSu63DXC/fYAH7SoetPZT2jJASbOKu4293Knv4U6NguIaBcWS40uma+zUUSM3Ua8Umts6hYXmfqd41zEF6LX40LjC2KPD+BOjBJNjDI5MkhqbJT4yQ3R4hsjwjMj29ccZkOguYlcYxjM4ytDME+aef8eT734jmYV+y+zXL5h79i1zT18w8/g50/PPmXn8DeOzTxkanyM+MkN8dJbk+CNGpKtucvyRBIKCzpKcnCc19ZhIagr34CimUBK1O4LS7kdlD2AIJDAHk9iCCVzRFKHUBKmpR4zNPmV05jGj0yIgaWz2KUNTT6SReo7Q0AT+5BgeCfj0nihKqw+ZwY3C4qffERZkV1uYXqMPpdWP2hUW7tiBJDpvjGaVnrImGbfLG7lxv4bLtx+Qe0MoJ9Lgkh5Dj5zN50T+1YzF1EJuX05uQYbGcuRMPodP53LgxDn254hAon3Hz3Lw1AWO5wkuXRrc0j9jIfikffsWqjTSoPfzY8tCw4QDJ89nuHbbDhxj99GTGT3xsfOXMx3jwqvxS/rLwmee9L3OsuvICbbuPyqRlcVRY+WWXSxZv5Uv127ii1WbWLRiI4tWbOSLVZv5au02lm/cxeqte1m/az+b9h5ic9Zhtuw7wuasQ2zYc4i1Ow+ycts+VmzNYtW2fayUat3uw2w9eII9OefZfyqf3Fv3uVXWQGWbii69k06Dg1a1jbpeEw29JhqVJjr1buTmAD3WMHJrGLk1gsIq5GM9pgByo5cunZt2jYcOvQ+5JYTaPYglNIwjNoYjMoI1OIzRl8QRERZnIoZ0hEBqipCUDeNJjGOPDmOPDWGLDOMcnMCTnMYVn8QWGc14WPY7BXevQ+cVNvQqN3VKJ9W9NhEm1G2hqsdOtcJJba+QibZq3HRKmn6FOYzGFcfkT2ANDWELDeGIjGALptC5BXVGIcnp2nUemgYc1PVaqZa/zPMo79Dw4vf//OcTmF92fD/xw49/5NGz7yltVHCvqY97ja9edBceNdJAuBAQb1Z2cKOqgxuVYhy+WdXJrVoZt2u6KK6VcbtORmFNJzerO7hR2c71ik6ul3dmxuiXnWMv95v7eNim5mGbmrJ2DTVyk9gb9tvp0DrotwdwREcIpiaFi/PwJNFhoQMOpoSe1x5MYvDE6LeH6LX6UFq8qB1BLMEE/tQE8fEZhqfnGZl5wujsU4anH5OaFPvC5Lh4jk4/YWTqMcOT8wxNPmZo6glDU48Zn3vO2KPnDE0+JiaZCURHRSeYGJ8jPipkZZ7EBNZQEq07jMYVwh4ZxpsYx58cJzIyxdD0Y8bnnzH95AUT808Zn3vC+Gw6QPwZqenHwldwdJpgagJvYhxnbASDN4bS6qfL4KFD76Zd56JL50am99CpdQnbf5OPHrNYH3RonVR1qSmpaeOmlNOaNvX8ObClO6/Tl29k9LILbaBy8gRX7ujZSxw6nc/Bk7nsk9xMDpy4wMFTeRw6lcfx3Kucu1rE6Us3/52xQJois7ATW3g0SYcUpb8ureA4fCaPw2dfcu7SY+lC4EuP6tkXLmXAct/xs+zNPp25HKcrK0eMtmmychrw1u3cx6qtu1m2cTuL12zis5Xr+Gz5ej5dJmrRio0sXr2FJWu3s3zjTlZt3c3aHVms37U/8/Wrt2exfMtelmzcxZfrd/DF2m18sW5bRrK25cBxcvJvcOLSLe7WtNKqMtDaZ0RudNGmsdChtSE3uOg1+ehQu+g2+JHpA3Tq/HQZgnTo/LRphSa2Q+ujRe2gud9Oh85Hry2C2j2INTRMaGSO+MRjYqOzBJJTeAaFFDKcVv8MTREemiY2MkdsbC7zekDSg4eGp8VxTTICDaREML01Morem0Rpi9At7QHbdV5atR4aB5w0qJw09rloVnvpMoTpc8TQ+1JYI8KBxRIcxh4awR0dwRMbwx0dxR0dxRkaxuxPonXH6beLNDW5OUS71kNjn4NahY3qbuGFWdahfoXO8mc4ML90Lv3hpz8y+/V33Kvv5k6DKgN8afArrusRXZ1U6Ytv+up7q6pLAF9VB0WVbRSWN3HjQR1X71Ry5U4FV+9XU1jRyO3qVq6XNVHwoInLpc0USJU2O01bYBVWyzL+f/caldIRRU19j4EunRO9ZxBvYoLIyAzR0Rl8C6Iqzf4EGmcUrWcQnS9FnzOK0hZA7Qxj8MawhlK4Y8P4k2MEUuNERqeJjkwJu/shye5ecliJDosYyvCQsMIPJMaIjkyJA8noDJGRacIjU4RHxO9PTEgd4ewzxua/ZXj2OdGRWTzREQKJCSKjs8Qn54lPPmJ07mumv/6WuWffMf31cyYfP2fi0TPG50UiXGJK+PFFx2aF+2xqEntkGL0nRq81QJvOk7n+Vcl01CvMNCotNPSaaO6z0txnpVFppq7HwL36bm49rOdS4QPJrvw2Z6/czBCXF4aKpzuxhWHjC0nM2ecLMsadLz3pBJfu+IUrHDt7mRN51zh3pYgzl25x5tJLbuBCLW4a0NLHjjTw/fyYko6vTF98D566kCEbbz+Yza4jJ16Rsi3s6tLys91HT2Y4eunQ8x2Hcth+MJst+46wYfcB1u3cl7nirti88yXwLX8V+D5bvoHPV27ii1Wb+XLdVpZt3M7KLbtYvW2P4Ptt3cWKLbv5auNOFq/bzudrtvLJio18tmpzBvgOnL5Ic68OhdGF3hPF5I/Tb/PTojRQ2d6LwmDHHozjCMYxuWKojB7alSbalWa6Bhy099loUllpUDlo7HNTrxIuKV3GEHpfEmdsnOjYI0bnXzD5+FtGZ5+SmHxMdPQR4ZEZYuNzDM9+zeijZ+JoN/WE1IRQICWnHhOfeERoaJroqADO6KhwAg+mpsQbcHQMc2BIAJRDpJ71WMN0W0N0Gv3SLtFPhyFAjzmM0ZuUYmUF9cwbG8MTHcUVGcYdHcEZHsIeTGL1x7H44ujdCXTuBFpXkn77IDJjkJYBF3UKK5UyEw879JS29PH87/7pL9DqLuj4fvzpT8w8+ZaiqjZuVMq4VSmjsFr2H4676W5vIQgW1/VQXN9NYUUzB7LPsmrdZj5ZtIT3P/yU9z9cxMefLmX56s3sPXCcM5eKKLhbw8W79eTfrefivQYu32+SALCZqw+F+Wl6lC6q6c50gw9a+6nt1tNtcAsXmNQUwaFp7BGhFx5whlHZQ8jNPhTWMH2uuNht2ML02UL020OCFuOP446N4I0LQ4FAchJfYgJ/YhxfQgCikKpN4I2P4IkN440N444O4Y1JY3ZqnGBqXABocozI0CSDY7OkJuYZn3vG/De/5flv/p5Hz3/DxKPnDE8+JjH+SFhNSS7LIhbyGTNff8Pkk+eMzD0hNT1Pcvox0bFZ/MNT+JKTeFOTeJKT2CIjDLgiyM1emtUOqrr1lHUMUNY+QGWnhhqZnspONdVdGurkeup7DFS093PtYSP5hQ/JvX6Pc1eKhYoiI+R/OXKmO7yFDinp3/NyXJX4e2kC84VLZJ+/xLFzF8k+d5Gc85c5lX+VM5eucyr/KicXKEAWAuxCfezPr8kLjyFpoEs7p6R3ieng8j3HTnHodC45uQX/jhpz4OT5DCF5+8FsdhzKyVRakrZxz0HB19uRxepte1iePmis3cwXqzfy2Yp1fL5qI0vWbWPx6i0sWrGRT5au47NlG1i8ejNfrdvC0g3bWLZxO8s37WD5pu0s3biTL9cL4Fu8bjsrt+1j/Z4jrNt9mG2HTnK7skmEbw3P4IyNYfTF0LlDdOvsKPQO1GYnLZ0yCotvk3P8OFn79rF561b2Zu3n0NFsTudeoqSui1q5WfLFs1CrtCO3RLFFxgiNzZGY+prx+W8Ym33K2MwTRme+ZnRWTCvj88+ZevqCueffM/vkO6bmvmF0+muGp55kJJjh4WmCqSlhvpGcxDsoLNZswSGMviQ6TxyNJHHrc0RROiIobCHkFnGdznAATSHUjigmvwgL8sUn8ETHcIaGsQVSWPwJzN44Jk8MvSuK1hFB4xxE54qjdSUZcMSRm0I097uollso69BT0jLAnfoenv3uf/zlV90//CDiJafmv+FqaQMXS5q5eK+Ry/dFV3blQQsFpc3i8/tNXCoRv5bu0sS+r4Oi2i4u3ynnV599xTtvv8dbb7zFm794kzd/8TZvvvYOb/7N27zzxgcsXrKOM5dvc/leHbnFteTdeQl+Vx60ZC7J6TE4DXx36hWUtvRT3W2gTe2kzxbC5IuLDs8dk4xIXbSo7TT2SaOxzivtFfzIDD56jD5U1iBqp3CaSfOd0gRgWyiJLZTEGRnGPTiKOzYi1BOxoUx54yP4E6MEUuMEUuP4EqN4YgIQg8lx4qOzTD4S4evf/vbvef793/H0xW+Ze/otE/PPSU0/IT75iNjINLHRKVITc4zMPGJ4Zp7E1ByDE2J89g8JvW36z2YJpdD6hKdep85FY5+Fis4BSpt7KWmU87BFSVmLkgeNPZQ191Ld0U+9XEtJXRcXb1dw/uodTl+SZGOS0Wj6+HD68g1hFS+pLNKVGXevFgoT0Cu3OHXxKifzLnMy9zInLlwk51w+2WdzyTmXx8ncS5zOL+D0xSuczi/gZN5lTuQVvEJcPpF/LWNrn9bhLsz2OJRRa1zIyNjSgHdwwcf7JIDLyjnD4TN55OQWZDq8PcdOZTq9tNFAege3Zf/RzGib7vTWbN/Lyi27WLZxO1+u3cziNZv4YvVGFq1czyfL1vDF6k0sWbedZRt28uWaLZmu76t1W1myfitfrduyoEQn+OX6HXy1YSfLNu9hd/Y5Cu5WcLuyiQeNXQzYA3gSE/hSU+LfXTiFIyqe3tgI9S0dZGXtYfmSz/jso3dY9Kv3+OV7b/DZJx+y+PNP+OyzT8k5X0CtTE9Zp4GHMiM1vRa6DH4MviTelHDwiY8/Ijk5z+jsU6YefcPsk2959Ox7kUvz7AWPnr1g5skLJh89Z3T2a0maOcfguLA/88YncEVHcESGRSSsdxCtK8aAM0a/I4bKFqXXFqbHGqLHGkJmCkhXY69kduKnQ+fPGBb32UPCns2XwuBJoPcIuo3aEWXAHqHPFhIOTaYAvZYgvVYx6nbofDSo7FTLLZR36rnfqpaA7x/58V//xB9+/OnPP26kVdd1zAAAIABJREFU/eon5p5RUFJH3t16LhTVcr6omgu3a8i7U8fFew1cvNdA/t16cotrM6/nFtdK4FXH5QdNnL56l3c++JS333ib9956m/fefI8P3vqAD9/5gLd/8RbvvvEeH3z4OScu3uTaw0YulqS7vRZuVHS+sutL7xfTn5c0qSjrEHkfMoOfXpMfldlPr8lHt8lLq8ZOvdJETY+Rqh4jlXKh86vvtdLc56Cl30mb2olM50Fh8qCy+lA7Q+g8URHg44mgcYXQuiOZWEt7ZFgI/WPDuGJDuCTw8yfHiIxOExubJTQ0iTc+kgG+2PA0o9NPmHn8nCfffM/j59/z6OsXzD55xsSj54zMPWNo5qlEjZklOT5DYnyaxOQsg+MzxMZmCI1M4U2O4YgOi9hNTwy1dCGWGTy0qh00KA08bO3lbm0nRRUt3Kvt4E5VK0VljRSXN3GvupXiiiauFFeQe72EM5cKOZF3g5wL14Rjcd4VTl8Su7zc60Xk3yzmwvUizl25xflrhVy4VsTZghucyL9CTu5lDp++wL7jZ8g6ksOeA4fYfeAQu/YfZMfefWzfkyUqaz879x9k96HD7D1ylAM5xzl88gyHpB3cqYtXOZ5bwNGz+Rz7DzI8Dp/O4+DJC5lR9efuKYdO5WYkbAuvyWkazP4T5zJjbNpSauOeg5mubv2u/ZLpgOjwVm7ZlRlrv1q3hcVrNrFo5XoWrVzP56s2ZDq+L1Zt4qu121i5eQ8rNu3OgOCKTbtYvmm7dATZwuK1myXg3MKX63ewdNNuVm3fT07+DZoUWnRuwdMUMQKjmSQ8b3ICT3IMb2KcQHyMiqo6NqxfxWcfvsknH7zJJx++xbtv/BVvvf5XfPzhO3z00QccOn6Ghm495Z16ymVGGlQ2ZAY//Y6I5P0oOqxAcpzhmadMzX/DzOMXzD55wezTb5h69JSxmUeMTs8zNPlISjucITwygT+Z/rONYQqIgCu1M4LS4kduFJdjmTFItymEzBQUpGeDT6Ki2GlS2mlSOWlSOmnqc9PY56JJkuPJzUGU1ih9DqEeUdmiKK1in9djDtJt8NOpcyMzeJGZ/HQZ/bRq3TSobCK1rcdCtdxMebuab//f/8lP//onfvjxp7/wuPHTH5mcf05BSR35dxsz4HausIoLt2s4X1TN+aLqzOvp184VVokqqib3Tg1ZOed57/1f8f47H/D+Ox/y4fu/5OMPPuaj9z7mw3c/5oN3fskH7/+K07lXuV3ZypWHzdyo7KCoRs7dBhUPWtRCm9dloLpHRNE9aBvgfnOfoL+0a2hQ2ujQ+ejU+2jXeGhVi7+Uul4LNXITlV16yju0mQNJeYeWyi491d1GCQgtGUPVLp0ThdlHr0UQiHssQRTmIH2OCFrPIHpfAnNQaIAtweQCL8Ih3PExvMlJ3HFhBOqLTxBITBIdnZV2fY9FiPnsU0ZnnjAyLcwOhqafkJp6nOEEJiYeEZ98RHR8lvDYjKTDFaYDtsgwem+CfmcUhU2w7eWmEO0DLhrkBh7Ud3O7rIlrd0ReRUHRAwqKRYnEtLvk3bgjLNwLxM4t5/wVjp6+SPZZ4a5y+PgZdmQdYN2W7WzeuYdjp86Sf/UGFy5d5XD2SXZlHWTrrj1s2bmb5WvXsWT5UpYsXcwvP3qfN99+nTffeo233n6NN956jdffeo3X336NN95+jbffe4v3f/kuH33yEZ8s+oxFixfz5dIlrFq7lk1btrBjTxZ7Dx/n0PEzHDlxjpwzeeSczefYmVyyz+Zx9Gwu2RcucfziVXLyr4mL8+kLHD59gcMnz3P45AUOnbjAkVN55Jy/zNEz+ezLPsOOA9ls23eUbfuOsmXvYTbs3M/6HftYu20vqzbvYsXGHazYuI1l67ewdN1mvlqzmcWrNvL5ig18umwtny5fyxerN2ZG2PTYu2T91swhQ4DmbpZu3MFXG3bw5frtfL5mC5+t2sRnqzaxaPVmFkvHjDU7D3K9tIZ+awCDJ44pNIwlPII9OoIrJvZcjlASe1T8O3MG45SUlLB62WI+/eWbfPrxO3zy0bv84r//P/y3//v/4q3X/5oPP3ibA8dP0qCwUCY3USE30jzgQWmPMSBZv2ldUXTuKNZQkuiYiDoYnf2a0bmvGZl5SlKaOiLDU0SGxaHDG3+p+baEBAla60mgtIXpNvpp07poHhBSS5FV46RpwEmLxkXzgIdGleDe1fTYqe62UiWzUNVto1rupLbHRuuAhx5jkD5rmAF7hH6p1M5o5nOVLUSPOUCPyY/CEsh8LDd66dY5kUnUtm6tnd/+w7+85PH9B6D3XzpuTM4/p+BeLfn3msi/K7q7vDt1mc4uDYTpOnur8mUVVnKhuIrlm/fw2uvv8sYv3uD1v3mTN994m3fefJd333iX1/76LV7/6zd5/Rdvs3nHfu7VtHO3QU5JkyKT51HZqaeyy0CtwkxjvxhZaxVmIXnr0mUArE5hoanPQYPKTn2vlRq5MQN4pS39lDSpMl1j+jhS2tLPg9YByjo0VHZpqZHrhYROZaW530arWrwjtWnddBl99FiD9NqCqOxB1M4wem9MGKtKjsomfxxTIIHJn8QSTGIPi0WtMA+dIzUprsapqXkS43MkxmaJj88Sl+Ru0RHBOYwOTxMdnSE0Oo1/SBiYClupcWzhIXTeJH2OmERfEA62HQNuajvV3K1u5+b9Wq4UP+TSrXvkXr9N3o1i8iXAO39VdHAn869y7NR5du07ypad+1m/ZRfrt+xi8/YsVq/fxK8+/ZyPPvmMr5at4Ej2cS5fuc6F/Evs2L2XFavWsHTFCtasX8ea9WtZuvwrFn3+K97/4G3e/+Bt3nv/TT748G0++PAd3v/wHd59/y3efvcN3nrndd58+zXeeOsXvPbG3/A3r/81f/OL/84vXvsrfvH6X/Pam6/z+jvv8f5Hv+LjRZ+zeOly1m7azLY9WWQdyebIyTPknMvn+IVL5Fy4xLFz+Rw9k8uR08L5+eCJ8xw6mcvRM5fIPneZw6dy2Xv0FFuzjrB5zyE27znEpt0H2bT7IGu37WXFxh0sW7eVL1dvYvHq9Xyxch2Llq/hkyWr+PjLlXy0eCUffbmSRSvXZ0Au3Rku27idJeu3sXzTjgz4rdoqgG/xuu0sWrOFT1du5FfL1/PJig18vmYLSzbuZOW2LPafyqdFqcfoTWDwxrGEhrBHRnDGRnFFR3CGh7EGExj9g2L/7I1SWFTIhjXLWLr4IxZ9+j6ff/ZL3n7jF7z79ut8sehjFi36mH3Zx6lXWCiXm6lSmGlRe+m1xdB44pgCKWyRUSFbC6cIpKYYHJsjPp5O8BNc0VBK2mvHx3FFhrGFhMux3htH5x5E4xqkzx6h2xTIXFbrem1U91ipllup6rZQLbdS02OlRmGnqsdOeZeF8i4LDztMPOgwUtZppqLLSnW3ldYBDwPOOEZvEmsghcWfxOJPYg8NYQ+9dFnWeYREVe+NofeKVEG9J4YpkMAQGMIQGEJjD/D7f/pf/Jixnv8LRt0ff/oTk9KOr+BBG1cetEq7vZbMju9SiegE051eGvTO3Kzg7K1K8u/VsvvYWd57/2M+ePcD3n3rPd5+8x3ef+d9Pn7/V7z1+nu8/fq7vPnGe2zclkVNRx+1ci21ci11PQYaes209DtoV4vIyk6Dlzatk8Y+mxhfu4UsTrjESNm+kka4rF3Dg9YBSppU3KlXZHKBf36ISe8K7zT2UtLaz8MODeWdWiq79dQoTNQqLdSqLDSqHXSZfPTYgqgcEQZcYXSeKOZgEqu0bzMHk8LI0RNDK+mJLcEE3sExIqMzJKcek5p5QnziETHpChwdnSE6MiveYVNTBJKTBJOTBFIT+FLjOGNDmRFbOK0k0Xnj9DkjwvRAGgVaVDbKGuXcLmvk+r0qCoruc/FGMRdv3Cb/2m3yrhZx9uINTl4oIOfsRbbuPsjSFav59LMvWLp8JctXrmH1mvWsXb+JZctX8NFHH7Po88/51Sef8Olnn7Fjx06OHD3K+o0bWfzVl3y+eBFLl3/FkmWLWbN2BStWfsXiLz/lqyWf89WSRSxbvpilyxezbOWXLFv5JV8t+4Ivly76/zl7r+62EzPN82bOtEO77CpFijkHMCEnRoXKOaiCKqikUs4iKYkSc84gQeScQSQCzKQoqVTBZbvd3du9vXN2eno2zQeYsV1lz+7Vby/+IIqyt2fbvngPAEoidY6EB294AuVVxZSUF1BUmk9hSS75hTnkFmSRlbOPA4f2svfAHn76zFM89fRP+OunfsxfP/Ujnnr6p+w9cJCC4hLEciXNR57jlTeP89rxD3jxrfd4/s33eO6N9zj22vs8/8YJXj5+kpff+ZBnXztO03Ovomp9HkXzsyhbnkPV+jwNx15G2nCESomasjoFxdUSCqtqya+oIbesmuwSETmlInJKayioElOjakJ5+HmaXniNlpfeQHXkhczltl7bSq26OTMiVykaKZNqKa5Xkl8tI79aRkGNnFKJBpGqhSOvv0fHwCSWYBJXdB17eFno6hY3BPfwtFGGO7qCdWEJgz+JNRDn5OnPkEmqEdeWUSUqpFpURkF+NkWFuYgqSykpK+DIy6/SNWXn1qSDzhlnmhAcZtoZwxxcTgPfBr7kFoHkFuF0TGNs7VEmryaysv29L190FWtQ2OHpPXFmXfHM+DliCtGv93Fv2sXtcScdow7aRxy0DdtpG7bTMeKgY9TJzVEH14asXBuycnXQwpUBEzeGbNwaE4LFh41BrAvrOBbW8MbXMzESC8vbaWbGfQLJTTzRle8dl9IuSs50o2FdWMUQSDHvWuB/eQL4/oKO73ff/oFHX/+aM219nO4Y5UzHKGdvf6/eOHmjn4+u9vDB5a4nRt/dHeCJK3d54Z2PyM0vIS87n7zsAvJy8snJyiEvK4/9ew5xaH8OeTlFnL3YxqTRw4TZw4wjyJQtgM65gN6TwOhbFBA+vITOG2XY7Kd71smdSSsdI6aMV9etUXNmpN0Nerv1xLsldztAePb2KGc7JzjXNcXFHh1XB+e5NmTk5qiFm+MW2iet3NU56Zv3MmILovML3n+mQApLSPg0taetn0yhFHp/nPm0mYIjskQgtUV88/O0rO0LgYe39oDYhmBqGk1bxwv8pR0L/c006C3jjAqW/bZwCqMvjimYZM6fYMYbZ9oVY8oepWfSyvW7Q1zq6ObUpTY+PnuZE6fPceLUGd48foLX3nyX1954l1feOM4LL79BTb2cwqJiCgoKqKiooKamhtraWmpra6moKCc7O5uCggJycnJ4+umnKS0tQSIVUyUqJyfvEAVFORSV5pFfnE1xaR5l5YUUl+RRWlZAWXkhVaJSqmvLqZNUUSuuQlRbjqi2nOo6oapqvgfCyupSyquKKSrNIy8/i8KiHIpL8sjNO0jWob3s3fdTnnrqr/nRj37AD374A378k5+QnZeHRKni8Auv8Pzrb3P0lbc4+loa/N76iOdeezcDerLGo8ibjqE+/ALaoy/R9NyryJuOUSFWUVBZT35FLTllleSUVJFdUkVWUSWHiqvIrxRTJlYhaz7G4Vfeyrg+a599GWnTUWrVzZmLb5VcoLFUyLSUiNUU1irIr5aRJ5JSXK+iVnuEl947yd1RHf40zcoT38QdWxciGBLreBc38cSFGEVLKIU+kGTGk0DvXuCVt96ktrYCrVZCQ4MMqaSa0pIC8vKyqKurQlRdzpGXX6Vz3MqtKSe9Bj+DxhCDhiDjljA6ZwxTYAlraBl7WOiu3JFlgslNIqsPWVh5QHhJABnf4hbu2EaGnDzrTjBpF0wIxq0Rho1B+vV+uma83B530jZs5+aQgxuDdq71W7naZ+HmkIObI06uDVm53G/iQs88F/uMXOo3cXPElu4MHfTPedB7FvEktgguC8Fh4XTtOCztdJ/CCmAVZziFM5TEHlrEFFgUbPPdMWYdAf7DfxaA7zd/0Y4vPeo++vrXfNbWx6n2YU61DWVoJTu5ujtd386R48QOCF4UQPDDq/c49sYHPLPnINkHczh0UNjx5WTlkHMwNwN8BXklaeBzMW3zYPCE0btCmHwxbMEk9lAK+0IS+0KKOU+EMVuQAaOXnjk3t8ctGcDbDXzX++e42qvjcvd0BuB2NMW7r8Sn24c43THMqY5hTt8a4bPbo5y/N8nF7mmu9M1yfcRI27iF21M27umc9Kc7vxl3lDlfXMjMCKYwhoQyBBbTHoJRzKFF3Ik1QivbhNceZHzy/Eub+FKbgnPGotDJCR2dsNPxxNfTDiureBLC/nBnlDYHEhgCCfSBBHOBRfT+JNPOKHdHDVy+1cu563c4eeEqH5+5wOvvfsCLr7/B0aPPIZXKUSo1NDcf5vnnX0Kt1lJSUkx+fi4VFWWIxXXI5VLKy0vJyckiN+8QlVXliEQV5OVncyj7ANk5B8jNyyIndz/5BVkUFB2isCiLouJsSkpzKSnNpaw8n+KSHErL8imrKKCqpgRRbRlVNSWUVxVmgK+mvpLquooMIO6AX3FpPqXlBVRVl1JUkitUUTYF+YfIyd7Pwaw9PP3MU/zwx3/FD378A57eu49yUS2NR57n6Mtvc+zVdwVzgRffRH34BWSNR6lXtyDWtCJvOoay5bnM1yvEKvIr6tJdXgXZxZVkl1aSW1ZNSY2MComaOk0rmmMvZQ4uR197h4bnXkF15IUMv29n51etbKRC3kDJrt1epaIJxZGXOHH+Onp3mOCykEkTWLqPb/E+nnj6Qh9dFYLegyn03kWmXTHGHRFGrGGmbAGOf/ghaq2M5lY5Gq2EmppycvOyOJi1V/jQKS3g8EuvcHfCxq1JJ/2mIBOORSZsMWacCfTuJPOeRYy+JAZvAqMnjskXT6s1hGgET/pS61hYxR5ewxZew+BbYtoRY8y6wIgpzOB8kF6dj7tpLe6NISvXBixc7TNzpdfElR4TV3pNXB+wcnPYzo1hK1f7TVzq0XOxR8+VPiM3hi3cmXTRo/PQP+dh1h3Du7gp0LTS4CswJwQWRSD5JK/PHlzE4oth8kQweGPoXDGmHQtMW338h//8X/juD/8Pv/32L+Hx/RHwfdo2nKGv7JCL/7h2qC0CCAp7wE9u9PDsmx9w4GAu2Qez2b/3oDDq7j/EoX3Z7PnZfg48c5CC/BI+u3CDSaOLWbsHiz+CyRfG4otiDy7iCCVxhBPYwgl0riDDJjf98y769G66pp3cGbc+AXw3B+efIFvvkKrP3BrhVPsgp3fJ687cFniIZ+58X+fvTXCha5IrfTraxyzcnrDROW2nZ1awABo2Bxm1hpiwh743RnXH0Hnigl28O8qMZ4H5QBxnfBVfahNvcgNXYg17dBlLOIkplMAQiKH3RjF4BS6hOSiUbUEYf7yLawSWNtM7vnR6WnITV3wNW1TITTCHl5n3JekaN3Lm2h0+OX+Njz67wKvH36VOJqeiuhqxuI6aWhFVogq0WjUvvfQCra3NVFdXUVdXg1QqRqmU0dCgobq6ipzcLIqK85DK6qitF1FSWkB27kEOZu3hYNYzFBRmUVqWS3HpIUrLsymvyKesPJ/yigKqRMWUluUJz6uLqZNUUiuuoKa+gjpJJWKZCLGsGrG0hjpJNXViETX1VYhqyhHVVFApKqNCVEqlqJTi0gKKSvIpKsmlpDSHoqJsCouyyc3P4mD2Xp7Z+zOeeuon/OBHP2RfVjYKbStHX36bwy+9RcOxl5E1HqVW2USFWEWVVEOtsgmxphWJ9jD16hZqFI0UV0spqKwjt1xEbpmInDIRJTVSpA1HUTQ/h/bYy7z6/id8eO4KL7/7EU0vvJYxJFUefh5xw+HM9bda2UCVopEKeSPV6lbkh1/k8GvvcuXuAI7IEgtrD1lIK3gE4NvCE9/EGVsXjAD8ybRjj2BNNmAK0Gf0M2rx8vaJD5Gr62lqlQnAV1tOXn4W2TkHqBSVUlSaz5GXX6V7xsmdaRd9Bj9jNsE3zxhYwbawiSW0iiWwjNGbZN4VxeCJZsjSzugKjsgytnAKcyCFwZdkzp1k2pkQjAIMAfrn/HTPCNbxt8eE8fbGiI3rgxau9wuOytf6TGn9rY3OCTc9Oj+9s356dH7uTrrS5gIW7kw66ZvzMGoJYgqm8Ke2COwyz7VHlrGGU9gWUsJjKIk9nMIeTmENJbEEEph8ceZcEabtC0xYg4wZnPzP/5w+bvxFwJeOl3zw9a85fbOXk22DfHKzL9Pd7dTO6x0eX+bxei+fXOvjVHsfz7/xAdmH8sg9eIh9e/ZxcH8WpYWFFOTlsefpvezfe4CCgiLOXL7BtMWNwRnA6o8LqB6IC9bx/hiWYAJzIIbJH0PnCDBmcjFidDNo8NE/7xVO2zNObo1buTFs4trAHJd6prnQNcnFrknOdo5x+tYwpzqGOH1rmDN3Rjl3d5xLPcJ+71LPdKau9s9ybWCOm8MGbo2buTttzzgjD5oCDFsEKc6AMcCAwc+gUcjVHTKHGLKFGbKHGUnvA83hFVyxdSyhJQyBJDqvcImdcEQZtS4wYg0zbAkxZktngDgizLhiGPxJnLE1gsvbJDa+YPnB16w9/Jrl+48Fo9NlITDIt7SFNZSiZ9LMhxfaeOfkeV56623EijqKSnPIzT1IUeEhiotzKCw8RGlJPi3NGp491kpTo5ojh5toadbS1KhGrZIhqiqjpDiPoqIcKsqLKC7OIytrLzk5BygqOkRBwUGKig5RVpZHZWUhNTUlVFeXUlFZRE1tBdU15VRWlVBTW0FNXSUyZT1iWTU19ZXUiquol4qQKuqQysRIZGJkCiliaR219TXU1ldTKxYhqi2nVlyV6QJ3xuCC4pxM5RZmkZOfRW7uIfbu+yk/+OG/469++EOk6gaOvPQmmiMvU6dqpVKqobReQblESaVMhUimRSTTUilRZ3Z8lRI1tapmKmUNlEs01KpaaX7hTZpfeJNX3/uU01du8c7J87zw1oe0vvR22nTgBRqffQnN0ReoVjRQIVZTo2ymVi3s/bTPvcrx0xe4crcPW2SR0Oq2IP1KdzXB1BbB5Ca+xU2c0XWsYSFfVudeZMwmOK70m4L0GgOMmL28/v4HiOU1aBulaBtk1IsrKSw6RElpHmJJFRVVxbz41nEmrCFGrEFGLH6GTUHGbSH03ngmqNseWcUSWsLoS2B0JzB5FjGlTTKsC0lskSUMQcFFaNIREXSxc156ZlzcmxJ0sXcmHdyddtGn99Ez6+bOlINbkw7ax210jNu5NeGgc8bDsDnEtDPGvC+FLbqJeWEdvS8lxE4Yhb39lD2MOZjCn0rnQSfWcUSWMAcWmffEmXVFmHUK2nohdEuYfCxpP069O860NcyY0c+o3s0//sf/jd/9/ttddJY/Bb9/3Yj0u9/zX3/3Hdtf/ZqT17r5+EY/H13rfuKqe+JyV+b1jtpi5/Gjq8LvPdXWx7OvvcuBvQc5tO8Ae/fsY+8z+9j/zDPs37uXPU/v5eD+LAoLizh75QaTZhc6qw+jewGDJ4LeE0HvjqD3RDH64xj9cSzBReFTKZjA6Itl4vAmHdG0S62PLp2LO5M22kdN3Bia50qfjovdU5ztHONs5xif3R7JAN/V/lnaRozpzF0rdyZtmee3J9JegbOuzIl+yBxk2BJmyCyEkffMebg34+TutIPOKTt3Zhx06px06YXsDJ0ngTGwJJz/7TsaxjD9hgDdcz66Zr106dz06L30GXwMm4OM2xaY9QimAt7EOrG1h6w8+JL7X3zD/S++YeuLX7D64CuWtr5g6f5XhFJbTJo9XO0c5M0Tp6mTySkozqakJIvyklyKig5SUHCAvLz9ZGfvpagwB5m0FpVCgkJej1IhRiKppqw0n/y8LPLzsigrLaAg/xB5uQcpzBdGzdKSXIqLsykvz6eyspCKigKqqoqoraugXiyirr5KALxa4XVVdRn10mrEsprMnq9OWo1MKQCeVC5BppBSLxGAr05cTZ2kOg2Q1VTVlAp7QFExxWX5lJQXUFyWT0FxDvlF2eQVZFFQKID7gQPP8O9/8O94et8BNK3P0fjsq9QoGimvV1JWr6CsXkZZvZTSGikl1VKKRRKKqsQUVYmplKipVx9G2vgsmqOv0PT8Gzz/5gne+ugs52/c42JbN8dPXuD4yQu89dFZXn3/U0Gf/O6HvHT8hKD4SKeuKQ+/hKL1RZ5/5yMud/YzZffhSa7jX75PYGkbX1JI6ROOYatCLuzCiuCIHVhm1rsoEHStYQZMIXrn/QwZPLz+3gdIlWK0jTIamxTI5DWZ1YJYUkVVdSmvHX8ffTr1bzb93ph1RwT3ovgm/sX7eBPC/s4VWcMRWsUaWMLsF0DEFFzEHEqg9yeY8cSZckUZsQTpn/fRN+uhfz4glMHHkDnIuEMwChm1hhmxCG7hk06BtDxhFyhg1vASrvg64dXPiax/QWBZsEWb9yUx+lNYg4LXpjsqJDe6o6vYgikM3gQzjggTFsFsYcIaZM4dS+/VBYGCwS9Y5M86okxZI0yYAvzTf/o/+e4P3/Hbb7/ld7/9/Z8JfOmOb/urX3Pyek8G+HYAbXf9j4Dv5M0eWl96i73P7Cdr736e+dkefvbU0+x7+hmyDhxgz9N72bdnPwUFRZy+dJURvY2hOStjBhejRjejJiGofMwSYMoRZNoZZtYdQe+LYwgsMu+PM++NM+eJMeOOCXGNtjBDpoAgjtZ7uTfjpHNKsMG6OWzIAOHu7q5jzMy9GWemumfddOlcGTC7O+0QbLVm3fTMpaModW7uzbjonHJyZ9LOrXEr7aNmbo6YuTlmpn3Cwr1pBwMGH6OWUCZqr3fOJyyFJ120jTm4OWrj5qiF9nErtydsdOmcjFhC6P1JHNEV/KlNomvbrD76kkff/A1f/Opv+eIXf8ujr3/J5uc/Z/3h16S2HhNe2sQWiHO7d5gyUTWlZbnUVBciqsijpOQQJSVCl1ZWlkd29l4KCw5RWppBFnNAAAAgAElEQVSTBsR9FBYeJCdnDwUFB8jJ2UtRUTbFxdkUF+dQVVVEdXUptTVliETFiETF1NaWUV9fgUxajUxei1xRnwG+6ppypLJa6sQixLIaxLIapIo6JPJa5CoxSo0MpUqBXClDqVY8AX61YhH1khrqJTWIasqFa3BVKUUleZRVFlNaUShchItzKSjKobAwl8KCQ+TnHWDv/qf5qx/8iHplA5qjL1KvbqFCrKC4WkxpTT1ldRKKq+ooqqylsKKW/LJq8kqrKa2WIpI3IWt5gaOvv8+7py5xo3uEjv4JukZ09IzN0TWiY1hnoXdcz92haa7e7efMjdt8cO4qr35wipff+5Rn3zjBS++d4sV3P+WD8ze52DlA17QRW2wVa2wNa3Qd88IahrTz8ax3Eb0vgSmYxBxewhRaFn7Nm2TKGWPEEmbAEGDU4OH1d08gkdejbZCjUosRS6rSu9Q86uorqBKV8vo7xzG4F5j3RbEupARgXVjCHVnFn9gimNwmlHpAMLlNMLmNO7aBPbyC2Z/E6F9k3p9A7xcS/mY88e9dmdMOMDpPEr1vCb0vxYw7js4TY9aXQO8TEg6t4SW8yS3B5TssHOSCO3rclQdE1h4RWt7GExeA3xlbxZ2+0joXlnCElzD5ksw5o8zYF5iwhBmY9woaZJ2Tvjk3I+YA47YFJh1RZtwJZt0JZl1xdM44E+Yg//Sf/i9+993OkfbfmLnx22+FFvG/ffsdv/nuDzz4+m850z6QXv4Pcrp9MOO9tzPafnytNyNVe+Lwcb2PU219NL/wBvue2c+hfQfYv+8A+/bs5+Defezbs4e9z+xj35595OcX8um5S/RNG+mZMtE9aaJrykT3jJ1unZOeWWdGZD9k8DJhCzHtiqJzxdA5I8ymicaT9gXGrGGGzcFMR9ar96aBypUBszuTNjrGzFwf1HNjaD490loytdP5Zbq4SVuGPH17wsqtcQvtoxbaRiy0jQh+/9cHDVwfmOfqoJGrg0auDMxzfchI+6gp/f3sQjjKpIv2UTvXhixc7jdzsc/Axb45LvfPc3VgnrYRI106F2O2MPbICoHUJgvL91l+KADfz//uH/jmb/6Or375ax599Uu2v/gFq9tfkNp4SGLjAZGldV5/5ziFRTlIxKXUVedTXp5NVVU+IlEhtbWlFBdnU1iYRWHhAQ4efIqsrJ9SXJxFcXEWlZX5lJTkUFlZmAE4qVSEVCpCoahFpapHKhUhFlcik1WjUtahUkvQNiioF4syo65cUZ/e4wngJ1eJUaglKDVSVFoFao0KpVqBtlGDQiVHIhMjltYjltYiU4ipl9RQU1dFdW0l1bWVlFeWUCkqo7yyhJIyYZlfWJxPcUk+xUW5FBRks3f/M/zor59Commh8YXXOfLq26iPvEiRSExhRQ3ltVIqxQqqxErKa2UUVtSSVyqipFqCpPFZnn/nYzoGJ5n3RLCFU8w5Q+gdQTzRFUJpqok/sY7RE6F7Yp7bI9N8cuUWr310lldOnOHdM9c5faObM+39dI6b6Ne7GDT6mPGkNeK+FDrvoiDed8QEo1FnjDlfnPnAIvPppEBLZIV5f4IZV5RpRwy9a4G3P/gQiawOjVaGXFGLWFJFYdEhSsvyqKkto7KqmLePv4srlMQaTuKOCcFU/uQG3ugazvAK3tgGgcX7LCw/YmH5EZ74hjD2+hcFyZlvMQ16CcGO3i086ryLzPoWmfelsEfW8SS2BIfn6AqO6DLOyJIQAZEOwwqltlhY3ia6+jATeL9DUwksbgjX2fiqcKzYGV2Dixi9cXSOGOOmEMPzPvrTI/aOCGHH1X1HfTVoCDBuXWDSGmHCFmVw3ss//st/EUwKfivcKv6NHZ+AlP/1d9/y3777A4+++Xsu3BnhXOcE5zpHOXdnNEP/+KxjOHPZ3bmU7vbiO98pWE8deeXtdMe3jz3P7GXPz/aQtXcfT//0pzzzsz3s37ufvLx8Pj5zge5xPZ3jRu6MGbk1aqR91EjbiJH2EQO3Ro10jBronLTQOyf8hxoy+hgxehk2CuakQ6YAg8Z09KThezZ5l86VGUd3g9ndaUd6L2ihbcTIjaF5rg3McW1gLgOIbSNm2kfN6UcB6NpGTNwYMnN9wMT1ASPX+g3pmLx54XrVq+dCj56LvXNc6tNzpV/PtcF5bg6buDls4uqgiUv9Bs73znOue46z3Tou9M5yqW+Oa4MG2sfM9My6mfPEccfXCS9tk1j/nI1H3/Do53/D45//kkdf/YKtz79i/eFXbH7+c4GAuinY54diSY49d4TKyjyqKrKprMylrq6Y2toSpNJKRKJCqqqE/VxpaTZFRVlUVxelv15AaWkOZWW5VFcXU1dXhkRSmQE/iaQKqVSEXF6DUlmHWi1GpZai1sie2PFJpTXUiQUqS019JRJ5LQq1BJVWhkL1/ZiraVCjVCuQyiVI5RLkSglKtRypXEyduIbaehHVtVVUisqoFJVTUVVKaXkxxaWFFJUUUFhSQGFRHvmFuew9sJ+KWgktL77JSydOcf5WD++euUyNspn88npKRBKqpRrqVU2I1S1USzUUVtZRp2ri2BsfcLlzSNglhZdwx9fxJbfwZwjoX5Lc+pLo2iOs/jgjRhc9sxau9I7xWUcfZzoGuDmg4/aoidtjJoZMQSacMSZdcaY9i8x4k0LA1A7oOWOCh55HoCXNeGPoPBGMwQTuhHDVd0XT5rHxVd498SFV1WUoFHXIFbXIFbVUVBZSXVOWHnVLOP7+B/hiq7jiq7gTq3gTG/gWN/DGNnCEV7CHlnEtrOKLb+JPbuOKb2AJLzHvTzLvSzGbjkMQAsFjaev7KNPuOLO+RcyBJJ7oqrCfTG0RSm0RXt5iYXmTcGqD4I5hx9ImsdX7xNcE4IuvC25JwbQqReApLmMPC7s6g+97Te6kZYHBOS/d007BcGHMRvuwIEK4MaDnev8c1/sEm7rbY2nBwYxT2EFOWPm7//h/8Ls//IW2VL/5nTDqPv7F/8TV7gkudc9wqWeKy91TGeXDbn7cDil4x71lx6HlSu8UR15+h+ysXPKzc8g+lE12VjZ5WYfI2n9AIDTv2Udubh4fnj5H58gsHcN62of13BzSc21gLjOWXumb4XLvDNcH5+gYM3Fn0krnlI27k1ahpmzcnbLTOe2gc9r5xOj6x53bTnXphN1d16yL2xNW2kaMXO2f5UqfLlPXBuYFW+v0487zK33zXOmd53KPnkvdc1zqnuNi1yznu+Y41z3Hua45znXpONs1w9muaYEj2D3NhZ4ZznfPcK5Hx5muGT67N82ZrhnO9cxysXeWq4NG2sfMdM+4mLQtYAuv4ktsEUrdJ7nxmPWHP+fBl7/gwZfCqLvy4EtWH37N8oMvST38gsXNx6xuf8HJ06coLRcATyItQ6GoQiIpR6GoRiKpyABaZWUBRUWHEImKqasrp76+ApGoiOrqImprS6ivL0Mmq0Imq0IiqaK+vgKNRoJGI0GlqketFtPQoMh0fBJpDfViERqNDIVKnD5uCB2fSitD06hA3aBEpRGqsbkBtVaFQiVHrpQhV8pQaZTIlTIkMgH8qmtFVIoqqKqupKq6kvLKMopLiygpK6GguIiC4gKy83Ior6nhlXdO8Pw7H/Npezf9egdXe0ZpffVdyurVlNQoKKtTUCXVIJJpkTYcQdp4lBff/pD2gSnmvXF8qW18S9v4UtuE1z4ntv6Y5NaXrDz8hpWHP2dp+2sSG1/gSqwx640xbPIwYgkwZPTRo3PSNe2gd9bDgCHAsCXMiC3CmCvORHoPPWYT9mJTrjgz3iT64BKmhVXmg0I2iym0iC+1SXT9AbG1+yysbhNfv89HJz9GKqumpVWJtkGGWiOhSlSMVFaNUlVPvVjEBx9/gj+xjiO2giO6gjOyiiMqZG6Y03szoy+BOZDCGV3HEV3HFFpizrfIjEtQY4yYQwwZgwwZg4JRqDXIlDOKPpDEFl7CE1nGn1gnlNogsrwlANz6NvH1B0RX7hNObRBObbCwtEF4aYuFlQcCRzW1hTe+hjOyjD2cSh8vYsy6hOyXMWuYUVOQoTkfXZMObg1baBs0cb1/nis9s1zumuLi3QkudI5z/s4Yl+5OcK1Xx43+OdqG5rk5aOBGv45f/dO/8Ns/F/h+s9ud5dvf8/ibv+dK1ziXunVcTsu9rvfP0TFieoI2cnFXENFODsfZ26NcujvKsZffoii/EFF5OVWVFZSXlVJZXIyotAxRaTklufkU5RVx4uQ52geEn3Gtf1aQmfXPcalrinN3xvjs1jDnOse42DXJld6Z7+kqfTqu9ukyndq1QX1ml9c+asqMr51Tdu7NOOiZdTNgEA4VAwY/I9YQg+kjReeUnfZRE20jRq4P6rnaP8vl/jku9e2q3lku9OiE6tZxvmuGi90CaAm/Z6fjm+Nc1yznunTpmkmXLgOI57pmOHtvhjP3dJzvmePKgJGb6aCVezMuhkw+5nyLOOPr+BIbRJbvs3T/CzYe/4LNx79kPW1skNp6LFjg30+Hmz94zI1bbdTVl6FRVaPV1qJUijIllZYjkZQjl1cikZRRXHyI2tpS5PJqlMo6JJIqJJJK6urKEIsrUanqUShqkUhEKJRimprVNDQq0aYBr6lZTVOzBrlCjEIpQaEU09ikQqmWIlOIUaplqLUKtI1KtI0qNFolGq2ahgYNTU0NqNVKFAoZcrkUhUKGWq1ErVYilYm/p+JUVyKqqUJUU/U98JUXU5SmvOQU5qI5+jwXO4doG9AzaAwzZo8zYAjwWfsgqmOvUyVvpLROQbWiEc2xV3jvsyucunaHz9q60bnjeJYeEtn6muQDAeCWt79mZfsrIcrg/pesPviatQdfs7z1BdG1B3gT65iDQpj2hCNCv0FwFu6a9XBv1kvPfIA+Y4h+U5gha5ixdGLZuCPKXGAZ48I6lqggV3Mn1nFHV/Am1ggvbwm+jpuPiK8/JLWxzUcnP0Emr6G5RYFKLUWhrKeishiprDZNO6rmxCef4k+sYFtYwhpOYQ6lMAaXMAZSzLqiTNrCTFjDTDljzHpTzPqW0sH2UYbNIfoy05FLOLjNeRg0+pl0RtEHBYWEL75OZEWwpoqtPiSyvE1sbZtE2oMylNogsLhGcGmdYGqNYHIjM+K6oitYgovovUJ05bhtgVGLQLLunfXSNe3iTroBudY/y6Xuac7fm+Rc5zhn03k/p24O8Gl6yjxze5RL3dNc7dFxpWeWC3fG+Jt/+he++/3/LTiz/GWStd/z6Oe/5vytQc7emeB850TGCPTGgD6jjrgxoOdKzwwX701mwoh29nxnOwZ49qW3KCksobqigsqKCkpLSqgoKkJUWkZdpYi6skqqSit47+MzXL47mlFU7HSN5+6M8VmHwCM83Tb0BLCeuTXC6VvDT1xpL3RNpjtE3S5Kym7gczFuDzPtjjHlijLtjjLhWGDYEqJX7/1+/zc0z7UBAcwu9grAdqFHJ3RrXdOc757hfI/w/EKPjkt9c1zu13NlwMDlfqF2AHDn8Y/rfHc6QLnfxLUhM+3jAg3g3qyXe7NuBsw+pj1xzJHltMP0w4yJQXLz8/+PesTixmOWHnzBwPgIao2YBk0tGnUNCkUVanUNLS0y1OoapNLyDBBWVxciFpfT2CilsVGORiPOgJ1CUYtGI0GrlaJQ1CNX1KPRylEohRFXqZKg1shQqqTU1YuQSGuRyevRaBVIZXXIFGJUGnkG/NRaBZoGJY2NWpqbG2ltbaahQYNSKUelUqBSKVCrlSiVcqRSAfjq6mqoqa+hpq6amrpqyivLKCkrpqSshMKyQgH4ivJ5++Q5RsxBhs0Rhixxhm2LDFqi9M55eP9CB5rn30CkakZx+AXOd3Sj90QwBRcZswbQ+5LY45sEVh4R2/ySpe2vWP/852w+/qXgW/f5N6w//JrVB1+R2vyc6MoDobuKrKRjGlNMOGIMmoL0zHnpmfPSNx9g0BRm2LLAqC3ClDOKzpNgzp/CHFnDubiNJ/UA/5LA6wumFQuh1BaRlW0ia4+IrmwTX9ngxEcfIpZUodGKhf2ppJqS0kIqKkuoF9dSKark3RMf4Y0tZThwhoDgiTfjjDJq8jOg99I/72XA4GfIGGTYssCQeYFevZ8unYc7kw46xqy0j9u4NWHnzpRw6BsyBZh0xtB7F7EGl/EkNgiktgimzUPDy1tE17aJpl2JAsk1Aql1Ask1/Ik1YbSNrQr+mN4YU84ddxUP96YcgoPyqJUbg4bMhHc+TUH77PYIpzuGnrgt7PCJT7cPcebOOBc6p7hwd4qz7UP86h//mW93jEj/rYHiu0Hvt9/+ngdf/opPr3dz8uYgp25+v8fbbQS6myh88d4kZ2+PZv6SZ9r6Ofz8m+lRN5fsQzns37ufA8/sIXv/AQoO5VCWX0hlWQXvfHiac7cGnvDg2/k+O0eUPyFQtw1wsm2AT9sHOdUx9AQB+XLvDFf7Z7kxNE/HmJnbE1buTtvpnXMwYvGj88aZ9cWZckUYt4cZMgfpnnXTMWbmxtA8l3tnuNgtSNh2Orzd4PfHtfPruzu+nfr+9eyfAN+FHj2X+owZ4Lur89Kt99Nj8DNoCTLljmEICrGR0bVHpO5/RXLrMfH1hyxufi5ofjP1iMTmFyw//JpZq5mmFhUKWSUyWQVqdQ0qVTXNzVK02joUiiqamiQ0NNQjkZQjlVai1UpobJTT0CBDrRajVNYhl9dkwE8qq6GmtgKNVo5KLUWuqEehFKPWyJDK6qgXVyOV1aFQStA2KJFIaxFLa5ErJag0clQaOWqtApVGgTbd8bW0NKHVqtMkajkajepPukCpVExtvTDyimqqqKgqF4CvvISC0mIKSwrJLS3h9I07DJtD9MwF6DNG6TVE6DGEGTCFuTtl4/jZmxx+7T3e+vQCYya3kO2QWMe9uIk7sYF3cZPQ8jaxtUekNj9nZftL1h59zdrnX7P66CuWth+T3Pqc+Po24aUtvIl1XLE1rOFlDIEl9P4Uk84Yw5YQI5YQY/aIECDvTjDrTWIILGEKrWAOr2IOr2KNbuBM3Me1uCVEfya38C1uChK2RcET0hdfI5RY5qOTnyCWVqNQ1CCRCv8OWYf28cyep6ioLKVKVMU775/AGV4UMqgDCfS+GDOeGJPOCMMmH33zHnr1Hrr1Hrpm3QKVatbL3WkXtybstI1auDlq4caIhZujVjrGbdyasHJvxknfvI9Rc4gZZxSTP4l9YQVXdBV3dA1PYg1/aoPg0haB1Cb+5Ab+5BrexFr6aruCLbyEwRdn2rHAqCUo6O0n7dwaNdE2aORan55L3TOcuzvO2c4xztwZ5bPbI5zqGOJk20Dmfb/bof10+xCf3R7j3O0Jzt2Z4LO2AX71D//Md395vKQg8L3/+BtOXLzN+5e6+eCSQFv5+Frvn7ghX+6eztSFuxOcvT3KpzcHONcxROuzb5CdlUf+oVyys3M5dDCb7P0HyD5wgOwDB8k5cJDc7FxePf4RZzr6MzSZj6/1/gllZocuk7Gmbx/k0/ZBPrs9wvl7E5m60DX5BPDtjLx3px30zjkYMLgYt4eY8UQZtwcZMLjp1glHjuuD+gzx+fw9Qb+7A2pXBua5OmjgysB8BgTPdU2na6cTTI+y94Qx9lyXjvPds/9qXeiZ41KfkauDJm6MWLk16eSuzkPXnJcBc5AxRwR9IIkrsU4gfS2LrO44Qj8gsZm2ul9/QHzjIbGNL0huf4XDH6SpVU19fTFiSRktLTKamiS0tspRqaqRyyvRautQqaqpqyulvr4crVZMc7MSrVaaKZWqnsZGOYcPa9FoZEhltTS3aGhu0aBSS2loVNLcokGtkSOW1CBXiFGqpDQ2qZEpxBngU6ikmdI2qGlubqSlpSnT8e0ecxsbtWi1ahQKGTKZBKlMQp24lur0yFtRVU5pWTFlFaXklxZTVFZEcZWIm/1jAvF3PsSAcYFeY4ReY4R+k5D/cHfKxs3BabpnzFgWlnEvbuJf3iawss3C6gNi65+T2BSymBc3HgkmEluPMxXfEBy4w8ub+JObeBc3BFPYxDrO2Dr26CqmkJBHq087Ec96FpnzJTEGl7FFN7BFN7AsrGEMCmBpCC5jCK1gDC1jWVjFvrAi5OFGBRsoT2yV0OIKx098gKi2AolU4EtWVJbws6f/mqd++iOKi/OprKrgrXffxxGKY/BG0bsX0LnCTDojTDojjNlCDFuCDKbVIN3zXrrnfHTPerk346ZzysmtCTvto1aBkjVqpWNcYDF0TtnpmnEwOO9jwhpiziXw6WyhJZyR1bTKaB1vciMTaO+M7hCNlzAFFpnzxIW8F3OQPr2Hu1M2bo2a0+uyWS536bjYNc35exOZTm8H+D7dlei4W3Z6qn2I07d2fATGOds+xC//4Z/57g//nd/89s/Z8f322ydsqe5/8QtOXLzF8Qt3efd8J++eu817FzozRqQ7VJbd2ted+vTmAJ9cvYdUdZjsrFwOZq66z3Dg6Wc4sG8fh/YfIC87m+zsXJ57/V0+a+/LePvtJkrvNjfdbU3/6c0BTt8a4dzdcS52Tz1xlLjaP8v1tNvK7QkrnWlbq/55D/3zbgYMwlJ6wODh3rT1jzq9ye+B794UF7pnuNyv58awifZxG+3jNm6MmLk6aHiiAxQA8Eng2w2AO1/fGXEv9c1zZcDItSErN0ZstI87uD3l4p7OS9eclx6DoBSZckUwBlPYF5Zxx1bxLa4RWNogtLJFdOMhC2sPWFi/T2Rjm8DSNv7kfUxuH0eebUatqkarrcuAXGOjGI1G2Pk1N0tpbBSjUIiQy0U0N8tpaVHR1KSgqUnxxPPDh7U0NamQK+pRqiSZbk/boKChUYlKLaOuXpQBv+YWbQb4pPJ6pPJ6FCopaq2CpuYGWlubOXy4hcOHW2hqakClUqDRqNBq1TQ1NaDVqlEq5chkEmRyCfWSugzwlVeWUVpWQllFGcUVZRSXFlJZX0vP5BzjtgXGbDHG7XHG7QlGHUnGnAkmHDFmPIvMB5exRNZwLm7hTt0nsPyA4PI2CysPiK9/Tjx9hYymHYsDqS38qfuCsUBSKH9qi+CSICNcWHvEwtojwqsPBY5acgt7dAPrgmAfpvclmXULWcqzHgEIZ1yJTE2nOXJTrjg67yLzfiEXxh5bw5kQADacWuf4iY+QKSVoG+QoVRJk8jpKSguorCpFIqmjrq6Wdz74ENeC4Aw0740x54ky44kx44ox7YwwaY8w4YwK5GhjgAFDgIF5PwPzwug7oPfRPSMwILp0LnrTedgj5gATtjAzzih6dxyDN47Zv4jZn8AaSGAPpyVvu2RvJn8cvTuS8c8btwlhSBnQG9utqZ/lcrcufUQVwG9353fu7njGXemPEx5PdYxwpn2Uc7fHuXB79I86vj9z1P3Nb7/ld9/9gQdf/YpPrtzlgys9vH9R8N/bAaAdQNrdof3xSPrmp1fZn1PMnqf3sPfpn/H00z/j6aeeYs9Pf8JTP/4xP/7BD3nmJ0/x058+TaVEzfsXOnjvouDwshvo/lgtsgO6J2/0c6pjmLOdY5nd3k6nd31Q2O91jJkzub4DxgDD5iAjlmDaQNFDz6yTzklL5qCxI1+72D3Fha7JTMd3qW8u49jSNmalbczKzVErN0bMXB8yci1TAl1F4PIZuNQ3z8Ve/RP1PeCZuTlqp2PCzZ1pD50zXjpnPHTN+eg1BOi3hBi2hZl2xTD4kgLwxdfwLa4RXN5kYf0B4dX7hFfuE1zZxJ8S1ACW4BJ6h5cXXn0WbYMw1u7s9Fpb5TQ1SdBoajl6VEVrqxy1upbGRinPPtvI0aONtLaqaW1Vc/RoA83NShoaZLS2qmloVKBUCZw9jVZ4AzY2qWhu0dDYpEYqq0cmr0epltHa2oBSLUOlkaNpUGZAT9uooqFR80TH19TUgEajorFRS1NTA83NjRng2xl1a+qqqa4VZXZ8O8BXUlFEcWk+co2SSZOdOe8iet8yBv8yev8Kc4FV5vwrzHgWmUnv1yzRDVzJbbzLDwmuPCSwLIBYZP1zwquPCC4/wLu4md7fpTAGUhj9SczBJezRdTyL24RWHhLdeEz8/lcs3v+KxOYXxNcfsbD6ffSiM7aOPbKKKZBMH0CE/NkxW5QxW5Rxe4wJR5xxR4wJZ5wpV4IZd4I5XxJDcAlLeBlndJXg4honPj2NXCWlsUmJUilBrhCccmTyeuRyCbV1NRw/8RGeaApLcBFTIIExuIghmErbwifQuYXvP2lPh4Jbw0xYFwSDT0eUKXuECasQ9zhhF7ixOlcUgz+JI7KKOy5EUjoXVnCEU9j8Cay+KNbgItbwEubgIsa0M5HOGWLCGmDEFGDEHGQkLfPsmfNwb9pB56RV8MscNnFzwMD1fqHz2/3e23lPX+2f41rf7BN1uVsIOzt7Z5xztye4eHeaK/cm+fU//QvffvffM4faP3/U/fb3PPz6V3zW1ssnbf18fO17Te4nuzS7u4HpCVC63s/ptj4kqgZK8rIpycuhMPcQxTmHKMvPpigni9wD+yk4uJ8D+/ZSViPlw0t3+ODyvT/p+HZ//93AeqptkDN3Rjl7VxhJz3cLR4dLvbNp6ovQ8bWPmuicstEz5xaWuiahBg0B+ua83JtyfO/SPGzk5q7DzdX+Oa72zXGlV6jrA/PcHDLRPmLm1riFO5N27k45uDflpGtGUHd0zbq5O+Pk9oSNjnELbaNmrg8JB4wrA0Yu9xvSoGfj1oSTrllhEd6r99M9J7jY9hsCDNsWmHTFmfUKVvie2BrBpU0iK1tEV7eJrT0kurYTgLSJL76MPe3wYfJHePH1l5ArqpDKK2hoFNPYLKX1iIqGJikqdR1Hjqk5ckyNUl1DU7OCI0cbOHqsiZZWbXqEVdPYqKSpWU3r4QY0WoGK0tCkQtOgRKWR09CkpqFJg1qrQiITo1DJ0TSoaD3SgkolR6NVodGqUJowmmsAACAASURBVKkVNDRqaGrS0tikzYDe0aOH/wT4dnd8UqkYiaQ+o+yoqaumUlRBeWWZcN0tyaeotICWZ49h9i1gW1jGHlvHHlnGsrCMKbyMZWFFqNByxkzTHF7FntjCkdjCEd/Es7iFJ3kfd2IbW2QDUyDFrCsiWJ3bI0w6Ysx4EhhDyzgS9wmtPiS+8Zjk9lespgN5BB31YxKbj4mk8yl8yU2csVXMwZQQwONJMOtJCIoIZ1wAQbvwOG6LMuWMo3MLIKX3xjAH4rgWEhz/6ENkCjGNLSphT6qWIaqpyKwR6iS1fPDxp/gTq1jCS1hCKUHPmjbwNAcWMQWSGP1JTIEkpmAKa3gJa3gJ28Iy1vSfsYaWMAeSWINJbKEloZuLrOCLC3ZpgcVNvDHBL9AZTmELJLCFkljDS4IVvTvKlGOBcVuIYWOAwXkvI6YAY5ZwmioTYGDeS/+cmx6di85JGx2jwrR1tX/2iXiJi12TXOufpX3ExO1xC3en7Bkl1q1xC23DBq716bnWM8e13jluDsylc3WfvFf8/wLfDvjtUFseff0rznb08mn7ICdv9PLJjV4+vtb3hGrjo6s9fwJ6O6Po2dtDqJsPU5Z/iJLcQxRnH6Q0O4vKghyqCnMpy8uhPD+HkoJc3nj3Qy7dHRP2d7sOGDvLzJ2fmQG89PX3YvcUl3unudKv4/rAHFcHZjPa3J0O8HLvDNcHZmkfMXBnXPik2TEr3bGj38nsFUiRTrpnXPTo3PTo3HRO2GgbMmRIlG2DBm6NmLkzbuXelIMenUdgkdui6WV2nAmnoLfsN/jp0rm4PeHk5qgtA347Hd+NEQu3p5x0zfnomQ+kqQ9RRu1CSLTOm0TvFfwIXdFlAskNoisPMmlX8fXPia09Elxzk+t4ExuClXl0iVffeh2FUoRCJULbWI+2UUzzYQUNTXKU6noOH1Vx+KgamUKEtkHGs881c/hIA8eebeHosWZaWrU0NqloPSx8rbFJjbZRlTlUqDRymlq0NDY3oGnQpEFPjbZRw7PPH0PbIBwwGho0NDZqOXK4lcOHW2hubqSpSRh3n3vuGC0tTZkrb0tLEy0tTTQ0aFCpFMhkEiRSMfWSOurEtdTW1yCqqaJSVCEcOUoLKCov4oU3XscXFyIL/cvbeFObGeNWR2QVZ2xdMOKMbeBYWMUaXsUUWmU+fZSYcQvehpOuOOP2KCMWQUjfa/DRZ/QzYgkJAfaeOMbwCt7kFvGNx6w8+JqtL34pJJU9/obNL37B+ue/SPP9Pie8sp0J67aEU5jCKUzhJfT+JDpvgjFbhJF0Lu6wOcSoJcS0M86cL4kpKFixeSIJPjx1iuYjDRx7vpmmFi0qjZxKUVnmcCRViPno008JpTawR1cEp+JgAnMamJyR5bTd2QaexBru+Bqu+CrO+BquuKDC2DHT9URXCSQ2CC9ts7As+EQGk1sC4EXS3V7aLs61sIJzYVk48PgSwvHCHGDY5Gdw3suQ3sOEJcisK8asK8b0jmW8LcyIKUDPrEvw1Rwz0z5ipGPYJLwv043HDlG5e9ZN37wvUz1zHrpmXNybcNI5ZufWqJVboyb+7n/93/n293/4V1Ub/2Pgy9hS/Yoz7b3pq0ovJ6/38sn1J+Vqu48OmY4wvX87f2cETcsRSvMOUZR9kMJD+ynOOkBZ3iEq08BXmp1FYV42r7z1Ple7BUrM2d10lfahJ1Lddo4r5+6Mc6VnmptDejonLfTNCVbxA/Nuuqas3Bkz0TFi4OaQQIZuGxYs5necmXf8+nY+Yb7P6jVmrOz79T4G5v306NzcGbfSPmxMl4H2YRO3Rq10TjjomnbTN+dnxBxh3B5NJ9vHGbVFMprhuzMebk06aRuzc33YwvVhc3osFsbjm6MWOibs3NV56DOGGLZGmHDG0fmSzPmTGANJwa4qvoY/tZnRQEZWH7K49SVL20J6VnL7a+JbXxLfeMDxE++hUtfR0CSmqUWKWlNHU4uMxiYZcmUtjc1SjhzT0NgsQ9so4/ARLUeONvLCi0d59rlWjj3bQkurluYWDUePCW+4hiY1mgaBj9fQpKblcCPNrY1oGzWoNEqaWhppbG7g6LNH0KYBr7m5MUNd2QG2ndfPPXeM1tZmGhuFLnBn79fYqEWjUaFSKVAo5U90fDsHjoqqcsoriimrKuHtDz8gsfGQ2OYXLGw9JrT+Ob6l+7gS69ijazii6zhim9ijG9gia4LvnS/OtGuBUVuQQZOPfoNHuHwa/PQYg/SawwyYgwxbQky6Yuh8ixhCy9hjgotxZOUhi5uPWX/8Ddtf/Q2Pfv5rPv/F3/Pwm79j4/EvWbr/FdG1RwSX7uPZZUxgi65hDAmAO+USxt0JezQt7o+gc8exLKymD1qbhFNrnDx7Fm2jkuYWFUqNDJlCTHllCfWSGiSyOmrqRHz48UlCyTWcsRUcC0s4wins4SSudMiQL76OP7GRKVd05fuKLAua2cgy3tgqgcWNtCHoNsFFgYfnXFjGGlrE5I9hTI+4rthqOnFtDWtIoKtMOxbSnMEgk9YgOmcUoz/5ffkW0Xvj6JxRxixBhow+hkx+hk0BJmwLTDmigoPLvDdNChekqwIVx5d5HDQKFJ2eGacQNTFuTgPfn9nxPZGy9u3vefzNr7l4Z5DPbg/z6c0+Tt7o+xOd7m5eze5T82cdw1y6N4a65QgluQcpyj5I/sH/l7T3+m47P9M8r2Znu9x2u5RIiqKymHPOOWdRuXKVK9quXFIpUIk5JzCARAaInCMBgplKVXb3TPd4Uu+c2f0P2i7bs3v32YsviJJnb8a9F+/5QZBESjo6D97whKOciTnK+fhYkk4d58KJeM7EHuVkfCwdl2/w2f2xqArkZePQl73+Dq66H9wa4tf3J7g9tsjgooYFvQu51YfSJvJ0J2VGBuY19E6Kf5Bvx4QG9+Vu70AC89nDaT5/NMMXj2f5ql/CzaFF7oyt8GBaxcMZNfcmZdwZW+bWyCI3hw6Ab+EvnJ+FjlAm7Oqn5NyfUXB/RhmVy92ZUHBrXB6tbyeEjY/YFUr5YnCRLwYFAN4al3FnSsHDOeH9N7JiYExmZEJuYlJuYkppYlplYl5rRWn1suoOYV2LcPnW93CF9/Ft7vLWu29SVpZDeVUOVTX5FBSlU1yaJbhgRZnU1BXR2FxBXUMpNbWl1NWX0dRcQ2tbA03NtbS01tPQWE1dfSUNjdVU1ZRRUVVKZXUZVTXl1NRVUltfRVVNBaXlJZSUFVNZXUF5ZRk1ddWURMbXl4GvtraahoY66utrqauroaGhLnrgeBkUy8pKKC0tprS0mIKCvIiOV9TLwJeccp6k9ETeeP893OEd7OF9zKEdVv1bKJ0hpGavIPHqPSzoxag7I9czI9MwNr/C44k57o3McHdomt7hWR6MLfBoWs6jeS2PpRZG5Dam1ALwli0BFI4QOp84aNjXdnCt7+HbekJw9wWbT75j88n3bD75nvD+d/i3n+EI7mD0hNHaAygjigqlzY/M6mfJ5GVu1cW01sW0xslU5AK8aPCisIfQuzcw+zaw+UK88e675ORlUFScEz0WpaQlkpOXSW5+FqnpSVx//Q00Njcykxu5yY0yEoSliUSmqiKmAGqbX8SlRnSzq46AkJ9FgM7oCmFwBlm1B9DZ/GgsXtRmD0qTG7lZlNLiQW3ziZAtZwC980fL/JXIvk8cWSxI1BaWDS4UFl/UdFdh8bKgO0hpEx3guMzEtMLC7EHIkNLKxIqRoQXdX4DdY4mG/gWdMP9Y0PFgSs63I0t8PTDHb//Tf+OHP//5X0dnOUhZe/bbf+LOiIRbkS/6xeMZftU7IQw9XzovH4DVR7dHoteW928O8su7w5RU1XA2/hhnT8RxKvYop2OOci4+hsSEuJeAL4b2S9f5rHf0/3Md/p+5fAdj9Htf9/PJ3VG+GpzlwYyMSZWZZaMLrWsNo0+E8ixobYxKxSXp4aya+9NK7k8p6Z1UcG9CHhU/vzzyvgxo345IRajR6BK3x6QRWZyoOxGZ3O0xqQDEkQVuDs3z9ZCELwfm+GpQEtkvLvDN0CLfjEj5ZmyZm+PLfDspo3dWzYN5HY8WVn9s3SN2WqLE1++dknN/WvHSU8aDCBdxTmtjyeBAbnGjsftYdfgwe0SQeXj3CR//6kPKykW3V16ZQ0lZFtW1RTS3VFFTW0JTSwUtbdXU1pdQU1tKQ2MlzS21tLY10NxSR3NLHQ2N1TQ0VtPcUk99QzW19VXUN9ZQ11AdfVbXVlJVU0l5pRh7q2oqaWptoqq6ktoI2NXV1VBfX0tDQx1NTQ00NTXQ2FhPU1MD9fW11NRUUVdXQ01NFVVVFdERuby8lMIiYWKQnZtFTl52VMKWkpZMckoSSekpvPPxRxjdIbSudZSONZbMXiR6J1NqG+MKswiKUloZHJvn2vW3aG1qobq8nMK8AvLzi8jJKSArM5eKyhquvP4u90ckDC0ZGVdYmdE6WDT5WLEGUDlDGP072IO7uMNP8G8/J7DzjMDWU/wbe/jDu6xtPYkEdguZmyO4i8m3ic4VRG33i3HTGWTF6mfR5GVu1cOMVoy+klUXS5E9pS5CZHYGwrzzi1+QX5AluJQR84az50+Rk5dJUYnY8V1+7Q1kRuFaNKuxshDJhZFFRn25xR+hyQTEqB7YxhXaETm7u0IJ5Iu4/dgDm1h9YcyeECa30OIa3UFM3nVMXkGnOiAtW3xhzO4gJncQg0t0hxqrD6XVGwlGtyGLxLNqHAHUNmEfv6ixMKs0MiU3MLFiYEpmZFpmZFZhYk5pYV5tQ6KyMKMwM7YiGpnHcyoezSjpl6gZl5mY0VgZWtRye3SJLx5P8f3v/lnQWf41Wt2DUffFP/yOoQU1A4sGBhdXGVhYpXdSwRePZ/nlvXF+eW+cX/VO8Kv7E2IZGXnvQLP7q3ujFFdWc+b4MU4fjyHh6CFOHjnE2bhjJJ2KJ/n0Sc7Fxwrgu3yDT3vH/iI4/OVR92UHmA9uDfHxnVExng7OcXtCymOJgnGZjnmtGYXFhdLsYUFrZVJmZHhJz8CinsfzOvokWvrnVxlY0PN4TsujWTUPZ9Q8mFZFWOQ/hhfdGVvh3sQKvVMy+uY1DEdyPUflpig/anhZT/+CmkdzCh7MyOmdXuHupIw7ExFd8KQ4ftyZVHAn4tV3b1bFg3kt/ctGRuQWxuVmYUIqMzGyYoxQMowMSfUMSvUMLK3StxCJ7FvQ0SfVMyIzMq2xsqC3ITe70Dh8mDwhXKEdApv7vPjt3/PlV59SViaAr7q2gJq6YhqbK+joahDdXUsl7Z111DWUUt9QQWNTFfUNlZFOr4raugqqa8qoraugsamG2rpKqmsrqK2vinZ7Bx1feWUZRSWFlJaXUFpeQm19DVU1lVEwq62tjnZ5L3d7B8B3MOa+DHwH0rWCgryof19eQe6PI29aCqmpqSSlpfL+Lz9DYXSzqHNFojfNkbIKiyWVnSmllXff/yXJF5K4cDKOxJPHOBt/lOMxh4g78nfEHf4pCTGHSElO5PNbd5lTC9Cb0zmRrDqRrDpYMgi7sFVXSBCd1/fwbz1lbec5gc0n+MM7rG3sEtx+SnDnGYGdZ/i2nuIJ7+MI7WLybaBxrkUOHk6m1baIr534fzWlsorvY/SgNHvR2fwYHR6u3rhBZpZwxMkryCY3P4sLSWfJzc8iNz+L9Kw0Lr32JnNqC2MyE2NyE5NKs3ADV9nEQUUprNtm1A4W9B5W7QEc/k2863v4N57gXd/DtbaNM7CFa20bd3AHZ2ALZ2BLvF7bxu7fwOIJCZ2udx17YBOHfwObN4Q5otPVO0Q2htrqRWX1IDM6WNbbkJucKK0elCYncr0dmd7Oit7BssHBisGF3OxFZfahMHqQG9ysrDpY0lhZ0Ig//+iygb45FQ+mZDyckjG4oGFabWJaZWZgUcvN4Xle/Id/jio3/uqO7+C48fS3/0TfrJz+Bb04SS/qeTCt4ubQYtSo4Nf3J/ll7zif9I7xyb0xProjxtSPb4/w6d0hSiqqOBV3jNNxR4k/dojjR17lVOxhEk/Gknz6BOfij3EqPpaunht83jvK+1EJ2hDv3xrkFzcHIjXEB9+O8Mt743zxaIavByTcHpHSOyWnT6JiVKphUq5jUr7KrMrEvMbGjMLMuNTAwLyO/nkdjyVa+iQaBhZ1kb/PKqMrBqZV1sg/rIlHc5Fz+6ScezNK+uY1jMuMLOqFv5nSLsJglk0elsxeYdqoMjOpNDEm0zOyvMrQ0iqDS+KMPyw1MLIslCGPF7Q8lGh4NK9mULrKhNLCnM7OksGJzOJBZvEit3pROYSiQG72CdNFvYtpnY1JjZUprY3ZVQczOhuzGmHQqjS50TvXsK9tEth+wtbT7/jNv/933Lz9FRVVBdTWFVLfUEx9QymNTRW0tFRTV1dOS1s1HZ311NaVUl1TQl19RRT46huqqK2rpKKymOqacppb6qiuKaeqppy6SOd30PXV1ldHzQYqqsqprq2iubWJquofjxU1L3V+jY310W6vpaWJhoa66IX3AASjO76iAnLzssnNzyGvIJfcfEFtyczOID0jjZS0VJLT0nn/06+E4avaybTaweRBGt6qK3LV9bGgtdFz+QrH446Qcv4E6RdOkJV8htMJRzkRe4i0CwlkpZ4lKyOZm3fuobb6kFkDLFt8LBicLKw6WNBZWdBZWTY4UVmFU4ktsIVnY5/A9jP8myJCdH3/O8L73/3YSW09xRXex+zfQm33s6R3MKsyM7piYHjZyLjSzLTGyqLeidzqF0loriB6VxCj08v112+QV5BJUWku+UU5FJXkkZx2gbzCbPIKs8jMzeDSa28yrRDUkSGpiEcYVYiD28iKWezEIuPiiFTPgsqExurF5Api9a5j84WxeUPYvGEcvo0o6B0Anye0iye0izu4g8O/icO/GQHJLRz+DazedYwuMSIL4POhMruR6e1ItRaWdVZWVm3IDQ7UZjc6m0/oeh1+jM61aMd4kK8hN3lYNogr9IzWzuiKkT6Jmt4JuVgrjct4PKdkdMXIhNJG36yKv/9P/50f/vQ//vU7vj/88Gf2vvsHbg3OcGt4iTtjUu6Oi+jGL/vmoiqNT+4KsPvo7ggf3hnmw9tDfHBzgPe/6eeTbx5QUFzK8ZgjnI47SkLsUeJjjnAq7giJp2JJOR3H+fijnImPo7P7Gp/eHebdb/p495s+3rvZH633vx0Umry743z2aJqbQ4v0Tsh4PKthbNnI4qpwKlZYPCysWplWGZlWWBiT6hmcU9M3o+DRrIJHMwoezirokygZXFQzvrLKrMrMismN2ibkR7MaK/0Lanpn5dydlvF4TsXEirDHVlr96OxCRiQzeVgxeVnSu5BohCHqjMrCtMIULYnGzpLexbJRRE5KdIKiMKMyMacWo7na5sfkXsfm3xIuIFtP8G7uY1/bjhBog2icQVasXhaMDub0VpbMDuRWN2qbTzhlOIKYXSFsgXW8mzuE9vbZe/GUW/e+obahlMbGUmprC6muLqC+vpS6uhLKK/IFCLbXUFNbGinR2bW1N9LUXEdzSz01tRXU1lXS0tpAY1MtTS31tHU009LWGK2mlgZq62uorK6gpq6a+sY6OrraqakVYHcAdAejbktLE83NjbS0NNHe3kpjY320IzzY+R10fWVlJeK6W5gXcWvJjPL50iM5IqmZGXz81bdI9G4m1U5mtC4kejdLZh8yWwClPYjKHmDF4ODq9askxB8h6Xw8Z04c5cLpeBKOHyIh7giJZ46TlnyKrMwUvr3bi94RQO0MoXAEkdnEh5LM7GLZ4GDZ4ERu9qC2+TE4g9jXtvFHdn3r+99HK7D9DE94D8faFhbfBoaIS4nM5GZRZ2NWbROB35EUQYVV7M00kX2ZwuJBZbRx7bVr5BVmkpWfQnZeBoUluSSlniMzYv2VkpFE97UbzKtNjEoNDCzo6JvX0LcouKv9C7rIykeYdIzJjCytOtDYAxg8YUzeMBbfBma36Nxs3nUc/k3svo1oOQNbOCMd4ctA6Frbxupdx+QWl1+F0S0CwowuZHonyzo7SxorSxorK6sO1BYfBtc6Zk8Yi1eMyWbXGkaH8DtUW30iPjIS17qgdzKpMjMkXeXRnJreSWUk90Osqu5OygQRe0bFv//P/xd/PCAw/7Wj7sFxY/vZb/jkdj8f3x3ll/dG+FVktD0YaaOjbu84v34wzqcPxvn0/hifPxjns/ujfH63j7yCIo4fO0xCzGHiYw5zIvYop+KOcj7hGOdPHON0zKucjIuhvesKX0Q6vg9uDvLht0N8dFv4+/2qVwDe1wPz3Bya5/bIIvcnV+ifVTIu1SHVOwS/zRdGbfexpI8sTZd1TKysMrGiY3xZy/iyjnGZnimFUQjUtVaW9XZUVg+rdh8GZwCVxc2izsKUfJVRqZrhJS1jK6tMKwVYzWsszGvFp/5Bdq7MHAkSj4jDl/UOVoyiI9C5QoLh7w1j9YbF3sQrIvOMnsgy2R3G4FoXTrWeMHrXGkqzkxWDFbnZgdbhRe/yo7V7UJgcyExWZEYLKrMDg92L2eXH5lnDEQjiDoXxb2ywub/N/cd3qGsoo6GhhOrqfCoqcqmpKaKxURCTW9qq6b7YTEtrbWTMraK1rYH2jmaaW+ppaW2gobEmCoL1jTU0NNXS3NoQraaWeuoaaqmuraK6toq6hlrqGmppaW+horKc2trqv9jpNTbW09zcGH22tjbT3Nz4FyPwwbh7oOctLS0mvyg/Smk5MCtIz0wjLT2FzJxsvrjzAKnRy6zOJci/Jg8yqx+1UwQ9qaw+5EY77/ziXdLTzpN49jhxR35KQuwhEo4f4kxCDMnnE0hPPk1GeiJf3rwdsXjyI7cHUNoDaCOBOAZvGL0njCESfWjxbuAK7eDbfMLa1lNCO88i7tj7eELbOAMbOP1hHIENHGubIjQ+uIPVv4k5ovrQu9fRudbQOgJobF6UZhfSVTsLWgtLqlV6rlwiryiT7II0svPSKSzJJTnt/EvAl0zPjddY1tuZ1wlbdsmq2BuOycyMrBwQk82RvaVLHGxMXmSRvZ/avobGvsaqXfjqmd3Bv9jxmd1BLJ4QFrfoEB3+MA5/GLNnHa19DaXZK8ZShZlJmZFpuZlZpZU5pY05pZUZhQWJ2o501YXM5EVlEUcWXeSIorX50Fh9gjIT+WCYU1uZkBkjedpK7h2sjsbk3B6VcWtE8Gnvjsu4N7LEv/tP/+ePJgX/quPGD39mY/8F735xj7e/esy7Xz3iva/7+ODWUFSf+9nD6QjXZo7bowv0ji9xf0LKwKyMwTk594enyC8sJj7mMAkxhzh+7BDxMUc4ffwY5+JjOHf8KKdifk78scN0XrxK7/AcXz6e5rMHk3x6f4LPHkzy5eNpvhmU8O3oEven5PTNqeibUzI8r2F0ScuM0sDyqg211c2qUxgczmstzKrNLOntKO0+dM41DJ4gBk8Qtc0vOiVnAJMnhNkbwrG2gSe0iWttHYc/hM0XxOheY9XhQ2XzsWJ0R9jwNpEDorEgUZlY0FhY0TvQ2HwY3CH07pD4tDK5o6695ijnLox7fQvvxi6e8C6O4BZ6lx+lxY3U4GBea2ZaoWNiRc3okoz+GQl9E5P0TUwwMD7Jg/5Bbvc+5Mtbt/n111/z8eef8+GvP+OTzz7n0y+/5stvbvLlzZt8/vXXfPH1V9y+9y3vvv869U2l1NUXU12dT319CQ0NZbS319HSWsOlK61cudZBa1sdDY1V1NVX0thUS3tHM03NdbS2NdLYVBt9VkfG3PrGGhqb62hsrqeuoZrK6nLKK8uiwFdbX0NTa5Pg7tXV0NraTGtrcxQAW1ubaWysp7W1mZaWJpqaGqJjcF2d4PodcPnKykooLimKdny5+TnRji8jM00kxeVkc+fRAEqrnxWzD6XFj8ruR+sSCXVGT4hVZwC12cH7H71PQWEWmWnnOHsyhuTzJ8nKuEBG6nkK89IoK86muDiPb3sfIjc6mdfaWDK4BL/NsYbBG45oenejJps23wZ2fxi7fwPX2ia+sNjxhXaesrb1RJjFbu0T3hVeiuu7z6OHBN/mU7ybT3AEtzH71oW7icvPqsOP2uZHafGiMtrouXKJrNwUcovSI/b9eaRlJongpsIsMnLS6bnxGlKdhWWDW/AXLR5WLILQLtE6mIlwFUdWTJFx2MiwVADipEIoNGSWADpHAIMzgD4yhq7afazahYLE4FrDENnj6R1+dDYvMqPw+puWmxhe0PF4VsX9KQX3J+Xcn5DzYFLBg0kF9yfk3J9U8HBKQf+cmuEFLRMrBmaVZhZUVhY1VhY1Fha0ViRqC5MrqwwtaHg8q+TBjFwcFceWuT22wu1RUd+OCLbGnXEZd4YX+Yf/+N9/3PH91UakB8C394J3Pr/LW1884u0vH/LOl4/4xTcDkS5sImpRdWtIwv2JZfpn5QzMrjAyL2dsQU7f+Ax5hcUkHD/GqbgjnIg5QkLcMc7Gx3Ih4TiJCXGcO36U+GOH6bl6gxGJnL4ZUY+mZNwfX+LBhJSHUys8mJbTL1ExJjMwp7Ei0ViZ11hYXLWxYrCjNDuRG50saG2MSXUMLamYUuhRWj2Y/WE8GzsEdvbxbu7jDG3hCm2xtr3H+u4Ttp++YPfpC3afPGX36XP2nn/PzrPvRK7F3jNc4R1M3hBqu48Vo0ijkhkdqK0eVp1+zL4w9uAWZt86WrsAPrnBicbijfKhzD4RIG5b28DqD2Hy+FFZbMzLVQyMzfDFt7288+GvuPT6WzS0d1FcWUVWQS6JacmcPX+WEyfiiY2N4dixIxyJOcLhY4c5dORVDh89xOFjhzkac4Sjxw7x6qs/5+ev/oyf/uxvSM+8QHNrJR0dNbS1VdHaWkVzcyUdHfW0ttZw8VIzl660UldfTkVlEfUNVTQ21UQ7vYPxtqOzhfaOZuoiF92Gplpa2hppnTcavwAAIABJREFUbm2goamGmrofu72mlkYamxtobm2isrKcurqa6C7voONra2uhoaEuCnwNDXVUV1dGd3x1dTXRPd/BkeMA+HLysqM7vozMdDIyU8nNz+Hx6DhGbxijR4xslsAW9uA2zrDwKrR4QxgcHn79xa+prCoiPzeFxHPxJJ1PID8/jcyMJPLz0igtzqKoOJfbDx8jN7mYUZqYVZmFgsLixeBexxbYxrm+H/HsE4oNT2gbT2gbb2iLtY1dNnafsfP0e/a/+3v2X/yWvee/YffZ92zsfycMZNd3cYV2IrWF1R9G7xbdnsoqfPkOjBB0NhdXb1wjryiT3KL0qIV/SvoFcgsyySvMIisnnZ7rN1jWCX6d2uJFY/OidUQsoQwu5tRWRpeN9M1Hjnqzmoh+XcPAgpYJuZlFgxedcy16udW7AmhtXpRmcZhQ28VVVmn1sWJ0MacyMbKopW9OQ++knNsjUr4aXOCLPgmfP57js8dz/PrhDJ89nuOLfmHm+/XAPLdHpNybkPFoRkXfnJqheQ0jC2rGllSMLWkYWVQzIFHxcFpO76RgN4huT8a9CflLFTkkjsu4O7z0F8D3r+r4fv/Dn9l6+j0f3XzMB98O89Htg/FzhI/viCPDryOmoTcHJNwfXWJIomB8UcXEkpJpqYLhKQn5RcWcio8hIeYwx48d4kTsUU4fj+H8ieMknjjOhRPHSIg9wpXrrzG2IGdkQcG0XI9EbUaiNjGj0DO+rGVwUU3/vILhRRUzCiNzKiOzKiNTSgNzGlOEVCna6TGpgYEFFcNLaubUJjRWN/bAOr6NbdzBLRyBEO5gmLWNbTb3nrDz5Blb+3ts7++x+/Q5T178hv3n37P77AVbT5+zvvsEz/oWZu8aGrsHpcWFzuHF4g1iX9vAu7GLd2Mv8h94E4MrhMrsQWZwIjc4URhdyExuFiJRmfMKLf0jE7z/0SfUNzSRmZlNQsJJXn31VX7ytz/hlZ/877zyk3/L37zyb3jllX/DT3/6N/zdz17h1Z//hMOHfkpszCGOxx3hZEIMCSdjOHHiGCdPxREXe5i4uCMciznE3/38b8jKSaKru57OzlpaWytpbCynsbGc1tYa6uvLaeuo5dKVNmpqxVVX0Fbq6Ohspr2jmY7OFppb6unqbqOzs4WGyI6vpa2R9s4WWtubIgAowK6ppZHm1qYo8FVHCMqtrc20t7dGd3vt7a00NTXQ0dFGS0sT9fW1UeLyy8BXWVkepbMUFOX/xVVXqDjSycpOpaiogMnZebwbe3g29vFv7OPbfkpg5xlrO08JbD3Bu76FzRfgFx/+gsLibIqKMkm+cJLTp2JITTlDctIZsrMSKSxIp7A4l96+QfTuEDKzN2LB5EVjC6B3BjF7N3CFdvFu7LO285zQ7nNCO88I7zwhvPOEzb1nbD95we6z73ny3d/z5MVv2X76PaGdZ8LPL2Ica1/bwRHcxh4IY/Wto3cHo6oKtd2P1rGG2h5Aa3Fy+dplcvLTyS/Jorg8n5LyAtKzkiksySWvMIu0zBSuv/kWBmcAnUOMphbPGgaXH43Vy4rewYzSxEjEoUXEpBoZXhbpaKMrRqaVVqRGL1pHAJM3hMm7jtETRGv3IjPaWdDZmdM5mFHbmFZZGJcbGJhX0Tsp486YkJ6JWIZFPu8/IOjPC0/LqG3bLJ/2Sfh6aIlbo8vcn1LyWKJlcFHP2LKeKdkqkzID4yt6sauc1/BoVkVvhIZ2d0LGnfHlH2ssovoYXOCrh1P85p/+D/74P/6faGjav+K48Sd2nv2WT+8N8enDab7sm+Gr/lm+HhSj7df9M3zTN8OtgTnuDM3TO7rAwKyMqWUN80odiyodY7Pz5OUXkBB3lBPHXiXu6CHiYw5zMvYIZ47HcD4+lvPxRzkZd4SLl67SNyHh/piEkQUls0qjuOjobEzKVhlYVPFwZpkHE4v0z8oYmlfQL5HTN6dgaEHD+PIq4ysGIbxeMTG+ssq0woBEZWJl1Yba7ERndaGzeNDbvNg8QXzr26zv7BPe3Wdtawd/eJNAeJvQ5h7BjV3WwjsENrdZ297Fv72Da30Dsy+A3ull1eHB6PJj8gSw+EKYfSGMnjV0rjVUdj/LJhcLqzbmNGamlQYmZTqmZavceTREc1snF5ISefXVv+Nvf/IKf/u3r/CTV/4tr7zyb3nllf+Nn/3sbzhy+GeiDv2UI4d/RlzsYY7HHeHE8aOcPRXL2VOxJF1I4MI5UcmJZ0hOPkti4inOnkngRMJRiooy6L5YT3NzBS0tlVRXF9LQUE53dxNtbXVcvNTKG29dpa29IVKNtLU3cbGnna7uNrq622hrb6Kruy2692vvbKGzu43O7jZa25to62imtb2ZppYGWtt/fN3W0UJ9Qy0tLU10dLTR2dkeBb/Oznaamxvp6Gijra0lOurW19dGu8IDNUdFRRnFxYXkFeZGczqycjLFvi87g5ycdIpLCplblBLY3ItmkAiX6ucEd54R3n3B2vYT3GsbvPf+OxSXZVNdU0BmViKJSadJTjlDUtIZMjOThJ1+WQEDY2N4NvawBbexrW1jC2xh9W9g8a1j9YVxBbfwhXcJ7YjxdXP/Bdv7z9l+8pztJy/YfvKCnaffsfP0e7b2X7C+80zkIod3cQa3sK9t4Qzu4Art4ljbxObfwOQVez61w4/K5kNl9aMwe1HorVy6cpnCkhwKS7IoKhHBTWkZSRQU5ZBfmEVmdio33nwduz+E1b+BzR/G5gux6vAjMzhZ0FiZVZmZjrilTCqszKodSDROJFqh4102uJCbhRGGyuZDbvYg1TuRaKxMK0yMrQigHFwSJh8HZOLeKQV3xla4NSLl1ugyt0ZXuDUq49bIMt8MLfHlwDyfPZ7l00czQvv+eJYv+iV8PbjInXEZj2Y1DC0ZmZCbmVIYmVKamVKaGJcbGZbq6J9X83BWyYMZJfenBJe1d1Ie1dh/2T/Hpw+m+fj2EN/943/5/+HH94c/8cMPf2b32d/z6V0BfF8PSLgzvszDOSUDCxpGlrSMLqoZnVcyPK9icE7B4JyMCamKeaUWqXaV8VkJubk5nDp+lJOxh6Oj7sm4o5yOj+H8iVjOHT/KyZgjtHde5E7fOJ/eHeDrR6PcGZrm8bSU/pllHk0t8XhOzqhUy4R0lYllPSNSLY/n5NyfXOHe+DL3J1d4OC3n0YyCfomaiZVV5lQmpKt2sXOzetBY3ch1DtQGDwZHAEdgA9/GNr6NLVzrW9j94pzv9IfFMtq7jt0fwhlax7O5hW9rB3d4C2cojCMosgZM3jUM7gBapx+52cWS3oZEZ2FWbWRaZWBaqWdSrmNKscrn3z7gQlIyR468StzxI8THHyM25jDxx48SG3OI2JhDHD3ydxx69W+JOfoqRw7/jNiYQ8QfP0LCiRjOnD7BhfMJJJ0/wZmTxzh3Oo7zZxJIOn+K1KSzpKefJzHxJGfOxHPixGGKitPpvlgXAb4qKisLaGqq4vLldro6m7l6rZu333mNiz3ttLU30thUQ2tbI51drdHxtqm5Lgp+re1NtLY3RYGvvbMl2vkdXHsPLr4dXa00NYuxtrOzPQpyB0DY3NxIW1tLFAwPLroHe74D44KSkiKKiguiqo2Dy64AvnRyczMoLi1iXrqCL7SFN7SDL7zH2tYzQjsvCO99T3j/e0I7L/AEt/jgo3eprM6jrqGY/MJ00tKTSE07T1LyGTIykykqzqGkrICRyXHW957h394jcFA74unf3sW/ucPa1i6h3SeE956ysf+Mjf3nbD59weaTF2w8fc7mE5GCF9yKdHqR8daxtoU9sCk4cIEtHJHXtsAmRk+QVVcApUWYB0j1TpbVBi5evkRpWQFllQVUVOVTXllERmYKpWXCFiwvP5Prr1/D7o18EHuC6J0BcXDQ2ZlRmplVWUSimsbG4qqTFaMXpTmA0iKuqCqrF4XZzZLeGT0qDC/p6Y/Yo/VJtDya1fJwRs2jWQ19Ep0IG49wYO9NyKPigHsTCu6Oi07w5YS0A57snXEZvZMKHkyreDynZXBR8FfHZHrG5QYmFEbG5YYIPUxL/4ImUlr65jU8nFHTO6ngm8FFPn80wy97J/nw20Fe/NN/5Y9/EpZUv//D/yrwRcHvz/z+j/+D7ecic0N0fLPcHFzg/pScoQUdkzIDErWJFb0d6aqdeY2FWZmOGZmWeYWWFZ2B8Zk5MjPSOR0fw6m4wyTEHuXk8RhOHT/GmROxXEiI48KJY5yKPUJHVw/3h2f58sEoXzwY5auHY9zsn+LO0CwPp6RMyPQs6Z3RQ8OMysTIspaH0zLujS9xd2yJ+5NS7k8u82hGxqBEweiSikmZlnm1EbnRjtoqwlI0Fi+rdj8WbxBHcB3H2jo2XwiLN4jR4cPo8GGyezHaPKxa3WitboyuAFZfCHsgjDO4iTO0gS2wjskdYNXpQ+fwobK6WTY6WNTbWFi1ItGakWjNzGlMjC8pyCkq53hcHDlZKeRkJZGWepaUxFOkJp0hOfE0yRdOceZkHKdOxIgxLOEY588cJzXpNBfOxpOadJqczERSk06Slnya9JSzpCadIS3pHKlJZ7lwIYEzp+M4mRDD8fhDFJdkcOlyI21t1TQ3V1JbW0x7ewNXr3bS1dlMR2czV69dpL2jKaLSqKH7YhuXLnfRc6mTnkuddHa1crGng4s9HdEOr6Orle6eDrouttPW0Uxza0MU9Dq6Wmltb6LrYhvNzQ1R4Duo9vZWenq6aW9vpbOzna6uDjo62qLAd8Dpq6qqiHZ7BQWCvPwy8IlKJzcvk9LyUhZligjwbeNZF/s20ZE9Y/PJ96zvPscX2uKDD98mJy+RkrJMsnOSuJB4hrPnTnD6TDwpqedFVnBhFkPjY4T3n7O2vUdo7wnh/WdsPfuO3e9+y9az79h48pyNJ88J7z0jvC8qtPuM4M4+ga1dfBs7+NZ38YR2cK1t4whsYvNvYvVtYPWFxdO/gT3ChXMGtnCsbWH2rmPwBFFZvawYXYI1oLPQc/kSWdkp5BWkU1QiIj2TU86TlZ1GQaEIG7r22nUsbh9GdwCDK4DO5kNmdCFRW5mUGZhWmJhVWZhTW5nX2lladbBiEocQpdUbkdQJ49AphSliV6/mwYySh5GDxY/AJo+qoA7A60AY0CfR0f+S19+B5r1/fjX6/sF7B+8PRLjCw1ItI8s6Rlf0EV6sjiGplr4FDX2Rzk+YmIrktV/dF87vH98d48Nbg3wXAb4//OGvAj7xC//lhz/z+z/93+y8+Ae+eDjGF49n+Kpvhm/6Z7kzssijaTkjCyqmZDrmNUZxSdLamFcZWVAbkGqNrKyaGZqYIjk5UQBf7GFOxB7hROxRTsYdjQDfcS4kxHAq7hhdFy8zMLXEN48n+erRON/0TfLt4Ax3RyQ8ml5mbFnLos6G3OhGuuoQnl8qIxMrq4wt6xhZVDOyqGZ0ScOkTM+00sCMUs+MUs+cchXpqhm11YXRFcToEvIak3sNmz+ELRDC7F3DFljH5l/H7F7D7PRjcvjQWT0oDA6URicaixut1YveEcDk8mNy+dHbPWhtHrR2L1qbF7XNi9rmQWP3orGL12q7F4XJRs+1G6QmX6AoL5W87Avk5ySSn51IXnYiBXkpFOQmk5V+lqz0s2SmneHC2ViyM89TVpJJRuppcjLPU5ifQmbaGTJSz5CRepbMtHOkJp0mJek0SUmnOHcunlMn44iN/TkFBan0XGrk0qUmuroaaGqqoLOzgWvXurjY3cq1az289fYNLl/p4mJPOxd72rl8RYDexZ4Oui+209HZIsbei+3/H+Dr7umgvbOFlrbGyMjbFP1xZ3cbzS2NUYA76Pja2lro7u6kpaWJ1tZm2tpaaG1tjgLfAafvZc1ucXEhhcUF5Bfm/U+jbjq5eRmUVZSxrFAR3hZSscDmPv6NPXwR+djG/neE957jC2/x7nuvk5F1jrKKLPIL00nPSCEl9RzJKefIyRVhS4UluQxNjBLef0Zge4/1vSdsPn3BxpPnbEZAL7T7VFBWtvYJbO3j39zDt7GHO7SFIxDG5lvH5lvH6lnH4lnH5F6PSrnUFi9amx+9MyjyZ91hTO51jK4Q+ojdvMriQWkTPD6l3kr3pW5SUs+SmZNIbn4q+QWZnDodz6uHfsq58yfJyk7l6o3rGF1eVp0BtDYfKpObpVUHsyoLU3IjU3JjlGM6q7IiUZtZjMjapAYHMpMwFF3Su5hWWRlaWuWxRMP9aZFU+O2osG47MOs4kHUemHo8mtUwuGhgWGpiZNnMsNTE0JKRoSUjg4uGaL0MfgedoyjR2Q0sahhY1NI3r+bRnLjo3ptc5tvRBb4elPBVRD772cMZPn0YsbJ6MM0v747y4h//K3/6a00Kfvij0Lf9/k9/5l/++Ce++/e/Y0KqYVSqY0iiYHRBzZhUy8Syjmm5nlmlAYnaiERpYGZFx8SSmrElJRNSFaOLSr6+e5+zZ05zNiGOU3FHiI85LDh9sUcio67o+E7HHaW98yKD01Ju9k/zTd8ktwam+XZwhjvDs/SOSngwOc/wvJyZFR2zCvG9Z9Um5jRmZtUmphR6ceTQ25BbPWidAeFS7AmitbvRWl2s2j3oXSIaTwSheNC7xCek0RPAEdrEs7GLe30bRyCMxb2G3u5HaXSxorMh1ztQmz0YHGtYvSEc/jB2vyBg6h1+dI4IE90llsPWwAZmn9A2WnxBFFodNTUVZKaeoTAviaK8JHIyz5KTcYa8rHNkpZ8mK/00BbmJFOQmkpNxlpKCFIoLUsnPvkB+9gUK85IoyEuiIDeJ4oI0CnJTyEq/QE5mEllZSSQnn+HsmXgSEo5SUpLJtWutXL/eweXLrVy82MTVq51cv97Nxe5W3nvvTT748B2u37jEtes9XLvew+Ur3Vy+0sXVaz1cutxFV3dbFAQ7I4DXc7mLS1e6uXipk66L7XR2t0U7vYNRt+tiO61tzXR1ddDV1cHFi110d3fS0dHGxYtdtLW1RHd/B1fe/1m7e+DPV15eSlFJYTR+MisnU3R+2enk5KZTVlHKskLF5t5ztp/+hs0n34tubP8563vPWN97Rmj3Kf6NLT78+F0KitKoqSugoCiDrOw0UtPOk5h0huycVAqLsiguy2d4cozg7hP8m3sEt58Ibt7OU4I7TwhFDia+zT28G7v4Nveirz3hHdzr23jCe7hCO1h9GxhdIbQ2P3KTm2W9yMRY1juQm9xobQEMkdAe/YHfnWNNGAs4/KjtPhQGMx3d7WRmJZKVm0hWThJp6Rc4cvTn/OzvXuHM2QSyctK4dP06Oocblc2LzOBEqrUxp7YwrTAzozRHO74fy8RshEw/p7Ywr7WzuCokf+NyMwOLqzyYVQnQG1uOmnt81S+J+lV+8XhWMDuGl7gb2dcdODq/DHQHXd3LoPdwRv2jdn5cxt3xFe5NrkTcWEQw2IMZBfen5dyblHJ7bJFbI4vcGlni5rBIevxmYIGbQ4vcGpHyVd8s3/+Hf+aPET++3/91O74/84c//sC//PAHfvfP/02Mcc4AGpsbldmJwuRkSWtlRmFgRq5nakXPuFTLyIKSgdkVHk4u0juxwO1RCR989g1nz5zmdHwMCcde5fgxweU7EXOYk8ePcf6EOG6cij1Ka1sXY/NyHk4s0jclpW9aysDsCoNzckYWlQwvKJiUapiTC6mNRGNGojEzqzQwJdMxJdMxo9AjURuR6sVYa3AFsPrWsfvXsXrXMDg9aGwu5EYry6smpDozy6sWZEYbCpMdtdWJybuGM7iJK7iJc20DR2ATsyck9IcWIbOxeEO4Aht4g1u4g1vY/RuYPSEMzgBGVwCTOyDG6LUNXKEtnMFNrP4QVq+H11+7Sl52Ink550lPTSDlwnEyUuLJyz5Dfs5ZSgqTqCxLp7Yqh6qyLGorc6kszaSmIofK0kyqyrIoL82krCSDyrJsKkpzKCnMpKggk9zcVDIyLpCUeIbz5+OprS3izbcu8vbbl7h6tZ3u7kauXevmjTcu88brV3jvF2/y/gdvc+16D9dvXOL6jUtcudrN1WsXuXqtJ9r5Xb0mALHnUmcU9K5c6+Hy1Yv0XO6iu6eDi5c6uXipM9IFtnLpSjednW309HT/RbW0NEUBsLOzg+7uTjo726MX38bG+iiXr6KijMpI/sbLwJeZnUlOnsjcPRh1l2QKgpu7rO88Y2P/BWvb+wR39gntPiG0+4Tgzj6e4DrvvPcGmdnnKCpJJysnidS0RJKSz3Ah8TSpaRdIzzhPdl46A6PD+Dd3ca+L8oT3ok9PeA/X+o8/593Yi/68K7SNe30b9/oOtsAWBqeQYGntAbSOoKCD2CNBQs6gCBeyCr7egW271Ohi2ehEZnYht7iQrRrpuNhBVk4iOfnJ5OQmk5p2gfgTMSQmnSUzM5mc3HR6rl5DZbYj1dtZiHBNZ5Rm5tRWZlVWZlUWJBpBCpZobMxpLMwozUzJjUysmJhYMTOxLLJ1++a1YrydVghT3Uml4MpFdnR3X3p9sMO7Oy7j4Yw6OsYe5PMeWLu97HP5eE4bBb+Dfd29CTl3p+T0TgtnowezIuLy4ZyavnkRF9E3r+XRnJoH00p6JxTcGZNzd2yFO+Nybg7N85vf/Tcx6v7wR+Ek/7866v7hj3/i9z/8wB9++AO/+6//jNriQG50sKIzMa82MqM0MCbV0D8r49HUCvcnlrk/vsT9sUV6xxa5N7ZA78QCvROLfPDZ15w+dVIAX8whjh87TFwE+E7HHeVcfKxQb8Qdo7GplakFOZNLKhZURpZ1FqRaM8s6C3K90PcpjA5UJicqkxOZwY5UZ0ai0jMt0zAt0zKr0DGn1LOgMSLVGlHorWjNDgwOL2anF5PTg87hQWGysaK3sLxqRqozsaQ1sqAxsKgxINWZUJudGF1+nIFNPOs7eMPik9wV3MIV2sQT3sW7Ljhb7ghA2vzrmD3BaJnca5i9QWz+MPZIOLQjEORXn35Ceupp0lNPkpl2iuL8ZMoKk6koTqGsMInyomTKChOpLE6hvDCZmrJM6ipzqK3Iprosi4qSDMpLMygqSKYwP5mi/DQK81IoyE0lJzuZrMxE0lLPk5x0kubGCt5++zJvvNnDlSvtdHU38trrl3j77Wu8/tpl3v/gbT786B1uvHaZy1e6uHa9h9ffuMYbb17n+muXuXb9Elcj711/7TLXblzm6vVLXLnWw/XXrnD9tStcvX4p0iV2R4Gys6uVnsuddHa2culSN5cud3PpUjc9PV00NdXT0dlGe0crHZ2tdHW109nZRktrI83NjTS3NNLQWEddfQ2VVeVUVpZRXlFKcWkhhcX55BfmkZ2bSW5+Nlk56eQVZFFeUYZUJie4scPaxh7rO09Z33tKeP8ZG0+es773lLXtPZyBIK+/dY20jLMUlWWQk5dMZlYyaemJpKYnkpmdSlZOCjn5mQyMjeDf2ouA2x6u0C6u0K64xAZ3o8l2rvAurvAuzvUd7MFtHKFt7MEtLP4wJo+IitQ7hX+i1inoKSqbD0VEjiYzvWTZrrYwpxEE+VmNGYnWyrzWxoJSR0dXK+npZ8jIPEtW5gXSUs9x6lQcGRlJZGWnkJufwcWrl5EZLMzrbEi0ViQaC7NqC7NqKzMqUbNqIZOb09iZ1diZUomM25FlI8NLBgYPwsTnha738bww/nwo0XJ/RsWDGWHV9jhi9jG4KHZzwllZy+DCKkNLBoaWDIxITQwvGRmYX+VxxCHp0ZyGPomWgYVVBhZXhXZ4XsvAgo7+ee1LAKehb0HoigcWddHIiCGpISq/651ScGd8hdujUm4OLfHl4xlhPR8xIv1f5/H98U9R/su//PAD/+4//hcWNSZmFAYmlhQMSBQimGdYwlf903zZP81X/TN8MzDHraF57owscm9skfuTSzyeXeHjL25y6mQCZ0/EcjJWqDbiY49wMuYIZ2OPcSEhjqSTcZyJj6G+vp6phWWmluQsKVfRmO0Y7C6MNhcWpwezy4/FI7hJRqcPvc2N1uJEZXIg01uQrVqQG2yozA60Vjcas41VmxODw43R6cHs9mHxBrD6g1j8Qcz+NUzeAHqXF63dhcriRGl2oDTZUZrsaK1uTE4/dn8QVzAcuf4e1A6e9U3c6xviGdrAFQzjCKxj9QnnCqN7DZMniMW7Hllmh3GHNvn23h2ysxMpykumpCCFypIMSnMvUJp3gZLcs5TknqEk7zQVBeepyL9ATUkqNaUZ1FVkUVueRUVpJhVlmZQWp1FSlEZJUTqFeSkU5qVSkJdGQW4aOVnJZKadp72lljdfv8Sbb13l9Tcuc/3GRd56+1r0xx9/8i4ff/Iub751nddev8Ibb17nvV+8xXvvv8Vb777G2++9zpvv3Ig+X3vjKq+9cY0br4vna29cE8AX6RKvXO2m51IHnV0tdF9so7OrhUuXu6LVc6nzL67GHZ0ttLU3ReVxLa31NLc20NhcF3F9KaeiqpTyyhJKygopKhEGnHkF2eQX5kRMODMpryxjWSZnfWuX9a19wjtPWI8cHMTI+4zQ7hM8oTDvffAOOXmpVNYWUFyeSV5hOhlZKaRnJpOdl05uQSYFJXkMjI8T2NqPdngH3Z0rtCOeLwHewdMRiqSyvaTqsPg2o/s9oQISmRgv16LeybzWjkRjixgh2JnT2pjVOZnTOpEodHR1NZOTcYbs9DNkp58jM+0sZ08fIycniby8ZHLzUrl49TLzagOTSjMTSjOTKhOTKpNwa1kxMSI1MiI1MCI1MLwUAawI+DySaETNiVG1PwJMA4ur9C9ohQORRMMjiVa4HC0I49CRZQMTMiNTCkGVmVaYmZSbmJAZmZSbmZRZGF8xie8pFeA1LNUzKtWLP8OiMEwYXhLX22GpmsElNYOLKoaWtAwt6uif1/A4YkD6aE4tutDxZW6OLPLlgISv+sXI/WnvBN//48uZG391xycA8O9/95+ZV5l61A9MAAAgAElEQVSYURoZWVBwf0rKzWEJnz4c55N7w3x0Z5CP7gzyy3ujfHp/gi8fT/N1/wzfDs/zYHqZ9z/9koQT8ZyKKDfiYw5zPOaI4PHFHuV8QixJJ+M4e+IA+KRMLqywoNCiMdsw2JxYnB4sTg8O7xruQAhfaANfaBNvMIx7bR2HP4jVG8DmW8MRCOFcW8cVDGP1BrB6A1g8fqzeAHZ/EEcghH3tx7IFgtgCQawvlX0tFKGqBLF4/JjdvujvP/jazrV13KENPKEN3MFwFPw8oQ1cQcGhMrkDGJw+DE4/JncAs3sNZyDMwMggxcWZlBWnU1qURlVpJtXFadSUpFNVnExZ/jmqS5KpLUuhriydxqpsGitzqK/Mpi4y7paXZlBWkkFFWRalxRnk5ySTn5NCXnYqhXnp5Oekkp5ylp6uZt5/73Xefe8Gb79zndffuMwHH77FJ5+8x/sfvMnnX3zMx5+8yxtvXuWdd1/n3ffe4N333uS999/inV+8wXsfiOc7v3gjAnzXonXj9avceP2q6Pqu9USB7wD8xMGkg8tXurl0uSvaEbZ3NEf3hR2dLXR2tdLe0SxUIs11UQ1wQ1MtNXWVlEfs7kvKRGBRQVEu+YU5FBbnkZOXQXZuBqXlJcgVSjZ2nrC+uUdwc4+1HTHqru89/XHUDW3w3ofvkV+UQU1DCZW1+RQUZ5KSdoGUtEQyc1LJyc8gvySPwYmxSMe3E1VYONa2sPrC2PwbOF7q7mxrm1gDG1j8IgfFGng5EiCM3hkUJhpWHzKTmxWTmxWTyMRY0DuZ0zmZ0diZ1tiZ1TmZ0TqYUlmEpZbSysyyio7OJrLTT5OTLg5bmWlnOXcmlvz8VPLyUsjKSaa1q4dxqQgMF92VkodzSh7PaqIj5YEFW+9UhAw8IYt6QN6dlHNvWknvlIIHM0oezakjxwatACGpgUGpgcElPYMLWoYWdBHSsSE6Uoux2sKcxoZEbUWisiJRip3itNLEhNzAuEzPpNzIlMLE1Et7x2mlibEVDcNSDYOLaoYWNPRL1DycUXIvoty4My4Mgb8ZWhD8vYdTfPpgkk8fTPFp7xjf/+P/y9l7Nsd9ZlmeX2FKoreSaOC9IQDCW4LwJEEDEiC89957n4lMAOl9JkwCCe8dYUiRKqmqq6aru7p7dntjIuYb7Eiq6up59dsX/0RK6u7Z3eoXN54MBBCIYAQPzr333HP+mR//9FemrP3w45/54Yc/O8KGvvvbf2BEpmdQbqZXoqF1VEbd4CTVvWLKO0cpbh0kv7GX/Ppe8urOq4fCxn6qOsd4kVvM7Vs3+eL65Z8Y3+XPuXX5AneuXubejas4377GnZtXiY6OYmRiimGpnGmNCYttBdvGNhu7B2ztH7K1t8/OwSF7R+84OD7h4PiE/eMT9o5O2Dk8ZvvgnePdPnhnZ2CHrP4MGFd3D1jdPWBlZ5+lrV0BFHf2WNuzg+DBEWuH7xw6vfW9QzbsYLdhB7itQ4HlbR8e/+L37h6dsHt0zPaRcA63vH2AdW1HWKisbjG3ssXi+g5jE+OEBHsT8dCb6HBf4iP9iQv1IjbUi5hQdyKCnIgNcyMm1JWoYBeB8QW7E/bAhdBAFwL97uPve49AfyceBLjg73Mfd5cv8HD9CneXr/Byv4en213cnL/kaXoihQWveZv7krz8LPILXlNRWUhpWR6FRdnU1pVQVp5Hbt5LCotyKC7Jo7gkj6KSPApLciksyXUAX27BG7LfZpGdk8WbnFeOep39ktdvnpP1OpOXr57y/EWGfTkivOeAd876UlITyXiS4hBIp6UnkZ6RTJJdC3hufBAbH0VkdBhhESE8DBPCjX7O+AKD/PDx9bBvdYMxmi18/PZvOP0gXFCcz/fO29y90w9sHhxRUJyPb4A7YZH+BId54xvghrPrPZxd7+LqcR8Pbxd8g3wYHBeAb+NQcLZe2z916O+Eq4tTlveOWdw+FO5r13eZWxOiPy1r+0L2h70s9gsM48oe+qUdu5mFoJebmlll3LDMqM7GsGaBYbtH45he8NQT6RaZUOlJTIrB0+0Wnq638XT7Ck+3r7h/5xqBge74+bng6e3E4/R0pPo5h8h4QG6mZ9pApz03t2VcZxcXa2kV6WkVaWgVaYXFhT0/t0NqpG/awrByXvjdhiUmDILtmshg947UWpnQC6d8csuKna0u2xcoC0wZF5k2LSE32VCabMIN7swyytkV5PY7XLn9JnfatMiUccFh/iGIrBcQaeYYVc4wJDPTKxWA+KeztXMDYBX1QwLjq+ufprZngt/+/f/1kzvLXy1gtrO+j7/9Aw19Yiq7J6joEBxayjuFKm0fprh1kMLmfkpa+ilt7qeosZf8ui5yazooaugl7UU2t2/d4OYVwaTgxuXPuX7pM25e+pw7V4WtrvPta9y5cYWIiAiGxZOMTilRGmeZW1lnZXuPrf0j9o9POTw55ej0jMOTUw6OTzg8OePd+w8cnX3N/vGZA/A29w4FJrh36AA42+YOixvbLKxvY13bZm51U7jiWNlgYWOH5Z0DlvcOWdo7wLazh217l2U7gzwHvO13p+ydfmDv5D17px/YP3nP4ekHDk/fc3B8xuHJe/aPz9g5OmHz8IRVu9nB8vY+S5u72Db3WNk5QKlVEx0dRGxUALGR/kSHehMZ5EbEA1cigpyJCHIiLtzdDnxCxYZ6ER3qQdgDV4L8nQkKdCYkyI1Af2d8ve45pC0erndwdznXBn5B5pMkSkveUliUTXHJW8orCqirL6e0LI+yinxaWqupqikkN+8FhUXZlJblU1ZeQEl5AaUVhRSV5lFQ/NbB/N7mCZWT+5rc/Gxy87PJyX1NztssB/g9f5HB02epZD5P58XLJ47t8PkcMDXtsQPszt9z4Ev8Gds7B77wyIeERz60t7p++Ad6/6LVFba6wegMRj588xuOzz5xeCoA3c9r9+Q9a7sHvM3PwcvXhdBIP4LDvPELdMfN0xlXdyc8vF0E1hfoTd/oKBuHJw7AW9s/dbS5W++EjJO1wzOW947tJgi7zK4KN7bC5cOuw2bdtLKLzraFyrqJwm5PNmVZtl8nLDKiFfwa+xX2FlJtZVS3wIhGONsSK3QkJEbj7nIDN6cbuDrdwt3lC5zu3SAgwA1fX2e8vJ1IeZKGfGYeqdmG1GxjwmRl3CBkhvTLZ+meNNElNdI9aXI4fndIBKlKmz3BrHvKzJBilgm9jWnzmj2WUriokBptTFtW0Vg3MK3sCQubFeG6RLuwgWpu1VGK2RWU5mU0Myvo5tdQza4gt9iQW2xMm20OgJvQzQuuSZpZQYZmsNq/bmVCt8i4RmiDhZZbuBQ5X7p0Sg20Twjb4NYxDc2DMn73D/+dH//8F/tG969pdX8Qrjb+5/f/wsff/h3Ng1PU9An+exVdY1R2j1PdK6a6V0xN3wTNozIGpnVMaC2INBZ6xEqa+yU09Ul4lpXHjevXuGF3Z7l++QLXLn3GzYufCdkbN67idPsqX16/RFhoKGKZGolKj8ZsZX51g9WdfdZ37C3uwTv23p2ye3jMzsE7do+O2Xt3xsHJB3aPTtjcO2Jt54D1nX027ExvaWuXhfUtrGubzCytYlpYwmBdRWddQTO3hHZuCePiGjOr23YRsrD1nVneYGF9l7W9d0ILe3TCzvGZAHinH9g7EwD39OuPnH38xNnXnzj7+A2nX3/i6Oxr9k7es/3uVGCIRydsH52w9e6M3ZMPLK4skRAfRlSYD5Gh3o5WN9T/PiF+dwgLvEd8hAfRD10I9b9HiN9dQv2dCPa7h7/nl3h7fIGH2y28Pb/E0+ML3Jxv4nL/Js73buBy/zYerndwc/4Sp7s3eZmZSmVFARWVBVRVF1NbV0ZjUxVl5fmUVxbQ0FRGdW0hBUVZ5OVnUVKaS2l5PqUVhZRVFlFUmkd+UQ7FZfkUluSSVyCA3du8N/Y3m+y3WeTkZpGd85LX2S94+eqpg/G9ePn0/xP40tKTSE177AC+hMRY4h/FEGd3gwmLCCEsIoTgh79kfL7+3sKSw8+DkNAglCo1Zx+/5eTsG96dfXS0uvtnX7N78p6d4zPW9w4oLi8iMNiH2ISHxCSEEBYZiP8De/B5oDcBD7wJCPanb2RU+MO1c8TK7rHQ3u6fsn5wxsbBGRtHP831VvaFi4v59V1m1vYwrexjWBZs3rWL2yjn1pmeEe5cp2dXmbQsOy4TxnRWRjTzDKlmGVbPM6ZbEJieQWB8Yp0NicpAXHwErvev4XLvKve/uoqr0y2c7t3A398VXx9nPL3vk/YkBc2MVWBTc4KIXj63jGx2FallGbFhEZFugXHdAuM6KyMaq6N9HVAIJ2hD9rmbSGNFrF1ArLUK56CaGSZ088gsS+htW8ytn1vMb9uzOLZ+UZqFDTRza2hmVlHNrCAz25Dohbv7cc0so+o5BuUWBmQm+qdNDEybGJKbGFMYEamEC60JjRWRap4x1bzDU7BPZhG2vZNGuiaN9Eyb6bEvXDpFGv7w3/4Hf7Lf6v7VgeJCu/svfPzNH2jok1DVI6Wye4Lqngmqeuzeez1iavsldEq0TJkWmV3bZWHrANPSFirLEjK9lbziCm7euMatqxe5deUCNy7ZPfkufc6XVy7y1bXLwozv+hVCQ0ORaYzI9BaUhjl0M4uYF5aZta0yv7zOwtomS5s7LG/tsry5y8r2Hmu7B6zvH7K6vc/i+haLG9ssbmzbWd4etk1BaDy/solpcQWNxYrSYkNhtiEzLjCpn0NuWkQ9uyzYYFtX0FtXMVhXmV/dYXVXmOedz/S23506FhwHZ+85/fiJD998y8fvvuOb3/yWT999x/tvvuX046959+ETBycf2D9+z8HpBw7ef+L446/ZOdwj8XEUEWE+RIX5EB3mQ8xDLx76OxHse5cQ3zvEhLoTGexC+ANnHvrfJyzAmcgQTyKCPQgJdMXf9x4PAlwIDnLDz/s+/j7O+Hk7E+jnTlCAJwG+bnh53CP7zTOqKouorC6ipraEmtoS6hsqqKwqpLwyn/rGEmrqCikqeUNB0WsqKguoqCykvLKI8qpiikpzKSx5S0l5AYUlb8nNf0Nu3hve5mYJn+2MLzcvi+zsF7zKesbzF+k8fZbKixfpvHz1hMznGTx5msqzzJ9a3dS0x6RnnLe6j0lLF+Z8j5Pi7HZXQkXFhBMRFUp45ENCQgXGF2AP0/YP8MbP3wtfPw+CHz5gUibn/Tffcfr1rzn5+te8+/obe/2aQzsAbu4Lra6njzPBod4EBrvj4++Ku6czHl4uePm64RvgQUCwP70joyxuHwg5E5uH2LaOsNkt123bR9h23rG4c8TC9iHW7SNmNw4wreygs20LzG52HZlllWnzClMme/KYTiixwWZvIZcQG2yM6RYY1VoZ1VodwDeuXxDaXZ0NkUpPbFw4Lvev4Xz3Kk53r+PqdIt7d67iH+CKj48zHp73SEtLQTOzgMIibIhlFhvyGQEEZTPLTJoXkZoWkBjmmdDP24FQCBYfsS8dhGXFIpPnczmDFalhjmmjFZnRitJsQzO7jGVZsMWfWbYHES1soptfE3J251bRza+ht66jt/tTys02RGoLo0oTIu0so+pZBmQm+qaN9E0Z6JnU0zelY2hax5jSwoRmDqluAZFqjmG5hQHHcsNE75SJnkkj3VID3VIDvVIjvZMmeiZ0/OH/+B/8+Kf/pPX8edjQh29/T03XGBVdIso7xijvGKPMXhVdIso6xqjumaBtZIoBqZIxuY4JjQWJxoJUO8ObvAJuXb/C7WuX+fLaZW5fucTNKxe5cUkwKvji8gXuXb/MV9cuExISgkSuQSzXIZbrkKiMTGstKI3zaC02tLOL6OZs6OeXMC4sY1pcZWZ5HdvGFraNbeZX1rEsrWFZXsO8vI7JtvGL0i+sojBZEaktgimp2oJIbUGsnUWin2PKaEUxY0M9u4R2flk4U9vcw7a5w4IdVM/nhAIQvmP/7AMnX3/D+2++4f2nbzj9+gPH79/z7uwD786+5t3ZR47ss6Z3Hz5x9ulbDk6OSUt/TESoDxEPfQgP9iI6xIuwAFfiwnyJDfUhJS6ExOhA4iN9iY/041F0II9jg4kJ8yXE35UAPydCgt2JCvfngb8bIQ+8eODvQZCfB0EBngT6uePj40JBwWtq68qoqSumtr6E6tpiGpvLqa4toqaumJa2SqpqCsgreElRyRuqaoooryigrDyfyqoiysrzKSrOoag4h+KStxQUvqGg4LV9XphFXkEWuXmvyMt7RXbOc7KynvDiRRrPniXz8mU6L1+l8/xFGk+fpfD0WTIZT5JISo4lOSXODnyPSUl9RGpaIskpdsb3SAg5ik+IJiY2gqjoUMIjQngYFkhwiD+BD3zwD/CyB+944u3jxoNgf0RSCe8/fcfJx+84/vgbjj98w8nX33Dy9a85+fgtx+8/sXMgmBS4uH7Fg2AP/ANd8PS+L0RUOt/B2eUrXFzv4OHrTkv/IOb1fUFvt7YvWETZLZlMy4Itk355G+3SNprlHVSL28itm0zNriExryA2CsAmtefJSo3LiAw2O5sTskAmTMv2eEnBKPRcsnH+DqqtDKitDMu0xMVH4uZ8w1438XT7Aqd71+0zPjc8vZxIe5KGbm7ZLkJeZtqyyJR5CZnZhmJm2e5zZ2PKuMC0ycaUeQmp0eaYp42pZpjQWZky2VDPr2O0Z2ZYN3ZZ2T1idfuQlY19bGu7zK/uYlnawmSPozTZttBb19HOraGZXUE3v47JtsXMyi6zq3tYVnbRzq+hmllCbW97J40LSI0LiHRzjKpnGFVZGFdbmNDZ4yNmlpk22xBp5xhWzjKksNhZolnw5ZwyMSQzMyIzMyQz0yfRCQ7M9uXGfy5e8oc/cfrptxQ39pLfOEBBYx9FzYINfGHzIEUtQ44qbu6jrLWHstY+KtsHqOocpL53jNRnL7h9/QpfXr/KV9eu8OXVy9y4fIHr58B35SL3rl3iq2uXCAgIoHdETJ9IxsiUFrHSxITShFQzw7RuhimtBanaiEQllFRjYlpnQWWeQzMrnMgpLAsoZhZQ2GcJcrMNuXmJKaOVScM8E7pZhhQmhhQmBuVGhhRGhhQmRLo5VHMr6G3rgph5YRmzbZW51Q2sa5vMrawzv7rB4sa2XRazy8rOPuv7R2wfHXNwcsrh6SnvTt9zdHrK4ekJR2dnHL3/wOH7jxx+EOrk07ccff01r15nEhsRwKPoQOKjAnkUGUB4oBvRIV7Eh/uR/iiM5NhgYsO9iXroRWJsEElxIUSFeBPocx9311v4+dwjOFDY6Ab4uuLr5cwDX3ce+HvwIMATf393CgvfUFtXRn1jGVU1hZRX5tHYXPFvgC+fgqJXlJTlUF1bLDC+igLKKwooLcujuOQtJaW5lJTmUliUTWFRNvkFrx2fz8EwN/clb948IyvrCa9epgvvqwxevEznWWYKzzJTeZaZQlJyLEnJcWQ8SXZIXpJTEkhOSbDHWgpuzwmPYoiNiyQqOpyIyIeEhj0gOMSfB0G+DvDz8fXA28cN/0AfBkaGOTr7msOzTxy8/zWHZ4Ks5fjDN5x9+o7Tj99ycHxGcWkhnt5OhEf6ExLqRcADTzw8XfDwcsHTyxlPb2e8/L1o6u1Ha9tEs7iNfmnXvpjY/SlGYGYVqWkFscGGyLDEmN5mDwe3MqSdY0gzx4hmnnHdIhKDEPgjtazag4+WERuXEBmEkKFBlTCD652eoWfaQs+0ICvplVnolpnpn1QSlxCFh9st3Jyu4+58E0/3L3C+f4OgYE8CA9zx8nEh7Vkauvll5LNC0prQ6grmuVNmm+NSY8q0KPhZzqwybVlhQr/AuEY4/RRrBTYos9gw2DaZX99j4+CEow/f8O7sE7uHZ6xs7TO7soV2fhm5ZQGFZQm52caUYYEpg5Vp4yJyk/B/UDFjQzO/JgDk0jYW2zYzdqA0LGxgWNxEY11HNbeOanYNuT2OUvDaXEU9v4bMssyoPWhoQGamb8pI/7SJQZmZUeUMIwozQzIT3SIVv//H/84Pf/orlxv/lvW9+/pbsitbyKrq4HVVO2+qOuyfO3hT3UlObbe9usit6+JtbSd59T0UNPVR2j5MfOpTbly9xO1rl7l9WXBhuXnlIjcuX+D2tUtC2tqNK9y9cQUfb29qWrqobO2jtmuYlkEx3SI5I3KDvSW1IjfNIzdbUVqEm+BpwywSrZkJrQWJbhaRdkYozSwi7ZzdqmqOMbXwjzOiMDMgN9I3radnUku3VEPftIFx3Ryq+WVmNraY3dhmbn2T2dV1rBtbLO8Ikpifb4KXtnexbe+yuLnN8s4eWwdH7B0fc3h2xrv3Zxy9P+Xo7JT9s1P2Tt+zd/aB3dMPHH74hqOvP1JQ9JakuBDiI/yIeOBBVLAnwT73CfV3ITzQjcTIQOLCfQkLcSM0yI1HsUHERQUQGuSBv/c9XJ1v4Ot9l+BA95+Az9MZP09n/LxdCPRzJyDQk+LiHGrrymhqrqSmrpiqmsJ/B3zVtQUUFmdRVv6W2vpSqmtKHHXO+s5ZYHHJW4qKc8gveC0AXuEb8gtek5+fRV7eK3JynvPiRRqZmSm8epXBSzvwZT5P5fmLNDKfp5KcEkdyShxPnqbY7a8ek5qWSFKyEGkp6PniHHGWUdFhhEeEEBr2gJCHAQ7gO2d73j5u+Pp50tXXI8icDk/ZefeRnXcf2D3+wN7J1xy+/7Xgenz8ntKyYlzd7uAX4IJ/oDN+AW54eDrj5HIXF9c7uLnfxcPHnfrOHuSzy0hMy0xZ1pieWUc+t4l8dkMQ/hpXGdcvMaxeYEA5T79inh75PH3KOfo1cwxp5hnWzjOuX0RiFkDvHPjExiVGtVZG1IKGrmvSQod989o+YaRdbKRdbKBNrKdVrKdrfIqYuEjcXW7hcu8qbk43cHe9xf27wlbX398NL29nUjJSUc4sIjUtM2FcELJnzDYkBisTujl7DMMcE7o5Jo2LTM8I3noinaD1G1HNMaSwMKwyM6I2I9HNoZ1bxrq6w+beO7b3T1jdOmR2eROddYVp0zzjWiNjGoEtDsmFOd2wwsyoagaxfh6Jye6XObOMYX4Ns3UD8+IWhoVN1LMrKCzLyEw2pk1LTBmXEGtmGVOaGZEbGFUYkernkRoWGJLP0DqqoGlIMD5uGZHTNqakU6SiY0xO64iMxn4Jv/37f+bHP/3rf47x/fCjkLL27oMAfK8qO3hV3sLL8hZelAn1srxVqPPPFW28qmwnyw6KRS2DRCWmcu3S51y7+Bk3L37OzYufc/3i51y/9LlwvXHlAnevXuTOtct4e3tRVtdCbnUreTVtFNZ3Ut7aT/OghP5JDZP6GWQmKzKTFbl5AZnJilQ3w6jCwOC0hl6pkq4JBZ0TSrokanontfRINfROaumWqOmRaBiwhwwNKkz0Tevpm9YzIDMwqDAi1lrQLCxjWd1icXsP29Yetu0dlncEKczPN8QL69tY17eZX99mYXOb5e1dNvYO2T48Zu/4mP3jE3aPT9g6PmHz+ITNd8JyY/v4A4dff6SkrID4qAAig9wI9rlPWIArD/2cCfV3IcTXiYRwf2LDfYkI8yQi1IuE2CDiYx4QFOCKj+dXuLncxNvzKx4GeRHg64KftzPBgV4E+XsQ4OuGr5czAYGelJXlUVdfTmt7DfWNZTS1VNLeWUddQylNLRV0dtdR11BMcekbyipyqWv4Cfhq68ocwHcugSkqznEwvnPgKyh8Q15+Fm/fviA7O5NXrzIc98Av7eCX+TyFzOepPH2WTEpqPKlpCTx5muJgfALwxdtNUBN5nBTvcIGOjvmJ8T0MDeRBkC8Bgd74+Xvi4yvc6vr6edLe083ByXs2947ZPHzP1qGQ/rWxf8L20Xv2Tz+xc3RKeUUp/gEexMQFExMXRHhEIIEPfPEP8Mbf3xNff3e8/ATGp7auM2leddSUZc1Rk5Y1pOY1JOZVRMYVxvQrDGuXGNYuMmpYRGRaQmzX4knNKw6mN2FadsSSDipn6JToaREJ4fL1wyrqhpTUD6toHFHRNKKmeVxL27CUqOgIXO/fwOnOFZzvXcPV+Qb37lzF188ZPz9XPDydeJSajFhtERIEVbMMqywMq2cYVlgYkgu6uHOx8YR+EZFemO8Nq4RkwEHFLIOKGUGjp5phTD2DVD+HwmIT3I2WNrEsbaGxn8RJjVbGNTP2eZ2ZbomOTrGGTrGGHqmeIZWFcd08YoMVid6K3LSE0ryCzGhDorcyphbAsl9mtOflGoQLsDGhesQa+qV6BqYMdE1oaRqapq5PQl2fhIaBSRoGJqnvl1DfL6aub4KannF++8d/5oc/nwPffyDX+39nfMJ78vE78mrbya7p5nVlO1kVbbz6d9XKq4o2sirbeV3VwevqDnLquilqGSL6cRo3rgjW8jcvfMaNC59x9eKvBC3fVWG5IbS6l/H08KSysZ3C+m4KarsorO+huLGPqo5RmgYm6BHLGJELDs1jSiMitYUxlckBfD0SBR3jMtpFMtpFcjrGZHSMyegWK+gWK+mTahhVmoW/fnor45pZxlRmRlVmRpUmxlUmpozzqOeWmF3bZmF9l8XN3X8jh9lybInn1raYXd1ibnWT+bUNFtY3sW1us7y14/gZ29YuS3apzMr+MWuHAgOsrCrlUXQgsSEehAe6EhnkQcQDdyKDPIgM8uBx9AMSYx4QHxtIbHQgyY/DSEoMI+yhF0GBrgQ/cCMizIe46GCiwgMIf+hHZFggkQ8DCHngjbfHfR4+9KPMfpnR1llLS1s1bR21dHTV/wL4auuLKCp5TUVVvtASVxdTVS20vOeAV1ae/4t2N+ftC/Lys35qdQvfkJv7kqysJ2RmppCe/ojnmSm8yc7kaWYKzzJTeP4ijSdPk+zA94inz1LJeJL8i1b3UWKMfckR/7NWN4yIyIeEhQc5gO+c8Qmg54GPnyctHe0cnX1ka9DuKOkAACAASURBVP+EzQPBBmp195jV3WP76eEHNg5OqKgsw8/fg8ioAMIjfQkK9sbbxx0PTxe8fVzx83fHP9iPzpExLOsHqBd3UFq3UcxvobRuo5zfQmHdRjm/gWphA7VtWwgFn99kanYDiZ3VSSwrSM9B07jMhHHJ0d6K7AuNEc08vTILLWIDDaMa6oZV1AwqqOqXU90vo35IQcOIhpahCSKjwnG+d537X13B6c4VXJ1v4HT3Ov5+rvj5ueLmcZ+4x8kMTxvplpgFi/YJjfCKtLSPq+kQaemftjCuXWRMs8igct6xNOiTWeiXzzConGNYab/sUAq2UKPaWUZ0FsT6OSSGeSR6QXIi1S0yqbch1i8xpJyjY0JH84hCMCsemqZNpKZ70kC/zEy/zMyAzMzAtJm+SSNdE1paR5U0DApmB9V9k1T2TFDZJaKuf1IIFRtT0TyioHlYTuuowsH4GgenaBycor5fSk2viOqeMap6xqnsGuG7P/4zP/zL/3Jokf/Kra7wQ6ff/I0w42sa4G1tD9k1Xbyp6SK7pouc2m7e1vWQU9vD29oucuu6yW/oIa++m4KmPso6hol6lML1yxe5efkity5f5OYlYb538/IFbl8VTAru21tdT08Pmjr7qesep6ZrlNrucRr7JmgZmqJzTE7vhIKhaS0ilZFJg/BXSDFjQzVrr7llps2LSA3zjGvNjCgMjKoEJifRzQl/uWaW0MzbdUYWG1LdLBPaGUQqM2K18H0Ksw3D4hpzq4K1/Pr+O4cmcGVnn5XtfeEqZPeApZ0Dlrb3WdzaYWFjm4XNLRY3hc2ydW2b+bVtFjb2WNoWXHFX90/YP/tAXUMVCVEBRIe4ExnsQUyoD7FhPiREBZD2KIzM1Ggy02NJSQolMSGEF5mPeJGZyONHoTx+FEp6agypydE8y3hERmocifERJCdGkxAbTnxMKOGhATx+HE1dXRltbbV0djfQ2l5Da1s1be011NUX09JaRU9vI9W1BeQVvKCyuoD6hjKqqouorimhvCKfyqpCB+CVV+Q72t3zGV9xyVvH0iM39yU5Oc95+TKdZ8+SyXqVwZs3z+xtrsD2njxNIjUtgfSMxw7gS0t/TGrqI1LThK3uOdOLT4gWAsyjQomIDCE8PJjQsAcEBQuMz98OfN4+bnj5uFHX3Mjx179m8+CUjYP3rO6d/sz/TkhBW9k5oqCoAHdPJ4JDvAgIcsMvwB1PL1fcPATHE3ePu3j7e9E2MIJxdR/VwjaK+U0htWxmDZk9YFwxt4Zqfg2ldR35/BpTM4JkRGB1K4iNy4gNS0gMy0gMy0wYlhEZlxDZxcljukXExiXGdDZ6FbO0SQ20TuhpFmupH1FSO3gOfGqaB8VERoXhfNcOfHev4u5yC+f7NxzLDQH4UumXGmgd19M8qqLFnkDWPKKiaUhB87CS1lE1bWMaOsXn7idGuzjYQPuElo4JPT0SE/2TM8K9rmKGXoWZHqWZXoWJnmkhpnVQZmZUPseEehGR1saQykqnRE/jsIKaPilVPRPU9k3SOKQUEtDEdoeXMTWtY2pah5XU909T3SWlvH2CktYxippHKG4ZoaJLTE3vJDW9k1T3SKnpldI8LKN5WEZ9v5TGASl1fRJqeyeo6RFR0zNGVfcYFe2D/Obv/0++twPfX+nO8ie+/+EHvv/xz5x8/C2FDV3kNvTxtq5PCByq7yGvoZf8xj4KmvopahmkrHWIivYRKjtGBePSzjHqeieIik/i+uUL3Lz4ObcuXuD2BeHzjQufcevSBb68epm71y9x58ZlPN1c6R4cpWt8is7xaXrEcvqlaoZlOsZVRqRaM1P6GWTGOVQzi2jml9FbVzAurGK2rWFZ3sC8JGjwDAsrqOdtqOdtaK1LGBZWMC2uYVlax7y0iXFxHc3cEjLjHFP6GSQaMyKVhXGVhSmDFZ11hZmVDZa2d9nYOxJE0XtHbO0fsWV/Nw/esbn/js2Dd4KRqf38bX3/kI094ZRuffeQjX1BAL1zdMbOu/ccf/qGhqYaHsUE8TgumORHYSTFh5CU8JDEhBCSE0PJSI8hIyOWmKgAHj8K5WlGHOmp0SQmPCQpMZzkxCgeJ0SSnhJPWnIc8TGhPE6IJCTYj+Agbx4+9CMjI4HW1mra26vp7Kyls7OW9vZqysqyqa7Op6GhhI6OOioq8igszKKqqoCamiIqKvKoqSumuraIyuoCyivzqKwuoKIqn/KKfEfLe77pLS55S2HhG/Lzs8jOziQzM4XMzBRev37K69cZvHqVxvPnyTx9+ljY+D5NJj0tkadPkxyVkZFIenoCqakJPLKHmccnRBEVHWrf6gYRHh5IaFgAwSG+BAZ6EhDggZ+fG/6+rvj4ulJeVc7B6UdWdk9Y2hFqcfsY284xK/vv2Tz+hG3nHQUVZfg/8CUq5iHhkYGERj6wS2M88fN3w9fPFV9/X5q7h5icWWNMv2Qvm72WGNcL29gJozADnDAuI9Lb7NbsiwyqFhhQzNlvWucYUM4zpLIyollkTLvEuG4ZkW4ZsWGFCeMqYzoh7Lt70kSn1ECb2B6bOK6kaVxNy5CIqJhwPJxv4Xb/Oq5O1x3LjcAH7gQEuOPh5UxMUhJdIjVNoyoahmU0jSppFWns1k4GIaVMpKZ1XE3HhI4uqfD1Dome9gm9cMUh0gvBPXaH5M4JgyB6ltq1c1IDnRI9XVKDkNErs9A3ZaFzQrCfbxxSCHez3RIquyao6Z2kYVBO84hKAOBhpeOt7ZuiolNMccsIhU1DFDYOCcDXKaaiU0xp2xglraNUdotpGp6itnec6q4RqjtHqGwboqJ1gIrWQcpb+ihr7qO4pp3f/u0/OS43/v9nbnx/frnxE/Dl1baRU9tFdnUn2dWdvK3tIr++h8KmfkrbhqjqHqe+T0Jjv5TGfuFt6JPQMjRNVNxjrl36nOuff8bNzz/j5oXPuP75r7hxQZj53b58kS+vfM6X1y7g5e5G/6iIgUkB7ERqM1L9HNMmwfNPaZ5DM7uIbm4J9YzgvqK2WNHMLKKZtaGdtaG2LGKwrmJaWke3uIbGuozOuoLeuoLBuopxQUhjExLZVtHOL6OetaEwW5nUW5Hq55jSzyM3zaOftzG3usHSxjZr23ts7Ari6HNB9c9rfe+Qld19Vnb32dg/cpyw7R+fcXgqiJ1Pvv41p9/8lk+/+z1t7Y2kJ0WSkvCQhJgg4qMDSYwPISkxlKTEUJ4+jSPxcSgJccEkPw4nLSWK9NRoUpIiSEuOIulRFMmJ0aSnxJOcGE1c9EMeJ0QSER5MSIgvEREPyMxMoqeniba2Krq76+nsrKWlpYLKylyqqvJoaiqjpaWK/PyXFBe/oaqqgOrqQsrLc6muLXIAX0VVPlU1hVRU5VNWLmx5C4uyKSrOoaQ0l6LiHEHeYp/zvXqVwYsXaWRlCcD3+nUGGRkJpKcn8OpVBs+epZCcFEdGRqID9NLSEkhPf0RqqrDZFZYcscTFRxITG05Y+AMiIh4QHh5ISIgvDx544e/vjq+vK/6+rvj6uVFUUsTuO7v/3eYRcxuHzG0eYt1+x+LuCUv7Z8xv7lNQUYa3nyfh4QGEhfsT9NDXzhxd8Q9wxy/AHf9AP+rb+xjTLjKgtDKotDKgtDKkXmRIYxNeldW+1JijXz5Ln2yGnikzXZMmOiQ/XUR0SAx0SATw6J2yOHzqzs06x7Q2xrWLwgG/cpYhxawwa5OZ6J8y0C3V0T0mITo2DDfn67jcu4rz3au4uQg6voBAN/z83HD1uE9U4iM6x1XCLeuIjNZxodUc08zb4yWXEesXGVXPMqKaZUQ9z5DdbLRDYqB5XEPTmJo2O0P7uduyAwDtIPpzEGwb19A0rKR+QEZ1j5TKrolf5G5XdUuo7Zty+Pg1DMqpH5BR1S2hrH2cwqYhChoHKWwaoqhZCDQrbhmxB5sJMrqqzmFKW/oobuimuL6LwtoOCqrbyK1s421lM28rmnlbUs+3v/sjP/7LXxwXaH+dju+H7/n+BwH4iho6yW/otp+itZNb105BYzdFzb2UtPRR3jFEVeeIvT0do75XRHXnCA29YkKj4hzAd+OzX3Hjs19x/bP/wvXPf8Xtyxe5ffkCX1z+jC+ufo67izNdAyN0jk3SNT5Nv1TFiFyPWGNh0jCLwjiLZmYBg3UZ48IKujkbastPG165aZ5JnYVJnYVpwyxijYkxpZ4xpR6RUo9Ua0ZmmEVumkc7v4xhcQ3D4hra+WVUM4t2fZMViXYGscqATG/BYF1icX1LAL3dfVY2d1jd3mV998ABhBu7B6xu7WLb2GJxY4tV+5nd3rtTDk8Fnd/Zp2/58Ou/4Zvf/R2//8d/oqu7lbTHESQnPCQuKpDEuGCSEh7yKD6YhLgg0tOjefQohKREYbb3JD2W169SePYknrSUaBLjI0l5HENGagKJ8RHERoXwKC6C2JhwIiIeEBbmz5s3T+jvb6WmppCKirc0NZVRX19MeXkOtbWF1NYWUlGRR3V1ITU1RVRXF1JfX0pdXQl1DaXU1BVTWV1AZXWBAwT/I+ArLMqmqCj7F6zv5UvB8y8n5xlv3jzh+fNkXr5M4+XLdDIzU3n6JJlnz5J5+jSJJ08ek5oaT1paAqlpP8364hOiiIuPJDomjJAQfyIjBdb38KEfwcE+BPi74+PtjK+3Mz6+LuTk5bB9dMra/nuW986Y3z523MrOb71jduMQ49IWr/Pf4uxyh4AANwICXfHyccLF5Q6urnfw8XXFz98NvwBfalt6GNUu0KcQNrZ9cqF6ZfP0yubomp6hY9JCm8RkLyPNIgNtdrA7Pwc7/9wlNTlMAvqmZxwAKNg3zTOuXUCsszFpWUE2t4ZydhWleQWRZp4hyTQxsQ9xdb6K870rON+9irurAHx+fi74+rri6n6P2MeJ9Io1tIu19EwZGFTOITYuoZhZcdjYK2aWkWhnGVWaGJQLerieScHOvWlUScOwwuGt98sYRz2dE4JX3k/tsZB12zKmomFQTk3vpHDh1Sl2gN55VfdIqe6ROoxLa3onqegUU9I6SlHzMMUtIw6Gd17CtdgEpe0jlDb1UljTSW5FCzmljbwprud1YS2viup4WVTDq8JaXhfU8Ou/+SN//sv/+t/azv/vge/7P/H9j0K85Kff/IG2QTFNgxM09Ytp6hfR0DtGQ98YTQMiGvvHaeoX0TwgorF3lIaeERp6RqjpHKSpb4zQyBiuXPgVV3/1X7j+q/8iAJ+d8d2+fJGvrl7mq6sX+Or6RdycnejoG6J1SExz/zjNAyJahyboHJuib0LB6LQakUKHVG1EbphFbVlAPbOIanYJ1axN8ArUzzChMSNWmxhVGRiSaxmWaxlV6JHqZgSL/LklgQUurKJf+Ol8TTW7jNwi+PvJTfPo5pYx29YFL7+tfVZ2DoW72619lrYPWN7ZZ3lnzy532cG2sc3y5g7ruwds7h+xc3TCnp3xnX78lg/f/o6Pv/1b/us//Tc6u1pJTgglPiqA8BDBbDQ2yp/42AckPgohIyOG5ORwUpMjSX4cTkZaDC+fP+b5s0c8zYgnPSWe1KRYUh7HkPI4hqRHAgtMiI8iOvohYWEBvH2bSUdHHVVVedTUFNDWVkVHRw1NTWX2VreYurpiqqsLqaoqoKqqgIaGMurrS2loKqe2vsTR8lbXFlFe+dOS47zFPZe3FBS85u3bFw5Jy7mGLztbYH1ZWem8epUutLqZKaSmPiIjI5EnTx6Tnv6I5ORYUlPjSUmNtwuZYx3AFxn1kMBAb8LCAggN9ScoyJugIG8CAzzw9nLC19sZT6/7vHj1go39dyzvnGDbEUDPvLYvOKLYttDbtlHNrZBbUihYzAe64+/vhKv7V9y9c5Nbty7j7PIFHp738PT2oKa1m3G9jT7FPD3Ts3RNWhzVaQe8VjvotYgNtE4YaZea6Zw00zNtcbS5jrK7EJ87EDtyJpRWRtWCF96o2sqEwYZsbhWVdQ3V7DqT5hXGZSpiYkPxcL0hAN+9a7i53OTOF5cJCHAjMNADTy9n4pMfMyY3M6iYZVQzz4RhiUnLCqq5NbtWbtVhFDBpsCLWziPSLjAon6FnykjHhE4wAfiZyajjHdPSLhLybTvPv89uFtA6pqFxSEFNr2ADfw5850BW3DLiALZzQCxtG3O0uOdZ3ZVdE/8OOMvaxylpGaa4vpuCmg5yK1vJKW0ku7SR7JIGsorreV1Sx5vSBrJL6vnu9//An//yr3+dju/8Vvf7P/2ZH378C9/97o/0TygYnNYyMqVjVKZndFrHmFyPSGlkXGFArDIj1VqY1JiQqAyI5FqGJxUMSeVERMdy7dIFYaZ34XNuX7zA7csX+eLKJe5cv8rdG1e5e+0Sd25cEoCvd5D2ESmtg2JaBsU0D4hoGRTTNiyhRzTNgFTNiEzPuMrEhHYGiXZGsKA3Cm2qVD+HWGNBrLEwrrUwpjYxojQwrhLyQRQWmwP0dNYVR2nnl9EurKKxrqCataGetaGbW0E/t4p2fhX9wjqmpU3My0KmhmFxA/3iKrPrm1g3d5hbO9/ubgmb4O19VveOWD84ZuvdGftnnzj++B0fvvs9v/37f6C5tZ7EuGCiQr0JC/YgJsKP5EehpCZHkJYSSebzRzx5EsuzJ/E8fRLPsyfxvMhM5NWLJDKfJvAs4zFP0xN5kvaI1KRYHsWFk5gQSUJ8FPHx4URGBlFQ8Ire3mba22vo6KihsbGUrq46OjpqaG4up6OjlsbGcqqrC6mtLRYAr6FMqMYyh+7v3wLfuYdfaVmeAwQLC9/8O+B7/fopb99mkp39lDdvnpCVlcHzF6k8f55KeloiGRlCpabGk5QUQ0pKHKlpCST9DPhiYsOJiHrIgwc+hIT4/qLN9fNzw8vLCV8fF7y8nHic/Jj5lU2sGweYV3Z/ITZWWzfQWDdRzi6TV1yIr48rgf4u+Prexdn5Jl/cvsyNGxe453QLN/c7uHm6UdPSjdi4zJBmgUGVVRAZK+bplc3SPWWhQ2qmXWqmTWKiY9JC1/QsPXKBDfbKZui3z/h6pi10T5nptrO9XrtFVLedAfZOWuidOg/fmWFQKYTtiPTziPSLjOoWGJxUEBUThruL4NjtfO8aLs43uPPlOfB54unlREJSImKlhTGNVbgD1loZ1cwKcRHaOcbVMw4zALHdGECknWNMI7TZ/TIzPVMmuqVGOsR6R0Jay6iatjFh8SFYVdlNSu2GAd1So5Cr+7N29z8CvvPWtax9nNK2MYqahylqHqawaYjStjEH4JV3iChrF/3se4YoauqlsKGbwrouCus6KazpoKCmg/zqdvKqW8mtbOFtaQPf/f4fHTO+v07H9/2f+L9/+JHvf/gL3/3+jwxIlIzI9YxM6xieUjMyrUak1CPRmJBozEwbZlFbrBitNsyLyxitNjSWOWQ6A1HR0dy4fFGY5128wBd20Pvy6mXuXL/KnWtX+OrqBb68dgGne3dp6eqjbWiC9mEp3eMyukUyusan6RqfplusoFeiYmBKy5BMz5BMz+CUlsEpDYNTGvokSrpFcnrEcnqlStrHp+iRKOiRKOgWy+mVKBma1iJWG5HqLEzqZ4QyzDJlmEWin0GkMTOmNDAm1zE6rWN4UkOfRE3/lJYhuZFhhYlRtYVhhYn+aQ2jKgPyWRu6hTX7omUNy/Imc+s7WDf3sW0fsrJ/wubx1+yffcPZN7/hu7/9A7X1FSREPyAm3Ie4qEBSEsN4/jSeZ0/iHMCXmfmIVy+SePUiiayXyeS8Sef1qxRePU/mWUYSmU+SePEshafpiQLjS4wmNiac+PhwoqODqaoqoLu7kba2Kpqby2ltrWRwsNWx5OjtaaC5uZyK8lwqK/OoqyumublCaHfrS38GfIWOq4+KygKHru8cBIU5XzZ5ea8oKHhNTs5zXmc9ITs7k9zc5+TkPCM7+ynZ2U/Jev2E11lPycxMcwidz1vdlJQ4B+N7lBhjT30TWt2HoQE8fOjnYH3BwT48CPTE28sJP29nvL2diIgKx7KwzOLmAcalbVQLm8jn15meXUVhFWQnqoV18suK8PN1I8DPGW/vOzg73+SrL69y69YlnF2+wNPrHp4+HtS29zJhWhEsogzLjBuWGTMsM6KzMaS2/uRMbL+06Jo00Sk1OpxOWkRa2sQ62sR6msc1NI+paBkTQOR80N86qqZ5VE3LmJ6uSYsdKE10TurokGronDLSNW2ic2xSWG443RLcWe5fx9XpBnftfnwBAR54eDmRkPyIcbmZUdUcwyoLgwozfdN6huRGxtVziLSCD96kaQmJYRGRdp5RlYUhpYW+aSEY/JzBndvJNw0raRpW0DKqpmfSJMhdVPOMqK2MqK0MquYYsDu/tIkEoBR+RunI56jrn3bkc9T2Tf07ZljWPu4AxdK2cQf4nbfBRc2DFLf0CdXcS0lTL8WNvZQ09FDc0ENhXSf51e3kljXym9//g+DO8v2P/wkB8w9/4ocf/5Vvf//39ItldIsUtI3JaRuR0jYsdlTHqIRu0TTDUgUTSi1ygxmlcZZpjRmxQkFEZBg3LwlLjJsXP+fWpZ8Y3xdXLglzvkufcfuKAHwNrV209opo7h6jtV9M+6CE9uFJOkan6BqX0SNW0CdR0SdR0TshAF2XSE6XSEbnuIy2kUlah6W0DEposUdTdozK6BiX0yFW0DmhontSRc+0mj65lgGlgQGlngGFnj6ZiS6pntZxNS2jSpqG5TQMTVM7MEV13yS1A1PUD8mpH5LRMCynbnCa1nEVQ6oZJHorCrMNo3Udy9IGs2ubLG7sYNvaZ233iO2jMw5PP/Hh02/4u7/7B6pryniUEMLjhCBSksLJSIvm2ZM4nmbEkvkkjrfZ6WS/TiM7K4NXz1PIzsrg9cs0khMjeZIWT+aTJAfbS0sW5CzxMaHERIYQGeZPZJg/dTVFdLRV0dNVR293HV0d1QwPttDWUk5TQzEDfY20tZRRUfaGuup8GuuLaGkuo6mhmIaGEurqiqiqyqOyMpeamgIqK3OprMqnvDJPYH+VeZSWv6WkLIeS4myK8l+R//Y5eTmZvMnKIDvrCblvM8nOeerY6goav0RSUxIc872UlDhSU+NJTY0nI/0RaWkJPHoUSWJiFImJAoONCA8kIjSAiNAAwh/688Dfg+AH3vh5u+Dl/hXenncIDvbBMmdh//Qjy7unWNYO0a/sobJto1zcQmPbRmNdp6CsCB9vJ/y97+HrfQcXl5vc/+oat29dxs3pFt6ed/H0dqeiuYNh9Ry9yjn6lMLbr7YyqF1kWL/kAMBemYWuSaN9G6ulaVxD47iGxjENTeM6msa1NIyqqR9RUz8iaPXqhpU0jahoHFbQPKqkYURJm1hnB1CjfcOqpnlcSdu4mrb+McLDQ3B3uoH7vWu43L+Kq9N1uxGpG/7+rrh53iUqMZ5hud7htNInM9EzZaJPJhiKDqtmGdVa7Yana4iNNka1cwwoTPROG+mU6GgTCS1tl0TPkGKWYeUc/VMG+qR6RuQzjClmGVXOCrexU0bhfExmFhYkYi0to0paxuwLlmE59UNy6gZk1A3KqB2YpmlUZbeLF8KL6vqnqe6RUtU1QWW3hMqeSWrsc8DqHgmVnSLK2kYpbR2itHWIoqZ+Chv7KGzso6ixj6IGwQ80v76HvKoWvv3bP/LjX/5KAfPPge9//vAvfPf7P9I3PkXH6CRNgxM0Doho6B+jvndEqL5RmgbGaRsU0zUioWdMSs/YFD1jk/SOiwl5GOIAvPPLjfOlhrDYuMQXlz7n1uXPcbp3h/qWTpq6x6nvGqWpV0xjn4gGezX1i2kelNA2LCSvtY9M0Wav9tFpOsbkdsGykl6JmgGpjv5JHQNTevondfRO6eiZ1NIlVdMhUdI+oaBdLFTHhJJOic4x42izD2wbRxTUDcqo6pVS0T1BVa/UUdV90zSPqumfNjKuMiJRG5EqdIxMTNI/OkpXXz+tnV20tHXQ0tZOc0sbTU0tdLS38eplBmkpUaQlRpDyOILMp/G8fJ7Ik/QYnmXEkf06lawXSeS8fkJ2VgYvniWR9SKVpEcRpDyO5vnTZJ6mJ5KcGO1odeNjQomNCiEyLIDoiEDaW6oZGmhhbKSDgb5GujtrGOxvorT4FfW1BQwPttDVUU1leTbVFTk0NRTT3FhCfV0hNTUFVFXlUVLympKS19TWFlJdlUeVfctbUSkAYFlFrgB+xW8oKXxNYd5L8t8+J+f1E148S+LF8yRycp7y6lUaT58m2oPME0hOinNIWZKTY0lKiiEpKYZUOwgmJESQkBBBbGwoUVHBBAd5ExrkQ7gd+Lw97tuT5e7j6XEHb+97+Pm5IZ6SsL5/gnXzHZa1Awwru2iWtlEtbqK2bqCaXSa/pABvbycCfITAJ1fXW9z/6jpf3r6Kh+sX+Hrf4/8h7b2+o06wPM+XndNT1elwAgnkvfcGBAgJ7wUIgZCQA3nvXSgUCu+9904Wl65cm9m3nZnu2W1TPT3Vs//DTFVmVvXjZx9+ocjMnrN7unof7vkpJNBBHPjGvfdrbkV1GeNLa0jtEUTWkNB1WUOIbRG2XTso/AdoA2/QB9+i9R+i9u6j9Owl7GdB1hO1ZgqwktDmLWrczCndzCmczCnsLKmcrGgEWYnI5GPLEmTbFmbrCID0bpa1LlY1Tla3VbS0NFNdlk1lcQZlJemUl2RSkHuW+vpyGhrKKavM58qt64KY3xJGbAkiMnlZ03tZ07lY17sRGb1smnwCCLrjKFwRpPYQWxY/myYfGwZvQuYiNAIa7y6GwD4G/66Q0uLfQ+OKobSHkVkDbJl8SMx+ZLYwCkcUiTnAhs7Nhs7NusbJssrBvNzGvMImgKDcxrLaxaYpmDw0tKrxJLvCebmdxcTJyhW1m0WFnXmpiUmRhkmRhokNAQCPgO/1goSRZSlDS3KGl+W8ntvgP/7Nr/kmOer+kbFUQqzL7/kvf/cP3aPcXgAAIABJREFUqC1OpAYbG2oTqwoDyzIdc1tKZjYVTG3ImBHJmd9UsShWsyzRsrKtZ2Vbx5pcQ0NjE+dOHEuC3lHHlwS+MynknDlF1pmT5OdkMzm/zMTyNiMLEsZXZUyuKxhblzO6Kku+nhapmJfoWNjWsyA1sCg3sawws6K2sqaxsaF3smV0IzN6kZp8bJu8SEweNo1uRAZX8j7notLKotLKvNzEtETPrNTEvNzKotLOisbFksqRfMealVmZkVqYlVmZlQnvXPMyB4syK4PTS9zr6ORyayvVNVUUFOaRnZ3BubOnyUxPIzc7g5zMc2ScS+X0iWMc++gnXG89T8fDq9xqPc/NtvM8fXKDzo6b9Ly4T3/vI14PPqW352ESSHq62untfsyT9ps8ab/Fi2ftPOu4z9PHd3n04CZ3b7Vy+0YLN69d5Oa1i9y/04pStoZctoxGtYFYNINofQrZ9iKz0wMszg+xtTnLxtok87OvmJroZXV5jJWlURbmh5Jd3uzsa6anBxPPAaZnXjM5Ncjk1GCSEJmaesXEWD8To30Mv3rBYF8ng32dvHj2gOed9xgY6GRw8HmC6HiSID4eC5feejp49uwh9+9fp739Fo8f3+HRo9vcudPGnTttXL9+iUuX6qlN3BKpqRSit8pLcikvyaW6opCqqiIhnaS6hBWRiMjh5zijgqXKGXuLc/cD/nc/I/Dma7w773g1+pqa6mKa6oqpq82nrCyTwtxzZGeeobw4i5rKfCqqyphc2UDl2UXmiiNzxZG7dpA5hafSs4fau/e/uDCk9vAPLoNF2LSE2TAFWDP4WNX7WNEn0o41QtezZQmgcMXQBfYS+Xt7aP27qDxx5M4IYmuQLXOATYWe1rZL1JTnUJ7Q8ZUWZZCfcwR8FZRV5NNy8ypSsztxB9fLqs7JssbJms6T1N4dvcELshQfGwY3azqhS1vRuFjXf6/vE5v9yOxhVO4oOk8crUvw5CodYbZtfqS2IGpvHL1/T7DAeeIo7SFUjjBKu2BB2/iB5u8oQXnTGEBsDAmiZrWbRYWDBbmdJaUzoR/0s2nws651s6K0MSvWMbelY1asFTR860rGV2WMr8gE/bBIy9SmjvEVCX/963/kmz/8//Dq/s9vvuNv/uEfsXh8qC12ZEYrW1oLIrWJFZmWxQSDOyeSM7MmZ2FTxaJYxbxIydyGgvlNKbX19UmxslCnkmNv+qkTZKacIjPlBJlnTpKbncHs4joz6womlqWMrWwztiJlbE3K2KqU8VUpUxsKZjZVzEu0LGwLHeCKwsSy3MSSzMBK4hbvqtLCutLKqtIilMrCktLMgtzInMzEzLaQKyhkC2qZ2NQwLtIK8VsiLZNiPRObeuEpNvyoxjf1jIp0TG7quf/8Neey80k/l0p2+mnys1LJzzlHXvY5sjNSycs8S2FOBjnpwkGltFOfcfLTn3LnejPPHl/n0d1Wnj2+Td/LRwz0PebVQAejw11MjHUz2N/Bq/5n9HY/5sWzB/R0tdPx6BaPH96g49GdpIbv7q1Wbl67xLXWC7S1NNF6uYGO9ltsixdZXR5HrVxHLJplbWUchWyZzY1pFueHWF4cYW1lnMX5IZYWhhGtT7G2Ms7y0igL88NJycvU1ABTUwNMTPQxOTnI+Hg/o6O9vH79gtHRXsbH+xnsf8bQYBcvnj2g+/nD5Gje+/JxkuB48SLB6nbc5/Gju98HGTxvT7K6HR2CzOWI6b1zpy056l66UEtzUzXNTdXUVBZRWZZPVXkBxcVZlJblUl5ZxNjMFPF3XxE4+IrQ4VeE3/+c4NufEUqcdPTvvWdw5BXVlUcdXy5lZZkU5aWTnXkmOeqWV5Uys76FLnCI2ieIl1XePRSeXRSeHeTuHZSeHTS+XSHU0y/k6SndMaQOIVVlO3HAR7hLK0wR34NAAIklgNwRQu2NYwgdYAgdoAvsYQjuYwgdoA3sCUEHrh0URjutrZeoLMmkLP8sRflnKS7IIDvjDDnZ56itKRMSZ260ITE6Ey4MHyKjF5FZkJ8cERLCdTI/azo3KxoHKxoHS6pEB5pwdaxqfazqfKxqhXRjkd6H2OBHYvIhMfuQWISQD4nVj9wVQe0WAFHljKC0h5Fbg0gtfsSmo59XyM7bNPkRGRNscGKP+MNbvYsKBysqF+s6L2Kjny2Dl3WVnWW5iTWVNXlre11tY1ku3N9ekJqYk5qZlZiYESn5q1//t++B74/W8f3uW377zXf8wz/9d0K7e/jiu9gDIbQ2N2qzE7XZic7uxej0o7N5UZqcyA12ZAYb2zor6zIdyxIZtXU1yfFW6PZOJsfejBSh48tMOU7m6RPk5WQhlqlQWTxs6+1sqEysKY1CqYxsaMyIdTa2jQ6kZjdyiweF1YPCIpQy8bHM5GLb4ECsdbChtrGqtLCiNLMgMzCzrWNaomdSrGVcpGZsQ8XoupKRNQWj6+of1diGAICTW8ZkTYgNjIl0jK5rmBBpuf9skJOnz5CWcoyM05+RnnJMiNdPPcm5tFOcO3OC9NRTpJ8+QfrpE6Se/IQzJ/6Ue7cu8uzpdbo6b9Pf+5jR4S7GRl4wMvSc0eEuhl938rL7QRL0nnXc5VnHXdrvX+PRg+s8fngrCXy3rl9OjLgNiR1YLc867iLdWkYqWUSj2mBrUxhzNap1NtYmUSlWkUuXWFsZZ3qy70fAt7I0ytLSaHLHNzLSzYsXDxgYeMrkxADDQ930vXzC4MAzRoZ6GHr1gr6eJ8nOtKvzPk8f3+bp49v09T6hv/8pvb1PEj7eBzx+fId7d6/z8KFw3Pzhw5tcu3aRq1ebuXFDIGcuX27g/PnqH2n3LjRWcbm5jsvNdVxorOJ8g5BBWF6Wkxh3i3k50MfO+6/Y+fAr9r/6Cw5//h/Y+frPiXz+C2IffkFg9x2Dwz8cdXMpL8+iKC+dvJyzwqhbmUdlTTlzGxIhRcW3j9onRMGrfXto/HtoAwfog/sYQweYwoeYwocYQwcYQ/uJDvAAtU94Kj17iT1gALElgNQeQuvfxRQ5xBwRfq8heIDGu4Py6KiPK4bcGUHqjCJ3xpDprVy82EhFcQaleWkU5qaSl53G8c/+lE8+/vfk5WZSXlnEpRttbCWAb03nQWTyIraE2LZGEr7cGBJLGJHBz7pOWOesaoXj3MsqJ8sqN8sqDwsqNwsqN0tJosIhEBwqB6tqJ2saF+s6DyKjD7ElyJY5yJbJnwwpWNe6WNe6WFU7WFHZWdU4WUvUqtrOksKe6PCEY+ALcrsw6sqsLMiEi40inRuJ0YfE4GFL72LL4GTL4EJq9rJt8iDWOVhX21hV2VlROVmS25gRKRMd379VwPy7b/kf33zLP/zmn9h//57d9x+IvXlDML6Hyx/G7gng8AZx+yPED95x+PnXRA/e4o3GcYXiWNxBZDo9tbWV3wNcAvz+JfBlpZwg8/QJcrIykKm1GJwBjK4AWrsPjcOLxu5F4/ChdfkxeEKYEkyswMZGsflj2INxHKFdHMEdbIE4Vl8Mk3cHnTuG2hFCaQ+ybfGyaXCxprWzorGxpLIwLzMyK9Uzs61nZtvIzLaJGUniuW1iVmpmQWFjUelgIbGXOdr7zcutDM6tkZaRSWrKcVJPfsaZE8c4ffIYKac+I+XUMU6d/JTUlBOkp6YIB5dST5J57iQdj67S13uPvt77vBp4wthIF8Ovn9HfK3R+vT0P6eq8Q/fzhzx/ep/OJ3d40n6T623nuX+nNWlVu3e7LUlstLU00dbSxJVLDfS/7EClWEen2USlWGNrcxa9dhOFbJn11QmU8hW2NmdZWhhmaqKXhbnXQre3OMLi/BDz898THNPTg0yM9zE+9pLZqddMTwwyOtTD+EgvU+P9TI71Mz0xyMTY96PuQO9T+no6GBnqZnTkJUND3QwOClKXnp6nPH/2iK6El7ez8wF37rQJkpYEu9vWdoHz56tpaWmkqamK2poSKsvyqa0qFsbb8gLqqkuorxESqBvriqitKaaj8xG7bz6w9+GX7Hz4JQdf/yX7X/8lO1/+GTtf/IrA7jv6hwaoLM+ntjKPmiqh4yv8AfBVledSXlXK9Nomau9O4rRiJBENH08kJB+gD+wL3VlwH3PkDebIGwzBfSFK3iuU2ruHyrOL3BFF6oiwbQ8htQcxhPZx7X+B5/BLnLufYwgconBEvycLrCG2LAE2jD62TAG21EYuXmqiqiyLqpIsyouzyMk8w8c//Xd88vFPKMjPoqK6hEs32pAYHYiMgcTu0IvIHERijSCzxxOgJ1jL1rReRIl93rr+SLfnZUXtZUnjYUXnETpVnYcVrYtltYMVtYs1jZt1rUfo2LTCsaINg0/Q9um9rGldrKidrGpciWABIT5qQ+diQ+diXetkRSWMtgtywckxs21OCpynxQbmt02sKm2ItE6kRi9ysx+ZxYPM7EVh9SG3eJEYnGxobCwrrSwpbCzILMyKlPz13/+3JPD90V7d/5lgRP7rb/5v4odv2HtzyNt3h3x4/4F37z6wt3dIJBInEAgTje2wf3jIwdtDYrs7eCMxnMEIaoOBitKSH+34zp08xrmTglc3aVs7dZzMlE/JzUpDpdVg94ew+ULY/SHs/jBWXxCLN4DFF8TiC2HxhTH7Qlj8EcGJEYjjCO7gDO3iCu/hCO5gD8SxB3awBmJYfFFMnjBGdwiDO4jBHULnCqJxBlHZA8isXiRGN5smLyKjlw2Dmw2Dm3W9m02jh22zF6nVh9weQOUKo3JHkDkCbFm8rKlNlFZXkZ2VRua5U5w7e5qzaSmcS00hLeUEJz79iDMnj5GemkL2uVQy005RUpDOi867DPQ+pL/3HkOD7YyPPGVi9Dnjw88ZefWcV30dDLzsoP9lJ12dD5OavettF5JM7oO717h9oyXZ8bUmmc86xka6kUuXUStX2dyYRCyaQa1cY3NjmuXFEeTSJWTbiwKZMfuKtZVxxKIZ1lcnWF0eY3lxhPXVCZYWhpmZ6md2eoDpyT7m54aYmuhnaqKPqYk+ZqYGEjvCPibGXzI+0pMEvlf9XbwaeMbwqy5e9T+jr6eDnq7HdHU+pLPjPp3P7vPypRBcevfuNe7cvkb7w9s8fXyXJ+23uX2jhQf3rnH3VivX25ppuVjL5eYaGutKqSrPo6I0h7KSbAryzlJalElFaTa3bl9h/90bvviz/513P/9L3n795xx+/Wcc/OzP2f3qV/j339I/1E9NdTF1VQXUVOVRXp5NccFZCvLSKC/Noroil6rqUlYk2zji7zAGhdBQbUJTpwnsow0dog0coEmMuNrERTStfx+lZxeZM47UEWPLerTzCyXOPYaQ2UKoPTGMwX0hVCO0h8oVT4Zs/vApNgeQWoNItEZarpynpjKXytIsykuzyMtJ48zp42RlpQlHxauLuXTtMttGuzBWGv1smv2CVc4qHOiWWENsmnysaJwsqezJcfNIerKkdLKsdrGq8SAyBBCbQmwaBU3fpjGYtKmJTcHkqccVrYt1jQeRxoNI60Wk9SLW+5GaQkjNfqRmT1J+prQHUDtDghzMFmTL7GPT4GNV7WRu28zMlpGZLRPzUjPLShurGoewszd5kFsDKKxBZBY/2yYvYr2LDa3w511UWJmTmpjaVPNXf/8bvv39H/5tO77fJoDv1//4T0T3DwjvxonEwkQiESKRGOFwlFAoQjAYJhSKEAqHCYYD+EMBvKEozmAErdFEWXHRj7y535Mc3xMd2adPknX6GLmZaSg1auzBCLZAGHsoij0UxRaMYPVHsPqjWPyRZFkDMWzBOI5ADGcwjjO4gyMYxxmM4wjGsYdiye9x9H1sgTB2f0wAzGAce2gPa3AHk38Ho38nEVm1g94fx+DfwRo+EFJgIgc4Ym9wxt/giL/BHNlH44sht3k4f/kShfmZ5GSeIT39DOnnzpCRdprs9DRSjn9K6qnjZKenkZ56iozUE5QXZ9HX/ZBXA48Y7HvA+EgHc9M9TE+8YHqih4mRHoYHnzHwsoPu5494/vQBnU/u0fHoDvfvXE3u9x7eu86dm1cSMpbzP5B71DI50cfK0hgS8Qwba+Nsb82j14pYX51gfXUCrXoDhWyZxfkhZqb6k0C3tjKefB7tAqcn+5ibGWRuZpDF+WFmpgaYHO9laqKP6cl+ZqcHmRh7ydjwC0aHuwU5S9cjup8/ZqD3KYN9nfT1POHFswc8fXyX9ns3uH/3Ou3tNxKhBXe5evUiLZfP09YqeI7v37maDF64df1y4uerpfWywFi3XKzlfEM59TXFlJRkUVqUSWlROk3nKwhEw3zxKwH43nz95xx89SvhENCXvySw/45Xo4PU15ZyvqGUutpCKitzKClMp6jgHFXlOdRU5VFdW8b6tgz33gdMieBQlXcXhSeO3B1D5oqy7YiwbQsjsQmAtm0LI3VEhbJH2Urs0oRgAIFdXdd72TyKabKHkNkCyGxBIULdEUXjEexrCkcUmT0siIVtYSRaAy2tTdRV5VFdnkNlWTaFBZlkpJ8hPz+LiqpiKquLuXytBbHeitgUZMsisMPrOoGskFjDCYLBl5CbOJJhAQtye9JKtqCws6J2/wj4xKaQILD+QYTVkW1tyxJiyxREYgiwlQA8hTWK0iZIXuRWPwpbAKU9iMYVEYTT3rgQdeUSfs5Ng481jVsYWRV2VlR21rUuxEYvYpMXidmLzOJHZhVAb1MvhI+uqGwsqhwsyCzMSc0C8P3dPyWB7992XvJ33/H3//AbQjv7eCMRTBYLY+MT9PUN0NPTy4sXPXR3v2RkZIyl5WV0Bi0urwuz04XB4Uap01NaWPAjNlf4+FQS+DKSwHeC3MxzyFRajN5IIlE5gsEbRucOofOEMfijGH1RTH5BcGwJxrGH4jgDMVzBOO7wLt7IHr7oPv7YAd74Hr7dfQJ7BwT2DvDv7uPf3ccX28Mb3cUd2cUV2cUZ2cUR3sMR2cMZ3cMV28ezc4AnfoB39w2BvXf4dt/h23uHe+cNzvgh1sgeWl8MrSvItTu3KSzIIivjNBkZqWRmpHIu9STnUk+SkZZCxtkUSgpyyDp3mpz0FGoqcunvaWfkdQcjrx8xNvyEuekexoafMjHaxfjwCwZ7n9D74jEvXzzhxbN2ujof0vHoDg/uXuPxw1s8enCTh/euJ9nc623NCWKjkRvXmlmcG2ZjbQrZ9jwSsbDfM+jESXb3aOxdmHvN3MwgayvjbKxNsrYyztrKeJLhXZwfShIhSwvDLM4PszA3xPzsa2anB5mZGkgC4ejwC4YGnzHQ+5Te7sc8f/qA1wPPGXktjL8vXzwWgLzjAc+ePuBFVzsve57S+ewB9+/dEMTX11t4cPcqD+5e41rrBa61XqDlYj0NtWVUluVSU1lAQ20J5xvKaawrpbG+jIqKPGoq8qmtyqeiMg+9xcjbr4SjQPtf/JKdz39O9P3XhN9/jXf3kP6hPirK86itzKe68mjUTSMv9wzlJZlUlmdTUVnMsliCPSZES2n9+wJ54d1B7o6xZQ+xYT5KNfGxfuRhtQhAeHSEW+iygojNfkQmP+tGf5LgEBl9iE0Btq1BZLaQEPzpiaPxxFG5Y4LUxBZJAt+V1vPU1xRQW5VHTWUexYVZZGSkUlSUQ2VVCeWVhTS3XmRDbUSUYG3X9G4WlU4WFDaW1d8zt4tKO4tKYcd2tF+bk1qTzOoPO74j0JNYIkKSS8KqtmHwCeks9igyexSZNYrUGkFuiyK3xZBZo2yZAmzqPYj0bjYNHsRGL5sGDxs6J+t6J2s6Qa6zoLAxJ7MmAgyENdKS0s6SysaSysqyypoYmYWd4YrSxqLczNy2iZltMzMSI9MSA1MiNX/19//0/bGh/xe/7v8H8H3D7775jr/5u/+KIxDG7PEyObdARmY2KSmnOX78JB9//CmffnqMEydOcSY1lfbHD/EH/djcXsxuH3K1hvycbM4mRt3vCY5TiT2f4NtNT1RORjprYimbeicrCgsbGhsrCjOLUgMrSjNrWhsigxOp1YvGHcLkFwIH3OEdvJE9AvFDQrtvCe+9I3rwgeibd8TffWD3/ReJ+pzd95+z8+4DsTfvCe2/wbdzgCe+jye+jzcmlCcuHDXyxg+ENJidN3h33iT8vAfYwrsY/VHUnjB6b5j2zqeUFueSl5VGVmYaBflZZGekkpV+huKCbArzMqmuKCI/O428rBQaagrpfXGfwb6HDL96xMzUc1YWB5me6GZqvJvx4W5e9XXQ87yd7uePePpYcGkcAd2Rdu/+nasJCcslrlxq4HJzHZcu1HLz2kU2VicTxMYaSvkysu1FZNuLSMRziEUz6DQiZNuLzM0Msrw4wtbmLFubAvMrWp9ifXWCxfkh5mYGWVoYZm5mkJmpfhbmhn4EeEcj7/hoDyNDXbwe7Ezo+J7Q/fwxrweeMzrcw9BgF73dHfT1dNLb/ZQXzx/xsvcJg4MvePHiMR1P7nP3znUePriVHO3bWpq41nqeK5cauXi+mobaEuqqi2iqL6OxrpTKslzKS7PJy02lOP8c1eU5lJXnINoWJ0Jkf8n+l79i5/OfE/vwM0Jvv8S7e0Dvq16qKgqoKsuhvCyLkpJ08nPOkJt9hrLiDCrLsqmsLGZFLMEY3BFsX17hBKTSE0fuEvLpNi1BNhIuDQH4gmzZookwTwH4lG5hLyh3RpDYElpAa0g4i2gJCfIYewSFMyykJbsiyOxB4TyCLYDYHGDbEmBTpaX5Uh1V5dkU56dRmJcm2OzOplBUlENZeSGlFQU0tZxnRa5NiogXlTbmpDamxEKm3YzEnHROfJ91Z2ZOahUY1YR+7oe1qvEkR+IV9fcyrwWFjSWVgxWNizWth3WtB5HeJ5RB8POu6zysqB0sKW3fB4gqrCzIzcxKjUkJ2bzMlnR1zCccHnMyC7NSQYExs21gQWZJpi4LycsmZrdNTG0Zmd7SMyXWM76m4K9+/d/57o/u+L49GnUF4Pvrv/k1WpsTtdXO0OQ0Z9MzOXkihWPHTvDpp8f49LNjfPbZcf70o49ovdqKPxTA6Q9i94dQaHUU5uWQnnKSzCOXRoLVzTx9kqxUwcGReeokmadOkpORycyiiAWZmTmpiWWlnWWVnUWFlSWVg2Wtk2WNIDiWW33oPGHM/iiO0A7O8C6uyB7u2D7enUP8u28I7r0hvP+WyOF7Ym8/J/bmA7G3H4i8eUf48C2B/UO8uwe44we44gc4owe4oolnIvjAFT3AHX+LO/4WV/wtzvgb7LFDzOE9dP4drOFduvp6qSgrJC87jbzcDEqK86gsK6CsOIeSwiwK89IpL8klJyOFwtxUmhvLGH7VwfREF3MzL1hZ7Gd9ZYiZyW4mx14wNPCU/p5H9DwXtHqPHtxMujTu3LySHP+OUllaLzcK6cuJunvrCuurU8ily8ilC0jEs0mgm50eQCyawWSQIBHPMT/7Kgl8YtFMkuRYX51gbmYwuds7Yp2nJnqZGHvJ5Hgvk+O9SfAbG+lmZKiLseFuhl+9oP/lUwZ6nzE+0svkWD+jQz309XQIHWxnO08e3+Xp07v09DxJsrw3rl/h5vUrPHpwk/b7N7h57RK3rl/melszVy41cLGpkqb6MpobK2luqqSuqpDaqkIKC4Qk4rKidErLsplfXmTv/dfsfvg5ux9+TvTtV4TffEHg8HPc8X36h/qFVJeKPKoqc6koz6ao4CwF+ULGXVV5DhWVRSxtijEEdlC54yhcMaT2MNv2EBJ7CLEtwJYthMQaQmwJIrYEkSRGXYUrhsYbR+PdQevbQeONo3BGkFj9bFq8bBg9iIweJJYQCkc8aS/7HvgCSCw+xCYPIpOfLZOPDYWaC821lBWdoyD3DHk5p8lIP8XZtJMUF+dSVl5ASVkeDZcaWZYJwLeotDEvtzC7nXBGJPLxfuiHHd/QM7lpYHrLxLzUyoranUxlOfLpHo3C8zKbIEaWWxOgZGZOZklqX486yjWdJ2kEWNW4BWJQbhN+z7aZWekRoBmZkZoSRKKZGYmFmW0L0xIz0xKTUNsmprb0TG7pmZYYmdoyMC0xJj5vZHJLkJdNiDSMizSMrsiEju8I+P54Vvd3fPPN7/lP/+VvkWpNyIwWBsenSDlzlk8+/pSPPvqEn/7kI3760z/l448+4aOPPuJKWwv+UBC714/VG2BbqSIvO4uzJ45zNkFmnEvm8R0j/VSC4DhxnIyTJ8k+l8nssoR1vY9VnYd1gz/pe1zVe1kz+lg3+tg0+ZBYvCjtftQOPxpXAI0zgNYZQO8WDg+Z/FGsQaEjdESEMdYe3sUe2cUZEUZkWziOORjDFIxhDMQwB3cxB/YwB3exhPYS16iEpzVygC16iCV6gCVygCV6iDG8j2fvPYOjo1RVFAvMYG4GRYXZVFcUUVVeQH1NKeUluVSU5lFckE5ZUTo3rzUyMfqcpfl+5me7mZt5weJcH+MjnYyPdDHY+5gXnffoenov2em13xcSWYSO78ed3pGN69KFWlou1tH+4Dqi9Wkk4nmkknnk0gX02k3EohkmxnpQyJYx6MRsbkwniQvR+hRbm7OsLo+xsTbJxtok05N9zEz1MzczyPzsq+Seb27mFfOzr5mffc3C3BBzM6+YnhxgYuwl46OCda2nq50Xz9oZfvWC0aEeXvV30tUp+IofP7jFg3vXefToJs+ft9Pefovbt9q41naJm9eFJOkjmc7Na5cSwFef3OnV1xRTW11AZVkONZWCc6O8OIvK0ixKyrIZnRxn78PX7H3+iwTwfUno8AsCb77Au3vAwHA/9fVlXGgopbamgKrKXEoK0yksOEdlWTYVZdlUVpWwJpFiix5gCByg9e2hcMWQu6LI3THk7ihyVwyFK4bMIbgfpPYwUnsYhTOC2nMEfsLZRIUzjNQeQGr3IbX5kdqDSC0B5JYwKkcUhTOI3BFAZvcjtfnYtnqRWLxIrEFk1iCbSqHjKy06R3F+GgV5qWRlCB1fSUkepWU9wPzpAAAgAElEQVQFFJfmUt/cwIpcy5rWLezw1PYEcDmYk9qYkViY3jIzJTYxuWlkSmwUoqKklmRY6FEiy1H9kPxYUNiYV1iFZwIAj8BvQWFjUZEYoVUOllSCEuKomzvK6ZsSG5nY1DMm0jK+qWNMpEt8bGBCbGR808j4ZkIvu6FldEOQl42LtIxt/FhvO7ahZXRDw+iaitE1FcNLEv7q737Dd7//Z4Gn+FcD31HH99tv+J+/+wP/8f/8B2QGOzKjjb6RCdJS0zmbcpZTn6Xw0b//iI9/8hOOf/KnHP/kJ1xqbsLjC2Jw+zH6gqzLZJw9l8rpE5+RevIYaadOcOb4cVI++4xTn31C2slPyDglZPWlHfuUzNQ0ppbESbA7SoRd1Qlq96OMMJExgMgYYNMYEOj4REnMQSSmAFumANuWIHKbH1mCjVW4wmzbgsgcYVSeHVSeeLLkrigKVxSVJ47CGUPliaPxJdIt/HG0/ji64A6G8C7GyH6i9tAHYzjCO8wsLFBdVUph3jlys8+Sl51BZVk+lWUFXGisoraqiPqaYhpqCmmqKeDxvcuMv37KzPhzpkY7mJ18ztJCL9MTXcxOvWTkdSd93e30dT+ip6udp4/v0vHoDh2P7vL4wW06Ht2j/cFt7t65zp3bV7lx/QptrRe5fKmRluY6nj+9mxhbJ9jeWkAinketXEO2vcjq8hhy6RImgwSxaCZJaohFM2xuTCdHXYl4jo21qeQ+7+g5PdnP9GQ/M1MDLMwNsTA3xMzUIJPj/UyODTIxOsDrgRf0dD3m6eO7DPZ1MvyqK+HkeJhgbIVd5dPHd+nt7uB55wPu37nK9bZmbl1v4Un7HR49EDq+G1ebud52niuXarjQVEZTg3BTuLoyl9Ji4dJYeXEWBXlplJZkUFqcyYvup+y8ecve5z9PHgA/6v5C++8YHB6guqaQ+jrBslZVmUtRwVkKCzMoL8uhrDSbqupSNpVyvHvvsUUOMQf3MQZ20fuF04s6XxyNO5YIAggJ46kjhNQRROEQ0oB07jB6TwSdJ4LeG0XvjQo3Xpwh1M4QKkcQpT2IyiG81rjC6DxRDL44Oo/w6w2+GDp3BLFCRdP5CspLMigrzqS4IDMZrFBWlkdFZSElZXnUNjWyqtCxrvewrvewYfCwqnezovWwpHaxqBLy9o58s0c1vW1mXmFnSe0SnCU/sI39EADnFTbm5Fbm5IKHfVZmSb5ekNmTQuSjsXVOKjiepiQmQQsrFkBtTKRjZF3NmEgArpF1tfA6AWxjG9rk/e7RdTUja6qEtvb7u97jIi3jG1pG1zWMJLS4Q/Ni/vPf/obvEgLmf3XH982RZe1bIZbq//gvf4tUY8Rod/NqdJys9Exqy6vITc/m1KefkXryOFlnU8hIPcGl5vM4PAH0rgBGX5AlsZiz586QmvIZ6WknSTt9nFPHPiHl+KekHP+UMyc+5syJj0k59glpxz8h81waY/NrLKqEcIB5ufBuMie3ML1tZEZqTv5FLyodyaCAH77DJD9WO1jROlnSOFjWOFnRu1nSCebxBa2HRV2i9F4WdV6Wj9I0DAE2zSG2nXHk7l3knh1U3hhqXwyNP47aF0PljaL2xVB7o9gi+6xLpDQ01lBUcJa8bMG5UVVeSGVZPucbKqipLKC2upDG2kIuNZby8tkd1heHEK+Nsbk6zObqCKtLr5ga72Zo8Ckvux7Q+fgOnY/v0H7/KndvXeHe7bbEju8qV1sv0nqlmcuXmrh0sTHxbKL1SjOXLtTyeuAZUskCSvkKEvEcovVpVIpVpJIFFueH2FibRKveYHV5jIW512ysTbK1Ocv66gSz0wOsLI2yuTHD2soEs9ODSbATOrt+Jsd7GR/tSbK6k+O9jI/0MjE6wMToAMOveujrecrzpw8YGuxifOQlo0M9vB7oov9lJ8+fPqT9/k2eP31AX89Tup4+SNru2u/f4FnHAzqf3OXe7Tbu3LzMzWvNtLbUcPliJRcvlNN8vozm82U01BXSUFdIbWU+xUUZlJZmUlGWxe071wjEohx++We8+frPefuzv+Dtz/6CN1//GdHDD/S/7qOiMpea6lyqy7OpLM+mqCAtAXzZlJVmUVlVwur2Fp7dtzhiQjnj75JlixxiCuxi8MbQeiJoPBG0vhj64A6W8D7O2Bts4X3MgThGX0wg5IJ7mIN7GH1xdO4ISnsAudWHwupLyjx07gh6T1Q4eO+JYPBGMfniKPUGLl2qo7oim4rSHIoLMsnNSSMz8zTl5flUVBZSWl5AfXMTK3Itq1onazq3cGzI4GFN72U1YZVbUjmF4IAEeM1sm5mSCOPmrNQihHDIbSwoBCBbUglkx7rW84PgASuzUjMzUhNTEkNC/2pO7BET42tiXJ2SGJlMOJ7GRLpEF5cAtHU1w2uqZB0B3FGNrKkYXlX++Ib3qjL5tZE1FUMrSl6vyHi9LOPV7Cb/8f/6R775t8pZvvndt/zud9/x/sMXtFy5yt2797hypYWMtDRK8wtIP32G08c+IyPtFIW5wn/45guN2N0BrP449nCcnlevyMxMJTc7heKCdArzzpGVkULmuRTSz54kNeVjUo79lFPHP+b0sY84m3qK8cVVNvQuRAYXm6YElW3xs65zsqq2saa2C0+Ngw2dE5HelTBJB9m2CItghT2M1Bpkw+hhVecSxJdaJ8t6D/MaF9MqBzNqoSaVdqaUdmY1LuY1Xpb0AZb1AZb1ftZMQdYtQcTWENv2MAp3HKVnB5VPUO5rQofYdz5nW2fmwsUmiovSyctOJTczLeklbawro7oin+qKPBrrimm5UMHIYCeTIy/o7brHy667vOi8xaMHbbS11HH5QjUtF+s4X19Jc2M1FxoraKqv4EJjFVevXKD18nlqq0qpqS6j+l88mxpraKgtY2q8D4l4Dtn2UnLk1ao32NqcZXlxBJViFZ1GxMrSKMuLI2xuTKOQLSNan2J5cYSNtcmExU0AviPwW5gbYmlhJElwzM++Zm7mFRNjLxl+3c3I65eMDvXyqr+Lnq7HvHjWzvhwL9PjA4yP9PKq/zkvX3TQ1dnO44e3edZxn/6Xnbx41k7HozvcvXWFh/eu86T9TiKAoZVb1y9y4+oFrlyu4XxDMY31RVxoKuVCUylNDcU0NhTRVF9CRXkOVVW51FTl0XypDqPdyu77n7H74ecCyfHFL9n/4heE99/TO/CSyqp8GhuKaKgVtHxFBWkUFWVSWZFLRXkOFVXFiOQy/PsfcO+8x70jBHi6d9/j2/8c38EXuONvcUb3hQDcYBxTMI4pFMcW2cez+x5n/C3mwA4mfxxzYAdLcA9rSEj6tob2MHijaFwhNE7hUqDaEUBp86Ow+hLXBP1oXCEM3hhyrZ5Ll+qoKsuirDgrsVY5S1bWmUTHV0BpWT71zY2sKXVs6AVHhkjvRmT0IDJ6Wdd7BBY1IUZeVNpYUtgEskFmYW5b0M8tJAiIJaWNZZWwZ9/Qe5AkxNVbZj8ig4d1nYsVtYNlpS2xT7Qm935H4++s1Mz0DwwBR3u6SbFgFZ2WCMTFtCRRW3qmxDomxTqmEjW5qWVyU8uEWM+46PtuTwA9BUPLCl4tC8D3ek7Mf/rb/5aMnv+jD4p/++3v+fab79iNxcjJSCf7XBp5WelkpKaQm3GW1JOfkXryM3IzzlCSf5b8vDOcv1CHOxDB4ovh2z3k5esBcnLTyMg4RllZFi0ttbS1NdLUVEFlVQHFhecoKThHWXE2+Vmnyc5MZWp1Dbndz7bVi8zuR+uLYQjuofdGhbBTX1SIl/fHsAV3cIb3cccOccUOcUcPcSUIClf0EGd0H1toN/GPbwdTcBe1K4LYFmTTGmDTEmDTGkBk8SO2BtiyxxDbo6ybA6yZ/IhsQTYsftbNATZtEdZMATbMIUSWECJrmHVrELk7ikRroqXtMhVlOeRmppCeepKy4hzKinOErLjyPEqLM6mpzKW5sZT7ty9xvbWBtsu13L5+nmtXGmi93EBjfTkXz9fQ3FRDY11lwpdayYXGyiTwtbVcoL62gtqa8v+lGhtqaG6qYnFOiJxSKVbZ3ppHpVjFoBOzvTWPWDSDQSdGpxGxvDiCWDSDVLKAUb/F9tZ8kt0VrU+zvDiaZHBnpwdZWhhhaWGElaUx5mZeJb82Od7L8OtuXvV38XrgBf0vO3n54gmdT+4xOtSTdHT0dj+h49EdHj24xcN7N3nWcZ/ebkGr+OjBTW5cbebG1Yvcuy0kSgtSllraWuq5fLGK840lNNYXJTu++toCqitzqK3Ko7g4nfKKLGqqcqhrLEeuVbP/xS+Iv/ua6Jsvib39iujhFwR2Dukb7KWhoZTmC2U01RfTUFdEaXEGpaU5VFbmUVmRS3VtOQqDnvC7r/HufcAVf4s9IgCWPXKAM/YGd/QQ384bggcfhM4wuo/JH02OudrE6VONM5j8nMkXw5boCB3RQxzRQ5yxQ2zhfSzBHfSeCGqHH5Xdj9YVROsOYfbHkWm0XL5UR01lLlWluRQXZFKQn0F2dipl5flUVRdTXlFAY3Mj23pz4m50EKktgNQWYNsWSshqhB252Cykr8gSJx+3LcGk3WxD52bT4GXT4EVs9LFp8CIxB5DZwqhcQkiq0hVJNBt+tkxC4ovIKES6/bDWdB7WtO6ENe4HX9M4WVbbWdU6Wde72DT52LIE2DIHknd5RUcpL1oXa1qnEN+lEEiSoytuE5s6Yc8nUjO6oWYsQW58893v+e3v/k0C5j/wzTffsR+PU5yTRWVBPiU5WWSeTaG4MIuUk5+ScvJj8vNOU1GeQVHJGeqbynEFAqisbqyBEO2dD8nOSSHl9E+oqy+isbGUixeryS84y9m0TykvSedSUzltl+upK8+lIC+dxU0ROk8IlcOP0u5DafcJH9u86Bxe9E4fepcfw1G5A+g9oUSwaAyTP4oxETJqC0awB6M4wnFcsX1BihLawxjcFXY0nihqdwSNR7j4bggdoA8doA3soA3EMUb2MYSP9ny7qL1xlO4oClcEuTOC0hPBEt7H5PJy/UYbVRV55Gad5lzqScqKhY6vtqpIkF2UZHO+sYTLF6u4ca2Rtiv13Lh6gTs3L3PrxiWuXG6k+XwN19qaudxcR0NdGRcv1NBysTbpS7165QJXrzRzoamW+rpKamvKqautoL6ukob6Ks431XLtShMba9OolWuolWtJx4bFJGVrc5aVpVEUsmVMBknCrTGLSrGKySBBKllALJpJaP2mWZwfZnK890d7vaPu70jAPDfzioW5ISbH+hl+1cPQYHdSe/j08T1eDzxn+NULBnqf0v28Pbnje/TgFp1P7iU1io8e3EywuC2037/Bowc3uX/nKjevNXO9rYnWllouX6ykqaGY840lwohbnUd1RQ511XmUlmZQWpZOVUUmlTWFrElEvP/FXya1fPtf/JL9z39BeP8dLwd6qGso5nxTCQ01BdTVFFBanE5paTYViY6vpq4cuV5L4PBzvLvv8O0m5EzRfTzxQ/x77wjsvReSvHeEzs8a2sUc2sEcEJLADd4oek8Eoy+GJbiLNbiLLRjHFkw4ivxRbMEYzshe8nvbE2cPzL4IJm8Yoz+OPXyAQieMuhWlmZQUpJOfcza54yspyUmMunk0XmxEabFjDOwKmkBXGIUzhNwp7CG3rUK4wJbZw7bVj9IeQu2MoLKHUNiCSbGxwhYQnBK2IDKrH5nFhyzxNZUjiDLhwlDaAyhsQuSbyChccDuKwFpPPJPgpXEmLGxO1rQONvSCK2PD4GJD72TT6Gbb4kv8OQLILH4kRg+behfrGmdyjfVj8DMKmX0SPZNiHeOrcv761/+d7/5or+63v+e333zH//j2n/ndt39gfydOaU4Wlfm5lGZnk5OVSkVlPtk5Z8jKOU1h8VkKis+QmfsJdU3FbCnliFRaxpcWabxYTWb2cfILU2m+WElO7mnOpH7Cx5/+O06f/ojGmnxamytpbiinNO8M2RknWRFvYvaH0bn8qB0elDYXcqsTucWJ3OJGYfMgt3qQmV1sJ5KVNw0OxEYHWyYnErOLLZOTbbMbhdWD0uZFYfcjt/mQWgXrmcLmQ2UPonVFMPjiGLwxjP4drKEDrJFDLOE9LOFdHLEDZBYnE6ubmHxhHLFdHNFdQeC8e4jv4B3Rd18QiMa4c+catZWF5OecJT3tFOUluVSWFVBXXUxZcRbFBee4eKGSq631XL/aRFtLAzeuNieOBl2jre0CV640ce3aRS5dqqO+vpTWK41cufQ9Y3uttZnWy+e50FhDQ31VspoaazjfVEtzcwN3brawuTGDbHsx2b3ptWIsJili0Qyy7QXMxm1UitUko6tWrqFRrbOyNMrK0igba5OsLI0xPdnPyFAX46M9jI10Mz7aw8TYS14PdiZ3fEd6vpHX3QwNdjM61Jt0m3Q8usNgXyejQ93JUbf7+SOeddzn4T0hTPXFs3Z6uh4nUqQFNvfRg1s867jPs457PLx3lVvXL3KtrYHWlprkjq+xvojGemFUbaovoqoqh/KKDGqqc6iozuf1xAgHX/6K2NuviLz5kt0PP+fwqz8n9uYL+gZfUt9QQvP5UhpqC2ioK6KiLIuyRMdXUZFLdU0ZEpVK6MZCwkErV3QfV3Qfd+I0gTv2Blf0UHgz9cXQuENoPWGMvlhyxD0CPqFT3E8exbIGYlgDMRzhXdyxA+H0QeLinyu6n7j6JwCnNbCHTKPl0uU6qityqCzNoSg/g9ycNLKzUykty6Oyqpiy8nyamhuQGy1oEynhKntAIPecQWSJSUpsdCX+zziRmtyJFHMvMrMn+foI1ARgE2xnEqMLidGZSDz3IjO7kZrdyMxuJCYvIoNHiLdS21lW21hWC2PyssKa1PAtyEwJHZ6JRbmRRYWJJaVZEChrbMLqyuhFbHAjNrjZ1LtYU9tYUlh+NCofdXsCwaFLdnwjSxL+89/95t92Ze2333zHb7/7Z3777R/Yje9QkHGO4oyzFKSnk5OZQnllDgUl58gvOUdm3mlSznzC8VM/pbQ8j/5XL9mQbDA1P0FdYxnpWcfJyU+luCyb02mf8dmJn/Dp8T+hoDiV27fquHfnAlcuVVFZnElOegrizQ08oTg2XxirL4rRHULvDKJ1+tG5AujdQvuvdgZR2H1ILR7EZhebZqdQJicik50No4MNvUtoow1uNo1uJGYvUosXuT2Ewi74BWX2AFKrD6nVj9IREt4BHUGM3jBWf4TJxRXG5xcQK1XsvP+cnfefs/v5l+x+8SVvvvqKD19/TTQe5fatq9RUFZGbmUra6WNUlRckjPRFCeBL50JTBa2XG5KOhNs3WpKavGutF7ia+Pzl5jqaGiq4df0SN69dpPVyEy0XG7l5tYUbbS1cbm6ksaGaxobqJOhdOF9H84U6ujrvINteRCFbTtrOFLIVZNtLzM0MsLkxhVq5yuL8MP29j+nuuo9ofYqlhWHGRrqZGHvJ8uIoM1P9jI10M/z6OWMj3YyNdDM9KXh0B/s7mBh7+SPx8utBIZZq5LWg1ztymvT1dCQIjl5GXvcw0NtJV2c7jx7c4vnTB/R2C37kxw9vce92G/fvXKX9/jU6Ht2i/f417t66zK3rF7l9o5m2K3VcvlhFU0MJVRU5nG8q43yjsO+rry+kojKb2roCqqrz6Oxqxx6MYfLFsEfe4I6/I/bhZ4QP3vJqqJ+GxlKam0tpasinsb6Q8tIsSkuElJfKinxq6ivZUKgw+nfQeqMYfFGswR3swT0c4X1swT3MgR2Mvhg6dxidO4zGGUyMtQH07hBGXwS9J4TBG8aUmEbMgZhwzCq8iyUYx5qQWznDu7iiB3jjb5LAZw/GhZsyvjhiuYLmizVUV+RQVpxFQe45crPTSE8/RWlZHlXVxVRUFtJ0sZEtjQ6JyYnYIDQAUpsfhTVxpsHqZdskJJhLTZ7EPjGQNP7LzB5kZgHYlDa/AJwWL1KTG4nhe6BUWH1C15cgZ2QWIfNSbHAi0jsQ6Y7qX6S0JJ5LSmtC/2dLuDMEHeCq1sVaIjFmVSPsEJdUQpjBD8fbI2nL6LpAkgjEiJLhxS3+09/8YzKI9F+v4zsCv29/z+++/QN78R0KM9IpTj9LXmoqGWnHyMlLIeXsR6RmfsaZjBN8duJjPv70J5w8fYyqmlIWV6Z58OgWJ0//KcdOfsRHn/4JP/34f+Ozk39CUVk6Fy5XUFJ+lsbz+ZxvKuRqay1NdaUU5pyjq7MDpUaHLxzD4Qtj90exeCOYvCFM3iAmbwiDJ4TOHULtDKCw+5DZfUjtPratHqQ2L9tWNxKLAHQSsw+5NYDKHkDjCApLY1cQtSuExhVC542g98UwB/eEo0WBHSy+CIHdAzRmCz0DAxitFoKxGLtvPrD/4Uv2P3zJ4ZdfcvD5B/bevSMQDnDjRgvVFXnkZ50l9dQxKkrzqSrPT3Z81RX5tFyqpa2lKZmW/ODuNe7dbuPKpQauXjnP1Svnab3cSFN9Ba2XG7l7qzXhUxVG3Ls3r3L31jVutLXQfKGe5gv1XGxuSALgxeZaxka6kEuXkEoWWF4cQbQ+hVSywNLCCFMTvWysTaCQLTI384reHiHefnV5nMX5YSbGXjI92c/G2hSL88NMTfQx9OoZYyPdTE30sbQwwvz/w9l7dceBYNd6TaAyKudcSFXIOeccCBBgTkgEQAIgciIIIueccwZBssme7unRjHSv7eV/YEl+sORr36tfYU33jGw/fX6oApo9urav9HBWFWp1Y7G4irv2OXufffpe0dby/Ibt9fU00/G6jpaXT3nV9JTmF0+ofXbvZr+4qcELiK9bvDu8zx5XU/vsATVPveLHNfA9e1ztC14o4n51CQ/vlXH3TpF3FFCSTXlJFsWFKeTlxJOaHEZifIhX3EgJJz0lgpQkD7GxgSQle0hK9lBQnEH38AiDUwuc+y6svf/hb7j48gNNzXVkZMSQmxtLRnoYaSnhxES6iIwIuom4ikuM4d3MPOunn1g4uGT56JLt88/sXXxh7+ILO+detdY7k7tgce/s5vaL9ySqN0Xo69o4vWLz7MPNOGbt+NJ7+vT4PasHl6wdvmf77BN7l1/YPvuWnbNP7Fx8y/7ld0zOL5CeHkdMlItwt52QQAsupxGzWY0nzEV0jJvoGDep6UnMrq2zdHDO3O4pC3tnLOxfsnLoFVFWj65YPri8eX5dy7729RoArwFx+eCS5QNvmMd1fT23XD16z8qB9/X53TNmt0+Y2Tq+qeltb7rM9axwbO2YsdUjb4KLb+73dvnQu6CwfHijGn9dgwt7v/IN9s1uexVlHwPsmdrwWWXWaR+e9fr4/uX/9t3c+Neg9/9jYP6Zn376E99//kx0kIvE0CBiAgNxWLTYnBosDhVGuxKVXo5EJkQo8UemEGF1GMjOSyU9KwGZQoBYJkCpkaIzSQnyaEnJDCMtKwpnkIbIKCuxMS6KClLIzUokLspNYX42j548ZHRinOPL9xxeXrF7/t6XyvKerZNLL+s7umBp/5z5vVPm9k+Z2zthdveY2d1jZnYOmdk+YmH3jOX9c9aP37N99oG9i4/snn9g4+SCjWNvbZ5csnf5kbPPP/Dxxz/w+Xd/4MNvvufg7JiWjjaS0xMpLS+mtf01lx8+8uW3f8WHz7/hhz/89U1dfnhPQWEmUVEuQgPN2ExaXzS6h7ho79wvJiqInMwEigsybwDtOmTg+hh4WXEOBblpZKbFU5Cb5mOEeRQXZFFeks+d28WUlxRQlJdNZkayj+Wl3Mz4crJT6OtpYmZqgNnpQUaGO5idHmRp4R1v37xmsP8Vy4vDrCyNMDTYxqvmJ7S31bI4/47pyYEbv97EWO8NEL5sekx7Wy293U0MDbbR19N8wwKvW9+2lue8bq2hvfXavHzfx/gqaX7xlNaXNbxsfHpjavbO9MpvWt2G2kc8fVTlC14o5sHdEu5XF3OvqpD7d4u5e6eQinIv8OVmx5Gc6CYpIZTkRDfJiW4yUiJITw4nKT6E2JhA4hNCSM+MpabpBa+6+1jeO2Fl75yzb3/k8OIj9x5UkpISQXZ2DPl5seRkxZAYH+rN9POJG/FJ0YzOLbB9+YWlY++X5NbpJ/YuvrB98pH1o6t/JWB4ldlL1o7f+3bMvZ/TlcNzVo8ufMzPC4Arh+fM7xwxu7XP3PYRs1vHzGwdMbd94v2SPnrP2tF7Nk6u2Dn/zPjcPJlZCSTGBXvFsvAgQoNt2KxaIqNCiI0LIybWQ3pGMsvbO2yfe5no6uElS/u/Bq5r0Lu2zqyffLwBv6X9X5Tla8Z3DYC/qM/nN+/5+n0v7V+wsO8F29ntY6a3jpjZOmJq84TJzTOmts6Z2Di9mfWNrBx6b9t8dZvja4C7rq+B7uvXr+saALunfWzw3Rx/9w//mZ///H/9vwob/9/A989/5Oeffua3331HYlgoqWEhJIV58ATbcTh1mO1etidVihGI/BFKhIik/ljsWkxWFe5wB0qNDK1Bjs2pxR6oxhNlJiLGgdWhR6WVEBHlIDExjOrqYvJyUoiLDiM2ykOYx0VUdBidPR2cXL1n//I9+5dX7JxesHV8zvrhGasHpyztnbKwe8z8zhFzO0fMbR8yu3XAzNY+s1sHLO2csH5wzt75Rw4vv+X82++4+Pwbzr/9wsXn77j4/N3N848//Mhv//o/8Lu//ht+/Ovf093XhSvYRkych1C3g+ycNIbfvWVw6C1dfQN8/PIdf/Uf/wf+8N//j3z7/Rdy8tOICHcQ5rZiM2tJSYzGE2LHZlbjsuuICneSkxV/0+JWlhdQXVns20fNpKqiiDu3CynKzyA7I5Gi/Axf61dARVmeL2m5kKL8TPJy0snKTCE3J53cnPSbtrewIJPRd50sL46wtPCOsZEu5meHWFp4x/BQO2Mj3WysjbO2MnojXAz2t7C0MMLou64bi8qbgVZf+/qExoYHtLx8yuvWmpu2tuXlU1pePrOKRrMAACAASURBVKX11TPaWrw5gtfA193RRPOLpz6LSiX1tQ951eQNLqh5evfmKlx1ZSkP792mvuYhLxuf3+znPrpfzrMnFVTezqH6Tj4P75dwr7qQytvZlBQlk5keQWS4lYgwCxFhFtJSPORlxZGTFUtaajgxsYG4PWZCPRaiE6MorqqgqaObt5Pz7B5f0tU3SHpmIklJYSQleygtTqEgL4HUJA8J8W4SE90kxLtJSI5hYnGRw29/y+b7L2xdfMvO+We2Tz+xdfyRjeMPrB5f+f7Re4Hg+oTp5tlH1k/es3xw5v1sbh8yv3PE0v7pDRDO7xwxs+n9nM7tHDPvaxdnt0+Y3z1j+eiKtaP3rB5csHn8gbG5ebKyE0mMCyE6IpDwUCehITasVi2RkcHEJ0QQFx9OZlYqS1vb7Fx8Zv34A+tHV6wcXHnbUV8L+zWoXTPBa2Z3DX5/yQpXDt+zcvD+ht1+XUt73t93/R6u38f05uGNMHEtbLxd3GN4cc9ngdm/ESquLS/XIPe1Jeb6+degeC1u9Exv0j25TtfkBl2TG3SOzPM//S//Oz/96d9zXtIXUvDTn37mt99/R1pMJJkxYaRHRxIeGojRqERvVqGzaPAX+yOWihGIBAjEt5DKhWiNEnTGAMw2LQ6XEbNNicEqx+LQIJMLkckDkEiFBAabiIwKorAwk8TEKGKjPCTGeWdioSE2YuOjmF9d4fD9Fbvnl2wdn7F+eMzK7hEr+8esHpyydnj+q1o9OGV1/9T3eMbG4Tl75x84vPzI2afPvP/8Gz7/8Du+/Pav+O7H3/P5+x/59vsf+fzD7/ju+x/58Xe/57vvv6O24RlZuankFaaTmZNIWHggldW3aWlrYXN3j9/8+Du++6s/8Om3f8XR+RmZuSnExAUREmzEZlaTnhJLSKAFk15OaJCZhNhQ8nOTKS7IvNlBLS/JpSA3jfKS3Ju2t7ggk5zMJEqLsrlX5WU+leV53C7N9cXLZ1FUkEVOdhr5eZnk5Wb42F8K1VWlzM28YXF++CZNeWVp1GdcbmV4qJ3V5RE21sZ9puYRpicHWFkaY6DvFe1ttQwPtTM+2uNVajsabthcx+s6+nqa6e58wevWmpt5nzeSqo7WV89ofVVD26taGmof+YCsgvpab1BBS/NzGusf38z+7lV5Vd0XdY9pfVlHfY3X6vL4wW0a6u5SV1PFk0dl3K3K505FDvfvFpKTFU1aqodwj4nE+CDSUjzkZseQlRVLaloEkVEOImOc2F1qrHYljkAjCanxdPT20P/2LR3dXdy5W0FqejQ52QmkpkZSWpzGnYpssjOjSEkJJyUlnKREDwkp0YwvzHPw7fdsvfeuMW6ffcvW6Sc2jz+wfuSdMy/tn7Owe+pLAz+98d9dg97s1sFNze8csbh3cvNlff3z8sGZF0D3zry/a/uYxb0zVg8v2Dh+z875ZyauGV98KDGRQYS7nbhD7djteqKjQ0lIiiQuPpys7DQWNjbZuviWtZMPPtD6wOLe+a9md9ct7dfCxoJvXnfd5nqB8fJfMcH5nVPmtn6ZBS7snDHvO+g1s3XKzNYpUxsnTKwdMrpyyPDSPm+vwW5+h6H5Hd58xe6uWds14H0NgF/X9eu/9gOu0zmxRuekV9XtHlvk7/7hv/w7GJ9vZe3/+Pkn/vnnn/juyyeSojxkJ0SRFhdJhCcIq1WP0aJBrpZxS3ALf4EAgUiISCogQCUmMNSI1iBDb1KhUMuQKcSIJP4EKAIQSYSIJCL8hbfQ6RVEx7jJyEwiMSGatJR4slLjSYwOIdztIiw8lI6ebs4+fsvR1ScOL6/Yv3jvBcGTS9/c7z3bp942eNvXCm+dXLB1cultZY8v2Tm9Yvf0ioPzK04/fubqy/d8+O4HPl7Xb37Llx9/z/c//J7vvv8dlx8+8LjmMfceVVNYnktqZgzuCAdZeen0vRlgZWuT9d09Lr/8hr2zS/ZPTiirLCQswo7DqcFm1RDhcREbFUq420F0RCBxMSEUF6T51rCyuV2ax+3SPApy06goy/dtKeT7vGvJlBXn8uBuGffvFlFR7hU5Sgq9PreSwizy8zIpKMgiLzeD9LRE0tMTefr0LrPT3jb33dv2mxsbYyPddHU0MDTYxsrSCNOTfXS21zE02Mb05CArS2MM9rfQ8bqO4aF2ZqYGbzx810EE/b0vb1573Vpzo+b2976kreW5dxbYWk9HWwMtzTW8qHtEzdP7tL6spbP9BV2vX9De6jU31z67z5OH3lnfy8bntL2q99lfKnl4r4wnj8qofV7JowcllJdmUFyYwr3qfJKTQokMNxMUqCIlOYTcnBhSkkOJiHQQEeXA5lQT6DZitCuwBWoI9VgJ8ThJyUym4u5tikpziY4NxhNuIyHBjcOhISEuhHvV+RTkxpOeFkVaWiRJSW4SUqIYn5/3xY95V8d2zj+zc/YtG0dXLO+dMbt5yOTaHuMrO0ys7jK1vs/s1i9gtrh3ctOFzG4dMrd9yMzmPtMbe78CwpX9M2/a+N4Zy7unLGwfsbR7wsbRe3YvPnP08bdMLSySlZ1IUoKbhFg3MZEheELtuFxG4uLCSEqOJj4+gszsdGY3Nlk/+8DS0XsWDy9Z8M3vbkDOl2R8reLObZ8w6xM1rp9f/7zwF4rvzMYJ0+snTK0dM7l6xOTqEVNrx0xvnDK1ccbk+ikTayeMrRwxsnTA8OIeg/PeVJU38zs+Zddrkv7Lud3XgPa1entdXZPeoIKvGeHN/zezRd/sFv1TK/zP/+s/8fPNzY1/a6v70x/5488/8/HTFZHhLjLTIklPjiAqyoUryITdaUKpliEU++EvuIVQJkCsFKI2yXCE6rEFatGZlMjkYoRif/wEfoilEvyFAgQiEUKJCLlShs1uIjQskMgYDwWFORTkZ5OeEk9MtIfo6HBq62q4+vgtZ1ef2D9/z8HlRw4uP7F/4Q0l3Tq9YsenAO+cXrFzesnWyRkbh2esH5yweXjG9vE5e2fvOXr/kfNvv+P9999z+ZsfuPzuB04/fcfZt99x8eV7zj//yMXn3zK5uEx0Yjx5RXkkpiag0gYQEubEExXKvcf36Xv3lo7BN6zvHVH/so2x6WkSUuJQ6QIwmtWoVBLsFh0ZqXEkxUeQkhiJO8RGblYit0tzKC3KvKmi/DQqy/NvFN7ignTycpIoK8nkXnUh1XfyuV2WRUVZLqVFWZQV5VBSlE1hYSbFxdnk56eTlZlEdmYCzU2PmZnsYX6mn4nRTkaG25mffsPocCe93Y1MjPWyvjrO+Gg3zY2PaH35jPnZIZYXRxjoe0lP1wvGR3tugPM6gWWwv4V3bzsYHmqnt6uZ1lc19Pe20N/bQndHI431D2lufHqzq9vR1khLcw2vmmro6myif6CF0dFu+vtaaGuro6H+IXW13pDS9rZ6Xr58xtOnlTx6XE5VVQFPn1RQV3eXx4/LKC3NIC83gbt3C8nIisYdZsbuUhAWaSY1w0NcoouQMB2uEB1aYwBagxylRoJGH4BULkBvkhPkNhMR48ITYcMRpMbm1BDssRIUaiAq2krVnSxKC1PIzogjOyOGpCQP8cmRTC0tcPDxezbPvmXz/AMbZ5dsnX9g9fA9S3sXzO2cMLHmPXY/tXHA7MYhS3vHrPgY3PzOMVPre0xv7DO9sc/s5gHz24fMbOwx7fvvF7dPWNk9ZXX/hNW9Y1b2TlnaPWZp75S1o0u2Tz9x9PF7JubmyMlNITU1nMREN/HRoYR57AQGmohPCCM5NZr4pHDSspOYXltl/fTKB3ZnzO6cMb117LOIHDGxfsTE+jGT6ydey8jGEVObx0xtnTC9fcLU1gmTG0dMbh4ztXHkrfVDptePGF/1sriR5QPeLR94N6hWD71m49VjRlYOGV05YmT5kLe+rRBvKos3Quq6ff3LGV7P9KYP7NbpnFqla3KNzgnv1kb35Bo9U+texuf7Hf2+4NHrx765LW9NrXqB78//1s2Nr1vdn/7Mx08fCPXYiY5xkJQUQmS0A6tTg8mqQ6GSIZL4I5ULkanFKI0yDA4lJqcaR4gJrVGJQOyHRCbCX+iHRqdCJBHjLxAhFIsRSURIA0QEhtiJiHJTVJJPVfUdKivKyc3JICU1nkeP73N+ccnO/hFbRyccXX1k/8ILfrsXn9g+87K53bNP7Jx+YO/8kt3zS3bP3rN7esXOySW7J+85vPjkDSn99BsO3l+yf3nF/sUHdk7fs3N6yfbZBTvnn9g6eU/X0Ftyigu4++gehSUFKFRSgkKdJKUnUn73DrtnZxxefaR36B3pufm8am8jJTOFAJUMmVyMTCrAZtGQlR53E5eemhRJRXkut0tzKC5Ip7wk27d8n0xFmRf0KsvzKCnMoKQwnYrybO/d3aoCqu/kc7eqiKqKAu7cLuBORRGVd4ooK88hPy+FrPQE8rITGehtYm66l7Xlt8zN9LE0P8TW2iRTYz0MD7XeGJmnJwfobK+nr6fZxwi76O1upLuzgYmxHp8i/JrGhgc0Nz76ar5XS0vzM+pr7t+ckHzZ+JRnj+/QUPuA1y31tDTX3LS6Tx5WUl97n8bGR7x8+ZSmpsc8uFfM44dl1Nfeo6nhEZ0d9TTU36O0PJ3cgjgSkoOpvptH08sHNLy4S1V1NplZUaRmhJGeHYEnykSQR0uQR0dcchDR8Q5Cwo24QnQotQJUGjFCyTcIxN/gJ/gGtU5GsMdMSJgFe6AWs12OwapAoRNjC9QSE++kqjqT0sIkCrITycmIITnZTWJKFHOrK5x/+R2HV7/xJvpcXbF9esnm8RXrh1cs7XkPXM2uHbCwdcLS9jEru8csbR+ysnfC3OY+YwvrTK1sM7exx8LmPks+4JtY3WF6fZ+5zSOWtk9Y3j1mafeYxd0T5raPmds5YXHvjJX9S7bPPjI0Pk5WViIZaeEkJ3lXICPCnYSGWklOiSQ9M46k1CiSMxOZWFpi7fiShZ1T5jaPmd48ZXzzkPGNQ8bWDxldvb59cczo2iGjaweMb3jXRCe3Thhf/+W1ifVDxlb2GVnaZXRxl6HZLQZmNumfWmdgeoM3s1u8nd/h7eLerzP35nd4M79N3+zWDWPrm92+MSF//fi1ejswv0Ov7xJi3+wWfTPe+xsDs1v0z+3+V2d/fTOb9M5u0Du7Sc/kdfT8v/Ou7h9//omffv4THz99wOE0EBZhITrWQbBbj8mqxGTRIVcGoNQEoNJJsIcYcLjNhMUEojYGIFUIEUuF+Av9UKhkSGRijGYDCpUCf6E//kIvCxSIbmEwaXG4bGRkZVBWXkZOdhYxMZFERoUTlxDH/YcPKS4r5+HzGvZOzzn58MmboHz1mYPLj+yfvWf/9Ir9syt2jk84ufrA+bdfOP30HccfPnP4/hOH7z9xcOmNxD/6cMXxx4+cfvrC6ccvnHz8wsmnz5x9/p71g2NqXzbT0vWaB08fkFecR2hYIAnJcTxvqON1Tw8Xn7/j6MMnGtte09nfx50HVWTkpmG06RGK/dAbFWRmxlJQkEJeXhLp6dEkJ4dTfeeXpfvykmyKC9Ipyk+jurLQF0SQR1lJJhXl2Ty4V8Tjh2VUVeZx/24RD+55531VFV7gKy7JorQsi5LiLIry0qksz2FqvJuVxTdsrY8yMdrO3HQfK0vDDA28oq+nkcX5tz6Ft422luf0djcxMzXI0GArXR31dHXUMzz02nd5rZEX9fe9zPDVM7o6Gmhv8wLfi7qHNNY/oqnhMa9b6nj6qJKmhse0vfJm8dU9v8fTR5U8uFtKQ+19Wpq9lpiaZ3fIyYqjrDSDutq7XuGk+QmPHhaRlRNBSloQUbFmisviefyskLsPcqisTicj20NgqBxPlI6QCC2hETrckSbcERaCPSYCQw0Eeww4QzTYA9UEKP0RSvy45X+LAIUYo0WNSiNFZ1RitmlwhRhwhhjRW5W4QvTcqc7k4YNcKm9nUFSQQEFBAumZ8SxvbvDxt3/NyYcvrO7tMjI7RVtvH6+6+phf32J8YZHOobfMrm6xtLHH7MoGY9ML9A2N0NDcSkX1Q4rK7lBaeY/Ku4+ofviM542vGJ1fZmx5nYnVbSbWdpha22V6bYep1V0m1/aYWN1jYm2P6U2vyrt6eE7v0BDp6bHkZESRnhJGXEwIkRFO3B4raenRZGbHk5oeQ2J6Au9m51jaP2V6/YCJ5V3GV/YZW9tndHWP0dV9xtcOGVs9ZnztmJGVfd4t7TK2euBlhJvHjK0e8G5lj+HlXQbnNuibXKF7dJGud/O8HpqhbWiGlsFpWt9M0z48R8/YEj0TK3SPL9M1tkzn6CJd169NrdM9tXkDetcWlq+tLNc1tHTgDShZ2uXN0h6Di7sM+AJH+31HwPpmNr05ftO/VM/UBt3Ta3TPrNPlOzb0p3/5P32Hhv6bd3V9sfM//cQff/qZy6sLHIFGouMDcUeYCPIYMTnUBKgkSOVibIEm9NYAAsPMmJwaLC4jSk0AArE//gIvuElkIhSqACw2IyqNArFUiJ/gFv5CP4RiP0QSAQGKABKSkqmuvs/du/fIzc0jNS0NV3AQepMRhUZNek4mlx+vuPj0gaOLC66+fMfh5XvWd3fZPT7l+PI9PW/66X3bz97pMQcXF+ycnjK/scHy9g4HFxecXF2xurPJ3OoKy1vbrO/sc3r1iQ/ffc/67i5P62tJy02nobWe7IIMnCF2gj0u6hqes7yxwcWnL/zmD/+BL3/4a1p7uimtKuP+03vEp8R4gU/ih9mq4c6dfHJzE0lOiSDUbcHl0lGYn3oDfKVF3j3U4oJ07lUVU11ZyJ2KPIoKUqi8nc3zpxU8e3Kbh/eLef60kmdPKnjysNyb1nI7n9LSLCpu51BRnkN5STaP7pcwN9XL4lwfc9PdDPa9YG66l9WlYQZ6GxkcaGR58S1zM4N0ttdQX1tNV0cDM1MDDA220tbyjJ6uFzeHhro6Gn61oeGNn2qit6uZtle1tL2qpbujiYHeVmqf3aWjrYGezmZ6u176hIxHNNQ+oKezieE37fR1N/HgfjHFxancf1hE2+vndHW94NWrx7xorCavMJqkNCeJaU7SsoPJLogkIS2QpPQgElIdxCZZiE22EhFrwhmswupUoTFI0RoCUOskGC0ywqItxCYFEhiqR29WIhAJkAYIUaqliCUChGIBaq0CZ7ABs12LyiBHrhHgDjdSVp5MQUE8iYnBFBWnkJmdwNL6Ct/++HsOL87p7OskKz+Lqgd3eVpXQ1d/F88bn1FUWcij2ic8rXtOXnE+MfExhLhDsVpt2O0OomNiifFVVFQUKempDIyOMDI/z9jSCrObO8xt7jK7tu0Fv7VtplZ3mb6eF+6csH54Tu+bQXKyEinJSyYnI4akeA8x0cFERDhJz4glKyeR9Kx4ktMTeDs1xcLOEZMrO0wsbnlnkGv7jK/uMr66x7SPBV6LEJPrR0yuH3l/3jxhZHGH/pk1uqdW6Bid5/XwDK+HpmkbnKalf4JXfeM0947xqn+c10PTdAzP0T48S9vQNK/fztDxbo6e8SXezK4zMLt1E1J6naD0K6D7r9hY+he3GVjY9rK+mU16p9bpmVzz1SrdE39Rkxt0Ta3SNb1G1/gCf/+P3jy+f186y08/8dPPf+bq43uCwuyExToIjbQQFGbFEx2IUi/DaNfiiXIREmEjNNKBQidFKPayOYFAgFQqRijyRygWIFdK0RpUSOUitAaldzboY4NavQq1VktqWhYlpRWUlJSRnpFDbHwSKZmZDI+PUnanjMSUGMYmh5lZmKK1s4WNvQ06+jupb67n4uMln3/4lvHZEdKyk2h4Wcfw+FsaWxuJTY6le6Cb8ZkxRibfUVZdxv1nD3j4/AmDI++YX11maWOFZ/VPSMqIo/J+MU/qqklMjyIuORy9WcndB5WcXl3ym7/6G374m/+Ope0d0vIyMbmMPK5/SPWjCsJjQ1HrAjBZVSSnRmCxKbE7NYRF2ImJCyY/L/mm1S3MS/W1ubk8vF/K3aoCKsqzKSpIpqoylxf196ivvUPt80rf82oaGx7w6EEplbdzqLydQ0V5FiUFaRTnp/LsYSmLM71srb9jZrKTd0PN7GxOsL7yjsG+F4yNvmZl+S3jox20tz2jvvYOfT1NzE4PMjz0mo7XtfT3NjM+2sO7t+30djfdAF97Wy0Dfa/obK+n83UDLc3PaWl+TndHE71dL6l7fo+Wl15W2NleT3tbLa9ba2h99ZzB/hbeDrby5HEZ2bnRpGWFUXonlXsP83n4pJgHT4oorkghITWI4AgtkYk2krNDCI+3orOKMTokRCZaSc8PIy7ZhTvSjFovJEDhj0Tmj0QmRCS9hUItxOJQYLYH4AhS4wo2IJT4odZJMVjU+AtvIRAJEUvFyOT++ItuIVNJUJukhEZYiIoLJDDYQExMMFVVhRSX5DA6NUL/yDA1TbVkFaQREuEkOiGCrIJ0CsoyccfacHj0ONwGzA4NFqcOi12D0axGb1BjMusIjwjF7QnC4bRitRoIDLaQlp1CSnYamYUF3HnwkAdPnvGkpp7nL5qpbW7hRWsnLd0DdL55x+DoJONzS7R3dlFSmENFaS7F+RnkZCaRkhxDfHwE2dnJFBVnU1KaS25+JjNLi+xfXLG8dcDyzgFzG3vek5Nru0xvHvrEi1Nmt8+Y86mxs9tnTG+eMLayz5uZdfqm1+ifXWdgdp2B6TUGp9Z4M+V97J9YoW98mf6JFQYmV+kZW6RrZIHusUV6x5fon1pleGGb4YVt3i7s0ju9dRNT//V87y/Fjf7ZHfrmtumb36J3dtMbOT+9Tu/UOr1Ta/RNrdI7sULP+DI940v0TCzTM75C18QanZMrdE6u0jE6z9//4z/9srL2b7658dNP/PynP/Ph2yu0RjW2EC0Ojx6NSY7KKMfkVBMYZiQqMRin24zaIEcoFXgZnlSKUChArZEjk4tRqLwmZ7HUH4vdQFConQClBIHIH7lSilqrRqc3EJ+QSmnZHaKiY7E7ggiLjCU8Opb7Tx6SlZ9OUmoEz2vvUlFdyOPn1dx7coecwjSe1d5jYnqYsckhntRUYg/SERkbTHZeEqFhNgpLMng32svdB6UkpUYSnxpF1cPbNLc1sbm3RUtHC/XNtdS/fExqdjSP6ytobHvEg+dllFRlEx7txBFoZm17kx9+/zecfvyW4uo7hEa70dnUpOYkkJAWhcttQ6UNwGhWER7hQqEUoNZKMFvU5OanUl1VxO3SHArzUsnN8gYQ3C7N4V5VEQ/uFVN5O8dnr8ihufE+Lxqqqaup5EX9XRrq7vKi7h5PH5VTVZnHg7tF3K8qoKwondKCNFobH7I818/O1igjb5sZf9fC5uo7pie66O2uZXysndWVYYbfvqK58T4NddU3R8QH+l7S8bqWgb6XNxH0XR0NN6tpHa/rfHu7NbS11PoOCNXS2/WS3q6XNDU8ZqCvheE3r2lree49kO5bdxvsf0V/fxPtnTUU304mKslKVKqVpKxgohPtZBfHEhZvxxqiwRykQmMV4/RocITqESv9UBokRCUFYg9RozfL0ZsUSOUCxFIB/kJ/bvnfQiy7hdagQG9SotaJsToUhIQZcAYbiIhx4ol0oNHL8Rf6+boMf/zFfsh1MsyBWiwuDVqTAqlMgM1mpLS0gOzsNBqaaym5U0JoVCDOUCNKvRidVYnOIic40kBwtA5DoBSdXYYtRI8z1IzLbSbYbcMd5sIT7sITHkhwqB2Hy4jNrsHuVGO2qTDatJhtRswWE1arBavV7C2bDZvDjt3pwu4KxOpw4ggKxu6wYzHrMZm0GI0arEYtZqMWk0mL1arH7jQTFGglNMRGUWkxdx8/pfrBEx49q+Vx/Qv6Jua8u7U+k/Ts9glzW2fMbJ4wvX7sPdi9dsTEyoG3NV71zvgmN46Y2jhmeuOYmfUTpjeOmF4/YGptn/HlXd5MrTC6uMWIr8aWdhhf2WVseYfx1V06RhZ4Pbr866zMJW/G3y8pzV4AHLxmfAtb9M9529q+mY2vgG+F3kkv6HWOLtA1tkDX6CIdo8u8Hl/i9fgS7e9m+dt/+M+/hBT8tzO+n28SmH/6yTvjU6qV6MxK9FYVOqsKrUWBPUSPxaXGGWJArhYjlYsRir0fRmmAFJFYiFgiQiQRoFAH4C+8RYBCQkJyDNFx4ciUYlQ6OXqThlsCP0RiGdk5hVRV3af89h2yc/KJS0zCEx5OVGwU4dEeImJCycyLwRNj5uHz29yuLsAdZSenIJ64pFDuPy6nsDQdq1OLRi8jNNxKdFwQqZnRpGZE8vBJOdHxgcQmheKOsFNcnsO78Te87momrziVuORgYhODycyPJTM/mpLKVJIzw6moyic5LYbl9XlWNlbo6u8lPTeDyHgPZXfyeN5wl/jkCDQGJUp1AEqNDGeQGY1OjtWuxxlopKgkk+qqEipKcijMTqYgJ4mivFQqy/OorizgXnUhtyszySuKp6g0gdqaEhobKqmrreT503JqnlVS++wOzx6Vc7cyj8f3ynj8oJzK8hxul6Qz0F3P2kI/GyuDDPbWMDnSwvbaOyZG2ujpeMbkaCtb66OMDLfSUFtNQ101I8PtTIx0M9TfQn93E2PDnYyPdDMz0c9A70vaW2sY6m+9qd6u64tqL+jp8rawg30ttDQ9oaOjjt7+ZqruFpCdk0hBUTrlt7No63rO0/pSSquTSc0PJSrdTFSmnei0IJxuPTprACqjDL1NhSvMjMEhxx1nIyIhEFOgCluohsgkJ1qrBKHcD5lKjFQhQij197oFhLcQBfhhsGow23XoLQqsLjUh4WZcISaMFgV6kwyrQ4dGH4AkQIBA6I9YJkShk+Py2JGqREjlXrEtKCSIB4/uUVZRSmJqAlaHCZVehlwjRKETYrKr0Jik2IO1uGMsBEYaUBhFaC0KjE4NwZEWolOCCYmyEh4bRGySh8h4FxExNpzBGuwuFSabAqtDh81honH0ngAAIABJREFUwuGw4nLZcTitOJwW7A4Ldof15tFitWAyG9EbdGg0StRqBUqlHJVKgUqtRKVSoFQqUKgUqNS+0mjQ6A3ojUaMFhNmp4OnTS2sHF7c+PUW989Z2DljduuE2c0TpjeOmd06YW7r1LfXe8b87pn3cfuUhZ1TFrZPmd8+ZW7rmJmNQ6bXDngzsUTX0DTTK4dMrR0xuXrA9No+E8vbdA1PUdM2wJvFbUZWDxhdO/CKKTfX1a73cQ99F9X2ebO4x+DCzs3dnf6ZTfqmN+ib2qBnatXX6q7QOb5E59gSHWNLtI8u0T62RPvECh2jC/ztP/znf+dd3T96T0v+8ec/cfXxA0qVEqlMhL/oFv4yPwxWNQarFplciN6oRiwVIFd4BQyBr7UNUMgQiPwRiLxzPIHoFg6XlZy8TIJDXSh1CgxWHZFx4Sg0SqQyFdk5hTx7VseLpmYePX5Cbl4+FZV3GBh8w/PaGqITwskojCEoUoc72kZopJ2IOBcpGeEEe4zEJ3sIDbOjM8rxF91CLPPH7jIhU0iQBPgREeug+HYyD56UkpTmISYhmBfNT2jvbuDFq2oSUoIwWmSYbAoiYuy4I00Ehupp62yg/E4uz+vvUlyWQ1JqHCnpcWTlJpGcHklFdS4JKeFo9Ar0JjUWuw6zTYNCJcHu0OMJt1FRWeBdui/OoiA7kdKCNEqK0nh4v4QH9wqpqEgjvzSW2HQ7qbmBPH6WxauXt6mpK6S8MpEXjbdpbKyi5mk5zx/fpv5pFY/vl1FRls39qhymR1tZmeticaaTob5apsfaWF0Y4N1gIz3tT1mY7mJj+S39XS+ofVpJfU01A30vGR5so6/rBd3t9bwdaGX0bTvv3rymv7uJjtYaBnqa6e9uor+7iZ72Bjpf19HeVkNnex0DvS95O9BCfc0d7lTlUnW/kOT0CFzBFtQ6GamZUTyoKSGrJJaErBCCYgxEZVhJL4smJMaBQidBqpJgsOqRqaWojXIMdjmucANOjwF3nBV3nJHY9EAiEl1oLAqMDj0utwOjXY9CJUMaIMFP/A1KXQAqgxyx3B+tWYE92ESAUoxI4ueztSgIdluxOfX4+/shlgkwOwxYXWb8xbcQS4WIJGKCQoJ5+OwJVQ/u4gx2IhDewk/wDbf8vyFAJcQVbERnDECpEaMxS7CFarCF6lEYpCiNEiISnWSVRBMYqUNvl+GJsRAWZyQx3UFErBl7oAq7S0WQ20SIx0pImAN3uIvAYDvOIBt2lxmHy4Ldafaml1tMWCwmjEY9er0Wg0GH3qDDZDFjtduwOx04A10Eh4bg9nhwu8MJC4skMDgYnUGP0azHbLXwpKGJxd1TpjePmN85YXHXu2Exs3Xs9ef5hJTrzY6F3VNv7fzyuLjr9fXN+ZJaZraOmVrZ40lDO91v55leO2Fq5YDJ5R3eTC5y53EDb6ZXGFvfv6nRtT3G1vcYWztgdPWI0TWvBeZ6m2NoYZeh+V+uqb2Z//Vlta/BsHdqg57JNbqn1+mZXveFGKzy9//pn/jzv/zLvz2d5XpX948//YnLq/coVUqEYn9EUn9EciECqT8CicCnyvojEAmRBUgRS0VIZF7m5zUqC1GoApArpag0cgwmLQaTFqHYD6lShD3ESFl1ARExbhQqOVk5OTS8qKO1vZm6hmeU3S7k4eO7DAz10tnTSsX9Au48KiQo3IxSL0ZrDiAwzITdpUVnCsBgVqHRK7z+QokfAqGfd94oEiKWCQgNN5GYFkh8shudSUKQR09CipvCsmRuV6cTkxCEWifBYteSlhWLM1hPiMdGXJKbyFgnt6tziIgJJCo2hKi4YIrLsikoScceqCE+2YPepCAwxIQr2IxcKUGuEKHVy0hKDuPevWLuVhdSmJ9EYX4SZWUZZOfGUX47i7KKdNJz3EQmWQhPNpNR7Obe03SKKyPJKQ0htyyEhzUZPHyezaOnhTx6VExjfRV1Nbe5U5FB7bMiFqfb2VzqZma0lTfdNcyMtjEz1k5f+1O6Wx8xM97O9Fgnr1895UG1VzFua3lOd0cdrS8f0dL8kK72WoYGvBH4bS+f0tzwgPaW57Q2P6G1+QkdrTV0vH5OZ3sNfT0N9Pc10tvTQEN9NUUlGWRkJ2B16JHIhATIxVjsKpKzIgmOtGAK1CHRiTCHKolMd6F1yJEqRchUUuSaACQKEVKlCJVBijlQg9IowRyoJio5EHeslZAoG45QCyanEaNVj8GqRaoQIZaK8BP6IZaKEEkF3PL/BqlciEobQIBCir/Qq+6KpAI0OiUavQqJVIRUIUZv0aLQBuAn/AZ/4S38hf64w9zcrrpNWVUZJrsRf+EthGI/hOJbaA0BBIVaMFqUaA1yLIEaTEFKdHY5GosClUmKM0xPZJKVqBQ7pkApodEGkrICSUy3E5/qxBNlwhWqIirOTmSslag4G9HxTjwRDkI8dpxBZmwOE3anBafLRkhoEG53CB5PKB5PKG53CEHBgYS4QwmLCL+pyJgoYuPjSUxMJj0ji7iEBHQGHXqTDpPVzNMXzSzsnDC5dsD0xuGNZWZu+9f19SbH/I7XWnMdvnAdRXUTQLB5xNTaPv2jC9S3DTA0tcr44hZvZ5apfNJAY8cbJta8CvG7lT1G1w68zG91n9FVXy7fV6tsv5yf/AXshhZ2fzE/z23z5lrlnd6gz9cC90yv0zu7Qd/cNr3T6/z9//ZP/OnPf/73iRt//PnP/PMff+bs4hyFUoFYJkRnVKEza1DqFPiJ/PjG/xsvsAj9kUjFSAMkiCRCJFIxSrUCmdwrdkhkIjQ6FQpVgPebVeyPRCHEGqTl/tMysvKTkSnEOFwWauuf0NPfTmV1MaHhNjJyYsnMi6Gjt46KBznEpYYh10qRKoUYbEoi4oJQ6wIQiP245f8NMrkEhToAtU6OI1CPQi1BrpQhlgpJz44mLNpEkNuE0arAE2kmLMqKI1iFJ8qIPVBPgFKMRq8kxONAb1Kg0cmRq0RExDhJzYhGoRYhV4lwBpmJjAmhsDSL9OwY0rKiSMmIIjk9EmeQEYlMiEYnx+HSkV+QyP37RVTfKyAnP5as3GjSsiMJiTDicmsJitDjitRhCJJjDFURGG0kOs1JWJIJd5KB5IJA4rItpBYEkVsWTVZRJNX303laU0hxeTzPa/IZGnjC4uwrRt800Pv6EVPvXjEy8IL25nt0tTxgZryd8bdtvGp8yLNHt6l9VkV3ZwMDvU10tdfQ3/OCoYGXTI510d/7gu72WjranjPQ28RgbzP9PY30dr2gt7ueN2+aGHnXwshIGy+a7pNfmERUTAhWu9H3heOPRCbGbNPgdOtxePSERAcSYAzAHq4nLNWOIVCF1qxCbZSjNSsx2nWoDXIsLj1mlx6pUohSL8HpNmJyqNBZlKiMCgK0MgLUMhQ6KQqNxMfUJIjEYvwEfvgJvCOVAIUUkUSEQCTEz9/PJ2rIEIqFSGVilJoAtCY1UqUYP9E3CES3EEn8SEqLo+JeKdmF6diDjWgNUkw2OQaLFINFiiNQh1IjQSwVoLOocIWZMDiVONxmlEYZOlsABpeUkBgTodEWIhMduDxq1AYhZoeckHAj7ggjUfE2wmNMRMaZiEmwERnrICzSTmiYjcAQKyEeF9GxESQmxZOQEEdMTBRhYW7CwkIJC3cTERVJZHQUUTHRRMVEExsfR1xCPElJqaSmZRAbF4fOoMNg0mOyWnjW+JLFnVMm1w6Y2fQC37yP1f1lHt/NlsamN75qauOQqfUDJtf2mfDV2Po+Yyu73rnewjYt3cM0ve7n7dQiZQ+eUXTvGYPTa7xd3GZ42Zu1N7K6fwOCw8t7DC8dMLz0yyrbm682PL5meYOzW96a2WRgeoP+qXV6xlfoHlumc9Tb7nZPrtIzs0nP1Bp/95/+Cz//W4Hvmun98x+9xr+zi3PkCq84YbBosTiNBHlcqHRy/IS3EIr9EUsESKQilGoFQrE/SrUck8WIn+DWTet7DYp+glsIRf4IpAIE0ltYXQZ0JjVimYgQdxDPa5/S2NxIRJSHAKUQZ7ABi0NJem4U8elutGYFVpeZ8NgQ4lLCsbh0mCw6lBo5Wr0Kg8lrrHYGmcnMCyc4TE+ASoBQ4kdsopv45FBSM6N4/LyMqge5mGwyVDoBIWEmQsOcyOQS31xSilIjRaEOQKUNwObUoTcpEPjadn+hH2KZP+FRLmKTQjBaA7C59JisKkLCHNiDLEjkQkLDrKRmhFNcmkJJeRpxKSE4PTpMgQpMwQrUdgkahxRTqAZjsBalVYnarsAUqkFlF2MIUeKIMWAJUxKaaCY4Tk9gjIqkPCdpxaHEZtpIywvkwZNUenruMva2jqHeJ8yMe0Gwr+MxQ701TI22Mvb2Ja3ND2moqaah7i7dnQ28HXxJd8dzBnpfMDrcytR4F4O9L+jrbqC3q56hgZe8G2plaOAlXe019PW8YPRdK0NDTbxsuU96VhShYXbsLovP0C5ELJV4rSRyP6KTgkgvjCK7NJGwxGDCkx2EJFjQOZUY7GpiksLwRDsICrN6wUwrJUAtxV/ih0wlwWhXY3UZvH+fagn+Mn/EchFGuxZniBmtXolKo0StVSGWClCoZMhVEiQyAbf8vsFf6HfzORRJxPgLvXNomUKMUidHY1QhkYvwF/mhUEsIjw5Gb1XiDDWhM8twBGkJjzYTHmMkNEKPzaVGrZMhDRCjMakIjXZiDlQj14vR2VSERNlRm6VINP4E6MRYg3RozTIE4ltIZH7oTAE4gvQ4g3VYXUrsQSqCPHrcEUbCo21ExwfhCtZjtquJiA4mPNyDXq9Fq1Ujl8swmQyER4QRGR1FdGwM0bExREZHEZfgBb7Y+ASSklOJiolBo9OgM2gxWsw8edHM3PaR186yceAVOXyM7xrkpjcOmdo4ZHrjkMn1A58FZo+xlV1Gl3cZWdpmdGWHkZVd3q3sMLy0xbvFLd5Mr9A/PMXz+maeN7UQnpxBc987Bue3eLO4c7On+0vt3jy/ZnkDs1v/6lj4dfXPbNI/7WtrfRaWjpFF2t8t0DY8T9vIAh3jy961tokV/vYf/8sN4/vnf2ur+8ef/sTPf/ozZxcXmC0mdAY1OqOaAI0MpU5OgNrLotQ6NUqVAqlMgs6g9Sm1Aag0SgQCf6QyCRKZxNdyCrjlfwuhWIBYLkZtUqC3KhFIvkEk9UeulPDwcRXllcUo1TIEIj+UGpn3G1wpRKmXotIrEMr8SM6MIi7Fg9asRKGSolQHkJWTTkFxLlqDEoNZRZBHRUSMGVeIFqVGSGCIiRCPhbBoC1kFEWQXRhAaoScqLhCrU4NSI8Vf+A0SmQi1Vo7FpkeplmOxGcjITqKgOANXsA2RRIhcKUWjl1N5twBPpB2Z0h+hxGuclSpF6G06DHYdJqeK6EQX2YUxpGSHYwlRo3N5mY/ZrcEYqsIWriUk0Yo1TI/OpcYWbsad6MQWpcEercfk0SEzS9C6FNjCNUSk24kpdBCZbyMwWUN4upGkPDsPa9LofF3BYO8DxobreP2qnP7uh0yONrE018HkyCvaWx7xou4OzU33aXn5iDf9jbxueURfdz0Tox1MjXfypq+Rns46ujtqGeht5N1QC69fPabt1SP6uhoYHW5jYKCB25XpWJ1qRDI//EVexVQg8kcoEnLL/xZqnYTMghhi051EpTqIy3ITmRaIK9qK3CBHqVcQGukiKMyC3qpEGCBAHCBCoZIjEAkRiP0JUIhQqGWYbAZURhUCmRCxXIQ10Ig70oVGL0eiEBGgliAKECBRCnG5LYRFByJTiFCqpeiNaqQB3rb4+s8oVYjRmtRYnCbMdiMyuQS1VkF8chRyrRStWYlKL8Hq0GIP1GB2yLG5VJjtcrQGCXK1GLlWisGhwuBUEKATYXLp0NuVSDUChAoBftJbaM0KTHYtQrEQgcg7+lFpFMiVEqQBQqQBIsw2NUFuHUFuA+HRNoxWCQarhKBQE4GBTqRSMQKBH/7+fjgcNqKiIn7F8mLj40hISiQhMYH4hCSSU9KI9gGf3uhtdR/VvWBi9f8h7b3a47rSLE1EHO/9CW8QgYAH4eg9RZFUUt5R3islUSRhCJKghSUB0BtJmVldmVU9Vd1TP6Wnq7ovOqu7amZ+xEyn0szlOxf7AKSqZ55nsuZiPxEEIAAU91n7+9Za39qPubrxmMV737P84BesPPrVVsDoUlbVba6Fe7/IjM4iUPTanR+4evt7rt8RPN3lu0+4cucJl9cfcvKdT9k2uYfhsUkavQMcOvkKc6t3mVt7zNzNzUkOkcK8CXRPE5kfPQW35Qdb76cX7zGzdH/r/Sbonb1xm2+vb3D66jrfXl3n9NU1Tl/b4MyN25xdvM/pa+v8x9/+M3/407+21c3+g3/3P/97KrUKURLghQ6qKU5HRZXQdEVUeaqMqon3qq5gOSaWY5IUYqJihB1YaKaGqmvkJQlN1/Aik7GdbUZ2NAlKKuWWz8B4nfc/e4nt+zuEZQMvMak2C4SJqAh1O6s6axGVZkSQmii6hKrLpMWY4y8cZXLHKJarEyYWtR6PznBKeyCi1Z9QrPtodp6orDA4UWJgtESzN6beKhDGdibCiDbNdFTSko/paOiWQlIMaLQq1BolyrUCrm8xsaufL799myMnJql1x5SrKaqmkFO6kC0JL3HwUpO07lJtB6QNh7BuE9RsSp2Q7pEytYEiYcOh0PYp9kT4ZQu/alHpiyn2+rQmKlSGC2gFBbOoETU8eicbtHeX6Oyr0tie0LenzPD+Cgdf7Oe1t7fz0RfP8d7HBzlytI9XX5vkwsVT3Fz9mqvzn/LV56/yxcevcubb9/jyizc4e/o9vvniTS7OfszStdMsXP6auXMfcu70KWbOvs/83KdcnvuMc9+cYm7qQ2anP+LixU+Ymn2XF17eTatTwnaNrUPNCS1K3TFuQac1mDK+t4diy6RnJGF4V4P+yQqlngg3cdAslWI1ISn5JCWftBziRTZ+6GVtqoxhaeimiuXZmJ6N6ZkolowdacQVj0ItoNZJqPZEtAcrFGoBpUZEd6dEd6fI8GibZruE7ekYloqiySi6ghc52IGFHZqk1QjdVYlSj+6eOkHiYXkmuqViOSqWq2F7GlHqkBRdKvWYtOwjazlMT6XcjCk1YtJKiBubeLGN6erIWh7b1wliURh4oZv9HS1UQxYgrEi4vkmjndDqLdDuK9A7WKB3SEymtDt1HM8gL3ehqBK1eoWBwT5GRoYZGx9lfGI8A7xx+gcGGB0bZceOHQyPDBPFEWkhoVgu8+YHn3D9zhMub3zHjXvfs/TgFyw//AuWH/0Fy48yvi5bSw/EnO6N+2Jdv/crrt/7Jdfu/TK7I+MXXLn7w1bL+sn0NV54833GduxlfM8BTn1+mvOrD5leeSTMyTcfc371MXOrAgjnbj7e+tj51cfMrj4S87aZaDG7fF9wd4t3mV68l93IdndrfvfMjTt8e/321vrmmgDDb6/f4fTVNf5Dpur+WZMbz7a6v/vxD/xPf/O3eL6P5Zg4no1hauTzXUhSDlWVcRxLiAhyLmtzVGzP2mo/kkqMX/RwAhvd0FBUBS9wcQKN8Z0thnY06BmrUOrx6B5J2HGkw/aj3Uwc7qY9WqDZX0R3NSRNmFVL1YRas4AbiI1l2rrwZ21Wl4ZGqZrQ7CnT7C2Q1kzqvS7D26v0jpSp9SRUOwG9o1Uq7ZCwaKNYEparY9gqjmthOgaqkSct+Ti+gaTmsRxR4bY6DQ4c3ku5lrD70DDvfHqcg8fGKDdCKvUiuqkhaXl0R8NwRTsVl0MKtQg3NdFDDS1UCWsOacvHLRlogUpYDYhqAXbBwCmaRPUAI1ZJOyHtyTr10QJx26PUU6DQnZJ0YoKWT9Dt0t5Ro2dnib7dBYb2VhjZX2VkX43WSMThF4b54LMjvPPRfl55fQdvvXGQLz55lY8+OMk7p45y9pt3OH/2A5avfs3G8jmWLn/J/PSHTH3zNpdmP+LG5S+5cuETrsx9xMq1r5ib+4BPvjzOq2/vYs/BfmxPQ9dVDFMlSC26hwpsf66Hncfa7Dk2QHMopt4Xsf/YOO2RlKHtNdrDZQq1EMNSMG0N17coVWOqjZi44FCulnB9J/PcyeimhhM4mL6N4WsEJYfWUIVyOyKpuVR6Ikotj/6xpugAQgvTUQhinXp3SqUeYbkKpqNiWDqGpWF7Jqank9dzhGWXuOpR7U6oNVLcQNAduqli2Aq2p+MFgjcOExc32GynVRRdwgsNwsTJ/i4mUepvzbG7vrVl0m92avSNNqj1JOiOjKpLaLqK5WhCKQ5V3FChu5PQ7Alp9kS0+8okRZ+0FFMsF6g3a/QN9DI01M/E5Cjbt08yOTnBxMQErVaLkZFBduyYZGRkiCiKSJKUYqnCmx9+xsI9cR/G1bvfs3D3Bxbu/wXX7/+K6/d/ybW7v+DaPWE5uXbvF1y5KwSIK3e+z2woP2TixPdcufMD8xs/ML8hLCizt77j2ysrHHv5DY698hbvfTnD3C1xYbm4I/s7zt/8fw8YfRpH9YCpxXt8cWGBF977gqNvf8apby7y7fU7nF2495P17fU7IoL+xl1O37jHmRt3OHPjDqev3eI//PZ/5Xd/+pNwp/zrVN3f85e/+Q2O46AZquBJVJlcrot8vgtZzqNpCpKUIy91bW3UzarJsHTcyEHOeBlNVzFMQ6i+Zh47UkkbPtW+AoWWR9q0iBsqne0h40eq1Ictxvd3MEOdfMYThrGHrOVRdAndUPFDDy9wRSuhKFnwgYbtGrixh+bkafRGbN/fpj0U0R5KKHbbFJo2vcM1So0Iw5UJYgfHN9DNzVxBib7BJgPDbQxbp1QpEkQOPX119hwYp1BxaPYnjO3voWdbGa9gZuqkjmZrOKGL6YmP+amLG1lYoYniqciuglsyKXcSgqqLGRl4BZtiM8GODfyiQ1wN8MsOXtWi2BfRnijTM1Gj3EkwAg0lMFBDEy0yiLsDmiMp3aMxjdGU1mSZ7okKQdOiNhAzvLPK/p/1sW1Xifc+fJ53332Oo88Nc+qtg8xNv8/0t6c4/flL3F7+ltVrX3Bt7mMunH2PpStfsXzta1YXvubi7Ducn36Tt97dx7GXhjl4vJ9CwyGv5pAVBS8ymDzQy4m3Jzn61hAn3h1j+3M9JE2HznCDZn8F2enCL6q4BQ3L1/BDB91UkNUcYexmqrxNpVYmjAPyck5wwpqM41lEFZ96X5GB8SYTe/sY3d0hKOnYsY6TCH5Q0mRkLeOSdYkodWl1KlQbCZV6Shi7WLZOELsU6wmlRkL3YJVC3Scs2jiRiuVraJZCXBLqcbkeUW0kOL6GGxj4kYMfCO+cZqrIWhe2q2fPSA7NkLEcnSjxidNg689WoOGnOtVWjO5IqLqCaek4rkEQm9iehuUqpEUP1xfjeJV6TKO7zO69O9mzbw+dvjYDg72MTwwzuX0bk9tH2blrnJ27Junp6WZ0bIhdu7czMNhLFIUC+MoV3vroc27c/YFL699x5XbG293+YStlZX79+2fWD8zf/o7LG99xeeMJV25/z5VMnLiaAeH8xndcyu7KuLD2A2eu3eL4G+9y+Gev88Yn33Jh7Xum154wu/Y9sze/Y3b1CTOrT5heecz0yhOmszipf5mx9+msAL2XP/6Gd05f5PMLyyJr719EVD2NqrrPmYX7WxXht9fW+F/+yz//64Fvs9X9y1//Bttxtqo5wTXkkKQcspxHUQQYyoq0NX/7dA5XRrc1VFPB8WxUTUE3NfJKDj+1KTUjFFdC8fPU+wuM7enQHokZP1xn/HCF/Sf72H64DycxyasKsirmLbvyuYyrkTFt4R9UdZW8JCHJouWSFFF1BQWHwfEW5W4fv6BS6xETKOVWQLEREBQsoqJLoRzihQamraIZ4hQfnegwMNzGtA0MSxfA119nbHsvzU5Coz8lbrpU+1LMQEOxVSzfxo1s/MQlKgUUqjFx2ScqOtQ7RQrNgFJ3TLE7IKrYuKmNGRgUGzGFeoSX2riJjRPZJNWIciehPVqlOhRTHUxIWwFOamDGBn7Zx4wtrMQiqLr4VYtyX0qlv0DQ9PFrPmHVo3e0Su94gYm93Zx67zn27unhs49fYObcO8yce5ez37zB3NTbLF39lDNfnmR+5l2mT7/FxdkP+fSjY3zy0VFOntzGRx8d5rW3d7Lv+TbbD3VT6QSotoSk5ukeqDC6v8WBl/s5+vYAh14doNC2UZ08lm8gG3kkPU+tndAzWGNorJdWp47l6OTlHF7oUChH2J6B7Wb+PDlHTu4iL+fEPHegkVY9kqpDXLboDNdIyh6SKeGnDl7s0JXvQlZkFFWMTlqOjuMb+JFJtZFSqkRohqjE4qJHqR7T3V/BiVXcWCdIDeKyhxPaOKFNWvHpGahQb8X4kY7pKDieieNZ6KaGG5hoZg5VFyJeXhaTIaat4voWpq2hGWLSRDElorJLvVNENaUtx4OmS1mKkaiATUdHkvN4gUWrUyZMHGr1EvVmlVqjzPado7zy2nGeP7afg4d28tzR/Rw/cZjtO0Y5fuIwb596jfGJbURRSFooUCpXeevjL7hx9wcurgkwu7r+mCvZ5T8/Bb7vuLzxAzfu/jKb6f0Llh/+BUsPfsXig19y6ztxxeSN+7/kyu0fuLT+PRfXv+Pbazc5/tb7HH7pTV58/0vO3/qO6ZsPmV59xMzKJuA9s5Yf/w8ho9PLD/ng7BVOfT3L+VVx0fj08gOmlh5yLout2lybFw+dXbjPt9c3Lx2/y5lra+KWtT+KkIJ/lY/vx9//gV//5q9wHGfLmyfJ+a1WV5Jy5PNdqKqMospbnqm8nCMndQk119axXBPHtVFUGUWXUW2FSqtA/3iTqO5RbCeU2zFBwaLQcGhtK9AzmtIzmlBpBxieRk556hnsykvIqioSXpQceSWX/VyJXF78DrKax/BkgoJNsR5hBSp2oAkQqjg4iY7aoKdbAAAgAElEQVQTCVuMF9sUyiFBIioQ2zOIUodt471UGym2a6EZIkIrLfr0DzWodUeEFRe3aFLvK5HWYizfwvJN/MTGSwzCok17oEajUyStuozu7DA4Xqfc7ZNUbcxAwvR1woJPq7dCXHQFWW+pyJqEZqr4BYfuwQqN4SKl3pCgZhM3PMq9AeVOTFjzsRILp+AQVHyCsoud6FiphVPw8FKbSismKKr0j5TYvqPJrh0NPv34BabPvcvrr+1j+2SVTz4+ypuv7eCdt3ZzafY9ps+8yeefvsD+/T0cPTbM/kMdxndUmNhXo3fcpzni0r0tpdaXUm5FdMZqlAd8enclbD/RYPvRNn5FR7UlVFMmrwoBJK2EFGohaSXACy0UXcpSVEz80EUzxQGn6gqyKpGThHk4r+QxXB3NUTA9FSvQ8GIH1VLJKTlq3SXigk9XvgvPs4kSD9VQiZKAMPEwHXH3ixuYqGoeVc2LPWIrlOqCLy51e4zsbNAzUqLY9AlKJsWmQ6HqYLoShbKDFxoEsUMQO6i6RKESUKx42NkIZk7ObbW4fuhsVXuaLqPZKlagExZdDEfDtHV0S9tyCai6hGbI6KYQPSq1lG3jHfzIpFAOKVYi2r01duwe4d33XubYif0cOLSDw0f28sLPjrBr9xgv/OwQr795kvGJEcIwoJAWKJarvPXR51y//R0X154wv54BXwZ6z96AdnnjB67e/RXLj/4NGz/8NRu/+Gtu//Lfsv7DX7Ge3a2x/PBXXM+SXi7f/p6Lt55w+tpNjr/9ESdPfcyxNz/i/M3HzK4+YPbmI85vxkndfPxMlt5jETu18ih7Fe/fP3uFd09fYGZFmJJnVh4wtfyIqeWHTGUBpf9D+vL1TO1duMe5a+v8x9/+b1vA92eks/xUDfnLZ4AvJ3UhZRWfokgoirTV8sqKUHMNy8ByTGEazapETVfJ53PkpRyqqVCopxS6I8KqTbWvRKVTwY4tcrkuMThetMnrOWSzC92W0Awl82VJKJpCXlIwTAtZkwXwyfkM/LrI5XNbD4vuipxAw9UwPY2o6BOkDkHRx0kcgtRHtVQUQ8a0NfzIwQscOv1t4oJHoRzghSaWY+AFIlS1UIpICiLmSDElNFdFdwRZbjoGtqsTpA5+auNEJnHZpX9bi+GJHnqHG9RaBcrNhGZfkaBo4MYaPf11Wj0l4sQhCG0MQ0GW8uSlPF1KF7ovE9Udyn0JTtEk7Y4o9YWUOglRI8Au2ngVj7AWEBRsNDdPXI+J6imSkceOVZKKxfY9HQaGEyZ2lHn+xDBvvXOQXXvajI2XeeW1nQwOepw58zrvvXuQt0/t5e33DrBtosjOfW0m9rboGy+zbU+N7UeaTBxuMrCrxvCebiYO9LDjaC/t7Qn7Xhlg9GiN8SN1hnc36AyVqTbSbIJHwg9t/NhGNfIounjYhdldVO2qriAp0tbesRwLP/QwLAM3cAkiD9PWCWMf13dRdUGDdPfUcVyTvJRHNxTCyMVyTFzfoXegRf9QD0HsYtq6UJ1z4uBWDZmkGFJqJPSOltl+sMPk/l4GJppUeiIaAwnNTgHbU6g24kzcSCjXhHWpu1NgZKxFu7eC7ep05UWFqpsKlqPj+haFUoxhqeS1PJKRR3cVdFt4XR3P2qoWTVvYcFQjT7kWs2vvNvYeHKPWjOkdqFOsegyPdfPCSwf55LNTvPzq8xw5uofDR/bw4kvPs3vPOMdO7OP1N37G5PZtRJFPmhYplqu88cEnXFl/zNzNR1xaf8SV9Udc3vieS+tPmN/46bp69weWH/1qK65+8f4P3LjzHddvP+Hq+iMurt5ldnGD88t3uHjrIVfvfM/U4gbH3/qI9748x9HX3ufircdcvPWQ+bWHXLr1iAurD7h48+n72ZWHzKw8Zmb1MdPLj7LW9xHvn7nMqa/PM7N8l6mlu0yvPGRq6RFTSyKWamozpXnpAWcX73Pmxj3OXr/HuRt3mV4UEVr/8Nv/nT/8uSNrW0GkWxXfr3EcB8PQyOWfAp6iSFsVn5S1ltVGhWqjRLVRFJMemvD3qZqKJEnkpTyKLhMWAgxfR3UVnNhBsTR028xy+kRlkJPzW7FWeTlHlDrYgYbhqqhmHtkQLVSzU2Vi1xADI22CxMELbGzXRDVkdEtFtwVfo1kKfuwQpC66owvxwdGyYAXh2vcClziNqNTKWI6B6ahbJ7ZuyNiuiRdaaIY4mS3XQDVFC2O6GoYtiHMvtAliDzewsDwNy9NwQxPNUjB9E8PXiCo23YMp9d6QkYkWtVZMGIvWSJJzSJKwL0h6HjPQCauiMrZTEzuxCOshUT0iqPpYqUFQcyn3pqQNn0IrpL2tTqWviFsyiWsOzYGUwbEyO/e32Hekzf6jPew70qZ3MGJ8Z5O9B/vpHYw4/rMJxnfUOPHSNo6dHKPR4xMUNYKSTtKw6R0vMrSnxODulJ6JlMqAT89YyPFT44w9V2Fof5GRAyW2H22y/UiTvvEizU5RAJ+qoGoyhqmi6rnMziEmfTRDQ1KkLY5YfEx4Q4vlAo7nYDkWrm+jmyqmbWA5FrKmohgqbiBCCBRFRpJy6Lr4WVo2PVRrlOn0t2m0aviBT07Kk5fz2R4V1yYYvkJS84iqLmakENddCt0uYdHGj2zScojhyNi+SpQ6ImygZNPdUyApuRi2knkHu8hLXc+IG8K4L0QvFVnLk5dyaLowU4vpEBk/ctEtGdtT6Buqc+LF/Rw9sZtKIyKITPzYYGCkxomTe/jokzd45bXnee75vTx3dC8/O/k8O3aOcvT4Xt5+92V27BolinwKhSLFUoXX3v2Yy7cec371EZfWHnF57VHG0T3i4tpDLmWvF9cecuX2E+Hlu/s98zfvc37xNjM31pi+Lta5K6ucmV/hzOUVzl1fZ3bpLt9eXubEG+/z83PzHH/tfTGze/8XLN77Jddvf8/VtSdcvvWIS6sPubhyn7nl+0LFXcnW8gNmVx7w4dl53jk9w/nVLFx0+T5TKw9EWsvi/ac5fIv3mVq8x7kFYXuZW37A3MoD5hZv85+fSWD+s4Hvv//uD/z44+/59a//EsdxsG0TSZK2WtxN4Nvi/FQJN3Io1CJ2HhgjLfnkJWFW3uTcniWrVU1BkoWZdNMOk5dy6IaylbwhqyqSKhEVXHoGSgxM1OifqBFXDZr9Kd2DRboHynQPVBnfNUhaDbG9Tdd+1porgmy2XZ0o9QgTLxNehACy+bNUXaTIuL5DnEaZ6dpA01VMS0WWc2imimpKyJr4+2u6TF7N4Sc2UdHHcHUxGWAZmJaBbqhoWctmWgaWZ2EnJkak4lcN+iYq9I8V2X2on+6BIm5iIGmbHGkXkprDCg38godf8LBjwQeqroZb9AmrEWHVp9STUmzFeGULr6JTG4hojxZIWxbl3pBiO6B7IKLWcRjdWWNid429h9sMjoZ0d3w6AyV6ByrUeyLqHZ9mf8S+o/0MTdaJSy52oBOXbao9Adv21Nl9vIftzzVpjyVU+hx2HWtz/O0R9p1sM7yvQu9kgb4dRbY/12RoZ4lK20Mx8lvquyznkJWurMoxstFGG83I7CaavOW327RHiY9LmSorlpJV/JIuZm83OxIhugk+WlVkdENMeFiuTlKJ8GKPnJIXICXnkaUckpwTo2+OihXp+CWToZ0t+iZr+CUbyzdwIxtFl5CULjRDJil4lGsxccFD1SVkRexzw1YxbBUvtChXU3GYZakwQgSRt/hAWVFQVEV4Vn0LzZSxHJlWb5F9h8Zo95VwfGH+N2yF7k6BfYdGeOHkfo6d2Mvzx/fw3PN7ef7YIXbsGuP5k4c49cGrbN+1jTAKKBRLFEplXjuVAd/Nx6Ld3RCJyRfWHnNh/TEX1x9zce0R82uPuX7nB66tPWFu8S7T19b5dn6Vry8u8dXFRb6+sMjXc2KdvrjMt5dWODO/ys+n5znx6ttMX1rg+ZfeYnHjMasPfsmN299x5dZjLq084NLKAy4u3+fi8n3mlp5GX82s3GN25R5zq/f5eOoip745x4Vbj5hdecDM6h2mV+8yvXKf2eV7zK4Iu8vs8j3Orz7g4q2HXLvzhCvrT5i/+ZCLi+v853/8J37MZnX/fHHjv/+R3/34R36zqepqKvn8Jr/XtQV8W0KHJiHpeZzQoDVQpdooiGCDTOjY5P9yWSsgqprcT7hCWc7j+TZ+6GRfL+Yum+0i9XbAwESFzmiRYrfF6O4eym0fzcthhTqDox2cwBJ8kCzaRMEzShiWmhlFY0rVBMMSD4LjCzFDgKMqBBJZwnJsFE3F9T2UTLXOSTl0W0d3NSxXQ1FFZSKpXZieQaleEPaIrHoUfKR4cDcfZj9xKbdSav1FSp2Age1VBiYKjO5u0BoukdYjNEdHtRUKNZ/u/pRGr/i4Geoojozu6eiejuorBBUfMzYwYxMjMvFKHmnLpdzr0TNWothjU+0PqPYFtIYD2sMh/eMF2gMeYzsrDI6mtHpSvFDHCXSCokm55VNsOsRVA83JYQUapUZAoy9g+4FuJg/VqQ46dG9LKLRNdjzX4sirg0wcrjK8p0KhxyKsa8RNg/ZYRGPIozWcMDzRplhL0C1FeNK0fPawOyLJ23e2AE5WpWcipETlJzhWHcezs5gzDdu1iAshdmBiugaymkNWJAF4qvr0kNYUcbAqOdzYRrW1rZY0L+eQ8mLl5ByyKePGFvXeIsM7e2gOF4lrLm5iUG6khImX8d06tmPiRzayKoIMpAz44tSn0SqRlnzCxEEzZeRsLE7WBHWjGZmvVRZ7RDdFRxElPl5k4UUqxaqLYUuohkJeEXvI9VUarYS+gQo7dw9y/IV9HHvhICdeOML2XaMcO3mIdz94jR27RwXwFUrCzvL+Z1zdEHdgXFr/jsu3n3Bp4zsurj/O2t3HzK895urGd1xdf8KFxbucmV/l67lFvpi9zmfTV/lk+gqfTV/li+mrfDlzfQsAv7mwxBdTFzn+6tvML6xx9MU3ubi4wZVbD7i4co8LS/eYy7L8zi/c4fzCHWYX7jC9dJuZ5bsC+FbvM3fzAR+du8Cpr89y4eYjZlfuM7N6l5lVAXhzy/e21oXVB1y6+VC07GsPuLB8l/OLd5i5tsrf//a/8bs/P50lG/X43R/53Y9/4td/JTg+Vc82pJzLNpb8tOKThZig2TJh0cOJxYZwXIMg9EkLMXk5/9PNJueQ5RyKks8qSYl8XkZV1a2NL6sSlqPheBp5NYfpy/iJRVoN8BMb09OISwFuZDO+a4wg3bRA5LPWOoflGLieiWGpOL6B7em4vkNSiIhSj2IlxHKFl0pWZSRFRtVVTNskSiIsx8qAXcH0LLzEJUg8NF0TM6CmsjUBoDta9hDkUPRNW4+JYRtIqoTl6xTqPn1jDdojRRGwebBF/2hKoSVECjv1CKs+zaGU3vESPaNVSj0hSdNHDxXM2KDaKRFXXfyiheHrWIGN7hootoIRyxTaAYW2R7U/pr2tTPdIkf7JlB2H2vSPpwxOFBjf3WB0sk6tEYt/Cy1PsRbSM1ilZ6hKo6+IE5sUGgGD22tMHKixbW/CyN4ShbaHnZqkLZfJI90M7ylRH/JpDqfEDYugahI1bMq9Pp3xMrX+kO7BEpV2imrLyKaM4YhKL4yDzCOpbqX7PNsdbI6bbYKfbmqYtoFuamiGih95xGUxsiir2XjaM/tTynchyRntYqukVWGqz0ld4uulLqS8sGPl5RyKIeOGFmHJwU01koZLrS8iKmtUuyOqzQKaoZDLC2BWs0PNtHXhKZVz6KZMoRwSF0SYge1paKaMasqohoqRfa0T2Ci6TE7OoZmCZxZBCg6Or+LHYjTOsAwkWUUzNDRTIi25dAbKHDq6gxdffY6TLx/l1TdeZMeecU68/Bzvfvg6O/eMEcUhxWKZUqnCWx98ztWNJ8zdfMT8+hOuZObjS89we5fXHjN/8yHnF+5w7vJNfj57g8+nrvLJuctiTV3hk3OX+ezcFb6cuc7PZ2/wzYUlzsyv8uX0ZZ576U0u3LjFC2+8z+m560xdv8nUtTXOXbnF1NU1pq6uMX1t/elavM300h2ml+8ys3yX86v3+fjcRd756lvmVh4ws3SPmeXb4vNL95hbuM35xTvMLd7hwrIA0rml28wsrjFzY53zi3eYvrrC3//2vz4Fvj+34vvx9/8Xv/v9H/n1X/0G1xUzqoaloigSspTPhA2xyWRZlPfFekhaDXFjC8vVCQKXNI2JkpC8vKm2SlutnGmrqJpMXsqRy+eQFDnb6HkkRVgYbNfECxws18CNHLzYRcnGlrzYR7U0ZE1mZGIbbuQJcFXyQn2WcxiWRlqMqNaLhImLakpYjsnwtgF6B5p0BqoUyh5BnN0YpwiwFMEGGkkhQlaFKqlYMn5B2FTkLGla0SX8xCVIPcE/GhKynsdPHGzfxnBMLN/C8FTc2MSJVMrtiHpfRGsgYO+hDu3+AK+oo3oSUS3ELVukbYdyv0e5N6TQ8mgOl2gMFin2hLS31Si3QvzURrM1dNfG8h0US6HUk1DuFLBSjSCbAKkNhPROpGzbU6NnW0xnW0T/eEpnOKHWjNAMWUwZBAaWr2EGOmkjJq4FeCWNwZ1ldh5tMLw3pXeySFj1MSOLuOHSv6NM0jQxE4Wo7lHrL5I0fbyKRXO4wv6fjbPz+T5aYxH1wYCkYVNsRkTFENVQCeNgq8UV1ER+68/Pgt/mQfisqVl8rYIb2YSJj+Vk4kKuC0mStvamoDJkLE/HiSzswBIBG5sHsCToGmGPMjAdHcNVka0urFijf6JKoy+gPVSkVA9QjeywVzarNVXwwKYq2m01R5i4pKWAtBRQaxZo99a2+GXFlEXrHDvojpj0yStdqMZm1SfGJx1P2Kgsx8YwraxKlAkii6GxJidfOczLrx3ljbdf5NS7r7PnwA5OvnaM9z9+k937JoiSiEKhTKlc4c0PPuXy2kPOrz4Q4sadJ1y5+z2X73zP/MYTLt18yNzyPaavrXP64jJfzd7gs7OX+eTMPJ+cnefTqSt8NnONz6ev8fnU04pvs9395MwF9h9/lTMXbvDSqY/59OxFvplf4uyVm5y9fJMz86ucvXxzCwCnrq0xtXibqcXbnFu8zdTSHc6v3Oejs3O8/eVp8bss3GVqcV183cIdwTMurInXG2vMLKwxs7jOzOI6swsbzNzYYObqCv/pH/+JHzeDSP8/A9/vBPD9H7/7A//993/kb/7ub+kMtUirIUlZDIIr8tNNpWmCRA4Tm/5tLbzExkscAR62ia6rW4rw03w+GSfU6R+tM76rj6jkYIc6hWqC7at0Bsr09JVxAg1Fy6ObulD0YgfHFyqrrEooukJOyaEYCjv27iAtJ+RyXeimUPVkRZz0rmdRb1ZEW6LlhLHaN2n3VRkeb7N7/zY6AxVMR8GwVTHjGVg4vkmjVcH2dGRTQrYkCo2InqEmqim4Qc1QhOcrskjKEUkxIC15Ip4/slAtFSsw8FKDtOLixgZxxSWpW9TaDnsOdOgMJERFG79o0B6pUe7ERE0Pq6DhVR3ipk9zpEJrtEZzpEh9MMGOVBRTJifnyUkysq5ghwY9o3XKnUQAUcOmb7JKZ6KAX1XoGS8wsqdO/0TC2N4qgxMJu/cNUGnEmI6CFRh0yV3ktByKq2KnNsV2yNiBHsYPtqgO+AQ1E7/iYqcGZqJQG4hwiiayq6CFGml3gle26BltsOu5CcYOdthzspf9L/Vy8JUBDr08Su9EnbDkYdrCwvKsoCGuI7CxHPMnld/m5zfpA81QxeeULhRLxotc/NDJWtcuJCmPouRRZOH3FLFVElago7sGXc+Cal6IDaqqYjtZleVoQkALddpDZYpNh6Tq4oYGUtZSC0AWaTB+aGM6KqohvIemreMFNmHsEiYu9e4iYeoiGSJMtdYuUm7GVFsJ5Wa81TLLqgB1y9Gz6Q8NRVO3KBPNULA9jVpPzN7D47zy1glefeskb77zGnsO7NwCvl17J4iSkGKxQrFc4c0PPuHK+iMu3HrE/MYjrt4V6u3lje+2QG/2xm2mrtzizMVlvplb5Mvsfo2vL4i7NL6eX+b0/ArfXFzm9MVlzl6+ybkrtzgzv8rHZ+bYe/wVzs0vceqTb/ns3LxISL62thVRP7cgWt2Z6wKkprKK79zSHaaX7jCzfJcPTs/wxqdfcX7xLjMLd5leXBfAuHCbcwu3OLewxrmFNc5cv8nUwhrTS+vMLKwzc+M2MzduM311hf/0X/+ZH7PLhv5sju//zC4V/9u/+xuq3SVa/TUGtrWwHOFX2uJPVAlFlXB8najootkydiBG1gxDE/YX5ekM7Cbf5cUmPcNFOiMVSt0+zb4SPYM1/MSk3oro7hQoVnxMV0c1xMC6UPKM7AGRMUwTVdfRLI19h/dRa9VE+6LkspEkE93RMF0NP7azjDY9y+nL4YYG5XrAwLYm3Z0ibqize/8kcdGj1akyONKhUIlEVpynEpVdOqMN2kMVdFdFMRQUXSEseAQFh1IzoVSPKDYCugeqGIGObMlorkxStam2Y8KiTaNToNGbMDhaY3xHk0YrwAlFkkfPcJXu4SpJMyKoBvjlAL8SYhUsnJJB0nKpDcbYsYbqaPiFANWQkS0Zr2DSv71OuTfErxr0TpaZONRi9ECd5nBCpS8gaZr0jifsONxgx6E6g2Ml3EQjqQiKQjYl8X2LIX7Jwy0ZlDo+9YGYsOpgRArl3oj2aJH6QMjwrm7K7QQjMNA8DSPUcVKDyQMjbNvVT6nj0dmeMrinwvjBFmP7e0m7Q6zQwPYskjQR5L4iZfe15LKHXPmJGV7O9pmczbdu8cRKXsxGq3lsN+MI5TyyLCHLEpqmoKgSXuDghhZuZOFHXsYDC0eCvMU1C6FNM1Qs10DWJUxPp1RPsAMdyzcy32EXkiIUY3Ewy6RFn2ojwfZU8nKXAC/bwLI1TEfD9gzSUkCxkeDEJrqnYEcaxUZAuRFTqRUwLO2Ztl4WYoehkZPyWbiHuKrBDU2ikkX/tibHTh7g5TeP8epbP2PX/kleePko737wOjt3jxEnIYVCiVKpwpvvf8LVjYdc2ngswgU2MjX35gMurQrhYX5VrMsrD5hfucfc0l0uLN1lbvke55fuZVdK3mN2Qdy7MbtwW7ze2OCLmavsPf4q56+v8cnpC3w5c51zV9c5d22Nj7+9yPE3P+Ltz85w7sotZm8I4JteEOA3tSyAb3rpDu99PcPrH/9c8HULd5hZ2GB6UayppVtZBbjO9NJ69n5NtLoL68wsbDBzbYV/+Md/enrnxp8/ufEjP/7hR/793/07fN/D9nVK1RjdVPECV5y6prAbGJYo85+2sT9V5DZd+M+S1q5vEsQWTqCj6HlMW8HxNVRDbH7dUiiUY/zExXANoWbaCnk1R1dWPWqGiu3Y2J7N/iMHSCoFckqOLrkLxVbxCh7FRkq5O8H0VTRLQdXlLWHFtDW80CQpBXiJjRubbN87RqVZFKkdtRTVEuBWbZSo9xQYmmxR7ytgxQaareCnLmktQvNk0mZEUHHxihZ+wUFzdRRTQXdlmj0RPUMpxZZLoe7S6A3ZtW+YWiMgSFQMVyYquRQbIWHFw05twnJIsZESlSOMyCJuxHRvqzCyr4dCK0QLNOqDBfomalT7Y1qjMcP7atRHIjrbKwztq9O3s0BtyCVt+dgFnbjh0pkoMHmkzvbnqgzsLFIfCukeKVDtiym1Y8KqR7k7xisa1AdSKn0hld6QqOziFnQGd1UZO9CgPRJT6/i0BkpUmyXhSbNlTF9lcu8wk/uGiWoWUc3EihWsSCeuBgQlByc1UB0F1/dQZRU5LyHJwgqyKQyJKk/J1M+fimn/cqmqjGULv6XtCY+nrumYpoEsS5iOjhOKGKog9ARlIz+dQBICW37LjK+bKjk5hxWY+JGbXZglpoTy0qbhWEHVxQx5mAh/X5jYorvJpppMU8cwVExTeA+9WEyY5NQciilhuMJutalu5+Uctmtm6q+yVeXKqjj4vcDDdg0sTyFKbbbvGuK1t47x3kevcuDwTl5+9QQffnSK3XsmSZKAQiHdanWvbYiQgqu3RcTUxbWHzN+8z/zNB8zfvM/VtUdcXX/E1fWH2XrAlbWHXL71kEurj7i08pi5TF2dW77L3PId5pZuc2H5Nj8/f439P3udmeu3OHN5lTPzN5m5fofZhdu8/vFXvPPlOc5eWclsMbeYXVhnenEtW+vMLG0wu3yHD06f5/WPv+LCshBBzi/e5vzSOucX15le2GB6cX3r62cWxZq6vs70jVtML9xi6toKf/9f/tvTkII/+5a134u7dX/z18LHVyhFWcyPnfncstACS98ipZ/lZDaJaNd3tgbON43FgtT2M0VVXPwsqzkUTbQOtmsQhIJXzCs5FFMmraXElQgrMMk/WwnIMpZrs/fwfrwkQNIkJFVCsVXMwCCqBCSVgLzeRV4V88SqKqoCzRAjQrZvoDsqccGl3VvHC7P7ggMbKXP4D23rp9Jdwg51vIJNXA0wA5mkYlPvlJEMCT3QieoBhe6QpObjFVyswMTwJKptl96RiN5tKeWWQ9+2IhM7+whTA8dTkTWZuOjQM1ghrflYgY3mGui+gubKGKGOXxZevmp/CbtgY0QGlb6AHUe72fNCi30vNjnwUi/jh5r0jBfoHkko97qk3R6Kp+IVHSq9EYUendaow6GXBzj4yiCHXx1h4kiLzmSRSn9A0rLon6hiFyUGdzdoj5cp9UYYoYZX0tm2v86O53qo9HiYQR4r0AiyG/QMT6HaSjhwbCf7n99BVLGo9MYEVQvFlaj3p7RGClT6QoxIJadm4JOXkPN5wbdlFbmiyaTFRPCAuuCXN6u0f7k0TcEwherrRR6yrqDIErZjYZgahqUi63k0S8X3nWzGPP8vvk8e09QxbQPHM7GydGjHFx5BwxKfexaYNUMhiHyxj1xd7Gm5KwPWjApSReVp28I+5QU2uZ3zTCAAACAASURBVCzOXjwrcnYHteC3g1iM7/mh/ZM8Qc0QRYftmmIkLjDpH27xwksH+ejTt3ju+f288eaLfPr5B+w/sJs0DSkWC1QqVU599Dk3suCB63eFGXl+/TGX10Sm3pUMBC/fepC93ufyrXvM37zL/K27XLp5j/mVu8ytbHB+ZYO5lXUuLAvQu7R8h6/mrrHv5GtMXV9lNms/p67fYnZxg/e/meXs1VXOXbvJ7OIG0zfWmLp+M+Pn1phZWmN26Rbnl9d5//QMr374JXPLm+rvbc4vrjO7KL7n7ELW2i6sM31DvJ67tsbUtZtM3bj5DPD9qys+sX79V7/BccVEg2FrREmIld2vIaYZnm6EzVG1Z6u+fCZoWI4pLAVZiovlWFuCx+Y/blf2vlCMSIsRqi5juDpWYBKVI4KCj+5oSHp+iw/K5XJYrs2OvTuJSgm6reOFHqZvYoUmTmihmjJdcpf4XRQJVVWECVsVVhfdUlBMGdvTMGzRqtiuQRj7IpTUM6g2SqLtUPLkNWGhSao2YUmn1lPCTWy0QKIzXqE2GFFsh5RaMU6s4yYK3YMhfWMR23ZU6YykjO9qUWkG2T0QCaomUWk47DvSS6s/wEt13NjBK1iEZXGRjeaJllb1TIzIwSuJLL/JI03GD5fp3xVQ6VgkdRsrUvELFl7BRrFk9FAlrJmMHehm/GCL3skCrdGUtEdn9GCTsYNtBnbV6d1epdDjETc8ooZF/64GjW0lqv0l4npE73iDHUc79IynhBWToGCTU3OYjk5S9CnUA4r1gIPHdrHr4ASNgSJj+/tojhQwU5m4adM3UWNkXw/tsTJe2UCxhDdOiAwSefmp+q+bGn7oCtAx9Z+Y5p8dnZSySSHXd9BMDVmXcT0b33ezmDRdiFfys/app4AnSTlURcaydAxTZPPVmhXcSKSPb+7RZ3lGSRGmfGGuNp8+B89YtHK5rqcq8+bMsaOj6tKWrUfJhEPHNwhjh6ToE6UOjVYFL3CfqS6VLQXcsLRM/NMZGetw6r1XOXRknwC+z95n/4FdpIWIUqlIpVLjnY+/ZOm+iJVauCcmMa5mkxhX1h9t3ZL2dD3IwO8+8zczAFy9w8XVDS6sCuC7uHKHS8t3uLxyl6/PX2f/i29w7voq0wu3mF1aF2txg4/PzHHu6gozN27y2dRFPpua4/zSUwCbXVrn/NIa55fXeP+bKV5+/3Pmlm4L+8vinazi22D6xsYWAM7cWNsCv+mFjQwQ15i6vsI//PZpq/tnV3zCzvIHfvPX4s4N3VQxHbEJN60Em3zdlpk026yqrmSnpp155tRMZRVLKFUWsqpkVwTmkRSZnCQhyXkMUxXx5ZaG4YqEFzdx8RMP0zOQjWw8ztQzXkZhcvcOkkoBzdJwQ4+4nFBplggSD1nLJkC2whUkFEXO0mJE3ptqKah6XhiHlS5MSxMR5Z5Nd6tMtZZimBqyKqqzMPUoNWKcSKfcXaDYDCh1PIb3VmmPxZQ6ovILSgKIOqMJnZGAWrdDoydg5/4+wqJFXPZo9hSJUoORyQLHX+3nwPE2E/ta1PtSkppPsRnT7Kthh5ZIubFU/FJAuadAWDfpmywxtLtKIxM9pCwQIK3GJNUQw9codQJ6JiIGd6V0JkokTR+nYOIUdQrtAKugk7YiSp0CbtFB90U0VrE3Jm6FBNUAI9KoDcSM7m/SHIoJy67wLmoKqqHgeBrdfRVKjYix3cOM7d5G2vBojxRobyvSN1HHK5kobp6g4lAfTOkZK9MeLWGGCrIuxhpz0k+TkzVTQ84q9WcnhjZdBVteUlXC8R0M20B3hDpruwa2a2Daxk9A7v+5XVYygBKX3Lu+hZ942J6ZzQ0/9aRuZumpWWqRmDyRycvC7SB+v64ts7+WGfQVVcqmNQQIK6owZm+6JmxPz2aKdcJEpEtv/n/YFHhUXc4i94UYd/DILt5573X2H9zN26de4fMvPmT/gV0UCjGlUpFSucr7n33F6qN/w7V7vxCV38ZjLm88FqnK/2JdWXvIlVubbe4Drq6L10ur98RaubcFepeWbnN5+S7fXLjOc6++w9S1Vc4vrXFheZ3ZxVvMXF/i86lZZq4tcHF5meNvvMGuo0c49cWXnL50g+kbNzm/KFrZuaUN3vtqmhff/ZS5pducX7jN7MIG5xfWOL+wxuyCAL7ZhWeXAMSZhbWtVvcf/vGf//8A35/43Y9/4jd//W9xXTeLZBcnXS4vwM2w9KzS+2nltgmIzwLkpodPUvJbkVVy5l7PZxaFTcI6L3ehGyr17gppJcFwdfJGHt3V0OxNkBKmVNMUJ+D2PTsIChGaqaHoMk7okFRCTEcXoZaKgqoqz5DYKrqho6gCYFVLwTBlFDWHJHdtJd46js3AYFtMlOiCXLdcCycQtoi8Kn6vtB7SP9mkZ7RMz3iZ+lCBuOERVByqnYj2SESzz8PxJeqtmIldfXiJIW4Oq7qUmg47D3Vz4s0hdj5XZcfhFs3hFCvW0VwVO7SxfQs/ctAdGT1S6ExUqA3E1Ic8esZTit0hYWphe+KSHdWUsDwVJ9RJux16xmN6J1O8ioUeGNipg5e6JNUY3dXRXR0vCQiLEV7sU2iGyF4OLVQxQhMr1Cn3hPRvr9IcLJLW0ix+yxHKqakQl0PsUKc10M3g+ACmr5OUXdxYpd4p4KcCvHVXQ/dlGkMxe04MMrSnTmesgh3qW22l5Zg/Tfx5JhVoE/Dk7ECTs2AKyzGxPIuwEJJWYtJyLEBClYXgIf2UK9w0zufzXSiKIgBKFntA1SVx+1vkoerKMz7UrgyMcniBTblazPhribwib5mon61IN1tfw9BQVfnpjLskrFe5TCGW1RyKnke3JExb2cqb3OymNttrVZfwApsocRnfPsDJl5/nhRef5513X9sCvjSNMuCr8N5nX3Hz8V9y48GvWLj3A9dvP+HK7Sdc29hcj59ZT7i6fp9Lq+tcWbvLtdvCJHz51gPmVx8KIWT5DpeWN7i8ss7Pp8/zxoefcuL1U8yv3OL0hUu89+XPOfb6a+x9/ignXnuFz89+zbcXp9h1ZDf1/hp9k0Mcf/st3vj0U6auL3Lu6hLnF9f44JtZ/m/W3uxJsvM876w8+76vmSdP7lWZWftevS9oNHYShEGJC7iIGwiQEAFuIEgCICmSsmzJIVv2LCFT8kRMxNxMxNiiOPKEIyZ8q7kaR0zMvzEkSJPQ3Pzm4jsnK7tBOoL0XGR0d3VXd1Xnd97vfZ/3WZ760B+Iovfmn/Dqm/+Y1976Ia+99UO+3HR2r7Ud35uCv/fqW/+YP/jS63z6y2/whW9+d4Xx/VaF75LE3Cg3/vrfEEQRURJe4nTSxmpp8bAcrR11Ox2hoFj/Pd0UGsvW7WR92dHy+QSRdGPVOZquieHqbGgbbKgbgm6hbjS0A4MwDDFsg8OzI/xU/Ly1tk/KsBkRNAzDFIWuJUwr8urGNl0LPxGgcVv4xEOl4Lou/X5JR97A9TVMV0W1BJVGsww0S8PyDbzUwQx1ZFvCiFWCnkPQ9ckGCYN5Rn/LY3M3o1uH7J/MWR6MyPshxTChGEZEXZOdsz7HNwbUS5ujmyOykUU5FoW/o0gouowXGlTDiO5mwPK8y/HtKYc3ByzOM4bLjP44xvHF+yLSwyTc0CLp+0z2S9KRhx7oSIaCGVkopozt2yimgqRLdHQJyZCwY5XjmxOuPb5Dd5pihzZhFuDlJr15LAxUXR0rsLB8U5ByXYO4CHFCk63dLRZ7O42d2KUtf8tXU3QFzZbpzgIObo/p7/pMTkoWJxNM20TV1RWlZd0cox0bNU1tCmAHWRb0lRW8osoYrimswfJInAddxTB0pM5a0WsKku8LzE+SxDkUTISOMBo1FQxbX9nWt2e8sypEElkRC1KzLDWJg8ZDnangDOq6ius6japEbr6nZrxvwtFFtytwP9MWZG3LNi6XiI2RqhiVO/ihSd71mW+PuH7rnI++8Dyf+dwnuHnrKnmR0C1Lur2KD//Bi/zgX/wl3/lzESn59p/+K95sur83/+m/5M1/8he8/U//Jd/4wZ/x3Mc+w40nnuLK/Ue588z7+OiLX+DNf/LnfPMHf8o3/ujPeP17f8Y3vvenvPatt/ngJz7GZG9B0C1Ynpzywuc+zf7VU+JBgZP7OJnHdGfK9smCx5+9x87pplig1SHTw00u7l3j3rNP8fuf+hSvf+cHfPzzr/L0Rz4plhnf+mO+9O0/5tVvf59Xv/0DvvLmH/Plb/+QL3/7h7z2rR/w2rd/yKvfEtrhP3jla3zoc6/w8utvicL3u3Z8rTXVv/6rv8L1vFV3pzYHo3W+eHiL2xY4zVBXRVF8fGNFZ5FVSUi+FGnl3iw3esnVqzmY7YGX5A00S0U1RGdoWobY5Nk2mq5xfHFG2s1WtAjFlEnzWFgdmerq6xAPqE5ahpiejuYYWIGDl3lYnoVmKGLZonZQVQXTdHBDH9M1GC96zI8H6KGEZurN8sZubIWE1lPRFHTHwAldrMDFTz2604zeVsh4J6UcuVy7d8x4WRF1PZzEZLzTZXZUEPVNstqjOw6Y7uTMD3r0xymmowmqhyahmR3SnsPybMj+9SF712r6S4/JQUY+tqmmCX4qwHNZ6+DEFuUoI6tDimGEn9tYoYnpW9iBg6qpqJomQt1tld40Zuuky/6dATefW3DtqQV+YaJZAp5wEpPxbk02CDACBSvUCFK7MWUQziu2ZzCeTdjZ30M3jZVmWlxoG0JFYWlYgYqXmfQ2E3rzhGonoV6WRHH4HvWG1FBUZFlaQRXtr+UGr1NkCUmSV0ogw9YJo+ABGtU6Bt3+aDtWU7g2mq9T+Dqattl87qWapD3jYsHWkuSNFaFaVqXGAaYhXDd/RmroKO3nt/Ztl81COzXJDe9Qx3YsDFPDsg380CNKQrzIx3BMdEMwFLzQFhkhecDh+T4f/9RHefHlT3Pv0Tt0eyXdXo9ur88Ln32ZP/3vfsQP/+K/5/v/4r/lO//sL/jun/83fPfP/xVv/+k/51t//Ge89Sf/jI985jNsHe6ye3LI2fULBpsTzm7d4MOf+RR/+MY3+Nb3/4Svv/kD3vjuD3j0fe+jGNekg5ykLsmHFcPtEd2tgvHhgGq3JB5FbB5OiWqX8V6f2dEIt3RxcpvhTpezu7tsn004vXXM+z/8e3zo05/hqY9+jFe/8wNeefP7fOnbP+APv/k9Xv3mH/GH3/w+r3zr+2KR8a3v88o3/4g//OYf8aU3/ogvfv0tPvGFL/OF19/i7//T/80vfvnu/w+FrzEibQ+PpHSwHJOyVzxwqNoFh8D05BU2YdrGA3pd3RTYWrvyf9jcdB2H0XV1VSBt38T2jKYD6DSjg4mqaxyenRLnMZLUEfY+rt5kN6jvkT2Zjkw9zolLH8sXGtigsLECE80SxFhFlTAtFdczCVKfvEopBwG7FxP0SMILXXRDxbBEUZfkToNn6ui2gelZKIaObMq4mUnYN6gXIbO9gjtPntPfzPBzAzOQGO/k7F/rM97NKUcJdmTgJQ5J1yeIzUa252LYwvgyqwJ6mxH1dsTyvE86tkmGNn5PIyxtrKDtxDtYoUmQC2v1sHBxEwszMHBiF8OzxFimqaimSlKF1IuE07ubjI8LhocJ44McK9JQTEWA8L5K1BN/l+FqWJ6QURmWjuvZ6Kbo3OvBgO3tHVRNgPlBLDzsDEtpuHqSCCnSO4SFw3DZY7LfZzDvkWTx5bJM2RBGBIqEvEYT0XX1squSN1a/t174VEPBdiwcz8bx7FVxWidDt76R4lxvNGdUajTb4nPXJ5AwDoS0cW2h1xKq2wWEGNNNwoYGIwqpjiQrK0aCMCxVUfXGV/IhhYraOBsZhiY6XENMS1EW4QQeuqGtrK/s0GY4q7l254I/ePEFPvSxf8TN21ep6i69qqRXdXnuo7/PJ176DF/9zjd55Ztf4/Hfe5ZPv/oyr771Bh9/6UUee+5Z3v/hD7J7fsBsf8ryaM7iYM54Mebo+iknNy84u3udJ5//ANfv3+WRpx/j5OYFYS9muBxRbdYUky7VvEd3njLY6zI7GTDYrVicbOGVFlHtkQx9kmFE1PfpbUXMT3tMD3MOrs25uHuF5z/xcZ76yMdF4Xvr+3zxm9/li6+/zSuvv80X3/geX/zG98SPa69XXv8uL33lW3z85df4wutv83+sF76f/Y6B4m3hWy9sHXkD3dRI8+QB/lGLQViOiWHqDeHYWmkr27FFayyDHnB3+TU/X5mcNnGAQeI1IS0bq65QVVVUVWX/5Ag/CelIwu7HCZ0Vf3DdFUbc3BvoloQT6vRGCeNFwdG1KfUsE5ido+N4DrqhoGkSfuwI/WZmcnhjTlhZWL6ObqlsyBvC9VcTtlYtjcf0TCRNRXd0/MwhHbhM90uqeUQxDYhrj2wUEPQsBtvCdHW4yPFTG1mXMF0BB3SUjcbxRdh22Z6JHRoU44hyFlBthcwO+tTLgnToY0U6hmegmULEb4cWTuxQjYsmj1gX2KQusaGKTsRyTdzIIShs3K7G7vUx6dRlfl5Tb2dYkU53IBZFTmBST3oYriY23p6D1jiMBKGLaSlI8gb9/oDFYlv4NPoGaRFSjwq80EDWmpFOFvZNlqPjRhZ2qOOG1gMQyMNMgdahZf08ScqGwGXV5uysxsdO04GZqwVcW6DaH1W9vaBbE90NsaBQZBzPIojc1Z9Zl8u1r/bjrdQuiHyx1HM0otTGj3Vc30Q3LCRZXX2+qovMX7lxFl/Xp4vloCGaA1k8B4raQB2Rhx8HGIbWiAI0giwg6yUcnO/y/g8+xu37V9jaHtGtM7r9jF4/Z7o9ojfrsn91l+X5gnSUUC26zE8WVPOasBcS9yNm+2OCno0RygSFTbVVsn91j+XJgvHOhK3DLfpbFVEVUYxL4n7CcDEkHaZ0NwuGuxXj/YrhbsnW2ZjBTsX8aIuwCgh6HskgJB1GBD2HyX6XxWnF9DBjelCxf2WfO08+yZO/9zFeffMHvPzGd3n59e/w0lff5OWvvclL3/guX3j9O7y8er3Ny1//Dq98/Tu8+OU3eOHzX2pG3f+qra4ofK31/MM8vfambF0y2sPYbnTbG7b9vYdHl4dB6vVXSwFYt7dXNUlsdRurcsGPakwNVIXdwwO8OGjs7TUk41Lb2d7KiiZjWiaGbqNpKoYlY7oyhxdTbtxfcnF3Sdp3cCKTMA1WsihVF5ZDmiXRncT0tlLMQMN09NUI144xrVJFPCQiHSwqAvJhwHi3ZLiTE9UOycCjmERCzD+LKEcRdqjR0TboNA+syClWmo5AXmlJFVMm7vuMdrsElUE+jqi2xDIl6rpYvoluGYRJgBWYGL7YjOuO2tipp8iGTKchgxuORjFI6W2mxEObYtOl2HTZuTKm3s7JhjFJL8IKTHRXxgl1VEvGsIVwXtXFRlO3NBRjA0WX6A8G7Oztoeiy0C/rHbzQYLLZJy0iOlLbvSmNTVUH09LEe7fWXbULDsPUSItIuJeETlOMRNHbUDeQNOHE3fL8JFlYpT28KFlfurWXdnuRZ2WCaevNVldt6CImuqk+UOCEpMxanev22VA0mSDycQKbapQzW1ZMt3v0xxm6owoopNGgr9yAZBnDMlYQi2YIC3rbM4V5qSRMFJRGy6yaGrptoKgqhqkL/NE10B2N2c6UO09c4/Bim7QXUNQJg3FF2cvI+wnlOKMYp3Q3M4rNhKh2CHoubmFSzhKmBwM2j0bk04juZsZ4r6ZelIx2a5YnWwIyGaaEvQCv8Ah7EWEvIh3k9JcVs5Mx1SJjetin3IyZHtRUmyWTnQlxFZMNUtzcIhn4ZMOAchrSnUXUi1z4RtYJ88M9/tHHPs1r3/4+X/jG93hpVfje4qXX3+blr78tiuHX3+alr4tfv/L6d/jcq6/zkRdf4cWvfJO/b3l8P/stCl9b8P6fn77DT392WfjW6SoPF0FVV5uRxnoPCNxufddbeVmTLwvaQ6OuMJHURHrbqvgJV5g4D0nycHW7ik2dgqpp7B0f4YYufuASRB6yKaOsOrzLbk/TVQxd4IOGKYLGbV+lmkTsnY/JBy7VJCWrIjRLoSNJSFKDL2kd3MxitNfHL1yqYSmUIOpG86MkzFo1BU2XhcbS1BrLcZVs4JMMPexcIxvHdLcy/J5JPgqIChcvMfFiG9UQo32chM1Da2A5wvlFM4TLRzIIqBcZ8cAirj2ivkvUd6i3cgxPazSfGuUgxwpFUpysSRi2juWayI1j9Ya8gWR0CEuXreMR+dSnnIcUmxFeaRH0XLJhhGJ38FKb3ixjultRTXPC3BX+gaqMrMvEZUQ1Kcj6CdPlJnsnB8i66NJUQ0IzpSYA3BWGFc3F15FaOomG2sRUioyTYBVEr5kqbmjjxy5hGuAENrqtI+kSqqsTlgFuLFQTKylaYw+mmeoD3Vl7IQqHZ9FhOp5FPeyRZOFqatFNhSj1KboZjucISokqr5Qb676BralGGAd4oUOYeWRVgJtolIOQMLeQ9A1UQ1yUiiaWJ8J8VUAmojvVUTWJMPYEjNJshltTVs3SkTQJSZbRTB3dEosq1VIZbNYkfZ+gsAkKl7yfMtkaUQ26ZHVG2AsJeh79RcnW6YRqmVNtZdTbOZPDnngd15SLnN68JKhcvNIhqWOG8wF2ZBFXEVEVktQJbu5iRDrZMGX7Ys7W2ZjxQU+cna5JUge4mcNoPsRNXKzQRnUl0r7L5mFFf56QDAL80seMTezUZLwz5N7Tj/PcCx/lM699lT/81nd5+fW3eOmrb/Li197ipa+9JQreWvH7wlff4rNfEoXvc1/5Jn//fzbKjZ/9gp+98/PfpeMT1vPrHZ+qK6vb88EOsMNGk1wvDu/GA4fjkrckiMOtYaTSaibXukBNU7AsY83aXhwW0zVQDZFJoOkqkiSoKaZlcnRxipcEjZmphhu5zUG9BLFbmoIsN1w9R8O0zUYLKdHROniZwc7JlLz22dA2BMYkSUgdMT7pnk5/XqF5KkHi4XgmmiGtAHBFU8SYbzd+a6qEYkh4iUU1yyhnKX7PJZ+kjPdqooGLmxsEmUVcOAwnPbEwUeSGqqPi+ia2p6PoYiRTLYWodqnmMW6p0NvMSAYevVnKaNlFtaUGG9vAT23MQPDgWgcU13fIihjL0TFcHS9zcDKDchpTb2fU2wVJnWCEDmbkoPoKYc+hmmYMtwvqRcJoWRKWDn5mC3t8z2C4GDDZGZDWMfODOUfXT+g0BVduHnaxrTQa/ptQxWw0qX2qoqKolxes6zuEsei8dUtDsxU0W8HyDepJRd5PCXKPclKS1SlB6mGYinh/pY2V96MkX04p65dye5bb4ierLaFYXhGLba9NgzMuSfPypepC1lRkTacjy42eVkExFHRPJ8gC0iqh3iwYLgsmy5LF/pCkdJDUjdX7adjCG9ILTfrDnDh1sF3tAbK1IGc7GLaBpMpsbHTQDB3DMpEMGcu3mO5MyYcJSRXSHRbkVUo16lFUOXmdkw5S+ouK0X5Nf6dgsFcw3MuZHBbUuxHT05KtKwOCiUM09ClnOW7hEPcjxssRTmRSb/WI6wAr04hqF69rkQw9goGNXekUWwH97ZxkEGCnFl7msjxc4qcBqq2iODJp7dOfR6QjG6+00UOToBsS1S7L0xFnNw+pFzW7V0959mMv8Kkvvcorb3ybL77xHb7w+nd46etv8fmvvc3nv/YWL331LV7+6pu8+NobfPwLr/LSV9/g7//T/3XZ8f1uYUO/pvBpyoqHtM6ef7hra8fVdjmx4i0pkqC6yK0vn/TAgdQMdaX2eG9nednBrTZ9quDkHZ6d4MUBHWkDTZWwHaPhSb2XqNrSEHRTa8Dr9msRXCxZ28BpMjVks4OkCccPRRLkUcUWLjMCq2lZ/WKLajkmqqEj64o4pIqMrCsklU8xDAXI2/fojlPyOiLoeiR1gp95OJGJG1hNcJO8At1d3ySIHRzPxnIsdEej2PRZXh1RLTO8rqDO+IVL2hXGnIar4ac2o61K4Iaagm6KLiqMPfzQwQ1M0n5MNkiwYgMvdyhGKWkd4WUOXuriZy6aJzPYKtg+HlEMA4LMwg5VwtyjrHOhpDFk0UHrCrImUY8GHJ2fIsmXWF37o25oeKFLNS7oT3MMTzgpK4qCLEkNPeWS+NvCGmrj7qNbCkHqY3o6bmIT93yiwsePPfzAa/DDznvO3er8tZkslk4YB83/q7mCNlpMsF2IWZ6NEzjEaUQYBeJMy+L8DaYHbO08xvH5Y4SJSIlTTFk4xqQO3XFK3HcZLEv685ThMqc3jdFdhY7aQdMlkdMb2kSZzfZBwd3H5gyGkfj/UC/t3GxPqE+kNWcko8FydUtnMh+TliFu4OB4AuN2fIPZvGZ7e8p0a8B0OWCwLKm2I3ZuDjm8O2X3xpDFlYrltZqD21P2bk3YuzXm6O6M7WtD9m/Ouf7UCQe3Jlw8scv+7RmTk5LjewtOH9vm9P6S5fUho+OC3RsT+vOMwbzCy2xkXWa23MJLAlRXIex6ZMOMfJTilTZmbGElYvztbYXsnk+4/sgJSd8V3em8Zu/aHnffd4enPvQsv//pT/LSV77OS1/5Bi9/7Q0+/+Wv8uKrr/HxFz/Psx/9MNfu3+F/+4//Oz//1T+IlLV33lv0/gs8vkvn0vWUNVVXLjGUNeLnb8LqVFXGNPWVd19rUyVJl7SV9uZs5UkiI1d54KZ+ABt8yLFDdJiXhU+SN1DkDqraEfZZsihaUmNV1OaDrCsDxIPQeSDjw09csl6MExs4oeiYpI7QATuhoBmsF+0o8cm7MVHioxk6SsMzkyWBR/qRSVjYBF0PLdKwIgMvsjBdHT8N0D0DxZKQdeEfJytyE6MpOHBeaIkxSFdQzA7ZOGDreEgxjrFjCy/1BNm2KQiS1iHIXDa3J0S5cCNp6RmtYaeqS/iJi+5pqLaM4etIeoeOvoFiyviJS1xGuJGNnwpHhWLaYwAAIABJREFUkDC3SXshmi1juDpRHgoZodZBabbbHXmDqq45vXKBoqsP+Oit6Ey6Qlz6hIWFlxqYjo6mqiiy3JyPB0nKLd1Jt1SSPKI7KLB8AzexmSxrvMTBDZ1L0nPz+S2U0l6AivxgBEK7pGhdoFVdIc1FeHebEmi6Fprd4Ne2gd4Q4SVFYrl/nYsbH+eJ93+a/mhIkvkiZKoKyQcR2Siit5WQjFz8yiDsWziphmwIOzFZbr4GV6eoAq7cmvDE+3cYTkJUtaFJKe1ZvQzSal3QW0MFw9aYzIdEidewDQREEKUeuweb3L5zhSeeeoRHn7zF6a199m7MOHpki4M7Uw7vzNi9MWJ5tWb3xpida0O2r/fYuVFy+ugmJ/eW3HrfGQd3Ziyv9jl9dIvT+3NO7m1y7ek9bj97xPVn9rnyxA43nj4iHflU0y5JN0LWZLZ2FmT9nLgf0F8UZGOx1bVSCyOyiPox+SiiXqYcXV9y6/5VotLBig2czKW3WTA/nTHaHTLcHnF085zzu9e5+uhNjm+dMj9aMD/eZn68xCt8/t3f/Q2/ePddfvbOz38bB+YHO7628GmGhmEZq9um0/n1YvGH2eot5aAdXwUH63IEXS9ora24ol1m4z5c8Fqwf8UPlDui8J2e4Ma+AM3lS/XFwwW5ddpdlx6JTbNIg2u7zCgLyXoJQW5TjmJsT8jjDEdnMh/hBZ7YtGnC7PTkfJfBuBSZDLqC6VuNKYKwyHJDAz+1CLshSqCj2orgMMqNNbqloTnCnl6zdFGkFRVJFiOhG1jN9ys6nnqzS1b5+ImF4RiC/6UreLGPrMtsqBt0tA5+ImRlwu5cW3WnkrKBbqoU3Xxl+W40qhdJldhQNlBMFcXQUAwFSdvAcBW82EF3xbZZ0jtYvkmUh1iu4K61lvzdqmL/5FiERq29d62SR1ZldFcRObl9X+hh5UuLqAfeu6ZwiQ7dIkp8in5OXEak/ZjRvBLLFkcsHeQ1KMUwNExTxzAENURvzE7bTqpdfrQLENu1mq2vvsL67MDBdM1LjHtlcCqxe3ibi1uf4n0f/CL9yYQgNogKh3wQEtceZqKRjjzSsU+9TNg67jHezlGbPGK5HcMVCctTmS1j7j6xoKwdXN/A9oQuV1EldEuM49IajtkaOjiBzuZ2jesbKFp7yRn4oc3e4RZ3H73Os88/zVPP3Wf/yoJ6O6NahhQzj9F+Tr2TMDksqJYh1TJk8zTl6JGa3Rt9pscl5/f22TyuGe3nbJ70GO2n5DOb+XmfzZOK0UHK6aNzLu7vEFQWfu4T5SGKpbB9sk857eL1bPrbCfVuSjL0cHMH1Tdxc49kENBfJOyczbj56HVGixo7sjADE79wGW33mZ9s0tsq8XsO0cCnWuRU84zeLGF2OGL7dJNinPKT//Bjfvnur/jp71r4fvbOL94z6grC6MPF7nLL2v5akEsvi+F7lhhr3Lq2e7McIbXakDZWh7LlNLWj7Uon2YzCouMTdBY3DkQHKjdsfqXzoPWQIgrf+mjdPvCmLbJPvaCRX9kaitmhO0oYbpc4sfAFVC0Rkm471grL1E2FOHMxHUloLl2RvZoXLnnmk0QuWeqRxCJPRPdMFFNFlmXhSqIoOIHNZLvPzskmut2Sc+UmkEls+hRVXXmz6Y6GYogMV1kRnYOqKYRZhBf7aJbaWHrpOKGFHzm07h8C0xLfa5rGoiA0I6XcuGu7vi1s9xv9aaehnfixhxe7qIYqVB+BieU30Z9N4ZNViW7VE4VPulyGrZgApoZu6RiuxmBWsn04JUy91UWwXvjWuzWhc9WEY44lo9kKhq+heyL0yXB1EWXaTAuXsrHLAug4Dy7g1g1QWxOAdYhFViXh9NJsdltGgqyIrfH2wV0OrnyaJ577Enk9Ju/5ZJVPUgWUo5jRsqI/LxnvD9i/vmBxNmB+WJP1Q2RdXNCWo+H4NqYvM1q63Hpixu55wXy/x3BSYpjtpltZbbM1rUkhlMXSaLbscuPRQ7LSRzPFptj1PbIiYbEzZbk35dqdc578wH12T+dk44B4aBENXGZHQ4Y7JfV2RnceUC0jxocpO9cq9q7XbJ3WHN7YodxM6S96JHWIX7p4uU1QuiT9iHwasjgfMj8ZkI9igizADVxkTWZ5tEsxLkmGAeP9kuF+QTYJMRMT1dcxE5Ow75BPPHYvZtx96gb750ucxEb3DEzfEDEIo5zxzoDeZsZg2WV+PGG47NKbxAwWXfavLhksevyH//jv+eW7v+Sn7/z8t8f4Ht7qKpooPp1GHH4p7BbyIcex0FcmkAJ/MA1BUpY673XTkOTOasRYL2YPAMcNB8v1HTYagLflYK1v6VRNY//kGC8JGiKrOFCXRpMSalOIO9LG2ra5swKkBfewCbYxxHgjGx0GWyV716bYqUpU+MI52NMFZ0xpRxFBtFV0QeVQVRlDk1lO+zx15wZP377F+x+5xxO3b7K/PUdSJDqaoKi0ZFs3MChGAaOdEt2VMQxFjOjqBm6gEaXW2tjTdGS6GFdVTUOWhaJGNWWiPCSvUupJj6jwGcwqBuOe6NKUzqrrMiyj6YDWoAdpQ+SUBPaKfCsKn6D1GI5OmAVERYgTWniJTVz66JaMorQXiih8BycnQmq3Ritq6SCWa6HZGk6kkVQeTmCIwrwGSay0rOuXpd7AC4aE5Rt0xyXdcYrhqmiW2mx1BQF9PRCr/bnr2kRJ+AAvzwvcFS9Q09UVoXhFXfFtpJbvt5KidZBlhen8FuPtF7h+/2WS3pSk8HB8FcNRcUKTuAxELkpsEZQ+dmxgBhpWaKMZgjpj2irVIGRxmPPYP1py79kxd5+d8Oizu9TjpLGwujxrstrBto0mn0bBsBXKocOVOwv6wxTDVpoiLkZ/3VKxAo3+pODWY9eZH0yJ+sKirJik9LZKsnHEYLtgtFdSzHzSUUA8cMgmHrPDIVtHm5iJSdSNcGJHOB8lDlZoERQB2TClNy+JKg/N1fDjENd3kRWZ7YNdymGXsCf+3qj26c0y4n6AkzrYmUkycKjmAXtXx9x64oTDK1skvSb32hATkRk6xP2Y4bJPf17SnRb0pl3syKAY5Mx2p0Slx0/+/d/wy1/9llrd39jxreFu62EulmWsFhgtKN36mvm++0A38fD40tICWtrB6tA2JM72423H13aIXuASRP6qA1wvfC3G1+ptVw+MKhQh66PuatRuDrhmtKODJrZ0qlAVXHlsj8EyxS8ssjqgP8nQ9MuD2Ba+FVYoK0idDnnk8/yTT/D1l17h7S9/g4++/wPUWYphqnR0kR0sWP0SYepyemubwxub9Dcz4sQhikyOr0x4/H2n3HvilKzrNy4eOqqpYXkmuqWim4LXpRsabmij2SpubGMFGn5qERUelqOKTkmVGIxqLq5esHuwh+UYYvRVxQbbtIX7ryADbzROxsplB691BMbpqWT9iOFWDzswhC5YbjG+Dt1ej6OzExRNXXE8W4xPNzUMx8SNPPqTktG8wnC01b/Zmg6sTxUreaMqKDiyIWF6OkHhERROk7e8hieq8sp3cX3S0HV19bUoTZFe56MGUZPb0kwMmqGK7BTHaC5IC91QG2dng/HsNv2tFzi/+wXiYopqiA12+7l+6OGGHqZnY3gmkikhmR06uozhtDGoHZKuzpW7U577+Bm3nu5z4+k+t5+e0a0FrUVIRRsqjNpBNxTUJhjLD01muznnt2ZkPQ9ZF6R33WwUU9oGVqBTDjNGy5pynNEdx2weDMgGMUHXbfJScvJxSFAZxP0IM9axM53ZwZjF8ZKOKRGVAVkVUQ4TrEDFDBSiwsPNXezMwYotFFPBj0L8MEAzNRa7OxT9HnZsYUU6eqAT9QIGyy5R5WNnOsXUp94O2L8+5NZT+1y5u0M1TrE9W2zOdZW8LlgcbbI4nJIPY5JeQtLLkDSVtNdluDVBczX+7d/+L7zbYnz/1Vvdlr2uiKXB+qFqHTI2OpcUAcsxV4qN1rmivUENS19JztalRy2p1bIMwUxf+7ulhirTkqTXzU810+Dw/AI/jlcHVlIuR5gW7H6YT/jw4uQynU2MEa1YvZh4HNwcMTtO2Ls6YnE8pBhHmKEutrlyu4hppFNNh6FJElcODnn1My/ytS++yo2Lc5z2e9MVOorA02RtAzPUWJyNGOynDPYS8onD1fsLnv3kIU9+5JDbz+wyXOb4mUdUJFiRjRM7uLErApcMhSRL6PXLlWJFViQcXwRay81431E22Dve5+kPPMMjj9/DDlxkQ6IcpBR1jOUbwnPwoSXVZfe0gWYrRD2P/rzEKx0UVUa31Eb9IApX2S04OT8RXaimoLWxkQ3cIGsyum2QdVMm84nA0DThUrK+1FotsVaXVAfd1ugNS6zAFPI7T3g7thPBw5dkywVc0ZvWTA9aEwHdUPFjh2paYgYauiOjW4oIJtcUvKDJ/TUNVNMgSEMUw6Kor9Pf/Bgn1z9NmAzEZahurEb7dfK8ZmnERYifOWiuih276IHJYJkxP004udvn7ge22b6ScXS74uhWTZAbDMYFuqU1mcSSWCJ1OiJPRJexQ5vuJObg2pRqFtMxOmiW0ti7SaiKgm1bZL2EpA7ZP99k52TMaKdgdtSltwhZno8Y7nYJa4d0HFKMc7JBQlQHTA8HbJ1MkH2VfJwwP6k5uDFhdpgx3k9ZnnaZHOSUkwgvd7ACg7zK8SMfRdXY2tkjynMkU0a2ZQzPISwiupOYaivG7+vkU49qy2f/Ss3JnTGbxyXpIEAyZXTPIhvlnN895uT2Hie3dsgHIWEZknZzZFMlq7pM5luolsa//dt/xy9/9e5vh/E9vNX9yx9dKjdWh7Z90KXOSku4juG0bPgWSxMZCQ9iKpK88Z6N8LqH2XpRXY0WioTt2qsOUHADhUJi7+QUNwhF8WkK34qz1bx+3WZ4vQCuj9nrf87NdI5uz7j//DFXH9uk3g5ZnPapt8rVZdCOoG3hk+UOaqfDrNflcx/6EF/85CfYm08xDZEBYboauqNjexrlyGPnao+ti5SDO13uf2ifp1845amPHvLMxw649uSM8X6GlxvE3QgndrEaKVpUhNiBg6zJWI4tLLjWOuY0TwgjvzF8EN/jeGtCd9AjLhIUXaWjdHBDCy+2kPUOmqk3pPEH1TNKU8R0UyXrJ4Rdj+6kYLoYY3sGSiOBk+QOZVlydn62gkV+rUJH7lwS3w11laGxfhm1WS2mpaOoAuNL84isl5IUEX7sYjnmA3htm8Hrh54wJn0ote3hbnJ15owOYe7RHecEmYPpKOi6eNmeJQwXLB3LNynqDNN32Nx7lMXxZ7j52Msk+WA1QayfodaJ3HRN7MCiNyrJ+in5MCPq+0QDnVvPLLnz7IKbT88Z7rrMjmOOb46Y7fTwIrNpHhQxtUgbyJJ4NjRTxfAMsjpk66hPUjvYsdgSW7Ymil/zZ1VbYbLT5+nfu8vx1U3Kic/ibNCMth5uaeD3LKI6EIsF30TzVbzSJhmEuIVPb5Fw8uiEk0drzh8fcv2ZLa49M+X4kZrtix69eUg+8hgtC9LKxU8sDi/2GC1qgsLG8BV0zyAsIpK+x2A7Z7CXMdotGCwiFscV8+OKaGBjpxp+YTM7qJmfDdi9PuPs3g7z05qobzNc1iwOF0RlRNHvstzfxQk9/uYnP+aXv3r3t8vVbQvfquN7SLL2YJG69BmTGruqdd3ieg5qe/A6a8RSee3z1w9hexDbrrL9eKcdkR8qWkK5cYITBJeFT5ZXxe5hHtmv7/aa4qiK0OdVV6nLKJaElxtc3Nti/1qfcuqRDRyqaY7ZSOhkTW282JTG801ClTqkrsMzt27w+088wrCbYDsiY6SoY/zEJYgsbt7fZ/9mzen9MUeP1Vw8Peb88SHHj1Q8/vtHDHYijFBBcxUB9EY2VmihuxqWbyKvtKTyAwVDNzVBALY08TA2m8zRbESYRcKs07FEYHUz7ooFSNvdSe8pfpqmYdkWmikiN91ICORNW1uDFyTKssvZ+fmDeN1D9JTWSFRV5YZ6dBkk1EIS7fdhmKJ7URRhEmq5JtWoK2IqjUtJ2aVZp7ri47VmA6sLs11+tWeuwaAVTUIzFeIypBxkeJFDqwBRdUF2Nxwdw9OoJhlRGXDt0ec5vPFZnnr+NfLuENWQxRa8+XraJZ1hGcI0wxKywagICQqXyW7J3rWao9t9ju/0mZ+llJsWi/OSszubhJktrLwMGc24jHeVJdG9Op6F6ZmkfZ/l2ZBqK8HPbHRXE0ofTUZVGo9AR2a43eXe01cZbGaEpXBIqbYy8klEWLkkg4BkEKK7GqqlodgqZqiTD2Pifsxov2RxrWD3VsH+nS6Lqymn9wecPjbg9P6AiyemXNyfc/HYgv3rNYvTknvPXnB6e8HO+YDBdioS+iILK9aIBxbToy7lLCAb2mzuV5zd3ieoLKK+y3jZY3HWZ/OsYOfGmLP7O4z2C3pbKbPDIQfXdhhsVuR1yfbBDkmZ8Ld/9xN++at/+I1F77846ravv/zRj3BdVzxUayPC5aZUANDr40m7oW1zUh8oMPJl97WiKvyabmD1oLQPiXxJeG4B9Es+lsb+8Sl2EAqMr+n4fh11ZZ3/13Z5Iou3g2aLvF7DFbd6bygeLN01kG0JP9dIK5fuMMONXbzMI+slTDcnnF+9ynJvn9OzCxzHa5YNMqaqcr63w52LY5KwGQttldGiRneFr1o9SQj6Bns3xlQ7PptnJZOjnN6Wy3A7wUlN/NTHjX1USyFIHfzEXcnBWrcaQcB+8H3QG0hgQ95gQ+2woXYYTgZEcdgsLJqoxkbNsvo/azbxLTaraQqmKULUJUUWm3elI2znQxU71BtTgA6SLJGXXc7OryLJSrNd7azG59Vl2VizP9BVNh2Sol0qfjrNEkqRlbVLULxvG2sF8uHxuHVKcX0HL3BXROVfd97aIt+RNzBcnXJY4ASWUOTIHWRFEfxMXcbwVGY7A2a7I+4+/XvsXn2BJ5//IkV/hOnomM6lDX27oGvxQ8ezcHxLRCFYG9TziHvPHnD18Rnzs5Ttix5bxz2W5332rozRbJEi19q6WZYhCpksWAqGrRPmId1xwu6VCdP9imqS44R2AycJ5VFH2kDzFKZ7fR5//y36wxzVUkR+TB2QDmP80iXsBbi50KvbgaAq5XXEZKci6NmMDwpGhxG7N3ssr1XMTgt2rg85eGTIyWM1x4/WDPZcZicpN59Zcvv9Sz7wiZuc3BkzPRJuLMPtEsVR0H2FsG8xO+5RbopOcbJTsn91Qjyy8QodLzcY7RTMLyo2z3tU2yl2YVBMM7qbBbvnc0aLisFmzdH5IZZv8Dc/+Rv+8y8FxvfT39Wd5Ud/9de4ntt4mTWLgrY4NQVJbsbQzuqW21jddg9z9WRFWgV+y/K6Hbz0nvH24UMpKQ8WvHa5oek6+yenOEHQJFx1VrZYraXQw1/L+o3cdqCKoYjsjdCmP65IilikpDkmZV2QlKFYEJgKqqUh2zJmYDDfWXD/yac4vXqD07NraKoYrRRbRTEU+lXBlfMjQT2xZOzYIO2LjZUkdTAdhf5Wxs7FlP4yobsVMdvvExQWiiVhBRZe7KNaOoohE6c+YeqvRPntwknXtZV5p6zKaw4mnVXR25A3GE2GRHF4aZHe/h/L6523+FjrXGxZBo5jo5oqsiacs2VNwkstZvs1o2WPpOeh2qLjKaqSq7du0VEVNFPDj3zcwMX2bSzPEps6TRW+cpqCbZuomrC0UhsLtHXSs6araLK66qZlRVoF9DzQtf+Gy67d3Oum9mvoMu333cRL2hpOZOPGDlYTFC61l4StYwcWbmIT5D5XHnmGvWsf44nnP09R1wSxS5AEa/K2S4xPFOSGf6rKqJbEYCvh/O6Y5UXC5knC/FS4avfmAfnYQ9Y66JYmeJiGgmXqYtkkt92vcOeOey71IiEduripiWoJNUxL51ENGS83Ge91ufHIEb1+Kkw7ApO4GxIWPn7mCbVO7pFUofh4NyIfxYz2SgbbKZOjjP1bNQe3a+rdiGIzJhr6JBOX+ZUu29d75JseTqkz2InZu17xzAs3uPrYksPbQ7ZOCvrLrMmtscjHPvV2JEKuBi7VLGT7vMfWaUVvluLnDmHlUcx8ts67JE1wlp25FKOUyW5NUnnMdibsHG5jegY//rsf88tf/cPvzuN75+f/mb/+N/8DruddirObsVZZL0orNvyDoO5qrJQvi15bwNqHTHqoyK1S7eWGg7f6/cuit85mF1s5Ufjs9cKnroXWyJ2Vi++KRKu1VvfS6uNJGWP4Bqqt4mcekikJ5w9dwYs97MDCDi2SMmCwmeKkBmkvISkzbt+7z+nVmxTdGk1X8RMbr/SI65jF0Rbnt04JS5feZkZvK2F5MsFwdNGZqh2iwiMsXaxEIx/GZFWMrElsqBobmopiqRiusXqALc9YdXvSqjvTVxknLc61Inobymp5MGwKX6cj+JamZa5oNXKzvVVVGcexcBwLyzIYT4bUgwondNBcHc1UMV2dpPKZnw6ZHvaZ7tXko5hilLM82uX++54m7XfpjSriMiHpphR1SdxN8ZOApEgIswg39LADB80S/L4wDkiymCDyV8VK01VxoSiC/6iqMnEaYTnGZVFpTQPWFCLtq/WTFJOG9IA2fFXwG06lrElIuoRiKViBhWGrQpmiKciaiu5YWL7Y0p7deprdKy/w5Adfoqj6aJYizBOUzgOTRft8yI26RZLFv9MdhlzcmXJ0u2J8IPSrydBj87hitFMIh2/XQDPFgsg0NBRZWOhfFj6XsHToboZkQ4+0H+LFrnBpbnD0MHfYOq5ZnPU4u7FFPUiR5A66a5BWKU7sEGQ+QS4KYFxFeHmAk/nEg5DBbkF3EVDvBGxf6bI87xHXLk7moQceVuZQbEZUi5h8kmCnNkaiUG66PPbBq5zcnTM5zEgnFt2tCD3QCIuQchrRX8aMd0uCrklvGrJzUTM77pEMfFRHwclsqnnC7vWafCxMDezYIa1DepOYYhRRTbuMtgborsaP/9cf86t3/9/fLWXtp++8wzs/f7dRbjji1tCEpGpD2RCjnCyvSc/awrexKiiis5ORZbX58ZKUK8YWsTXtSE331dlo3tTLAqiq4t/pNLwp8e9tNERZtbHnMTi7uEYQJo0GUxOrfFkkd7UHRdNUPM8iSEKMJvvANHV0Q8cNfapRiWrJ6LaOG7piHNHE+NfpbKAYHfJ+RL2Vsnd1wmSnR3cs3E+OLs44vXYVK7SR7Q56JONXFuVWzOkj+9x99ib7tybcev8e08Me5TBFMwx0w0FWDWRdxUp0Btslo52KqAjRDIuOaiLrKm5kUU+7eLGLYQtLJGuVeXI52rYJeJ7vrhLwLMdEM41mo9lhMB6Tll0URcVyXNEpazKSJrHRvpdyI+dTOyimStLNCLMI1VTRTANZN7Ajl2gQMj2u2L8xY+dixvx4zPxoi1tP3OXDn/okF3eusXuxS1ynJMOEal5RL0akw5zeZp/erCbopthpQNCL6Y4rsiKn7HVJi0wYsFo6uqmjWWZDqBbnKy1iiirF9YRwX7MtFMfAjX3swG020WJT32qALxcwwiZeN41mcmiwM1laLdJkRXg7uoGD4QoFhxt56I6BZus4sc/FnafYv/gwTz73ObJeT1yU6q+BcaT2mWg700tTDztS2TzqU21lRH2P0U6f0W6X2UFF0HNQHbEcVBWZ0LcxNRlZEnp4WZUxPAMrtoj6Pk6ukdQheZ2hO6IA277B9Lji7P4mp7eH3Hh0j16dIGuy+D5CF902MRwTL3DQ9A6arWGHwqzWz33i2qPctDi40eP07ojxXkLH6IjL2LIxAx+v6zA76bJ53KU/j9k86HJ0e8bNp0+YHQwwIx071hgsM8KujhvpxF2fpCcI33ZqUM5Cdq+NGe91CXsOpm8Q5j5pHeL3TMqpcIVRPA03d8jHEaPdPvWiz3A5wmg7vnd/wc9+1nZ87y1+711utPjez3/OO+/8ir/81z8SOQG6SI7XHVW8uU0RU5pDJB48acWNkhSZTsMsX3Vvq7G2swpkaeViRS9d4YXKquMThFJlVUDXtrmqgqzo6IaJ47tcvXabIMpEcJGhICvKagEjSeLwdzri4CuGoFboRiOfMhU01xSUG0VpgokEnqWonQZUl1F0GTexGC27+JVOVFuUs4j+vOT09iknN08oZwn1dsrsuGT76oDlRZ+dq0Pe98I9tq8OObq7xWi7h6R30EwF3VYFphiY1PMuu1e2CCsbJzLEwdVkdEfDCU2iIhC+eo3m1rAvu511/NK0DaIkbJZKAufSdR3DNNHMgN3ju/QnOxiOjRV4uHFAXMZEZYSf+diRSxD72J5NUqZkVU5/MqA/qSmqgjBLiIucpF8wPRhzfHeH5z75OHffd8H8ZMx0f8T1+9d54bOfZO/KIbPDLeJBSlQn5OOcdFASVRnVVk29GJHUJemwpNqqWRwvCfMAN3JwIkdQdUxVbFM9V3AWNeHibDpG45AjXHCs0MPLA4I8wAntRkkiCWK9KqE3rist/qw2/oYrwnID5bQdr2GIhYpmCLjD9Cy8yMOLfDRTo6PLHFzcZf/iwzz1/Iv0N6cYjelFi0tfSu7WJpam+1sxH/QOUekSlYHgX4YGYeEyWvSopjlB6iIrEv1el/c/+RjHe8sVIV/VVUzPQnNV4irAyXWysU9vFhKWJnHXZnOvy/g4Y/tqzsGNkkee3md+UGFHKlak46UuTuhgBw62axJnAZqtNiO9Q1j4zI/GHN2ccOuZHfZvVIx2YsKuje6qyLqG4Thkw4iDuwNO7vU5vTdm51rF1lmXG0+e0N8sUS0FzZLY3OtzdmOHZz7wCPeevEmQu/iZgxHqpMOQ4W7OYJFTjmKswML0DPzMxitN0kGEX3gYkYlfukK+VoeM98YMF0N0V+dv/+5v+eW7v/zttLrvKXw/+hGu56AaQoqVVnGTNiWqnwkNAAAgAElEQVSL0UAW3mCX2lrhrybJCpKsXo6qyiXVQVHEy7B1ZF3C8i3GW6Om8LSYi+D+aaYqQsJ10YnJuvDlU3QNWdGEl5ljcXb1Jm6Y0NE6SKYk7JCUjVURlhoDAsMUYL2qKGiqAMtVQ0E2GjmYJAvxuCa2woarYHoqfmpihiphZbM8GzA9KTi8M2H/1oida0PufuAa5/cP2bsxZud6zfy8ZOdazXA/ZfvKmMeev43bNcjGIUHhIGkdLE+jP84ZzITCIshdnMTC8HXc2MFwheFnXESYnolma/ipR9qNVuB92y23/MZWdtXyKC3HRNNVkjjm7qNPsn3yBOePvMzB9Q+TD6doromb+Xi5R9gNcDMXK7LwY5GZPJgMePTJ++T9krxfipHUNrEDUWTySc7saMgTH7zJzSePqZcZ/XnBya0jPvLZj7J/5YDDa8eUkx7lpEs2zFE9GycV9IiwFxP2ErJhwWAx4NbjNzi+vsdsf0w+zDAjCz2wsAKXME2xXAfTbrTFjoHh6FiuTpTFlIOKqIxwYhvdVptuuA2rF16EakNg1gyVvMxWYffy2sXcFqs2e3ndsdl2LeGwbBmotsHhlXtsn3yQx5/7LL3pBNN3VhrcdZimhWraxV5HvsSdlcZEVTNkvMASYeauTpjYmK5IVJPlDvPZhI9/+IPcunaOaeorqEgxFAxPpzvK0QKFbORxeGPMye0hJ7fHHFwbMr/osXO9z97VgmuPzti7qBgsY4pJSHea4SQWqqOiu0KZY7oGpqvhJS5pFbN1MKa3GbFzpWZ2lNGdeeyeznAiC9kQ4VthYXHy6JDHPrrLyWM9puch9W7E1XtH9Ea5sFQzJOZ7Y27fP+fpZ+9y894FTmiK6FRXIypd5kcjxsseUek32TA2fmLT3yyJegFJPyIsPaLKJ+i6aKHGcDGkP6nQbI0f/91PePcf/uE3evH95lH35wLj++k7v+B/+p//R5bHQ3RfwitMRjs9vNRepUyphkiIEreySDfr1iWqodLRFKQVh09uLLbFq6N0CLIA2ZKxEpNilCPp0ipfoSNtoDsaSTdC0iQUW2awKClHIeNlhWxIyI2DsJc4XLl1g6hI0VwFv7CwY4MNpdn8NcC+7miUdYZl6Y2GtIOsbqBaEoavYWcWRqxjJjpR38NMFEZ7OfPTLvvXhiwuuuzfGnD6+JRbzy+58syEw7sl19+3xXOfvsu95084+/84e8/fSPD8zG9nepo5FXMxVWTlnHPOOZNVzGyy2d3sHNmJnXOYnu4J3ZNXs3lXug2Szpals3CyT3e2YdgwYBiw3/gf0GonrO4AAx+/YM9obdjArV4UwPdEPfX9fZ/n+3mSUmYdg5iCYlROIQOidjxJC9FSgHHZEEqziCnJCG2de4CDYaEAiUL0mjbSzVsd7XT09PBWZ9veSqFjz0jpHeylvbsNhU6Mya5+va/6g+uX1y7it+Trb7+s335hR0ZHyVcXcEY3SDSe4oifZdYUoa2vm7f69tMz2kP/RC/9wj46BO109OzdJgunJ4gko4zPTCAUTdLe20l7byfDk6MMTY8wIh5hSjmO0avEHTegsExhcCsJZjwsbDZRmGZRWzUIZZNItBKmldN0CHoZEU3QPdJD90gvfeMDCCYFyA0SQlkPoawLT8yK0iJDrBUhlE0gEA4yODrE/tcxle6evQKkfe376RUMEIwmiGfzKPUaega6XxOS97DvHV1v7RXHd3UwIBikt39vGhweFeztCNv3/hff3XO/+QcE8G8ntX17RtK3O+LO7g56BP3Y/Um01hq5+iG0NgujU8K9H+o/cKr37XuD0ZFhxsZGvot8vfnWG99FvTq72ujr7UIqncJkUmG3Gejv76btNROw/bXw9XZ3YjPpkIon6entpqeni/3736K3v5uhkX7UegX9o4N0CdqYVghQmseRaAWMiDoZVwwwIulFrBnCFpCid00xrR5iWjOGUD7M0NRedu+trrd4o+0N9r3G2g+ODjA+PY5YIaZjYD9y4xRKq4jOoTeZko/S2befN9q+t1fM1deOyDSCq6AkMmcgUDGicUlwBC1MSydfR5W+x9D4AFOSUcanBcxIx+np3+s/3t/xJiNCAeGUD4VOSkdvB291dNDe3UFXfzv9Y70MjA3QPdhO/3gHQskQw1MCOgfamZZPoDLI6Rro4Nd//qs9c+N3/wJz47dffsU/fPUlf/7XvyA778ISFmONyggU9LgTWgQTnQjGOxma6qJ/vJORmT6U5hmGpwcozieZVozSPdRGe/8+3uz4Hv2jXYyLhugd7tgDc450MirqRawdR2kTMa0eoXNoH0LxAF0D+5iUDDIlH0SmG0OiG8EckONMKnCnVMhNY/SPdzAlG2Ba3o/SKiacDzJrkiDSDWH0idG5RUzI+hid6WFkpocJqQCZbhyTW47SLKFvtJ2hiU4kiiFECgEWrwxLUIY5KEPpmMQeVWCLynHEZLjjYsJ5JeGCGn9OTryhJTqnJFSRE64oCFdUVNcD5BfdRGsanMlpIlUt8boBb0ZJpuUhOx9EZhzFF9ORr/hJZBwodZP0Du2ne3g/XYJ99PS/RVfPfoRTo3sdGKN9CMZ66BtuRygeZEI8iEQlRKKYoKOr/TtO27dO+rdh32/d7m/FsK1jPx29XXQLxlEYciQrNykt3ESu99M7PEj3YA/T8gkmJGNMyYQMCgfo6u3ce0p3tdE/PIDd52J8ZoKOgW66h/vpHeunb7yfjsE2ese7mFQMYwmo0DhkyI0zBDNelg8voHOomNVLEEpGkKgnmJTtwUPHZsYYmth7Xg+M9dMpaEcg7GbWMI3SOoPMMIHGLsPoUe8do6unGBz79gD/9SVEZxv7O9sYn5rGH0kQzxZwB310dHfQ1v4WU1PDWKwqrDYVVruG0dFBuru7GBkdYlo0+Zqa/e0P4D+vX/7frMlvd3Vv7ts7eevp6drbD/d14wpl0ViqZGtbSLVqhoQjewj+16LX0dFGV1cHAwN99PZ2/z8c5287aXp6OlEqxDgcBhIJP4ViHL1ulrb2fa95k/u+y0iOjgjo6+tiaFDA8PAgvb09mM16VGo5gaAbnUFLz0AnPYMdDIx2Mjw5QP9YDxPS0b3s4EgPepuEWf0Ew1P9jIgECCXDjM2MMCOfRqYUIxjpe43+70dv1CCRS5GplLzR/iadgx1MyMfpGeliWj7JjGyKoXEBgyNDaCwWvNkUoVoSa8yM0iGhR9iByWNCa9UhnJmgf2gAuUZB33Afbd37GRUO0y/oRamSYrVq8frtpDIxrHYjguFBuvsH6Ojtpq1nP/u73qR7oIfBsV5UxikmJAO09+znjf3fQ6yYwOJU0z/Sxa/+4lf8/j/+R/7xy69fgwr+SOH77de/49d//WPySzayi2YiDQ2xeTX+ohxbVIQjKsURkaB2jKP3ThIq6FDYhnHEZ7EExRj9IrSeKcZnu5AYBjH6xKgdE2idU/hSWnwpNXrfBJ60AktIhNI2gi0gweieIpLV4QiLsYamCGRnidW0+EoyfHkpeq8Qa0CKP6HGFZHijKkoLMSxR9U4YhJ8WTnhko5AVok7LsMVkxMtGghm1QQySsIZPf7ILKm0jtWVEAtNF62mk/KchdKcjWLDTr5mo9J0UV90k68YyRa1JHNqEgU1iZKKUF5CMC/GnxXhTkxTaDlI181EigpiNRWxuoZYTUO6aSa/5KK6HsLomSSa0ZHM6ylUbYQSSizeKSw+EVqrEItjGp1+HIV6hMGxdiZlAnS2CewBMd6YErGyn9HpHobG++gf7Hu99N//HVT1D1vw/jDy09bxFl393bS19yKV2IjElvEGiwyPT7C/q52Ovk56BN109LbTLehicFyAYLifnr7uvf6PjrfoHRqgW9DLWz3tDE6OMCoeQaSepn+8h05BGwMT3Yg042gdswxO96JzqmisVbH6tOgdcvQOGWa3Ar1dhlg1wcBYH12CLroEXXQPdTIhHWFGMcqoqAehtA+ZbpxZgxClaQqjS47OJkWhEzMpGmFiepjegc7vQufdggHcwRDRbAaZWsbYxDC9fe1IpUOEwnr8fhWRsBGbVclAXzvjE0NodAomZ8YYHhvgzf1vMDTST19/9x5n8bvn6R9Erf7g7/aOvTPL/Z1t2AMpVKYy2fohpmbldAn2zjv39oRvfhfV6enu/G6nvL/9LfZ3/HO8pq1jP1LJNOPjg4yO9qLTydFqFbS172d/Wztv7X/rO8NJMNRLV3c7nZ1tr4W1A5Foiu7uDlQqCVqdjN7edrp62mjv2k9HT9ve7fZgF/0CAd09Xai0IobGe2jraadroIO+4W5GhIPIlRJ0BiU6g4Jx4TAKlRSL3YDJZmRWrXxdU7CPAeEgI9NjjIsnMTnMKHUKZCol0VyN5uFLNA9fwJ1IMqUQ0TPai9FrwR5w4/C6MdltBBMxegR7NZmTM5NMTAnRG1TMzk5hMCiIx6P4/B4mpiYZm5hmaHyMsekxRidH6B7oZXRqELtPhdo0w6RojPHJQaxONXa3mmnJMH/+V7/hm//0Gkv1R9NZvvyS3379Db/+q5+RbdqJ1FSEqxridRW+zAyJipLCvJFc3UCypCVRVpNrGIiVlMRKSuJlNcmymlRVRyAjx5sQk6hoSFa0pGsGUlUd6YaWRFlBuqoiU9GSKekp1W005l3UG05W1sI0Fz0UykZKNTPVeSvFmplCxUy+bGau5aU25yKW0rK8kSeSMZPM6ckVDeRKFtIFA8mchkLVTL5spFgxUqmZmSuZObGZ5NhKmHpcRSkkZSlv5NTBNC+fneaT9y/x0fuXef+dHT7/+CYv3z7P7Z1ljq4nWKjaaTWd1OatpApKgnERvsgMlTkb2ZKRSGqWZEFBIDVNICkiXdZRbjporYcIx+Xk8jpqdQvZnJJCSU2poqFW01Mq6ajVTBTzOuLxWYJhKeGEglheTTynIpyUYrIN4glKcAVmEc4M0tn7JiLZIBq9EINZhFI1uQc3GOqhq3sPYdTd17UH+XyNeR8YELC+uEHYH0Asm6Rb0Mvw+CBdvW109uynred7CIQdyDTjDAt79/Y3nR30DAjoFQzQPdzHrFGKxSvH4hOjMgsZFHYxMNLFlHSASMrMjHIYkWaaQjOHPagmENcSCGvweJS4PCpUhml6RtroGe2ge/gtxOpB7IFZXGElVq8Yg20KX1iFJzBLIKoimTWRSBuJJ42kkmbiEQMuuwy5VIBEPMD4eCcOl4ZA2IJwpheJcoxJ8QAiaRcm6xh60xAenxSjaZLpqX5Ghnvp7e1CrZWgVI3SO/AGIvko0+Ihunvbvrsu2gtXv9437/vWof0eb+3f++xrfxOTM4zOUiNTOcjYzMwew7B9Dxjxz6bTvj0Ra99PV/deB+6+rjdeF9N38Mab+5iYFiKVTmK3qqhX0gS8dtrb9mC3k2MDhNx6cgknqYQToXCA9rZvY0xvIhLN0NvXjcdjx+0w09fb9Z1Iv7HvDb637w3e3P/WayHdh1Q6SVdv256Ytr3Bm21vIhjsY2xcgNNpwu00olRMYTDKMVs1uDx2jBY9+7v3IxQJkWrlGN0u5AYT7nCUTKlMMJmlvnqUrXN3OHX5MelSi/FpER393Rg8NlLVEgePnaDaaDG/tERvfzcikRCby4TNYyYY8aBUzKCUiwiFAjgcNuRyGQrlLGqtGrVehdVtxWy3kUglWFyeY3mlwdryPIsLBeaaOSrVBNlMgL/7u3/DN7//I82N74Tvqy/5h6++5l/95U/wpxW4UyI8aRnBrJRoVkIsI6FU01GqGig3TJRqBjJFFamCgmxVQ7aioVTXU6wZyFd05Csa8lUthaqWUt1ItqIlW1GRLSvIlVSUqnrqdRtXLi+y0vKxNO9haz3G1oEYzbqTVsPF+lKAI5tJ1peCNGtO5ip2akUL83U3x0/MU6n4qBStVAtm5ipOmg03zYaLZt1JrWimXjSx1vJwbDVKI6EmaRsn75qh6BGT94rIesSslp08vHqAV0/O8d6jc3z63nV+8flDfvLyBs9uHmJ7NUYmPks4Mo3bO4rbM4bDMUw4LCaeUBAOSwlFZ/AEx3D6xvAEp8mVzbSWg6QyKppzFspFDZWyhmbDQHNex+qyldVFGytLdlrzZsplLY2GifqcmVxJQ6GkpVjQ0KjbKJWspDIGHF4xessYqbyeestBvmQkHFPgcktxe6U4PXIksmGEk70Mj3UyNN6FXD2CQTfFmUMHuXDmApWFRWqra5RaVUxOBQ63FKNlhEBETDSjZVLWS99wOz2CvRKk/uFuBsbb0NqE+BJynOEpLJ4JVLpRJqZ6UCqHCUWU6MxTWNxa5pYK+GNa0nkzkbASl2OGYECJN6DC5BTjCMziDsuIZbVkK/q9ibtuoVSxUKs7yGS11KoWqlUT5byBUtbEXNFOs+CkVXSzWPZxoBlhue7n0FqOndNLHDtcYXMjz9HteTY2cqysRmnUHeQyegIeGXaTiJGhvXiWWjOD3z+LyTyON6DEG5BjsEwyNdOHYLCd/fv3RK+trY22tv2vSTVv/nMutP1NTK4IGmuJTPkAo5MTr69fvs2afu87yOu3gIQRYS86m5RpxRAjUz109e/dtY9NDqIziAkHDSw2M0T9ZsYEPTiMIhYKHjbqXo4uhblyssH1nXVKWT9jw130db+JWjGFWDRKLOomFLQwPSNgcLiD7p59DAy3IxjuoLNnHx1d++jra0OnFzE81EF7xxu0d75BW9sbjI0OoJidIBX34HKoUSrGCQQspDMRQhEf/oCbXDFNqV4mWynTOrDJsQuXuHTzDmtbhyk1GqTKNWK5BoXGOrnqEtFUDoPZQjSVZH5lgVv3bnPs+GFOnj6EUivEF9QSy7pIFgMUaglKpTiFXJzl5UWWlxYo5DIUsmli4RDFYp7FlWUObx3l8KFtFpeb5AoJ4hEP+bifXDJEMROjnE/x3/39v+fr3/+n11r2x5YNffUV//DlV/zi1z/A5p/EFhjD7BnBG54knZUTj4rIZ5SUC3oqJQP1qplcVkUmPUu+qKVU0jLfsDI/Z6VU0lAqqSkWVdTrBubnLeTzKvJ5BbmcgmxGTj6ropQ3cPZEhXxCTdQnIhNVUExpiQelpKOzNItm5gtmclEF6aCMuEdMLqKglrewfahCreylmDFQyeqp5S3Ml2zU82YqGT3FuIpKSstS2cpS0UzMMkrWOUUjrKAWnKWZ0FKLKCkF5SzmLFw9Psfz28d5evMYn7+7yxfv7vLs+iFunmtSTGlwOYZxOUcIBabweYRUy2aqZSsB7wxO5yhO9yj+wAw63QBer5il5TDFgp6VRSdzNQP1iprWnJ56VUG9oqDZ0LC8aKLV1DE/p6PZMrKwaGFpwcJS08Jc2UCz5uDooSLnzi1QrBlotGwsr7tYXDGzuGJhrmkkl5VTLCmp1oykMlqiMTXRuJpcwUQhr6Gc0FDwWjiytsXGsbMcPH2Gs7tnyBQd5PJaqmUd5YKSVFaBwTqEwy1CphAwqxrBYhdhdU0SjEqJp5WEY1L8fjHRqJp4RE86rieVULG2lmVja561AxUKRRe1sodYUEUmpqOSt5OIa8gXrFTrbspVK/U5G6WyjnxeRbmoJ5tSUsppqZcMlHNqkpFpoj4hxaiK5aKdI80w9ZiOaljDXNJILaaklbVw8UiZ53eP8PLJGd57eIbvf3iXj9+7yntPTnH36gpbS2HyUR3TwgHa9u/DYp2lXLJRzhupVkxkcnIyOSXRqAKbbRq1agzhWC+9vfvp6d1HV89b9PZ30NG5j47OvQoCTySNzpalWF9FNitiaLCDaZEAqWKYSXEfCq0QsXyQ8akulLpRHD4RoYyaYEqJNzaL1jRG/9CbqI0T+IIqUmkjC80QzWqAUsxCPaan4BETNwjIWEao+CUcmQ9w9+I6m60YVu0osZAGj1tMJmsmUzDj9osx2caxuCax+2bwhuVoTaMYLeOYzWO47DMYDUJUymGU8iGUs0PYTCJ8biWVgo9E1ETAraRaDFItRmk2chzeWmTzwDwHNxfY2lph/cACR46ts729TD7nJxa1E464cfu82D0BbJ4A/miMYChCLpehWE2wsJxlrhlhYSVMIqcmVTAQTGgIpyy0lgvEYx4yyTClQpZCJkWtkOdAq8Wpgwc5cWCD9VqTzfoCSY+XdMRNKuog6jaQcllIeex4jGpcRi1/91//W37/+/+L3335Db/7z3Z1v3otfF9/zW+/+po/+9UPcAdmsHmGsTlHCPgnqRZ1zJfNLJStLNWdrMx5aFVt1AsG5ipmmjUbc2UzC3UbCzUr82Uj9aKGYlpGKaNgrmSgVtBSTCkoppUUUgrKWR25uAa3dYyAcwKLtg+Tphe3ZQSffZygc4JMUELKJybumSFoExKwjJP2y4j5xCy1IsQiWhJBGemwjERARjasoBjXUEyoqWcMtAoWGiktGdcUCcsYRY+IvGuaekhBK6mjGpCRsgmJmsZYztt59/ZxHl4+yPO7J3n1+DyPLm9w/XSTjcUAYf8UqaiMesFEMa3lwGKIRtFKIign7BMRDUhIRlU4TEJiASULdT+VvJH5qpFyVslcVcvinJFGWUk5J6VeVtKa01Etz1LMS6iU5TRqSuoVOZWClFxSTDQ4TTFnYWk5Qi6vIl/UUihpyWSl1OtqmnN6ahUl5ZKMallNrWamXLKQy6gp52bJpyXUUhqOzGUpRkJUKznqjRT5vJVkXEI6LiIblxEPiknERKRTctIpFUG/mGRcQ6VoJ5fWkE7MUimYKKT15BNaDi7HWW2GmSvZKKQ1rC6lWFmpsLyUo1JwU83YSAdVlJJ68jEVEc80uaSGYtpAMa2lVtBTzqgoJGYpp5XEQtPEQtOUs0rKWSW5mJhMeIZGSsuxxTDV4Cwp2yRFv5yUc5qkQ0gpNEs9rmG5aOHh5RU+enyOlw8v8M6tY7x77xjv3TvCoytLnFxPYlRP07F/H7OKcQJ+MamojHxSTjohopBTUMxpyKdVZJNq0jEtDusMJuMEet04Oq0QmUSAeKYfmWyMQDiK0RYhHE1gNskwqsfwB2eJpFUEEjKiGRWBuAxnYIp0WUuurqXQNJCpq0mVlIQTYmyuUTJFE6W6jWLZxMK8m2bRQjEgp+wTU/aIKDtnyFuF5CwTpExjrBVMPL+5yVLVQTGjJRydIZGRk6moSRRnCSZniOflxHIy0mU1yYKCeGaWdFqFzz1BIaunWrRQyZnJxbUUUwaqWQuLVTetkouDrQh3L61z8eg8l4+3uHVhnSsnW3zw8BwfPb3A5893+MF75/nRy3M82Z1nZzvPcj2E3SRldKQXsXSS/sF+unu6kComiOUsJHJqkjk56ZKMUkPD4rKbUFRCKDxLLuPEbVPSKMRZahTZbNU5fXCNK0cPsVbMUQ14iSpm8c5MYRYOUIsYqcWNVEJ60hYpObeaol9P2qPn7//2b/j9N//puyHuP0v4/vGrr/jd7/aeuv/45Vf82a9+gC8gwuMeIeibIhGS0CgYWa052ZzzsdUKsdkMsl730CyYmS9aaJVsNEtWVqpOVmtOVqp2lspmKkk52ZCYWnpv8mpk9ZSTSmo5HXN5E5mImu0DWfIJNT7bGC7TECHXJImglGxklkZWz3zORCmuphBRUo5rKURVpEJy1hbjlDJWshEFhZiCQlRFNaVnqepioWSjVbCyWLRSCErJ2CdIW8bJ2ydJmEepBuXkPDPkXJPETSPEjCNkPRIub9e4e2GVu5cP8uz2cR5d2uTcZp5LJ6rMV2zMFcys1l0sV5wcWoqwWvXQKthZrnmpF2zkonoyYR3FhIlG0cFcyUarYiOXUDJXMtCsGmmUNJTSs9SLOpbmrZRySiLBcWKRCWKRcQrZGQrpGTz2fsz6biJhBW6vBL1JgErVi1LZjdHYRzQqIhqawuMYJhUXU8iqiUdniUUVRMNSklERoeAUQZ+Ea2cPc+JAk4Bbgd8lJOofJxUWEvGO4baOYdENYtT04LaN4ndN4nNMEfLICHvlBNzTuK0jxIMicjElpZSWlbqbQkJLLqEhn9Ri1E1gNMpZXi6QTuhJR5UkIwoyMSUh7yQ+xyjRoJhkWEYsNEMqLCIdEZMITpOKSPB5hfj9QkKBSaKhaRLRGVIREZW4kkpUQcoxScQ4StIxRSWqohpVUItpKUdU5HxSmmkTd8+v8M7NYzy6cpAHl9a5dqLBk6trXDlWpprxMjkmYHKqH7t9moBHQtgnJuQVEQnIiIUURIMSkjE5mYSaRFhJJDhLwCPB75YQcEsIeuX4PUr0+ll0RhMzYiFOl4xoREW6oCdd1pIqqUmXNcRys6RKGjJVFamKlHhZSrQgJp4Tk0iJiUanyRd0FMsGcjk11ZyGtGeConeSvHucuElA1jZO2T1DXDdMWNlPVNfP7naR01tpSgUNkbSYcFZMoiwnXpYRK0lJlmSkynIyVSXZmpp8VUOtYSYanma+bmFx3kqzamahZmWj6eZA3cVmw8162clKzsxcVEPRJ6MRVlELKCi6ZpiLaDhYdrK7meTpmRJ/+nybv/6TS/zyox1+8v4lHl3dYKURIh0zoJ4dZHysHaVugGJDy+KqkYWWltUVC5vrDk4cCrAyZ+LgopujK2GWSg4WCi7WKhFWy2GubC9warlExqGk4tezkrKTs4lIWoWUIiLqqVlKIQkp2xg59ySlgISEXcR/+ze/5p/+6ff/wjjLV1/y5Vdf86vf/JhQSELQO07EN002Nks5qWUuY2Q+bWQ+Y6Ic1dBIGqjGtTQyRuYyJuYyJlbLTg63QhxeCLFec7KQNzCX0TOX0rNcsrFRdzOX1b9+wlqp5+08unGY5YqDesZAPa2nmTezXHGwXndzdDnMseUoB2pu1qsuNhs+FnJmlksODi4lWG0EWCxYWC3b2Kh7Wau6Wat5ObwQ4sRqnAM1N4WAhLRVSM4+ScExRdoqJOuaIucVkXdPkXEIyTqniVsnWS252GfOXKwAACAASURBVD3Z5Ob5dd65dZIHOwc4uZrm/OESKw0PzYKFpaKNZtbMes3DUsFBPW5guexmqeJmsexhseylnDASdYlI+mU0shaKCR21jIFG3kQjb6CW1dOs2Flf8LNQd5BLKIgEp0jHJOTjYnJRMcnQDPGQjK3NPKdOtYintIQiGuwOES7XJOGIBJ9nErN2GL97mmRURTyqJRnXkoiriIWU+P1Sgh4l9XiQ7YUaqYCBkGeWaEBOPDhLxCPHbZnCbZvG4xDjdYqxGMcx6cZxWES47DLcdhlOyww+l4h4SEEqqiEWUOJziQn5JEQCs2RSXpKpMOVKnEBQg9crw++bJRRR4/XKcDimcTpFBAKzhIJyQiEp4aCMeERJrerB6ZFitk1id4rweqUEgrPEQrNU4kpSrilyHhFJ6wQp2xSVsJJGWkM9oaMYUpD1Ssh6JRxuhrl+eoH7lze5dXaFK0fr3LuwzM3TTbYWUzgtavQGKf6gjnDIQDxqIptxEo/biEVtxGMW0mk7mbSTVMJKMmoiGtISDWqIhTXEoxoyKSORqBm9RcmsdhJvRIk/LieSmSVRVJAsKohkpLjD44RSIkKpaQKpCTyxcQKJKaIpEfH4DOmkhGxKQSIuIxWXkQmKSFqGqHqnyLvGiBoEhHVD+GcH8Ep6CSuGiKgFbFY9HFqO4PVP4opO4IxPEMyJ8GemieQlxPISYlkxiYKMdE3LysEQBzajJOMyWnMWamU19bKG1aaVQ4tujrZ8tOJq8vYJQuoh/Ioh/LNDhBQjJLRCyg4pcaOQrENEyS5kM6XmwoKbj6+v8GfvnuEvPr3Kb75/gz/97DpPbx3gyukKW6shWnNmDh20cvqIneMrVjarZpayak6teLm4GWHnQIQbRzLcP1Pl3uka717f4uMHJ/jh8x0+fnCSt6+sc/v0HLvH8pxdD7M1b6FZkFLPiinFZsgGp6glZSzktbRyFv793/0l3/zTN/8ySMFvv/qaf/j6G37zm59SSuqpZ/TkokpqaS0rFRutnJHFgpmFnJH5jJ6lvImlrJ7lvI71komDNQfHWj5OLAY4sejn9KqfI00r5w6EOLkcYOdgmouHsmw13Gy3fGy3AmzNebl5qsax5SDbiyG25vxsNQOcWE+w1fJybCXMhcMZLh5Jc+1EgcvbeY4vRTixHOVwK8xC0UExoqaVMrGUtdLK2ljM2VmvetheCLOQMZF0TBAzjZB1ThMxjuJR9OFVCQgZxklaxklZxsg6p8h5xFQiGs5tlbl2eolrZ5a5s7PJifUyS6UAzbyNfFhJJjhLwi2iHNeQ8oqJWIUUYxpqGSP1jIl8WEXaLydoFhJ1TlNJaCjH1eRCCopRDaWYhnrGSCmhpZYxMlewUE5pqGZ0rMx7qaY0zGX1rNYcrDbcXLuwzJ3rW7TmArTmIzTnw7RaIeZbQZrNCIutGK35KHONMNVqmHo9Qq0RolT2Uy6FqJfj1PMJ/HY9MxP9SEXDaDVTJFMuqtUYlUqURjVOs5FjrpalXktTqyWp1dM0GlkW5kssNcssLpZYWCyxvFxmaaVEaylNcznFXCvL5d3zXLh8jrlWleX1BkurFZZWShzYrHFgo8aBjQYHNuqsb1bZ3KpzcKvB9qEmxw+3OHd6g6PHljl8pMWR7RaHDjc4fmKJY0dqlGIq4lYhCbOQrH2Ksl9OPaZhLqmjHtOS80jJuMSknDMUAwrOH6xwfqvG2Y0aJ1eLnN0osXusyaFWklY1RmshT2u5zMJSg7X1FpsHWxzcWuLwkQMcPbbJ9tEDHD12gO3jmxw7cYBD200ObJaYa4Woz3tpzPvJFV14gmpcwVmSBRPBpAJfdJJoZpp4RkI8LcEXGiUanyZbUJApzhJPTZHJzLDYNLFQNTNfMrFQdzBfslCKK0l5pkhYx6j4ZshYhwmr+/HJB7EKu3BO9+KTCwhqhimHVTQKJlyuYVyBEQKJKbJFNbG0jFhaSjg+QzQlJpmVkSmpuHNvkysXm6TjEhpVNYW8mGZNx2bLRSEgJWufIaIeIWebJmGYxCcXkNRNkDeLCMgFZMwTxHSjJEzjzAXlLEZVlF0zrKb0nJrz8OrmGj969wz/5U8e8mef3uCXn93g/dsHuHkiy7VjCdZyCiqeKeb8ChYjOpphJQ2/jJWEls2skY2sgaWYguWEmnNLQZ5fXuLn71/hFx9e50cfXOGLd8/z2bOjvLjT4tbZBNdPxji6YCUXmKSRnWWjaeLIqo//6b//K7755ut/gfD97mt+++We8P3tX/2So60gp1aCrNdsbFbtnFuLcaju4sicm/MbCU4uBrlxNMed42nunUzx7FKF93ZbvH9tgSfnKzw9X+blzXle3mzw7tUqT8+XuXeqyIMzFW4ezfL0Qp23LzR4eLrMzlqY7bqHM8sJji9EaGUMLBcNbM5ZWSsb2ayZObcR4MKmn0tbUc6tRbiwkebkSpJSSI1PN0LMKiRuHSPvk1KPa1gp2lgp2imFlEQsQvI+CSnnFEH9MC5FP3ZZHy6FgKB2iJBmkIh+hKRlEr9ujPVaiLNbVbYW4pzcrLC9UmSxGCDjlePRCrDIOrHJuygEZBT8EmpRBYcaTk4s+Tm7FuZ4y8Wxpp3j8zbOLrvY2fRwbTvIjaMxLm+GObPs5uyqi2MtG4cbVo617Jxdc3N21cPudobteS8nFgOcXY1wdi3C7TN1bp2f5/jBBCcPZTlyIM72ZpytA1EOrsU4ejjJ1maKo0cqvPfudT56dZ8PPrjLixd3effFPd57fp8nj3bZuXCE7SNrHNpYZONAi1Nntrj/8CqPH9/kycObPH5wnfv3dnn44CoPHl3h8dMbPHh8jQcPrnL37iUePr3Nvce3efj0Do+e3ebWgwucu3yQ3VtneO/Dx7z/4TvcuHOFm3evcuPWDjdunuPu3R2ePNrl2ds3ePL0JvcfXefho13eeXaLZ4+v8eLJNZ4/ucqdGyd4ePcsL9+9wbvvXOXDD25y8cwiGb+UqEVIwjRO0iwkbhojYh4jaZ8m75URs0yQ98hI2acJG4Us5X2sV6NsNtMcbGVYKoXYbMRpZr3kYzY21usc3l5n69AmW1ubHNxa48TJI2xsrLK2tsrK6hLLKy0WFqs0FwvU56Ok82YSaQ3JtIpC2USpaiWeUpDNa6nPWSnXzRw9GuLs8SBHt/ycOhLi7NEgu2dTXDmT49zRODsnoty5UuD2Tonjyz4ONX2c2Upz9USF4ysRMu5JMs4Jip5p0rYx/EoBHtkwJmEPDtEgXtkgfvkwBb+SWtpAIaWmmNOwsuji4EaY+YaVUkFDJiUlk5JSrWhZXHRy4XyVQxtRCplZ5ioqynkJS1UjpYgcq7gLy2Q3fuUoTmk/DnEfCeMUJZeMnFVMRDNGwS1mIaanFVaxlFDtTYaqARKGUQqWCTZSeu6eKPPh3UP84oMr/PzFDo9O11iKKsiYRgjIuggrBARkQ9iE7URVQ0SUg4SVAtaSRpZjGtLGEcrOKVYTapaiKjaLDl7eOc7PXt3hs2cX+eLFRX7w7lmeXWvxxTuHeHC+yLGWh9WylmMrVp7eXuT/+N/+G7755vXp7e+++v80OP7/QaT/+A2/+93X/Ie//Q23t7M8OZPlzvEY17eC3Dua5PHpPLcPx7h3NMHugQD3j8b58GqFHzxo8fJKkScn4zw7m+L5+SyPT8R5+0yCj66XeXQizIe7VR4eS/DOuQIPTiS5cyTK5VUPt4/E2F0Pcrbp5cqBGBdXQ1xc93PtcIiP7rZ4vlvm7sk4T86neXWzwqsbVV5cqrKz5uf4vIfNko3DNTsX1n1c3fJxedPLxQNedjZCXDuWpxyWk3BMUgkrKAakJO1ThI1j2KS92CR9BNRD+NWD+FUCfOphbLIBKlELK5UQiyU/q7UIi6Ug1aiFhYyZU8shziwHOD7nYncrwYNTJe4ey3H/RI67RzM8OVvk7TM5npxO8upqiS/uzvPTh/P88F6FH96t88M7c/zs0SJ/+nSJnzxc4Pu36nxxu8En1wq8cybK+xcLPD6Z5dnpPG+fTnP/aIRb22Eenknx9EKGZxcLPDmf5b1rJV7sFvnkwQKfP1vm+a0GT6/N8fGTI/zo5Q4/+OAiHz/bW0h/8e4FPnvnBJ89P8On7+zw7p0TfPz2BT5+5zyfvXuJH768xk8/us3PP7nFzz6+zs8+vc7PPrvOzz+7yY8/vsH3X+7y4vFZPv/wDp++usvL59f48Pl1nj89z6ULS9y+ucX3P73DT3/4jBdPd3nnyS4vnl7j+ZNdXjzZ5f23r/Hqnet88Ow6r969y4fv3eX548s8f3SBFw/P8eTWMU4cyLNzrMGrp+d4cf8ED3YPcHQ1TsYjJmGfJO2YJmYZJ2gYJmgYJmQYJWwcI2aZIGGbImIax68foRyzUs94qGW91HN+MkEj2YCBlEdHxKUhk3CRSnjIpcMUMjGyuQjJdJBkOkIqHSOZipDOxogknQSjelJ5M/Gsmlh6lnhaTjavolY3kcsqaNQMbKx4WF2wc+pQkJ3tCMdXfRxddnLhcJBbZ9OcWPVyeMHFrfNFHl+b5+RGkGZORyWuZGPOw8m1GMeWwuQ9YqLGEeKmERLWUeLmCXyqEeziflxSAdaZHmwzvWRcUpp5C8tzLpabTjZWfCzM25mrmmhUDFQKKopZBfWylsUFG4WCFo9njFhkkkpOTi0jZz6pIqgbxjM7hE81TsqmwCzqwy4V4JYLcIg6cUv6cMsGyDhF5BzTLEQVtKJSan4RRecEjaCUrHGcim2arYKRJ2frPLuwyFbetid08n7qHhlx7QhxzRgp3QwR5TgJ7ThJ3ThZ0yStoIaqS0pCN8pyXEfaOEJcN0jKJKQaUHNsIcmz60f44vk1/uzTh3zx/BIv72/zwxdn+enzszw4W+H8upsHF6v8n//7v+PLr798TZn6IyEFX335e7766mv+l7//L/j0xgpf3Gry6fUqH+8W+WS3zI/vt/j0WoVPdsu8fyHDe+czfLpb4ovbVT68nOW9cyk+uJDmh3fn+fhqiU+ulvjiVp0PL+X5we15PrpS5pPdGi8vlfj4eoOPrs3x0bV53r9c4/n5Iu/ulHl6Ks3zc3nePp3h1W6FJ2cTPDmd4vmFHC+vFvngcoGPdmt8cKXK26cL7K4GuLER5IMreb5/r8oP7zf4/HaDdy+Xef/6IpWgmKB+kIx7mlJQTtYtJuWYwaUQYJzuxCnrxyHtxaccxDkrwKsVkgsa9z4hPfmImXzQSNwmpZnQc+NwgpuHQlxZc/PweJy3T6e4fyTMncMhrqy5uLrm4v52mIfHIjw7leTDSwU+uZrnoytpPt0t8P75FO+fT/DqYooPL6Z5tZPhk6t5fnSnxk/uzfHhxRzvn0/z+bUyf/p4kS9uVXn7dJTPb1X56f05fv5wkS9uVvjlO4v84E6Jn9yv88HlDG+fTfD+5SJ3j4Z5fDbFx7ebPD1b4NHJFB9fr/D9e1U+u1Pnvcslnp3P88ntJh/favDyWoWX16q8f6XK+5fLfHyjwfOdDB9cLfL+lRIfXqvz4FSZ7YaXK4ey3DhWYvdIlnunijy72uDxlRJvXy/zxYtNPnq4yv0LFa6dqHBiLc3mXJitVowzm3muHK1w6UieK8dyXN7OcelIlgsHU5xejbKzkebKoTw7m2kubCQ4vRLi3HqU8xsJcj4pWY+Ygl9G0jFFxDJO2DSGXzuEXztEwjZFxiUmqB/Bpx0m59eRC5pIePQkvXoiNgUJp5KQVUbMpaSQsJAO68mETeSiNuJRAz6vnGBARTisJRTUEAnpsTmnsLrGCERmiKfEhKITuL2DhEPjJKOTJCOTZKPTNAtqWgU1qxU9W3N25pMqVgt6ji04ODxnZq2g42DdwvEVDxtzFpoFDZWUglJcQTNjoBpXUYtpKIUUJGyTRM3jxM0jhPXD+FQC/Mph7OIeHNI+HAoBbv0wyaCUTFxOJi4hEZ4mEpgk7BMS9IwQ9I4S8o0S8o4QC48T8o9itfbgtPeSCIyzUjJQ9kvxKwexivoJaGdwykdRjXWStIrJWqeJaoaoeWZJmSYIagZIGIeYD0tYSso4WDSwnFTRisqpuqcp2ce5thVjZyXEXECFWyLAKxkkpZ+k5p6laBMRUQ4TUY7hkwjwS/tJGYSkDOME5f0E5QIiqhES+hGS+hGC8h7i2hESpgkWEkY2qw4e7Kzyg+fX+NOPH/HZ08v8/NUt/tX7V/np26f57NYq51YD/M//4S/58g+eun/UxPfll9/wj19+yf/4b/+Cp6er3N4McOtggJsHg1zf8HN/O861Az7ub8d4dDzFyyt1XpxP8/B4gGdnEzw5keDZmRRvn05x73CYR8fjPD2Z5uGxOE9Opnh4LM7jE0mubfi4cyTO7e0kZxfdXFoLcGMryv0Tae5ux7m+EeLycoAbB6Lsrge4vhHj8lKQG+thdlpOHhxK8XA7zf2DcZ4cSfP5tRbPT2d4f6fIo+0oj46m2F0Pc+VAgrWMhbBumIRdSDkkJ+eRUPDJCBsnsEp68KgGcc7245T3Y5jqxCofIupU4jdJ8JnERJyzhEwSLOJeDhYdvNip8OpKmVeXC3x0pcDnNyp8cbPGF3dq/PzJAr98tsrn1yv8yY0aP7u/wGfXK7x/Kc1Hu2l+9HCOT2+W+fBahncvRPlgJ8mrSzleXcrw8W6WF2dj3Fy3c3vDybMTEV5eSPP5tQrPz2a4senjwbEY945EeXg0ysfXyjw+HuD+4QA7Cx5uHkxycSnAUkzKds3I7sEQFxYdXFpy8vh4gg+vlHlyKsG97Tg7Ky6ubfp4b6fIJ9cbfHKryY1DQe4cCfPBpRIfXM7z/Hyc79+s8c6ZOFfXwrRCCmo+EQsxOeeXXbzcrfHB1TLvXc7z+b05vni4wAe7Ze4di/L2hSqnFvw0orOUQzK2qjYenanw6sY8H92u8cFumZfX6rx9rsj94xnuHs2wsxLi/JKfu8fz3D9Z4PHZIvdOlahFVFQjKkoRJWmvmJxfRtolIm6dJGIaJ2QYJWoW4tMM4lD0E7XKSDhVBK1yPAYxdtU4QbMEl36SjF/J9nKUpZKVekrHcsnB5oKXrVUvWytuNhedbCx6ONBys7HoYHvdxclDHk5tebh4PMzJTScXjwc5fcjN1ZNR7u5kuXM2w/kNL9eORLmwFuDMopdHZ4p8eGOeT+8s8Op6g0/uNPnodovrR8M8OJfj3rkst05nubCZ4PRqmOOLAY7M+8l7pcRM40QMIwQ0AoLaYfyqQRySHjyKQRxKAT7TGHHvDMWEglpayWLZwErVyErVwFJZy2JZzVpdz3JVy8EFE6s1LQfmjRxZsXN2K0Q1LMUt6yJlFWGXDiMT7Ge6+w0sokEyVhERtYC6W8JiWENCN0zaPErSNEjOPkwjNMlKapZmRErBMcaBgp6V9Cxnl1wsxVV4pQIMwj7C6inimlHimmFW4nqS+lHy1hlqbjlVl5S6V8JqQkPDtzcROqc7SehHWY5pyRrHCM72kDSMkbMKaUZFtGIKLm8V+OzpZX766gE/ePc2v/zoLv/64zv8Vx9d4/nOAv/r//A3fPVP/8Q/fkea+iMDzL/96nf8u3/zay6txdlZCnC65eNIxcr55SA7q2HOLvq5sBLi4lqEy+thzi85uHkkxIOTSa4djHBjK8K1zTCn5hycX/RzftHPxZUgF1cDXFjycnUjzJlFD+dWQ2yUrbRSWg7WXJxc8HNjO82N7QSPzhS5dSTF7SMpbh+Nc2Mrwc6in7tHkjw5meXGgTCXVgJcWwvwaDvOi9N5bm6EOb/o5VjFzvGak6M1D4dqHlZyVuKWCdKuKUpBOQW/nKxbQkA3ikc1hEsxgFclwKXoxyLtxijpQznVjWamH9V0D3bVGLqpXszT3WyVHDw5nefF+Tzv7eR5cjLOD+/uTcEfXs7z/HSMR9t+fny3wZ9cL/Kze3U+283xyW6Wnz+u8/PHDb64U+RXLxb41Yt5fvGoyo/vlfnxvSK/emeOXzyu8psXy/zkQYMPL6V4tZPi1f/N2Xs9R5bnV34PokhOT3VXdRkUygIooAre2/Te+0x47xJAGqRBJpBAJmzCJLz3QPnq6mo/PTM9HHJmNoZWGnJXy2DEhkIK6l8Qu7u6Z3f18tEDmgw9aBWafbhxzcN9uL+I8zvfc873eyfM7EXN7MXszPRLSA4pWBySsxlWczhuYG9UT2pYzUS3kGh7LePdEmLdIpI+DUmvgoluMYtDWqa6JQxZCwg11eBxVeBxljHRKWKmX86cR4vHVUGwuYZpt5IFr5KtqIHzWRfbER1TvRJCLTW4rYUMN5Qz0V3HVHctc24R0dZy4l0CEt1iZt1yxjtrmOyTMNJWR6+9jDZjIe2GPKLttcy5xeyNGXi+2MLuqJH9cSsrfhUrAR3j3RKm3ApmBpQk+qSsRcwsBc20aouwyR5iV+fRaC6l2VSGS5VPi66UBlUBTnkeLsXFfbupinpDNW1OGY1WMW0uBY0WIa02MTZ1BW2WGmZCTmaCVsbcaoKdMsb6FUx5VSSDOlZiVsb6pES7pYwPKJgL6kh45ER7apnzq5jxqkiFtEwPipjsEzDnkTM7JGfKLWVpWMtUn5SpHilrISObIzq2R3UcJiwcTVrYGzeyGTVwmHBwMGlnN24nFTIwNaAg1isl2inB11BNr6mIHnMh7bpc2vWP6NTn0a7No99WwaCzgpEuMZEeEcmQju2Eg80xM8fTDezGLGyPmdiNmThPNnIy62Ivbmd/3M7umIXdCTsH063YRXcR5LyDojid8swrlN67wqNrf0pd9g2EOVeR5l5BVXgVdeF1VIXXsArv4xDdwy64hVOcjlN0iyZ5Fk3yTJqVmQw6Sgg11dEmz0eSfZWKe5eQPLqOqy4HfUkazrr7tCtz6VTnY626jVNwj25dLkO2Euw16WgKrqHMu4ahPB1r1R2apQ+wVaVjrkjHWZeB21CCpTKNDm0+kR4dZ2tjfHK+yvOdOV6uxvh0PcKzeR///I9/w9vv//MPWPaHjKX69ju+/u5b/uW7b/n1Lz+l31HLoLOWTlMFjeo8OkzFtOjzaTMU0GkpoVH9CIvgDk3KLHosubjtBfRaChiwlTDoKKfPUkq/rZw+SzltugJadfm45A9o1uTTrCnAqXiEVZKDtuYuJnE2DkUurcZieu1lDLfUEWoVMNYlYbxLxIxbQbxbytyAnKOEg5VhLVM9YtaCeo4mHOxGLawG9KQCRqbcGiLtEkItQsJtYoabBfia6uh3VtKiLaRJW0SjppAmdT6dxjJatHn0mItpVuXgkmVhEWUhr7iLouIempoMHIpCTIIc6hWFDNWLGO2UEWkVMNWnIN4lYS1oYtGjZsWnZdmjYqZHwNM5F59vd/Bnp308mbFymjDzwVI9T2Ys7EQUnE8beDFv4sNFG29SDj5atvPFVj0/32vlZ7ttvFlt4MPlJo5iJrbDejaG9ax4taS8CrZG9Dydref1UgOfrjfz6VoTH6838Srl4oNUE4/n7JxO2zifc3I8beUgbuYoYeMobiPpFrAVNbA1ZmYlqGU1oGY1oGEjamQpoGZuUMaST82iR8bBhInzWRuP5xxsRw0cJuzsjps5mDTzOOnkfNbGk3kX+3ET+3EjR1NWTmcdHM/YOZq2cTRl52y+md1JJysjetZGDGxHjKwPq9gOa9gaUbM7pudx0smTZD17Y0ZeLrVwPudiP27lYMrF41QvB4seVia7OFwP8vwowfqcl+3FAE8PEuwvD3O6Eebj8zkeb0R4tjPOq7MkL89XeHayyvOzTU73FthbT7C3Hr9oRXy5yk9epXhzmuDJZoDHa0N8sBfk2YaH17tBDud6WAjWsxhp4PG6n414C3M+AythC5GWGiY6hCwMqplzy1j2qVgN6Vga1rES0LERMrA9YuYo7uQgZmEnamB/zMTBuJkVn4K9MTP7YxYOYlaOJmycTTk5m3JyPOngcNzK7qiFjZCOg4SV3XEzmxE9KwE1mxEjBxMOdsaMnEw7OEyYeZJ08nKpgcczNl7ON/F0pp6zuJW9iI7DMSMHo0a2Q3r2I0ZOJxw8nmoi3FSLLO8y0kdXUBSkUfvgfeoeXEWen46+7C51We8hefg+4uz3UBffwFh5G0vtHerF9+k15tOufoBDmI5LdJs21QPaNTm0qXLoNZajyruB/FEaxooMdCV3sFZmoc6/jrMugzbFQ1rkD7DX3MJUfp1GyV16Dbl0qHJokT7AWHYDbdFV1HmXsZTdpE36EEPxDUxlN4m2STGW3UBddBVbXRbxARvPtxK8PEjx2ekaH27EOZzy8s//+Hd8993v/zCN7+t/dXW/+Y5/efs9v/3Vlwy3Khl01NCiLaJRnYuvVUS/s4IGTQ499jK6beUMuMqZ9qpYHTWzNW5jOaRnZkDBZL+KaKeUQIuQPlspncYimjW56GtuYRLewyrOpF75iBZdASbBPayyLJzKbJp0ufTYigm21jHWKWS8S8i8R8FWxMDCkIyNsIatiIrdMSNzfRJSHjV7o3ZSHhVrwzqme8SMd8mYdmtI9CpJeoyshBysR1wsDJsItooY6VQQ7pQS61Uy6zEwN6jieKqRs6lmtkZsrI04Ge/VMlhfw3CriOFWMQOuGjqMJbRoCumzljJgLcXvqmCiW8bkDwC4FbZyHG9mYUBNrLWSjZCO0ykXKY+aFb+e7aiFhSEFc2456yE9e2NmzqfqOYxZSA1JWBtW8GTWyemkle2onpVhDcteLbFWIfF2Ccs+I/MDcpZ9Ks6mXRxPmHidauSDJRencS37USXH4zqOxvU8nrXxfLGB82k751M2diMaHk/bOZuycRw3sRqQsxZUshZSshpUcDJt5yBuYTdmZsWvZiNs4GDCwkHCxP6EmZ2omZOEi60RLZsjKnbHtOyN6TmMmzlKWDmKmzhKmDmetLI7qmc/ZuI4YeXxrIPDuIH9mI71sJLDhIXD+n763QAAIABJREFUcSNn03bOZ12cTjvYGTOQHBDw2XoXKx4RmyNqni218eVxiN/9dIN/+PU5v/58k6/erPLvfnLIrz4/4YtX27x+ssBXn+zy6nSOjx4vcb49wda8jyeHk3z2wQ6/+ukH/OTNMz57fc4XH53z009O+cWXT3j5eIUPny7z+nSGx1thXu6P8sWzef7i4w1+8mSOr16l+PnTFV5sjfPzF6v88vUav/pwjZ+cT7M53kzCrWSiR8K0W8bMgJg5j4xFv5b5AQVzfWLi7dUse1UsDSmY6hIw3lrJokfBnFvCyrCataCO7aiZrRE9O1E92yNaDmImNoIqtsIaziZtnE/aeDpTz+MpF/tRE5sBLQdRC+cJBycTVnZCao5jRs7iZvYjWg7HTBzHLJzFHeyG9az71ByN2dkbMXMQNXE4amJxUImj5haCBz+mLvMS6sJ0lHk3UealoSu5ha70JtKH71N1508wlt/BVptJqyIPp+AejdIMbDVptCmz6TcX0SC+R7Msg2i7BIfgPva6LMQPrqArvku9KBdV/k0Uj65Tc+dPkeRcwlp1myZp5g8M7xLWyus0iG7RrcmlS/2IZkkm1sp0rOU3MRVdo1ddiCLnPVT5l+kxXri+lel/hOzhNRplhSyEOznZmOHD03VOUmPM+dv4P/7p73n79rsfhhT8gYzv22+/5+u33/FXv/qCGY+JtbCZRI+EsS4R8349sx4VCwEdsR4h04MqDhL17E9YOJmyczBuYm1YznZIy/qwlvkhBXODcuY9Kqb65fhcJfgby/E1lDHplrM+5mB5xMKsR814t5iVESNrERNbMQt74xaeJBt5PFfPs0U7n++382LRxZvVRj5IOXg252AjZGbBo2HJp2WqV8KSV8OST89Et4pIm4Th+hrCzSJCTUJG26Us+vVEW0UEmwQEmmqJtguItNQRaaxlskvKbJ+CRKeUkcY6wk1CQi0iQi1Cgs1CAk1CIh1yxnu1TPZrmHIrWfQb2IjYOIw3sBm2sBE2shE0sua3MNenYsVnZLJDQaxFTLxDRKytlukeBdPdKmKtQqLNdURaBAy7Kugz5DJoLmDQks+QrYDRtjoC9ZUEXdWMtkqIdymY7teQ6JIx06dkM2xlJ2JlM2zgOG5nM6BhM6hlJ2pmtl9M0FVMolvAVI+IlF/DyrCWjbCRlE/NyrCGJa+CRa+C1aCGrYiBlYCGZb+KuQEpiW4RyUEFiZ465gYlTPeLmeoRkxxQkvKpWfKpWPSqL757j4TJHjGLHhWz/RJm+qTM9suY7ZMxPyAl5ZWyHpSzE1HxdNbO2bSdrYielF9NoltAoL4UtzmfHn02mxEz450CmmT3cFuLSY3Y2ZhoZD3WxErUxWLYweNVPz9/luKrF6u8Ppnko/NFfvZ6n8+eb/Pm8RovjpO8Op3j2dE8v/j0CX/2xUt++tETfvXT1/zFz17xm1+85rMPD/n45TafPFvn+f4U55vjPNuZ5tMnKV4fTfFyb4I3h3N8uDvDs9UYL7cm+Oh4js+eLPDB0RSPtwJsTDYzH7awHDEz51Ey3S1jYUDFRshAsl/KkkfFekDPsk/DwqCctYCGtWE1e6NmdiJGtkf0LA5J2Qpr2AiqWBtWXGwqIQ1HE1ZWfUo2AxrW/GpWfWrW/Bo2A3p2wyY2Azq2Q3o2htVsBJTsRnQcxvRshZQcT5jZGdGwFVRzFLNwHLOyN6JlJ6Ql2SfDUHwN8cP3kedeR1N4C0HGZWrv/Rjpwys46jKxVmehLU7HWH4HWe5lbLX3cAjuoy99H3PVDdpVOXTp8miUZtAiz2K8W4VLlIlT8ABx9ntoitKQ5FxG/OA9DCW3MZbewlRxC1vNbZplWfRo82mXZdEsuoOz+gaNgls01N2mRZyJrSqNVkkGzaJ7tEkysVXeRv7wXWSP3sNRnYkq9zrS7Cvoyu7ib9GyszDGh2cbPN9Jcrg4xv/+T//w/yh1/8AA89u33/H1N1/zH/72KzbHnJzP1HMYt7LkUzHdL+Ug4WQ/7mAzYmYloGfJp2YramZ3zMpGyEhqSMn+qI3DmJ2tET17Yxb2xm1sj1pZCerZiFpYCejYG3ewFbWQ8mtYDRlY8CjZHDGxMCRjZ9TMSdzB+ZSLs0kHpzMWni852RvTcRDTcxI3sD9qJOnRMe1Wsxa2k/ToWfAZSXoNzAwaCbdI/u0INYuJtElZHDYx0aMi0iFntFtOwq0m6TH+cJgY65TjcVQyaCljtF3KZK+GkWYR0RYpkRYpXlsNHlsNfmc1oaZaxrukTHRJmelXMOdWsTCkZGFIQdKtIuXTszNqJ+nWMNuvZnlYT9KjZMlnYLZfy2y/lul+FbODalIBE9NuBVN9UmYGFSx4tSz7zSQH9Ex2K5np07Do1TPeIWKsTcJYu5Roi5B4p4zpPiXJAQ0pj47FIS0TnRJi7WKCjdX4XZUEG6oZshTjd5bjd1YQcFUSba1jor2OyW4hix4VyQE5k91CkgNyFj1SpnrqWB3WshezcDBhYTtqIjmkZMGrYd6rZGlYw7RbzmSvnHi3jBm3ipWgiSW/lrlBNRNdEuaHFOyM6tkIKzmMm3i52MyLxRYm2mroMxTgsZVRL7pDg/QuA7YSxrqlRDok+JuEtKgLaVYV0GkqpUXziCZpFoO2UuY8WnbiDaxFbRzOtLE708rTjRA/e7nGn73Z4/XZHC9OEhyuhTheH+Pjpxu8Pl/j1ekan7464GefPOYvfv6aX/7sAz794Iiff3LOB6ervDxc4WR9luWEn2S0m8PlET5/ssoXT9b4yeMVvnq5ycudBBvxXo4W/HzxdInffHHIb39yyM+ez7E/2cpEu4ipbgmx9lriXUIS3SKm+2UseFQselTMDyiY6ZWw7NOx4teyGTazHjKyFjKwMqxlPWRkPWS82DzDJlYDBtaDBtYChotNNWRmM2Rmxatm1a9hPaBjfVjDTtTIcfyCdGyG1awHVWxHdBzH7RzH7eyPmtmPGjmZcDDVKUGe8x61GZfRl97FWH4f2cPriB9cwVx5D5foAYq8q6gLb6ArSUf66D10pWlIHr6LtvQa9ZL7NCuyaJRlYqu7RZc+nz5zMZbqdGx1d7HW3MFQnoax4hbNsjzqhdk46zKxVN7CVJ6GvfY2loo02qUPaBbdo0f9kA55FvbKNJpEGThqb9GpfMCAIY9m4R2sFTexVt5GnPVjrJV3aZfn46zJwFaTSbuunNW4l4OVST59usOTrXn+03/8HW+//y9/GPD9a5zl22++5+tvvuMv//xzAg11JLolzPYrSHQrGO+SE++RE2kVEKivxmuvINBYw3BTLf3mEoZs5Xis5XhspQRclYy1Cok01xFpFpLoVTPWqWCsQ8Jkv5x5r5apfjlzHjUrYQsLXh0LXj3JQS3xbinzgxpWAmam+5SMdwqZGZAy2SdnYUjNakDH/ICGmQE9Cz4LsU454WYhIy1Chutr8Diq8TprGLJX0aUrxOeqZdBWgddVSZ+1km5zBQPOGryNdQQahcy41cx7DCT6lCS9eha8GnaiVnZj9cwP6UgNW1gJ2kl0KxlrkxJtkxJukTDRoyLeo2RuyMB6yMmy38yK38xkl4KpHjnrITNLHh3xTikzbjWJngugDDXU4ndWEm6sJtJUQ7xDzHSPjKkeCbP9MhY8aubdSqa7pUx1y1ga0rI+rCflVbMwqGO6V8loi4hgfQ1eRwWD5mKiTbWEG2vw2srxOSoJNwuJtIpIdMuY7leRHNKR8ptY8ptJDmpJ+bRsRaxsRaysDOtZ8mpYDxnZGTWwMixnxS/nYNzMUcLC1oielWEdix4180NyUn41Kb+KBY+KlE/H3ICcRY+ClF9NckBOclDFsl/JUcLIxoiS7VEDx9PNdKmy0RZewVp9jx59KQP2StyOcjpN+bTo8nDKHmKozURRcgtB7hUkhdfQV9+jU1+K11VLhzaHcGslk/1iZodkbMasTPRKOJrv47efb/Fyf4TVyWYOUh6OVwO8Pp3j+eEcxxtxnh8u8sXrQ7764hm/+PIVX37yjC/enPHpyyOe7K1ysrXE04MVNpJh9pajvDpa4mQ9wWdPVvmrL8/4q88P+enJLM8WvSwMN3G+Ms7ffvWC/+U3r/jsNE4qaCXSImTQUo7bXEqvvpAubT4d6lz6TCX0mctpVxfQoS2iz1xOn7kcX70At6OKelk2LmkWrdp8mlWPqJdm0a0tZtBSic9Rw5CtAo+9kpGmizUPuKrw2csJuCoJ1Vcy7CzDYynEZy9lwFTAkKWYaIuQyW4FS14NMz0iVnxaRhrq0JXcouLeZeqyLmOtfoAk5xrSnKtoim5iq81AnncF2aPLWGvuoy66jr4sHVttBi3KR3Tq8mhTP6RLn4+5Oo1WVQ7tmlwcgnt06vLo1OVirk7DVHmTBvEDnLX3URe8j6P2Hg2iTAxl19GVXMVVdw990ft0a/Npk+dgLr9JgyCTesFd2uUZRBorqK9Nw1F9B1XuFTqU+TQKM2msy8BefQdx9rsoC24Q7rIwHe5lOznK+UaSf/5P/5Fvv//PfPPNd3z9/wJ6/03g+/bb73j77fe8fft7fvvLnzDSpibSIiPUrCDWq2OiX4/bXs6gs5JOYyEu2QNatLk0qh/RaSyl21TOgL2afksZY10KQq1S3LZqugyleBvFuJ0Cuk0VdBnL6NSX0G0qw22vwdcgwt8kZtBVjdteyYCzmkFXDWN9OjwNQgYcNYz3qon3G5h0a5nz6JgZ1DPZryfeqyXUJCLcImG8W814t5o5v42xHhVjPWp8jQJGu1V46muIdkgJtSkItioYcgnwNNbhc9URqq8k3iVldkDLkl/PelDHUczCsk/DdL+CtREbc0NaZgc0jLaJiHbICLZK8DfWMdxYy5CjAr+ritF2IYkeOaOtYqKtQmIdYiY6ZEz2qJnp1zLVpyDWKSbWIWGiS8ysW0nSrWZ+QMN60Mx60MRGyMx21HpRMrnlbIYuni/7tKwHDCwMyJnpEZPoEjPTryLaKiLSIiDpVjE3oGaqT8l4p5hpt4aZAQ2bIxbWQ2bGO2pJdAmZ6Zcy55b/wE6VpHwaYm01LAwpmRuQsTysZD2oYdFzkUtM+VQs+7Ss+AwsDmpYD15kLPfGLOzHbOxELKz5dawMq9kdtbAbtbDi07LiUbLmU7EZMrLo09NvLcMpzqFVVcyAo5YuYylWwX0sggxUFWkY6zKpzb1Kbe4VRIVXkRZfx1CbhaTwBtUPfoy6/CYNihyc0gzMNen0GgsZaa4l3FTN9ICSVMjCk5UBXm4NszXbw0qijSc7Ec63R3m8E+eTZ+v8/NNTPny2w/b6DE9Pt3jz/IiPXxzz2atTdldmeXa8ztnuHC9Olvni1RHPj1I8PUjy+niOX75e5y8+SPEXr+b5+fEkn+xMsJVw8+ogwc9eLfHR0QRnC4NMuXX4XNUEG+sYspXTayzEX1/LcEMdvcYSug3FDDcI8LpqGXJU42sQ0K7Np99aTo+phCZFDi5pNo3yPBrlubSo82lWPaTTUEiXoZBeUxld+kK69PkM2svoNuRTL7lHg/Q+raoceoyFuC1lBJtFBBuFxDpkzPZrSA5oGTSXU515CVHBHYTZ7yPIuIQg4z20Rbcxlt/BKXyAofxC63MIstAU30CQ+SO0xTcxVqVjF9/DXJuOXXSXNm0eXcYi6iXZNMvzMFbepNtQhKH8BqaK29hq7mMsu4Gu+Cqt8ofUizKw1dyiXpSJseI24px30BS9j7b4GpKH7yJ/9B6Nokza5RkMmfJoEt5Clv0OmvxrtMtzqa+9h7XsJtXpf4Q46wqyhzfQVdwj2GkjNtTK5myE//Uf/563333/31fqfvPtN3z9zbf89a+/JNKpYqxTRrRDSaRDzki7hHC7kLhbxbRHT6CllnC7iECrkNFuBRO9GhL9GqYGNMwPWxhuFtBjLmbQWUWkU46noZY+eyX+JhEd+iKGXHUMN0sYdNbhdtbS66iky1ZJl62KVkMpHZZKOq1VdJrK6bNV02P5V1CsZtBZzaCtCp+rDl99DZF2KZP9eiZ6NIz3q5jo1xHtVDHcLCbSpSDQKiTcLmW4WYqvUYLbUYO/SUigWcxYp5zJfg0TfUpmh9RsRazsj9mZ7JMxM6hmdlDLtPviHG0VXji6A2rmfQZSARNJj5rpAQWrIT3boyZ2xqyshQxsjJhZ8ZuY7VOy7NexPWphI2xgeVjNftzGYdzOetDAZJeIeIfgoiQaVJLoEpIckjHZK/w3gFoYVLDkUbLgVvwbyM17tUy7FSQ9Wha9Wpa8Omb65cwPqVn06kj5dWyGjWxFzCQHFayGjP8mT6wMa0n5VKwFdawMa1kLGEgOKEkOyFgN6lkYUrPk1bAZNrMwqGRxSMXWiJm1gI6UV0XKp2LFr2WqV8R0v5jkgJRkv5TFARlLQxJ2owZezHeyN96Az1VDm6aIQaeIdn0ZuurbKEqvoCi5jF2aRaO6CIs4F6s0n0ZNMS5lPiZBJs2aYlq0pTRqinDKH2GXPKBZU4C2/Bb6yjs0ynJoUeTQbSik11TEeI+Mvckm3uyF2Jvt4tl2mI/OZnl5PMPrx0uc7yX5+NkOL083eX66zvlhik9fH/Plx2f85M0pHz/f4WxvlvP9JD99c8Lrx+uc7c7weDvB509T/OazHX7xaomfnk3xZivI6w0/j5eGOFnw8tsvjvjqgw0OFrzM+CzEe2UkhxTMDFysx2yfnNk+GUm3guSAnDm3jMmuOjZDOlaHdSwNqZntlbHgVjLnVjDRLWGyT8ZEt5BEr5h5r5J4j5BYh5B4j4SJbhFjHbXEOmsZba9mrKOOUFMlYx0CYp0ixrvEBBsqCTdUE28Xk+iQ0KnKo+LOjyi5+x7VmVeoun+Jmsx3keVdR5B1CW3JLQwVt9GVpSN5dBl5/jUUBVeRPrqCofI2krwrlN7+H2hW5BFqEtOhzUNbko405xqy3MuYKm+hyLuMpigNVcF1VAVXaFfl0qp8SIM4A3NVOrK8KwiyLyHMuYQs/wrasnSkudeQPrxCszSHVmkGjuo0nFV3sJSlYyi+hq3yDuLMH2Erv4M6N43ymz+m5v676MrSGem2MNLnYtTTwT/9+/+Z7/9V4/v/P3r+7Q8a31u+/uYbfveXP2N5xM7WmJmNUQvzXg3LQSMLPjWrIwY2xyws+BUX1zEr2zErqyEde+NWtqNGtkctrIZNTLklrIR0rEVMF+HkgJ7VEQuj7XUsBYykAmaWQ1bifXJivVImB1WM98kJtNQRbBUSbBXiqa8k2CYg1CZg0FnGcEstoVYBw811DDkrcNuLCbcL8DfVMFRfgUuVSaMmD5eiAIfsEW3GIvqc5fSYi/E3CAi2iAm3Cwm3X7xzvE9FoKWOSIeAkbZqYp1CJvtkxDolJHqVTPUpmXGrWAtaSPl0LPk0bIxYSA3r2I5ZWQooWQ1reZxsZi9mYXlYyWpAzc6ohdWAgZRXw2ZIz1ZYT8orZ3fUyHHCxvaIjrNEPftRO+sBPTsRE7sxK7tjdjaiZrbHrOz8AJYnky7WAhoWB5Wk/EaSHj2xLiFJj4oFr4ZFv4adURs70QuTZWvEyO7ohUO7MCRnwathblDJgkfFkk9NyqtkLaBmyStndVhDpLGcZL+SjaCJg5idZL+MxUEl+2M2VvwKloeVpHxKkgMXbYqLQ1pmepUkhzSshAwXz4cUbId0vFlt5sO1VtZDBiJtAoItUqyCLFzSh5jrsqh++B4WUQZd5kK6LCVYxdlUPriEsuI2qopbOGS5GOvu06YrpstUTr08l05jGcF2Ge36IqzCLEx19zEKMnDKczDV3ENdeoMuQyETvVIme6VM9it5vhniyWaUJ7sJPn2xxYujZV4erfLZ810+fb7Jh09XefNsg4+fbfHRkzV++mafJ/uzHKzF+PWXz/j05Q4fPlnlw7MUnz9d4acv1/j0fJ6fvljiF89neb3az2ebPl6tBNif9fLZ0y0+f7bD2WqUg+l29mM2ljxylr1qlr1a5t0K1ocN7EStHIw7OYxZeTJl42jMwk7IwG7IxNGYg8MxOztRM/tjVrbDek7jdp7N1nMybuXJbCsniXq2RowcxR08nm3gOOHgJFH/A/vWsj9mZyNkYCtsYitkZM2r4Xi8gbCrDsnDa1Rl3aAi4wpVDy4jzL2KpuwOTlEukkdXqbz/pwgevnvRxpl3DXnhdZQlaegqbiEvTENZepdGaS4eRxVt2oeYKu9ReetHKPLfx1J9G31ZGurCNKru/Anqous4hfdRF7+HpTodZcEVKm7/j9RmXUKadxVVyU0URWnUPbiCtuQe9posLJXpaAuvoiu4Qas0G2ftDZpEWShzLqMruI7y0TWq7ryHsvAmg7YqvM1KogONDHS4+N3f/jXf/f7/+u+bwPzN12/55u3v+Ye//jPWx1ycLTRwOO1kL+4kFdJyMtfEetTAk6VWnqbaebrUwd6Ena1REwdxGx+t97A/ZuJwwsxezMDptI2Xy008X2riRaqJ/XErGyMmtqMWNiNm1sN69mJWjqedHE1aeJKs53TGwW7MxNNkE88WLnJdzxabeLrQwOGkhfM5F6czTs6SzRxNO9lP2Hiy2MJe3M72uJ3xITW+NglNumJ6HFW0mQqJ9qtYG7Uz79ORChrZnbDzeK6RnaiR/ZidnTEr+wk7R1P17E44WQoYWPAaWfQZWQ9bWfKq2YoYWQuoWQ9qWQsaiHfVkfKrmBsQsB7WsTAkZ8mjIOVXsRpQM90nZLZfzJxbwlHcRsqrIOmWMNsnYrZXyOKAnJRbyU7QwHZYxd6omidz9RzGnayPmNifcLI7ZmU9qGM7YuR00sn5tJODcQdrIRMzbhmbURtrQRO7Ew7Wwno+2uznSbLpol86auAwZmV31Mx21MyiR8n8gITTSQfPkg0cxk2cTFo5jFtI9os4jtdzMtXATtTCekDHbJ+YjZCO3VEjG2Eda0Ed070ilrxqNsIWpntlTPfKWRhUEmspYc0v4yBm4JPNDtZCGuI9UnpMxcgK30dRkoZDkoOiJA1FSTqNqjzMdbdRlV5DUngdafEtxEXX0FTdQVd9B3Hee+irbmETZuCSPKBVk8fkoI7RbiVOcRbtumIc8kcY6u5jFWWjrbiLseY+nYYi2tUP8DdUsDLm4uPTSY5WRni+l+QnHxywn4qzMRtmPzXC6+NZPn+2ys/fHJIc6+NofZxPnq1ztD7Olx8c8NHTLV6cpHh5tMgnj5f56vUWz7YneLEX48uns3y4FeTTbT+fH4zw4fYIB3Mhfv7qhD9/c8Snh3HOZlrYjRqY7RUy2ycj3i5kok3AbK+CWHMdCwNKUoMyNgMaVr1KlodUzPfKSfbKmR+Qk+yXMdlezVRHDQv9IlaGFKS8WlIeNSmPiu0RE3tjVlJe5QWzHzGyO2plP2ZjM2xgLaC9YPQ+FSmPimB9LdUZ75J74x3KMy4jKbyJ4OFlZAVXMVXfR116C5swG33lfSR516nJeg9pfhrywhsoitOQFd1EXZmBvvI2raqHtOlzMVXfR5j1Lvqym+jLbqApvoaq4PoPJslVDOXX6dDm0iDJwl6bgeThFYxVGVhqs5DlX0X88CqinGtU3r2MriQDQ/lddCXpVN36Y7TFV3AJ02kVP8BYeB1N3hX0xenU3r+MS5xLo/QhHaYa/F02+ltt/P3f/TXf/f6/8vU3f0CO798CzN9+z7+8/a/86uef0WksJtRSha+xgh5zIV2mQrrNxfTZyhhuEeBvrmPIWcmAvZwufT6dukeEmmsJt9QSaa1lsk/C4rCGtaiR5bCexWEdqyNW4v9qIgwbWR4xsTJiZimgZjtm5MlCI/txK/txK4cJB5sRPccJG49nXZxNOzmImTidsnM65eB0xslB3MzpjIPHcw1sRQ2k/BpmfHrcjkq6TaWMuzWM9ioYdFUSahcRbBEw2a9kb8LB88UWtkf07EeNnE+7OJp0cJBwshwyMD2oYi1iv4isRC3sTdjYiGo4nbVzPlfP6VQjO1HLD1EeG88WW9gK69mLmjifdvF41slJwspJws5+zMjhxAXIvF5u5zTh5CBmZWfEzE7IyP6oiQ9SzTxfbGA9qCXRJWaqX8bsD1rc8g9xlN1RMwcxPZsjemYH5Uy7pSSHNIy1CZkZVJHok7A74WSqT8z2qIWtqJmdUQvJASnboxZWAlrWAxqOxy28XGjiJG5if1THblTLSdzGwaiF7YiBlFfB6rCaZZ+Cg5iZo7iZ7YiW/ZiJnaiBnaiRvTEL2xEjKa+C3aiOx7NmPlptZX/MxKxbyqC1kBZVDua6DHTV9zEJsjHWZmARZGCuu4tVeBdLXTqNyodYxNk0aIrR117M3FOWXscivEeLOpcmRQ5uSxl95mJalA8It4roNhTSonyEQ55NvfohjdoCTIJslGW3aNYU42+UYKhMo8OUz+nKAJ+cTvH6YJqzrWleHK1ysDrJ6oyP5GgH+4vDfHy+yvHGBI93pvjo8TIfnC7y5myV1+drfPR0kw/PVvj08Rp//vE+e0kfO/MDPN8Z5fPTaV5teHi61MkHqwMcJNwkBlp4vb/EeWqE7Vgjx1Mu1oIa5gcv1nLJo2F12MR4m5jpbilbQQPH4za2w1q2gjrWfXqWBtSsDus5jLlYHlKx0C9lP2Jmzathrld+URIPXLDz9YCexUE5yz4lK341q8MaVoc1LHkUrPgvQtbxjlqmusQMO2upzHiXjPf+iIrMyxhqHyApuIqy5Aaq4huIcy+jLL2FuCCN0ruXKL37DkW3/pjyjB9Rk32ZyqwrlNz7MfLC63Tpi9FWpGEXZGEov4W66Cq60uvoSm+gzL9KkzT3ByB8nwZpBrbaOxjKbyF8cAll4XUMFXeoy3wHcc4VhFlXqbz7LoLs96nNuoTwwRWqbv8IXclNDGVpaAtvoH504yLOknODmowbyAtuI8u9gl2SR3+Tjp5mC//hd3/D97//L//NdrUpirCnAAAgAElEQVT/b8b39lv+z+/e8ps//4xQp4ykT8dotwy3q5IOSwkd5mKadHm0mUror6+lWVdAvSKHRvUjGpTZ1MszadM9otNYRIs6j0CbiE5jAW26fLqMxXSbymjW5NGmz2egvorBhircrnKG6iuIdIgY7ZIQaK5luLEWb301/ZYSIp0SJvpVDDrKGHKVE2oTEGytZdanI+6WE3fLiXQKCbYIiPWq8bWKccgf0WYoI9ChwN8mpd1UzlCjEG+zmE5jMcGWGpZDZkbbBcT75MTdCsIdAjzNNbSaimg2ltBlKqNe9oAW1UPCbQLGey/iJos+NUteNUseDbsxG4/nm9mNWVnyKtmOGHm+1MqLVCv7ExZ2xyxsR42shdQs+WScTLlYC2pJ+VVsjpjYi9lZ8qk5+KH1KN4jY6xdTqxbyliXmKWAidTwhUGwMWJid0zPkk+F11VCvFfKvNdAsLGWAXsFoVYRoRYBE71KZgY1LPiNzHq0jHaImOxXMN4lYjtqYSts4GjcxtaI9gKUx81shjRsBLVsjWjZiRrYGzNzOuXkcMLEk6ST48QF6D6dc/JqsZFnyXqezbk4jht4uWTnFyc9PEk68FjzcYnu06LKpcdcjtspQl1xl+rsS9Q8eAdd+Q2cojs4xXcw16TRoMjGJsvGJs2hTV9Eiy4fVdk1nNIM+m1lBJoF1MuysNSmYxfdplGZhV10hy5DEUP1NfQ6SumyFNFmLMGlzMMiysEhLcYizMYivM2Aq4SNiXrOlwfYXQzw7HCJp0er7K3FWZ31cbAY5uPzZc634xyshPnZm01ON2O8OJjjxfESv/7Zc042E7w+XuCT80Ve7CZYm+zmzckkL3bGeLkV5Hy+kyfJdj5a9bMaaCU+0MyT9Un2Zvo5SXYwPSBhflBByqdmpk/KWtDIfqyBxSEVKY+Cw3EbZ9Mu9scs7I9ZSXnUzPXJWBpSkxpUsuJVsxs2sRUwsDigZq5PycKAisXBC+a37FWzHtCx7L24TvZLWfZeaLDrATM7YSsLbhWhBgGih+9TkH6Jmpz3cchykRdfQ1lyFW152oXuVngNZWk61VmXqM68RFXWj5EWXEP06DqVGVcoy7hEgzwPlzgLWcEVmpV5tMhz0JVeu8j7ld1AU3QBgLrSa8jzL9Gpy6VB8gBj2R1UBdcxVqRhqb6DKPsd5HlXUebeRJB1GUNVBrL8NGoy3kNbcg9NYTp1999B/ugGytw7SHNuUHzjR+Rdv0Rx+iVkj95HVXqPbqeSdpeOv/+7v+S77//Azo0Lje8t3377Dd+8/Zbf/eVXbI43sT/pIBXUkwobWAhomfNpWB9zMOfVMzWgIe5WMOGWsTVRz2rEysyQnK2Yjf2pViZ6VCwMm5l0q5h0qxlyVJJwq4n2iEgMqpj165n2agm1Cwm1C4gPqBjtkRFuFzHgqMBtL8ftKGfQVUmwTUi0W0afrYQuYwEdhnz6neV0W4tpUD+gSZtLs7aIJnURZlEGRmEGLlUuLlU2NlkmirIb2GXZNKgLMAvvoa26hqkunVZdHm2GEizSTKyyLMyybATFV5FX3cUmL0RdcR9p8U0UpemYBQ8YcArx1NfSbS5myFlNqE3EaLcEf1MNo91SlkesLASMBJpraFVn/5tjN+ispE2bS4c+j+GWOqLdMka7pAw31tBvKcNTX02wTYCnsYZgu4RIp5w+aym+hhqmBrSMtInYijVwMttEvFdGh/Yhk0M64n1qek2lDDaK8DZL6TSV0e+owtdYx6Cjmm5bBW5XHb22Stq0+Uy61cwPaVn2apnrE7M/buV0up6NkJ6juJPjSRtPk/Ucxa3sx0wcTBg4nDDweMbGVkjJi/l6TuImNoNyVrwidqMKXi5a+XC1kblBAYHmKvqdlTSp87DUZSAtvE7pvT9B+Og91KXXcIruUC+6i6U6jUb5A+ziTIQFl7FJc+i1lVOvyKbHXESwVUi0U0qvuRinNIsucxH66hvoq29Qr8imTVtIl66Y4WYhncYCButrcLsEGOruo6q8h1n4gF5bBaaqa/SbHjHv1/DxUYKPz5Z5erDE8dY0H5ymeLo1ye5igMfbMZ7sxvjyg1VeHE7y0eMFPnq6xk/e7PPh2RLP96f4+GyeZ9sxjlN+ztaGOUh5+OAgxq8/XOaLgyC/2PXycWqIHrOQmWAvL/en+eBglOlBDbNuNfNDOpJDWlaCZl6vDbEbc7AR1DPvlrM4oCLlUbMW0LE1YmLzh7Fke1ELm8M6Noe1HESsrPoMbIUtF25/QM/ioIIVn5oVn56tkJmUR0OspZq1YQPrARMrXj0rHhUzXQImOsQ0yh5Rk3MFccF1GtUFOOXZaCtuoC69AD+HJAtN+U0k+VdQl93EXHefRtUjFIU3ED66hkOWS700iyZZJoqCy9gF92jT5GCpuSh1jRXpNMsfYam+jV1wB6foLv2WYprlD6m99w6aouu0qh7QJM/EUp2OoewWsofvU3Hrj9GU3qM2832q717CWH4XfWk6Nff+GEX+VXRFt1Dnp1Fz/zKFN9+h9M6P0BTdRF+VTbtVhl0n5H/6m9/w9vc/kLi3f6jG981bvnv7Pf/4N7/gZKaVrREdmyN6Plzv5jBhYyOi5XDSxsGEmbWAgrWgho0RLXvjZraj+h9S6EoSXdVEmstZ9KlY8CpZ8CoY76xmbcTASlhLKqRiwSdnPWJgJWRk2i1ha9zEclDLckjLXsJGKqhhxi1lya8hOSRnf8LOXtzJSthIrEtIYkBOrFfEtEfBtEfNaJcMf5OQUFst014t0x4tkU4BcbeSQIuAcJuEySED0W45EwNq/C11+Ftq8TRW43aW02kqolWXT7eljE5LGZ2WCupV+RejrESZ6Gru0KQtpM1QRIexmAZVLtrqm1gl97FIMtFXp9OkeohdfA9V+TXkxdcwC7KoVxZilz5CXnIdSdFVzMJMLOJMHLJM7JJMDDV3MdbeoV6ZQ7Mul2ZdPi7lQ2zSDOqV2bQbCmnV5BHrURJpF9GhK8Qly6ZdV0iXqYR6+UMaNIU4FHk0qAto1hXTaiihRVeEXf4IhyIfuzyfZl0JnaYSPPXVjHZK6LcUEWqpZapfSaC+gmBjNdP9UhZ9SuYGpEz3C9mK6jmatPJ4xsXOiJbThI0Xi008nXPyyUYrH6+18Gatjd2YEb+riH5rCQ2qR9jFWWjKbiLOu4K69Cb10hya5A/otxTRYyzAbSnBJriHtiINbdUtlGVp2CVZdBqL6TAU0mMuwt9Yg1Nynwb5QzoMxXSaimnWPMIpz0RTfgNl0XVMNbdxybLpNpfjlOXglOdgFN7DKs5g0FmF11nOeKeAqT4hK2ELX71Y5OX+DE/3Zvn4fIVXe9OsTPSwFOvk5f4EH53N8PIwztlGmCe7cfaWQ3z8eJEXewmOV0KsJfo4WvRzuDDE8YqX8/UQn55M89tPlvmzIz8fzrexHW2n36Fiay7Mx2ezTHuMRFulxLuVjLbWMtMvY33EQqS5knhHHSMNFUx1S3/odpGx+oPLPtUtZKZbxEyPkAW3hDW/hukeCSmvlqUhFav+i97gZb+W8XYREx0SJruVzPVrmepRMNOrZHFAzZpfx2ZAz/6Yg4keJbKia1RkvIOh5j7G2js4pVmY6+4gybuKsfo29bJstOU3kRdeRV2ahlOSjSD7XST511CV3kBbdpUeQwHGiutY627TrHyEsfKi00NZcBV92U1MlWm4xHdxiu7SKM1Glvse4ux3sVTdxl6XTpPsLt2GXBqlD5Bkv0dp2p9SdvsyVXffR5B1lYrbf4yqMA1N0XVU+VfQF99EX5KOpjgdSf4tyu7+GFleGqa6PJr0dZiUlfzdX/36v/+/ul9/+5Zvv/6W/+3f/5KnS21shXXsjVp4sdzG3oSF0xkHJ1MWni/Yeb3cwNmUjf2YkZNJOyeTNs6mHOyO6nmx1Mph3MHumJXNEQPnc42sBuWcTtk5n3ZyNmnmyZyNl4sN7EX/b87eq7vRxD7zXM9Illrq6qruCqxcrCqySBZzBEDknCMRSSSCyBkgwAAwg5nFyrla3S21wlgOcpy11/aMx8f2zu6ePccX+zn2WK2W5Jmb316gxt6b3WP7Al/gPe/7xz88z+8xclpS8m7LwaOqmcOCku+17LxoGHlQ1nNS1PJ40cCDsoqDvIJWTsVaXM5aXMpKdIKHS3pebNjZSElpxCSUA2M0FqQ0FmSkHYM0YnKWwhIKHgE59xgF7ziNmJL1hJpWXsdaUkYzoaDomyLvnWIjpWe3YGYjqWGnYGSnYGK/amMto6M+r2Q5puRo0clyTEXOL2C75CTrF1MJidkvW1gMiajPy8gHRBSDUmL2URbnldQX5JSCElLuKeZtw5SCIlIzI0TNfaRnRsl6J0m7x4nZR5hR3yXhHiXtm8Cv62ZW10PUMkDQeJ+A9j5eVR+26VvYJTdxyu5gEt3EILiOSXQTh7wLh7wLp6Ibg+g6euFNtBM3scnuYRRdxyq/gVtzD59+EIesm6h5BJ+iG7f8HrO6fgLaXuZ0faRc4+Q9k1SDImohEc24nMW5Sfbyal5vOHm3aedV08pOSkrGOUDcMohX1o1L0o1m+DK6savI+z/BOHEFp+QWYV0vSccoGfckHsVddKMX8am6CRnu45J2EjENk3ELCRkHmdP1sRhREtIPMCPtJuUS4tXcw6ftYdbUh012C4PgBurRDmQDF1COXsIuu03ENkTOL8Ipu0XMNkTRP0UlMMbGgoiNxDRvWhF+9902rw9r/PDFNr/1qsWz3QKfPVriew9rfP/ZCl8+X+XTh4scNSL8hzcb/NEPj/nRizU+e7jE460Mx6tR9uuznDTCPNtJ83I3x+99tsVvP8/zw90A71b9VHw60n4T33/W5MVOgpWohgdVF0/qVr7Y9fN8xcpBVs3LVRdHeS0vV13vfw4e1yw8X3FxWjGxl1FylNdyUtLxdNlOK6ViLSrmIKdjZU7AdkLBfk7PUkhKbmaC+lzbcZRxjFIPStjLGtoX+KiY04KBjQUVfk0v4p6P0YxcwSK8iXGyA934JVRDVxF1n0E1dAFJ71mkvecYu/FtBLfPIOz+GEH3WUT3zmCcuIJLcgu76CoW4XUU/ReR9V5C1nsB1cAFdEMdWKc6sAouoOw7g7r/PNrBC5jHOzCMXsA80YFPeQO37ApBTTeG4SsMXPg2Q1c/ZuDyd5m49RGTt84w1XkWRc8lJLc/RN71CaLOMwhun2Po2jnunv2A8ZvnsIr78BnGsSrH+du/+ot/2vH9w7/Oq/sLfvHLX/Lzf/iKv/+bP+LFupdWSs5uWklzfpqtlJLddFse8aRu5qSoZzMm4UHJyHpUxMrcJHtpFQdZNZsLEurBCTYSUpoxMUcVA8/XHW0z/LKR1w0zrxtmXq4YeVxV82LZwMumjZ2UnNOqjjdbZr7Yn+HzXR8vmw5+fBTky10PjxY1nC4aOamaeFI38dn2DJ9u2vhs28GnG07ebbh5tGTloKjnqGxkKShiP29gI66gldZxXDRyXDSwGZdzXDTydNnOm20vJ1UjKxEhzZiUzaSK1aiYlbCI2uwkKxERtdAU1aCAnGecom+SnayBrGuUedN9Qroe0q5xir5h1hYEVPxjVGcFZJzDrCXVFPzj5PxD1Oan2MprWU2oaaY0tIoG9kt6nqy62MlqaOW0PFl1s1e0UI8qeLYxy8vtAJsZFS82/Dxf9/CqFeGw6mYra2E1rmK7YGIppmAxKqc4JyLtmaCR0lGbV1AJy4g4hpi3jxC2DGOXdeKQ3yATmCBiHcKvu49f38tG1kjGNY5b1o1Tfg/rdCdz+gHmDPeZtwwSMfZhl97Ep7uHZuwcfk0nBe8IFf8IJc8IDkEHOdckhpHL6EYuYxbcwirqxCXrxqfqwy66jXnyBvqhS4R0w8Qsk+hGLhM1j7IYVhLU95LzCdir2KlF5PjVXfjVvSxYJ3FK7+KU3mbBMU51Xs2cqZ/YzBg+Qy92WRd2aRcB/RBOxT0s4pt4NN2UggqChsF2J2gaIKzvIuPop+QfJu0Z4d1xge89XOXzx+v81psDvny+wbsHdR5vZfitdzucbiZ4vp/n1WGe3/neFr/3eYuffb7H3/zxW17s5XnWyrNXD7GSttPMzfBoM8VJM8rznRBHBQ1PSmYeVvwkZ+TsrcQ4XA6xHFWzFJJwlFPxvQ0br5aNHCQlvGq0C9+jqoHXTScPK1oelLQcF/U8qVt5UDbxuGZjN63icc3Ow6qVrbicV00v+1ktp1ULJyUTu1kjm3EdOykTR0UnS3NtQf7D2gyHRSuHeSO7aTVl3wTloBy77C7DN76JuO8cFvEtHPIuFEMXMQtuYpy8juDud5H3n0c3ehX92A2UQ1eQ3L+A9P55BHe/g236FobxyygHzzN5+zsMXv4mqoFL2IS30A5ewDh2EZugA7f0Fsq+M9iFl4mauvHKb5KwjWATXMY4egHd0Hl0Q5cQ3TnLVNcnTNz6EEV/B+ap20i628XOMXEd68gNxLfOILj1MV0ffUDX2Q8ZvPwBTsUAfuMENtU4f/tXf94ufP+2q+5XfPWLX/L3f/MnHC86WVuQsZs3sJGQsxZXUA0IaESlbKU1LIUkrIQkbKfUbCXVbKfaMILl8DT1oIDV+WlaOR07WR31kJC9gp6Dkp6thIL1mJxF/yRr81K2U0rWY2K2Ego2FxRsxqUcFlWcVLUcFnTsvL9anRZV79H2FjbiMg5zak5LGh6W1bxaNvGibuRpVc9eRsajmoEXDTv7WQWPa2b20gpOClperVp5s2bj+ZKZk4KSN+s2vtgL8HDRwJO6hafLdl42ZthJKjgpGXhQ1vN0qa1RPCwZ2Eqr2Em3tXMPazb2czoOCwbWY1JerTl43jCzHZexGVOwEZPRSis4LGlpLghZiUxSD05R9k6Sd42zEhFT8A5TnRunHhGQcw+zHBWzHJFR9gmpzwmo+EdZmptkLSrkQVnPad1MyTtG2TfJcljIbk7DRkLBdkbLftFIMy6nsSBnPankqGpjt2imPCdidUFNNSimPDfFk6aH9aSOgn+S9ayK0xUbW2kVtbCcelhKLTTNXsnIekLGXkHLs4aTZlJFPSpjPani2coM+1kNFfcQ5tFPCKh6iJnGMYxfQzt6Bf3ENWYNg2hGOpiRdWMYu4as92NsU7ewCzqxCK6TcI4Td4zgVd/FOHUZr6qLpGOUelhB2jVOziOgFlZSiyjxa3vwqLvIz4mZd45gk9/EILqKRXwb7cRVzKJOPJo+TKIbOBWdxO3jhC3DmIRXccpukvWMkfeMENTdIuUaYjNv44vHS/zwxTafPd3kh69bvH24wu98ccTPvjzmtz/f4/WDKu8elHi8FePZboqX+1le7OX4/FGd1YyTk+YC9YSVlZSLlZSTVwcFXu4nOK3beduY4Uf7CUoBBXGfhmLUTDmsoRSY5rRq4U3TzqfrLp5WzWzHpTypWTgpanm+YuPRooFnKzb2slp2Uiq2E2rWogrq/mmWgxKWg0KaEQkrc0I2YnJ2Umo240oaUSWrERWrYdV7a5uAik9Ezj1B0jFKZXa6vdLwTBA2DTKjvId8sIP7Hb/J2K3vIrx3Fs34VRSD55H0nkU3dhnT1A3MwpsoBy+gGr6EfPAC4r5zTN/7EKuok6k730E5eB7NSAfy+xeQ9pxFP3oJw/AFtIOfYJ28gmmsPfYaRs8R0t9m3nQPt/QWbsltlH3nEHZ+G/3wJbTDl5APfIJy4AKG8Wvohq8gvP0h0q4zmEcuYhi4gGHwPLrB88h6LzJ+42NE3RdxKQfxGcYwyYf427/6M77+1a/+jc6NX/yCn//8l/yff/2nNBN6aiEpawkNB2UjLzYCNOMq9kpWFsMSqiE5+yUb21kdD+pt0spmWsNGWk0zrqCVN7Iyr2AtrqEyK6IelrKVVrOX0/Jqw0sjOs1R0cBJxczzhoutpIyDoo7HyzYOilqOKwb2izo2k2qa8+L3WCojRwU9i4FJWjkd63E5B3kdu2k5+yk52wtijvJqHpR0HOZVHBe07KWUbMWk7CVUHOc1PCjqaMWl7KUUnBQ1HBU17KSkHBXVHORUnJQMbfN+QtbW3cWnOcyrOcxreFC1sp9rd73HRe0/yTqe1kx8uungxaqBZ0sm3q238VLf33XxbtPG63Ubn7c8PKmbWI9O0wgJeL5i40nNyKNFI0/rZh7XLBwXdRwX9DTC0zxaNPF6zc7zZTMvVyy8bdp42bSzHZeyk5BzlFfzsGJga0HMQU5DK6WgERawHhOznZDxoGzkIKdlO6FkN61mfV7ManiCnaSMRkjCZlzJZlLORlzMSmiKvHucuLWfsK6Lpeg0a3EpGykZRyUdyzExOc8QjYiIp3UHx3kTC8Y+XOJbeBT3cEm6cMm6sQhvEtD2YRHeZKLzWxgmruFV9KEd7sA0dg3n9E0Ww9MU/GME9beJ2weYNw0yq+rFLbnNgnmImHmAgm+KVqGNt8/6pvBru0h7Jwma7uPT3SNguI9X249q9DKinrP4dAM4FXfxabuJ24eohKX4tV0YJi8QNnWznlISt/WSdNxnMSzm8UaEx5tpvny5yxdP13m0neWLp00+fbTET95u8Xvf3+f3v7/LD18ss7c0y2ePauws+nm6k2GnGuDxVopHm0lOmgusZhw8WIvwvYdF9qoOHtdtfLoxy2bSglszQcynJe6TkZuVknGPspVRsRqZZj2mZDOpZietZT9v4KBgYDOp4NGSnQeLNh4tOdlMqtgvmHi26me/YGEzqeO44mQ5LGMvb+G47GB9Qc1WWsujJTetjJGlkJTVqJRWVk8zJiPvadsp/8c7sDg7RWFWhF97H83oNbRjV7CJb+LX9WIRXsM0dRWn5BYW4VUswmu4FXcwTlzEPHUJ/fgF1MOfYJq6hnr4IlbRdSyiG+jGrqK4fw7F/TNYJzuQdH2AR3oX6+Q1bFNXcImvM6vpxCa8iPL+hxhHO5Dd+7ANH526irL/LNqRDqzCTuzCO5jGrqPqO4928BKyro+R3v4IVc85HFM3kPeeZ7DjW6iGbuBS9uNSD6AW9fA3f/WnfP3+uPEP/3Lnxv+74/s1//U//UdKs3KilmFKQQmHi2a2cxrq83Jq8wpqMRVJ9zTViJLdkpW1tI5KaJp6VM5qQk01LGErbyLrnqQalFMMSCj4ROzmLbxY8/J8bYZWTsFxtU1Y3strebPt4fODWV6uz7CX13JQ0LORUNJIqHiwZONpw8GLdRfHFSOtrI7tvJnVBRV7BRNbCSXPlx3sZ5RsJ2SsR0Usekc4zOvYy2jYz+jZimlYjyqo+6fYTmhppfSsRSXsZjXs5zUcV/TU5sZoRCU0ozL20iperjrZSUnYzyqpBUY5Lpt5uGhhOyFjOyFlN6XgKKtiLyFhJy6mlZJwWtbyqKLi1YqWz7fNvGkYOC0qeVbT8mKpDeJ8UtXz6YaDZ4s6Hpc0/GDbx6slKw/zGj7f9PGkZubZUhs39LZp49migWeLOl43LDytmnhY1PHZhpsf7s/yvG7iTcPK93c8/KDl5QctH59tuvhs08WjvJLP1hy8XjbyuKTgh60ZfrTr5cttL08qBjYiAh4U1bxdc7CbVbD+vrN/ULPw6U6AtZiAp0sWjqsGDspaNhYEbMelVHwCnJLbmKeuEdTfJ2IawjR5FavwOrOaHsQ9H6IauoRVdAur8Aa60Qu4xDcJ63sp+wWsxWUcVvQ0YhLqQSm7ORtbGSN5zxQ+RScxcz/1sIydnJnHqz6WonIqIQkexW38mnvkA1Iitgl0E9cQ9ZzFPN2JX3+fWUMvuZlRdnJGahE5s7ouMjMjlAPjlAPj7Jd0tHJqHje8bORcvD6q89N3e3zvUY3XxxW+/3SZtw/K/C+/84SfvtviB0+X+eLxEj95tcFP3+7wZDvLXi3Aq/00h8sBdhe9vNrP8HAjyMv9OD94UmEzreO06qQxr8elGKMQdZIJKgkYBwlZ+knNjOCWd+JRdOOWdxE2DhI1DxE29eNTdxHQdBM13iftbHdqBe8U2ZkxSn4RJZ+YtGOcpG2UlGOcelDOUljB8aKDjZSOxoKaxaCUZlzFYcXKXsFAPSpnOaZgK9m2y63HpOxVrLSKDuoRFduF9vdbi8hZT+rZSBk4rDg4qc1wtGjn9XaIB3Ubz5punjZ97JcsxKyD6McuMCPvxCK8hma4A5voBlbRFRyiK6juf4hXdgevrBOH6DJh/T2ixh5sgg5MY5dwS25hF17BMPoJTtE1lPc/RtT1EQMXv8Fwx2+i7ruEpv88usEO7p39DQQ3zyK6+RGW8dsIOs8zfvM8VmEPDnkvRvEdpoev81/+4o/5+te//Odbxb+64/vFr/jbv/hD6hElm2k9qwtKlqISKkEhy/MK8r4pykEJ1aia0tw06xkd6ZkJqiEZ5TkJlTkJraKNtbSealjO8oKW9bSFhHOCRlxPLShlMSzmwbKLelRKemaKglfETk7LfknPakxMY0HFelLPclTJYkRC1jPEw2UrByUtj5ZsrCcV1MIylucVNGJKDvJmVkMiHlYtvNtqZ0HsZhScVsycVu3sZQy0UnrWYwpqQRHLESmbcSUPSkZOKzZ2Mxp20gr2shqWgtM0Y0pOyiZerLTxWm/W3GwsyCl5J2nMy2lEJewklJyWDDypGDjKKNlNalmZk3CQ1bOfUfKoouVxWctxRsXDgpHHJQOHKSWHaSWnBS0vlmzsJuXsp1XsxKW0EnKaQSGtuIqtmJj1eQEHWRX7KSV7CzKOkjIeFpS8WLSyF5dznFHyetnKk7KOl3UjL5f0fLbh4FFZzbOanicVNc8qKr5Yt/DjloPfO/Hz+w8C/HR/hj98OMtPj7x8f9PGlzt2vr9t4bMtO2/WbHy+7ebVqokvd2d4WpXzkwMXn25Y+N1HIX6wO8NhTsmsvBPtUAcOSSdp9zhe5R1UA2cJG/qZ0/Vgn76FW9nHgm2SedMwAc09vPjZo+0AACAASURBVPJOgpp7zEzfIG66z3JkmnpIRC04TTkgIGkfJDszRnZmgrJ/moJHRN4tZCtt4KjqYDtnouQXUfRPUwhIcCvv4VP34lH3YhXfxia5hV/bhV14mYjhPinXBG75bQxjH5Ow91OZHaMRE7KdUbBXMvFgeZZH62l+/GKNHz5v8O6kyqvDIu8elPniySIv9jI83U5x3IjydCfNb7/b5nAlwk7Fy3bZSS2u5vFWlNNmkO8/zvPmMM3ByizLcQ21OQnLITUBrYCgRcJyysq8Y5zUzChbGR3bWSNx+xgh8wgR2zgR2wQpt5CIZZQZeTcBVT8h3SBp1xSVORkBTTdh433y3mlChn7mdPfxKLqJWUdJOifJeqaZt4wxbx4jqBsgah4lZBzEp72HVXobt6YXn+Yes9ouZnVdxCwDFP3TZGamqIXlJF3jZN1Cch4hMcsQBa/gfRGV0FhQsZ3VsBwVshaXcbrsZnVBhU99B6/qNtrRC8gHPsY0dZkZWSce+V08slvMSK4R0nUTNnQxb+5hVt2JrPcDZD3fxSW5gV95B/PERdSDZ7FMXkfS9TGyexeQ3PmYqRvfRX3/Y0xjlxHd/Qjx3U8Y7vgW4zfPMnW7g6GrHzPdcwHtxE0Uo1cZuXuev/yz3+eX//ir9zXsXxsv+Ytf8H9/9RV//7/9Kc/XfDxdNLKXUrKd1LGXM9PK6NgvGHi05OSwZOLpqo3HKzZKfgH1sJyliIzViJxGTMnqgorFkIT1tJ5KUEzeN0Urb2Ino6UeEvJw2c1KTEkpIKEaUlELKViJKSn4x1mKStlIGakGFdQicgoBAQXfJKsxBad1F62c8f0/m4ZaUMRuzsDavILlkIT9koanTQf7ZT2bKR2rERVF9xTHRRP10DTFgIi1tJ7ttIbnS/a2iTypYD+nYy9rouQTUPRPsplSs59rs89OCnoaERkp5wRLITlF9wR7WR3Plmy8XXdykFZyUrKxGlWwEpayNDdF1TvE8uwkO3E12wtqNqMqVuYE7KWVLM2Osx5rj5tbCRWNkJDDnJrNiIy9pIHtpJLDnJb9rJ56QMh2VMajvIYHWQUHKTVrISnrIRHPaxberDh4vuTgIC3led1MKynnIKfhec3Eq7qZL7acPK2qeLtq4sctDz/YsPHljo0vNix8sW7ms6aBZ2UlT8oGTvManlS0vKjp+MGWnR/vufhxy8H31438ZM/B2w0L1cAkmoEL6EeuYZq8zoJ9FOv0FdTDH+OU3H2/97mMYfIG5slrzEzfZN7Yj1d+hxnJDVzTVwnrevEpu5nT9ZJwjLCWNrBgGyFsvE/cNkw1JKcW1pByCij4RJRnRWTcwzTjSgp+IUnnBBHTAC7pDYK6PnyqHjyKu3iUt1GPncckuo5fe5+0W4Rx4iJe5W0KnlHKgTHWk0pWEyqyXgFraQuvdhK8OyryZCvFwWqEN0dFvnha5en2Ap+eFDhenePVfpofv1jmuDHHdnmG9bydo5VZ3hymOax7+PJRidNmhGrCTD1pZjNtZDNhJGwWYZL0k5nTEHNNkXEO86zu4OXqDPtFI0sxBWmPkLxfwmpMQ2lOQsQ8QMknYnVeRSUg4FnTR2NBQtE3ynpaSyOupB6RkHGPUpoVUA2JWYwqWbANErcNkHWPtZ+Re5y4cwS36i4hyxAezT18hh48ursknCOkXKPkfUKKc2KyPiEh0wBB4yAzituk3BP4VPfaRVg7wKyul6hlkKxXSNo9Sc4nImTqxyu/i2rgIpK+s1glnUj6PkE5eBmL4CrWqYs4RFdxia/hEF0lrO9lRnoTq/Aq2pFP0Ax/grT3uygHzqHo/xjR7e+iHbqErOcsojtn0AxeaoMPus8hvHmGsesfcffcN5AN3mak8zyS/quI+y4zdusc96+c5T//6R/z9T/+M6TgX1T4vvon7csv+PnXX/N3/+n32c62pSS7SSX7aT37GT2bMRlbcSknBT0HWR0vVx08qhg5KVlZjUg5KrXBio9rVt5uzbKf19FKq1mPSXm4aOXZqouDop6NhJSHdTurMRmbKQPbGRP1oJSNpIbTJQdPVr00YyrCul5qYRkHZScJ2zALtmFKs2Iy7inSzjFSjmHK/kkq/gkaUSk55ygp5zg53xRRcx9h033mLQPs5I0cl6zUghJitmFKczJynim2MwZW4yrS7mHqYTEbKSMZj4CwdZCIZZhSYJrDopXTqo21BQW1sIRmXM3inISSZ5LFwBTrMSmNsIydtI6nTS8l3zh7BTVHZR2trIrTmpOttIHmvJKdtJpPd3zvg2hsbMQ1bKW07KRVHBa0NMJCWik1GwtSni47eFC1sRqRsDI7xUlOzW5SQiupZj2mpOod41VjhudLdtajYloJMYc5Jc2wiO2EgoclPadFA6clPYc5JScFLY+Keh5kFeynZRxllTzIKniQl/G0quNxxczDkoHnNTNPq3oel1T8YNPF6yUDx2kR/+Folv28GuvUVWS9F5D0fIJh4gZh0yjy/o9QD19E1HWWqdsfohm5im7sKl5lD07RNcK6HuzCK2Rco2xltAQ1Xbilt0g6x5nT9lAITJP1CEk4x0jPTLAc01CeVXC6HGY5piHvnaQaFBAxdBM29JJxC8h6hMzperEIruMU30U9+Aku6U2cii6s0rsoBy/gVfZgEVzDq7iDeeISduFV5jTdlIMSIqZ+FiNqTpZm2a/6eb6X53AlypPtJMfNEA83Inx6UuDdcZ63Rzle7ad5trPAcspMI2dnPW/nzWGat4dpvnxcoTpvIOQQU1kw0yo4WV/QETULsCmGcRknCTpFRMyD1OaE5GaGWZ2XshKVEbePEreOkHWOU52TUI8oqAUlVPwCooZuqrOTnNQsHC+aaSxIqQWnWAxOsJaQ8Lbl53TZynpawWZaxmFZx8MlK/tFLY24lI2UktNlB62igWJggrR3nOWYir2CjZWIktV5NcsxFeW5aeKOEcqzYlZiStYSKnLuCWKmYRbMw2RmJqgEpSSdowTU3RQDIhL2YWbVfUzf/Zjhax9gFnUhH7iMuOcs2tHzOKZvYBy/hKjrW8j6votNdJ2IqZ+goQfT5EV0I+eR9Z5FO3wJWe/HyPs+Qdl/HmnPxwhuf4So6yy6oQ7EnWfQ3L+KrPcK4t5r6Kf6uH/tHD1XPqG74yN6Lp2l8+MP+Ys//mN+/av/9m9Dz//8q6/4h6++5q///HdZDLXDfFpJDUt+AZvzcnaTSh4vWmkl25idg4yWun+CZkTOakTCflbD5605Hi9a2E+rOS2beb7s5Div56Ro5KRsopVV82TF3j5e5HVsJ9U0ogpW5xVsJNWc1h0cls20ckbWYioOCmbWYypaWTMbKT2VoIzyrITdgoUHSy4O3lNfHtadNKIyqnMKFsMKqiEp9YiKnHeKWkTC+ryU5ryCtHOchH2MecswpYCYtHuSuHOU9Mw4pYCIjHec9ZyOlFfAnOE+Oc8ES2EpS2Ep9ZCYeniavYKJ5kJborCV1rEUUrCV0XNUtVEJTPJo2cHnhxF2slpqYSkF/zSlgJj1hIpnDQdfHsxxVNRT8EyyFJHTiMk4WTSxl1ezkZByUjawk5JR9AzTiMnYTCj43oafF0032ykNW2kd6wkFOxkVq2ERx2ULr5szHOTUrIalrMfkPKlZaaXVbCXl7GRUNKJidhIyHpb1PKnZ2JyX8HrVweOKmqf19nj+sKLn3cYMBykZm1EBp3k1T99nQuzn1HiknSgHLqEb70QxeIUZRR/GyetoRy+hGelAdv8iDvE9zMJOFIMXiJiGKHqFRI33mdN0sZ01UPAO45ZewTR5Hreik4h5kIhliDldH/Woiox7kqh5kLxPQnlWST2qojI3Tdo1hE95g5h5AJ+qm0pQQcY9hUfRjVPchW70MvrxS7hVPZinO3HJ7zF97wy6kYvYp29iHL/exlkpe1ANnMMtv0PcPsZaysyzrSTPd/M0sjMcroRpZK3sVD2crkVZzztYzztoVb28OcyzmrGzGDezXnRy2gyymjKymraScMuZs0ooRKyknEJ20laaCxbcmjHcxikSfjUR6yjrCSVLIQHPmzOcLlqpBCZZjUpYn5exnVDzoOriIG9iJTzN0twUtcA4uzk1zaiYrH2E4swYFd84RfcgpzUz+wU1lcAE9aCAvYyGJ0sO1uNyUvZ+8jND7BU0nNRMbGfV5D1tSG/VLyVjb68U0s4xFmxDLNiGWJlXtr+7hIJGTEHU0MeCaYDdrJHjspXtlJb1BQVrMTmni23yuWniKuOd30F47xyygQ40I5fQj1/CJrr5T3tMw8RldKMXME9dwiW/hm36CsaJSygHPkHW+zHK/otIe86i7G+nvI1c/iZTN7+DpPscY1e/g6z3CqLuDu53fMjY7YvcOPctPvzmNzj77W9w7ZOPuPDBB/zPf/BH/PrX/52f/7zNFv1X5uq2F4P/5c9+h4JfSCMqbsMu34f/7GQ17GQ1LIVEJCz9LAUl1OekVANiit5JNlMKDgoGKr7J90lkKlpZI62skbJvkq2UhkZMymZKTi04zkFRz1ZSRWNeTnVWSHVWSHNBQdk/RT0kppU1cFQwU/GO05xX0MoaWYnKKfmFLEcVrCXUVGcnWZ2X0MroWI1IWU9oWI3J2Ui1Kc21ORn1kJSDnIFHNSetjJ7GvJJmTEVzQU3SPt5m8i0oab3Hqz9qWGgVtWxkNKzGZKwvqFmLaVgOyajOTvCgZmMzpWU5ImUxKCJuHaAZV7Gd1rIUErOb17OeVFD2C1iKqEk4poiZRyn7hexkVDyomtnLaVmOyigH2mlyjZiYnayS44qBw7KOvbyaVt7ATt5EK2/kpGzhpGpjJSJjK6PjdNlJ2T9O2TfFdlrHw5qV7aSCvHuMZkzJQUHPbk7Dk4aLVkFHM67gdNHCw5qBw7yOrbicR1Xj+2u0+f3VXM/TZSs7CRlHWTUneTU/2PXyYtVBzNiDtOcMxqlbeNSD6Cdv4pTdQzN6Ef3ERTQjF9CMdODXDGCX3EU7dpmMW0jePUnM1I9feZugpouE7T4JWz9h4732nkjZhVvRhVt+h5xXwGbWTFDfR0DTR8gwxLx5iJ28mb2ymZRzkKDuHrPaXmyiGyzYRkk6p3DLevAqe5jT92EQXEc7eQ2/ZgDd2GUM4x34NT1YhLeR9l1ANdiBRdCJS3KXgKaX3bKHB6tRPj2pc9JMsL8U4qQZYa8WYHfRR3Vey0bBydFKkIfr82SDGma0QzSzNo5XAmyXZyhFdGTndBTm7RTn7cSdQjYSRmpzakKmSeasIjKzGgK6PvYLek6KGt5tuHiz5uBBRc+LFSvPagZ2k1JaSSVPFm08KBl5u+7luKBnNyVnOy7jIKPnMKdnZW6Sg6ySN2sznFYNNGMy9rI6jgp6jktGWpk2HWc/p6cZFVPxj1KbE1CbE5ObmaTiE1CbnWYjoSU3M8G8qZ/FoJTqnJhyYJLK3CR57zizqrt4pDepBoSsLShZjcpoxuSUvBOkbYNkXUPMyG6iG7vCxJ0PGb91FvG98wjufBfB7Q+wCG4wI+/Co+zCo7yLTXyVGfl1rKLL2KdvoB2+hOTeWcTdHyG6/W0Mox04RXcwjtxAP3Qdee8lBq+dZaqrg4m7HXSe+yZ9V89x9aMP+OTMGc5851t8+O1v8K3f+A3+8Gc/41e//m//NkjBVz9vq57/+s9/xk7BRiMmpzorpZU3s5XRsVc2sRyV0lhQkXaMkXdOsJ02kXWOEzX2cLJoo+AZJ6LrITczSdTQR8o+QsY1RljXQ9w2xKz2LlHjPRK2XiqByffUYDlrCQ3lgJCCd4rFoIRyQETBJ6AyO03aNUJuZpx6WMJ6Qt3uvsIysu5xakER6wvt3VojqqDomWQ5ImG/aKExr6Hsm2YlqiTvGWc9oeagaGYrqWYr2R4zF+emaczLOMi1kT+thJzjoprjYlsW86hmpZVSsxVXcZgzcpDXcVy2sDwnoxlrF6dmXMlWUsVh3shOUs2TFRebSSWbSS07WSsbSSPLYRW7eQvrcTk7aTWNeTH7ZSOr8wpKPgHNmJT9vI6DgoGl8CRrCxJW5uUsRhWkXOMUvROsxZRU/ELynnFWY1K2khq200bSzhG20yoOikZSjhHqYSnNBSmLcxNsplTtoOs5Ma2sjsdLVupzQlajMo6KBp6v2jkq6agGJt/nZqhYn5fTDItpJWR8b8vJWnQat+QWpslreFTdeFRdaEev4JLdQzn0MS75TbyqbrQjHW2P5/RtdOOXyXlEBJR3sAk6WLAOENH34hbfIKS7h195C6f0Gj5VN2HTMHH7GH51F3O6HvI+ER5FN1HzKFHTIJsZA9s5PQ+WXJRnp8m4p/Aq7+JTdZHzinDL7+GS3qYQEGEUXEM11oFdcgeX7C4zsjuEjPcxCm+gHL6MevgqmqEruGU9uGVdrKWsbGRdnDQSPFhLs1nysluf5clWglbVx1rWQT1uYi3n4GglRC3lIuySsBQ3cdoMcrg8R9KroJqws1L0k5jTUQiqaEQ1NKNGwoZxXKphFuM2Fhzj7OV1vFg28mbFxMu6gZfLRt42zbxeNvK0rOe0oOdRxfS+AzfyctXJo4qJk6KWZzUTr1ZsPKnqebFk5OWKiedLJh5WjTyq6HlU0fCgoOJR1chRQcPrhoM3TRcHGSXHeR2HeS0nZT1P6ma+t+nl851ZDnN6NmJK1mMqloLTrC1IaeXVHJaMLIUkrMWUlPwCyrNiCj4hRb+QlGuMefMAKecIDvF1bOJbKIcvILp3HlnfZQR3ziC7/wnT985gmLjMjOI2HtUdbOKrWAQd6MbOI7//IYr+j9GPdmCeuol2+ArakStM3jrH2LWPEHSep/fid7jwm/+OG+e+xWjXFUbuXqX3+kXuXr7A7Y4LnD/zLb77zf+J737z3/Enf/gH/OpX/9bC99XXfPX1L/mbv/gD6lEVec8Yec8US2E5Jd8U9ZCEjGOUhHWY3MwUVa+Q7aSezYSOSkDAZkpDbVZEI6pkPaUnZrpPwjbMYlBK0ScgYR8hZh0k6x5nLaGmuaCkMa8kPzNB3jdFM6kjZh1mTt9D2NjLnL6HuGuChGucrHcSv+oOCdsgJb+A3MwkMXM/Bc8EJf8ktTkRy2EZIV0fcdswldlpErYRqnNiNtIGsn4RpTkxzYSaRkzByryM5oKCeqTdyW7GFewktWwvaFiLyDjOanm35uGkaOBhxcrLpo/NBRmbcQXNqIKyR8RSSM5qVEEzoWR9QcrTurVNSs6q22TmuJrVqILlkIy1eTXbKR3LYSGtjIalsJDdvIadrJ7Dko2tlIqXDQ9Pl2banL2Khc20jvKcmPKshP2ClSfLXjYT7ZS3xaCQraSa+uw021kDK2ERi7OT1IJCGjEZBwUDrayalYiY5aicgkfASdXGq3UP21kjldlpcq5hmjE5Zb+ArGuK/Mw4a/MqNhY0HObMvGy4eLioJ6a/i0NwjZh1mIRrDNv0Nea0g3jkPSgGzmGc6iBqHcMivMW8dbINCp28glt+m6C6m3njfXyK24i7PmD6zndwyzpJzYwzq+vBrbiLS36b9MwEadcYSccI6fdXxvSMgFltD3tlOysxOasLClbjGuatQ6RmxvEob1Oak6Afu4RPdYdaRIpP04VhqgO/phe/pg+v8i7z1kHM07dQjV5BP9GJcaITi+A2+rEr5P0yyiENG3kvjzYzNHMzrKStvD4scLoW4/FmkkfrCbYrfspRPfmohUzYxFbJw/FKkLWck7BdxEbZz/HmArW0jc2ii2ZMS9ktIawfxy4fIjWrJxuQk3EO0UpJeVLWcJAQs5cQ8ayq5e2KmcdFHUcZNXtJGRthAcdZDYcZFftpJU+qJh6WVDyr6vls3cXzmoknFQOPS3pOizqeVQ18tu7k1ZKJZ4sGHhTUvG1YeLtq4SAp5mXdyMOiglcrWn7r0MNPjwL85GCW1ysOHuT1HCRVtBJyXq/NsJ9vmwp2Um2U1lZcQSMspuQZ5WXTx15WR9k7StEzRszSTzk4TdY/jkd5l7BhgKxbhE10E6+ym5h1CI/yFpbpSwT1PcxIbuKcvo5LfIOA5h4+ZRe6scuMdX7I8M0P6D7/TQaufsR45wVunvkG1859h7uXz3Ln0hn6bl3kyke/yaUP/j3XP/z33Ln0Ad1XP2Tw9iX+7q/+kl+/d278fxW//x8dX5vO8r/+5c/YLzkpeMYoeMbZzhgpegVkZyYoBaaZ093Dr+mi4p1gJTjNRlxN1S8kYx+kHhC09xPhaXIzIxQ842yl9CyFZGRnxin5hRS8E9SC0yzOtp0gy+FpaiExawkd1TkJK/MKtrMGmkkdpaCcclDKakxN1NBH0SOk6BVR8AoIarsp+iY5rFhYiU2zEhMzbxnELe/ELe8kbh8hYuon65ki5xYSNtxnwT5MwjlK1j3B8ryCjGucpH2UeeMAuZlJkrZRYqYBSj4BJb+QjGuMyqyYsn+apG2MpHOSmLW9CK6F5CQdY+Q9kyzNCnlQMbCRkFCbE9Oc11Ofk7E6r6QRU1PyTtOcV7YJz1EZ9TkRBe8Ie3kDhyUzzWg7wvEwa2A9LOMwq+eooGdzQc5WQstexsReRsvWgpSDnI7tpJJnS3ZerzjaSPmMjlZSwY8OZ/nepoO3TTtftNw8rBnZyWioh6Y5KRt5XDNxWDRyVNaznZRQ902xEpSzsfA/Di1qjvIG3q55+WzLSyupwCW8hlt6g5RziJxniqB2ALekC9t0Jw75Xfz6fsyiTqQD5wkYBggZ+8i5x4lbhwhq7+OY7kQ1dJHJzg8wTl7Dr+7Dp+lF3n8W23QnxvFLpBxDFLwTlP2TZFzD1ENiaiExCccwC442WzHnF5J2j7c9zvb7zCjbnlzN0Blc4g5KgVHy3mEyM8ME1N1ohj9BO3KRWV0/uokb6CdvoB69inb8JpqxG+gnb+HXDxF3T7NecPN0J8NqzknKr6BVDXC6vsBy2kGz4GMxOUNy1kDIqSDu15Ge1bCacVCNmSlGzOwvRXi8Nc9xM8DBsp+cb5qCW0JUL0Q1cge7cgyfYZygro+l8DSrYSEbUTHNsIjjvIFnSw425yWsBoVsRNuJbMd5IxsLcpZDQraTSnaTClpJGc+X7RzmtbQSSo7zJk6Kxva0Epezn1Kxn1bRCArYjrXhBnsJCYdpKQ8LSl7VTbxdNvKopGdzXkwrqWQ/reN5zcKLmoVHFTPVwDi1uUl202oeFw0cJhS0FmSshaZ4t+rgaVnLs6qJhyUj+2klL5btPK4aOclreVazc1wws7nQzpOp+8doZZWUZydYT6jZTWlZ9E9QC0yRdQxR9QtI2kaYNw9TCSnwqO/h1/aR804TMY3g049ilfQw2XUeYe8FLJJ7WKX3cCr6cMq7MUx2YJq+yd/91Z/w9T/+93ZG+L+48P3in+UsX/38H/g//vMfcrzoZiejpRlTsJczUfEL2sUqKKY8KyTvnWAnrWMpOE1tVkQtIGA9IuXlsoPDnI6l0DTLYQmrURnbKQOLATFlv5Cce4KMa5S8e4yCe4yKb5LNpIrNtJace4KVeSVrSTVHi3aSzhHc6jssOAbZzptYjSmphqTkPFNspo2knWOsxpTsly1spFXsl00cLc4QNvTikd2iMteGjxZ9QpoLWhL2ERLOMWrzCjYyBvKeCaKmfqLmAWKWQXKeKea09/DIO0k6R0g4RvCr7hI1D+BTdhFQ9xA0DePR9BG1jBAyDePX9ZNwjJF3jbEUmqYcmCIzIyDvlZO0TZHzCMl6BKScExR9QpYjcpbCMtYW1CxHpFRnhawlVCzOCqnNimil9SzPTrM5r+DhooO1mILlsJxGVMVeVsdJ0cDTmo2NmJTdpIJniya24+00tv2Umh/tB3jTMPOuYed53cBpScfmQnuUf7Hi5HHFyFpYRCsp5bNNNy9q9jbnLS5nN6vms+0AjysWTnJa3jVd7CU1OKauM6vpJWYdJGoexjJ5C7vwNl51Hwm3iNysDN3EdZQjHXg0PaTcE0TN/czp+jBP3UQ5eBGHrBufpg1ZCBkGmdXexzhxBbPgOjPSThYs/YR03ZT8QuphGaWAkHpIymbWRNo9QSWsoDavImYbIqS/R9jSR9wxzJy2mznNXXyKG9TDQhpJBc2kmrR7Cq+qhxl5N055N0bBLZTDHUj7z6McvoxV3I1XM4RfP4TfMMR2xc/hapRm3k3YLqQU0bGcsrPgkbJa8FNccLIQMBLx6Ji1y1jwKCmE9URdEha8GlIBDZvlGXbqXpbTVlKeaYo+OXOaMSySfoJ2OQHTJH5ND7WQmIp/it2cnpWImMa8jKOyhY2Ekua8jGZEzkZMxVpMRT0kYSksbQN+A5M05yWszUvYTmtoRhUs+oUUHEPU/VMseifIWQdYCghohqWszE2zMjvF5vw0h1kl+0kpRxkl23Epq2EJ9TkRrayOZkTKfkbFg5yG9bCQgmuA5ZCAR1ULz6oWHhUMnOaNbM6LebZo5mFezZOKmVc1Gy8qen607eUnuz5O0lKeFjUcZ7XsZww8Kds5Sql4WNSxm1RymNXxtGrmQUHL46qRo5yGnYSC3bSarYSck7KJzZSC9UT7fd1KKKjOCdlM6VgKy6gEROzmTexkDWymtCwFxdRnp6hHFfxf//uf8/Wv2ilr/4rMja/fm3t/zi9+8RX/9c9/j8a8hlZG9/6BC1kKilmPq8nNjLI4J6IWElMPy8m4JqiHZaxE5TTCYo5z2v+HtfeKbiS98jzfZs/Z2dPdkkoqr6o0lY5Jb0ASjiAJegcQBD1oAJIACXrvmUmmd0zP9N7RwFuSmaWSSlJrd8/Z3Zmd3p2ettI87uxKZXp7n377EAhkEMXSafXMwz0IBAIRn7nf//6viQhO9xRwrKuAWXMuky1qFjoKmWjOYbwlh4k2Df11mUy153LMVsiJ3lJO9BZxeqgcmz6ZoUY5gw0yBurThZKUskP01aex1FvMlCWH7po0QhUU5AAAIABJREFUbIZ0hpuUWMrjGajPYqgxi9biA3QbkugxpFKfu5el3nKmzEICo7dGePPVcJOSvvosLFUJTJk1TLbn0N+QTUdVMj1GGWPtuSz0lDFsUtPfKOfEYBWWqiTstZkMNKnoMWZRk3eIGs0BWkvjaSo8QoP2MNbqVDrL4+gsP4xNn4wxZx/GnAM05B3GVHSE9rJE2suFzGVbWSI1OXtoLztKR0UCpsKDDDZkY9On0KT9jP7aTOY78ploUTHaqMCmS8VuyGSoQcVwUzZL3cKj7+26BBa78ljs0DDRpOREVzEX+iu4NFzGglnOypSOmxPlnO7WcGWojDvTRs50aznermSyKYvFDjX354xcH6lgoS2b8wNFnB8u5s6CkZUpPac6c1iZrGLJkkej5jD1eUdoLkxEm/gu5bI9lKR9TGnmJ9TkH6JcsYeUPf8dWYf+nIYS4fFRZbIPqFLsRZv8Hg2FiRjyj6BT70On+ITClHdpKUmkNvcg6iN/QXNhApPtWupy9qM6+N9TKfuQrqo0GvMPcKK/nObiwwy35tJTm81oay4dFYnY9Cl0VCRQlfUBlvJ42kvjqFZ+RFPRAUwlcRSlf4Am6V3yUz6gMOMjKlX7UcT9gMwDf4Yy7h2qNXF0VCspzvwEXc5Bjg3WMd9fx5C5jM5aDdZ6DV31ObRWqxjsrKZRl0NNuZLqMiWGEjmWunz6zeWYjbnUlmZhqlIx3qNjsq8aky6b1koZPcYc6vKTKVUeRl+QQV1pBjrVXqYtWoYas5mw5NFRlYS1OpWRFhWDTXIm2nIZbVIzbc5nyqylv0HOSEsOoy05LPWWc2qgkilzLhdGDQw3KunWpTPepKSnKpmxRiWjDXKmWjXMtOex0FHIUJ2M5TEdt+brmGqWMVKbgrXyKL0GGUMNWcxbcumvTmG8IYUz3XmM16cwUpfCgCGRBYuKqaZ0TlvzOdNTLDxCqyWLY+1yBvSJjNVlMNWYwenuXK6NlTNjknHMrGS2VcFIXTrHO/I4Zy/gYm8Bi23ZHGuRc7GvgHP2PC70C0+dmWnNEt4l05nPjCmb0/ZC5s0qjrWpmDVlM1qfwTFLLhONcqZNKsbqZcy1KRlvSOO8vYAL/cKzQf/xr37F1998E2F8f2IB8++/FtDyN288jDTlMNqYzUijnMHaDGbNucx15DNQl8FQQyZ9xnQ6qlJoLU+hvTIVS2UK3fpUxhoymWiWM96sYMAoY7hezkiDgu6qVLp1qXQb0qnP2093dRojzQr6a9Ppq01jol3FlFlLd3Uaw81yZjpy6a8TXh84Z1FzrFPDhEnBUEM2fbVZzFuLWLAVMWpSMW3JZ6xFRY8hDXPpUbqqkhhvyWGkWchUmUuP0mfIoKc6lW5DKjWan0bOnUd/fSam4kPYDEKc0V4ro6cmnfbyOI7ZixlozKLHmM5AQzb99dlYq1MZaswSXjlpLaCvJp1jXcIby66OVXJhqJyJFjkTrdnMmtUctxYyVJ/FWKuckRYlvcYsmosO0V56GFPBAWrVn2DTpzDemoNNn4K59AjDDTJsVUl0lidiKUuitSieluIEKuQ/xVSwn4GaFHqqkxlvUTHSKKezLIkeXQoDtZkM1GXSV5vOWIuCHkMq3fokIe7Xpma4QY69OoNeQxoLnfnMtKk4YcsX6gj7y5i1KDk3UMilwVIu9hVz2pbDcXMebcWJdBtUqA+/g+boO0Kh8tEfoYr7ITX5hylIfx/5kR9QodxPT4OSEtn76BR7qJLvRafcT1tFOqXZn1CT+xlFqe+hTf4JJRkfoU18D9Xhd1Ae/AGqQ39GeebHlMk+pij1PRoL4tDJP2HCrMFmTKe+4BBNRQlYDZnUaz7DUp5IZ1USBvUnlGS8S6nsffKTfkSl4qcY8w9TofwMdeK7ZB76CwplP6VMvofCjI8ozd5LadYeKhSfYSpLp1y+n8L0j7HVa+htLmKko4ohczm9LYV01qpprVbSVpNLVUE6uqJMTDUF1JTJqS3JoLe1BLMxl4ZyOWZjPj0thbQb1RgKUmnTZdNVraBOm0Ju2h7ysw6hz09Cp96L3Sg8Aq27OoOOyhR6a7PpqEyhv15Bf52clsK4SGF/DhZdKvZ6Of2NSmzV6UxZtIy3aRhsVNJXq6CtOIGT9krmOgqYbNXQo09lslXDeIsGqz6dJu1B+usymDarGW3KYrpdzXBTFjZ9KgudkXKyFhXzFrVwp9NgOfMdufQZkplpUzLdJmfBomGsWc64Scl8h4bT9mJ69amMNsqZaVcz1apk0ZbPSH06vfokpttV9NYkY61KYL4zlzP9hVwaLmWqKYOplizO9Bay2J3LcVseU+1qplvUnOgsoN+Qil2fRF91KjMtasFVbszCrktmyJjJXHs+kyYVA8Y0eqoSmDLJGWvMoKcmg//l1yG+Ft+r+6c+pOD//vobfv/Nt3y55aLbkEWPMY3++ix6DWmMNMrprUmnoyKB/oZM4e1nDXLaK5Jpq0zFXJmGuSIZS1k8PYZU4WXjNRnYdCnYDRlYShOxG7Po0KVSm7sPu1HGeGsOPdWp9NVmCPcl1mTTUZFCrzGDUZOSwQY5x6z5zFvUnOktYcKkpNcgw6rLEO5drMvEUh7PYEN2VPpqZEy15TLWrGbclEOPPhVLaTxzZi2zlnyO9xTTVRXPZJuKM/1lnOqtwK5PY9acj12fymRLDrOWfGxVRzk7VE6/MZkzA2WcHigXEigtSiZM2Zy2FzBnVjHdpmDJquHOjI5LA8UM16YxZ1Zyc9bAxaES5tvVLFlzuT5TyUy7gslWDQN1acxaVMy0aeiuSmKoLpORJjn2mjQGatM4O1DCXEce9uoM+mvk2KoyGGrMoanoCKONmZzp0XKuv5TF7mJGmxTCm+A6NQzWZ9BRlkRrSQJd+nRsRhkdlfEMNWbQX5uGVZdCbe4BTEX7GKzLwFJymBM9hcx35THapKK/NoNxUyb91Ukc79RwwqphoSOPhryDNGgTiH/v36A5+hOqlJ9Srd5PbuKP0Ws+E4qG5XvR5xwSXkeQsxdTYRymgniqVftpKoqnJu8zmksTyEv+CXlJ72HMiyfzsx+S9umfk33gh+gUe7AZsqiSf0pewg+pUuzBmLOf0VYVQy1qdKo9lGd9Sn1+HJWZH9OpS6Op6DClme+Sm/QDVPE/ID/lfRRxP6Qo81PkR35MbspHaFI+olS5n9LsTyjM+JAy+R7KFfuoUOynLHsvNXnxaBLfpzrvKJ01Gsas1Qy2VzDdo2e6R4+9uQB7SynNejWtRi3ttUU0VCipLUln2FxGc0UmpkolrfocWnTZ1BSnotMkU5OfQGNBPKWZ+8k6+hEFiqPoC5Ix5B2gty6NXqOwRsZNamY7tNh0Kcx2aBluVGA3ZNFbK8dckYJFl0pLeSLmymQ6K1IYa81luFmFTZ9Gc2EcrUUJjLXkMNaSQ2dlEkbVJ9h0KQw2KjDmHaa+II4OXQqDzQo6dYnYDCl06ZOFAn5rEeMmBZbyJDp0yYy2KJhu19BvlNGjS2GoPpPj3YVCSKo+i2M9JQzUZTDZosJeLWOwTs5ok5x+Y6pwR1ZTNlNtORy3FjBhUtBXk0F3TSoL3VpODxSzaNUy2aridH8pJ/tKGKyXMdmey7hJxZK1kF5DMpayw0y2qZhqVTLdqsRuSGTMpGCkMZvJthwG6tLprUmhtfgIPfpUgQw1qfjffrP59tHzf/gTHj3/+6++5v/6+it+/823fB5y0FScQFt5PM0lR2guPERL8REatQewVCZhqUrGok/Bpk+h15CBrTqDjqpUOqpSselTGWyUYzWkYq+VYTOk01uXhc0gY6Q1D4suleaiw1ir0zCXJ2AuT2CgPpuhRgVWXQbNhUcxlycw1KigxyCwy8H6DGbNGrr1yVgqUzBXpNBeepT+ukwGGwT3oLs6jfaSeDrKEhiqlzNuymGhq5iptjyhztCQzlBdNgP1mbQWH2SiRcF8Rx4TJiX9xnRGG+V0lcdjr07hWFcBY00ybswYOd1fzLXpGqbbhPKRyTY146ZsTvZoWbTmMd+Rw+WxShbas5lpUdCrT2WiRcFiTz4LXbnMtaq4NlbBs9ONTDanM1afyXhzJgudaubbczEXHKC/Jo2+mjS6qhIYaZKxaNUw1pTFaIOSvmoZvfoMeqozsNekcXGghKtDRZy25TDZnEmvPpGhulTOD5cybspitElDb42cwXoFp+xF3J6p5v6ckO272F/EZIuc5Ykqbh9rYrheJtQTNmfRXZVOf52cY90FjDbJOW7VcnOuhhlzDjU5eyjP3EPG3j+jWn2Q4ox3aSo+TENxPGXyT7BUyzBq48hPfZ8q9V6aCg/TmHeQes0hChLeoaX4KJ26FGrzDqBJepe8lI8pzNhH8qd/jiLuI4oz9mHRpVFfcJjm4ni6qmXolHuozz9Ab52M7tpM6rVxGHMP01yURH3eERq0R6iQf0x+6o8oVXxEbtr7lMj3UpK9h8KMPWQdeZeirP3kZXxKbvrHlGR9TH7qu6gT3qFK/Vnkqdg/oVJ5kNzkD6jOi6ezRsPiaAvjVqE2b9RSwlB7Cb3NRZhr8uhpq6TNqKW1OpeG0nSGLaXY6nOpKUihoTRTqNUrlVGuiKNKdZBq1X7ykj4m5bN30cgOU5oTR13hIZYGijkzWBq5k6eJRVsu8x1qlsd0TLfncG6klqEGJVZ9Gl36VOq1B2gsOMBQg5zFnlJ6qtNoyv8Mc2kC3foMxkwK+mozmLbk0aTdT5N2P5OWfJrLkqkrjKetMllIDNWk010rw1RyhNbSBAYbFZjLE2ksTqKtOpO6ggN01wjvuhmsVzBqUjNsUtJXm8Fws4IuQyptJYcYaVJgKjwqPGChJA6bIY22sqN06VPoNmSw0KFlrlVDn0GGqegIPTUpzFhysFcnMdqQxVBdOkP1MgbqMjk9qGfGnM9Ch5a+mjTmOrWMNsmZac+lvyadXmM6nVWJDDRk01cro7NSYPotZQl061OZtWiYtRbxV//jFt9+G3Fz/6XA91UkufHVN1/xhz98zZuAg8bCBFpKj2KpTKJBu5+28qN06pKwGtKw1qRjqojHZkhjxpzPcLNwC5jdKGO4Qc5EWw7m8nis+jRs1en0RVzEvsZsOvSp9NRk0GPMoKH4MHVFcTQXx9NXm4XNkE5bZSLtVUn01WfTW5NJrzGTXmM6k60qhhsV9BmzsBnSqNfux6pLYsykYqJVw5hJQ2PBEUwFQubXphMq08dMGoYaFAw3yhluUmKvzaTbkE5fTSbD9Qp69KlYdalY9cKLyjsqkxiozWTKpGSmVcVEi5oxk5o+YwZD9UL8ZK5Dy3izirFmJcc687k+Uc2cOYfhJgWWSuHWOmt1Kn1GGaNNCqbbc5ixaLDrk+g3pjFhUjDRqmC0OZueqkSmWlTMmXNZ6NLSW53MQruGpc4CFsxqbkzpuDFVxaAxkflONcuDhbw8Uce14SImmmX0GJLprk5lqCGLqTYNvTXp2A1pjDUrONdfyHxrOhf7c7g7U8L9+UrhqdrDJdxZMDJnUXB7RseNyTK6dfGMm7K5u1TD8kgFC2Y1T840MNGSTbP2II0FB6nI/oS6gqNUKj6lofAQDUWHKch4l86aDOoKDlEq+4CanP1Uq/eiU+5Br9xHQdKP6a+X02vMoDTtHQqS3kUd/wFxH/5bcpI+oky+H23yB7SWpqJX7cNUkkBj4VFKMj6iJvcQFl06Zp2Msqw9lGfvpTrnAHr1/sgLxuPIT3kXTfyPqFTuozT7UxpKkylXHyI39WPKVJ+Rm/ohOUnvk5/2HrqcA+Qk/oTcpA+QH/4xmsSPKVUcIDf5A2oLkqkpSsNcq2FpvJnuRg19Ji3d9RrM1Up6TMVYm4tp1qloMagwFKdRW5ZBZX4CRcpD6LTJ1JZkUl2YSrF8H5Wqz6jM2kvWvh8R/9N3UGfEUaaJp70ikdO9wu2eZ3sLWJkxcHfeyIXBYs73lbBg1jDbruKUvZBz/SVcGi7n0mAp1yYqubdUy83ZGhY6NAzVpTFrVrE8Wsm18QpOdmu4NqnneJeGcVMWF0ar6G+UYatOYbxFwXBjFgPGTLqrk5g1axhpyKRHl8R4i4qhRgWmwkPUavbSVZWMtTKRSZOK47ZCJlpUTJlzsRvTsVYnYzMkMmLKwqpLxlKZhKn4MOayRFqK4zFXJNNaepQzg1UMNmRi06fSlH+I9tI4TvaVYTem0l2dxFhzNh0VCcL9vzUZ9NVmMVAnp73sKFZdMl26JDqrkukoT6azMpmmokN06VIYaVbRY0intTyR6rz9dFSn0aVPprsum3/3m02+/fbbaDnLn+TqCo9s/id+semiU59GT7WwUFuLD2LVJTParKavNhNTcRwNhYdoK4vDXBZPQ/4BjJp9GFSf0lGRSF9tBm2lh+k2CEBiq06jozKB8XYNg01ybLoUptrzMFclUZt/gObieHqNWZgrk6grOIip9Chd+jQGGhR06dKYNGsYNckZblIw1qqhqfgQreVH6auXMdqqYtikpEOfSntFEjZ9KjMdWmz6VOyGdEaalAzUZTLXWcBEWw4DDZkMNsiYMMk52VPEYH0WI805dOkzaClNpL08CUtZAmONWYw2ZtKtT6HHkMZgQzb9RhnTbTmMNikYbshmokXNhEnB2d4SZttymDbnY9On01IUh90gw1aVwmBdFqONSmxVydiqkhlukDPUIKdbn0K/MY3RhizG6mWMN2YxVJ+JrTKBqWY1M625zLaqmW2TC68n7Mrl5ngVZ7s1XO4v4Iwtl8UOFVMt2cxZchhvFgq5u3XxzFlyOG4VAstnu3M5Y1XwaF7H1SEtpzpVnLLIuT1bxWKngmtjxdxf0DFvVgisY7SAS4MlHGtTcm2ihJH6NKxVCdQX7KOu8DDGwjjUCe9g1B6kNv8ABSnvUJOzl8rsj7CUJ9FScARDzh50OXsoTH+X2vyDjLbnYq6MR6/4gMqsn6I++j5Zh9+jIGMPZfK9qON+SJ32EBZdCq3l8Rg0e6kvOERDYRwNxQkYtUfJTf6AItkn1BclUqM9jF5zgErVPnJTBBaXn/o+2vQP0eUdIf3gX6BJ+4iGijQMhQkUZu0hL+1DypT7yEv9iMxDP0J28Mcojn5AleYoFaoDlCsPUpWfSH1VNvMjjfS1FWFryqddr8RUJadFn0NtmZxWQx7lmkRqimWUaxIpUR+lXJNARW4SVdo0DMUyCrIE5lmc9gmZ+98h7cAHaDLjKFEdpsuQxvJYJQsWOYu2XE7Zizg/WM6xznzGGrOZa89lvCEz8irKIo61KznbrWWhNYvFTjnXx6u4PFzO+d5Czvbkcb5Py/JwMWfs+ZzuyWfJqmG8KYOTdi3nBks53qnl4kAp5+xaLvQWszxUwo2xMh7M1XCqS83KpJ7zfUJpy0ijjMXuAk7bCzjTU8AxixADvjhcznRrFvMWJSd6NFwaLWG8ScZIYwaz7Srm2zUsWgsYbpAxWJvCtelaRpqyGWqQYSk7zFCDjLmOPMxlcYw0yzlhL2agPou28kRaSo/SVnZUSCg2ZGI1JNOhS6S1NA67UYZVl0Jz0QFaSw4JD+mtz6S9PB5TyVE6dam0FB+hu07Fv/+fPuebb/+ZP3z17Z8e4/vD7/+Zr/7wT/yvXwZYmWvkjD2fxQ4VA7VCjG/GnE+/UUZ76VHstVnYatJpK4+nvuAgOvWnqOL+B0zFR7DWpFOb/xm2Wjl1BXHU5B6gvvAQHdWpdBszaC0+RE9NOh3VqRhy92PIO0Bj0VGaSuIx5B+kvugILeXJ2BvUVOcdpLdJgUWXTH3hYboblDSXJ2IzCu7zWKuG8dY8uqpl9Dfl0NeoYNyspbU8kS5DOraaDHqMWYw15TPSmIO5LIGBWhmn+8o4P1DOdJuaM0N6rPpUTEWHGWrIZtyk4mR3IQOGNOyGdOyGdJZ6KxhpVNBfl8lAg5ye2izstXK6dKkMN8oZbVIy1KikrSyJ5qKjmMuTsepSMRUepkuXRktJPB1VafQ3qOmtV9NYKEzsZHsOU+0qxk0KxlrVjLVoGKpXMdVWRK8hi96aDEZNCo53FXB7Ss8Jq4ah2lSmW5Usj1RywprHWIuCBauWyTY13fpEhhsyOWbVsjyiZ3mwijPd+dye1rPYqRIev2/Xcn2qkufn2znTp+XWgoHT/cUs9hQw2ZrB8c4cppozOT+oZapNeO1nW0U8DUUJlCsPkH34xxhy46nVxlEs+5DWsiRKZR9gqUym2yCjvSKJeu1hqpR7sRqyaa9IpbdeTqnsPfTK/aTv+yE5SXvITfmUovQ9FKV+RJXiE9rLE2kpiaNTl0pd/gEaCo9SIPuIprIUNMk/QZP8LjXaOEqyP6FQ9gn5aR+Tm/IBhbJPqVAdQBn/Y8pVh8g68gGf/fjfUJT1GSXyg+Sn7yU39UPyUj+kVL4fdcL7ZB76Memf/YjCzD00libTpsuivjSDNqOGHpOWpkoZ7QYV1vp8msqzqMpNpiIvlfpyBeU5idSWZKHLT6VMnUCxIo4SdTxV2jSq8pOpK03FqD1KhWwfSR/+Gcn7PqBAnog2cz/2Wjln+kqZaM5kyV7AWLOcCVNONF42a87jVHcFi5ZCJuoVLHUUsmTRcqJDy/meEpbMuZy3lzDXLGd5oJTzPVqOtSq4NVHDqc58ZpsVnOzSMmxMY6pVzbRJw0lrPietucyYsjjTm8fFvjyWzNmc7dZwxpbL2Z58TtlyWR6v5tyw8Kj7xU41J225jDdmcHmklEsDhVweLOLWZDmXh4TawEuRV6Se6SnkWEcOp+wFLI+UcXPSwHybgiujZazMVvFoqZG78/XMtik511fEg8VG5i0quvUJLFhzmW5XMt2ezzFbESNN2RyzFTFmUjHfWcioSYXVkCI8iaZBICItRQcZbsjEVpXEgFHGnK2Cv/sPv4kA3+6g98eB7w/f8u1XX/PvvvRzbcrIZFMqp615XBwUHsA51STjXF8JZ/pKme/M5dKYnvnOXJZ6i5mz5tOtT2SqTclQYyYNBQdpKUvAkLOPatUejHn76NQn06VLYMIk50RvCW3lR2gpi6NGs5fGwoPYDGlYyhOw6lOxGdIwlcZTpd5LS3k8OtXHNBYeprdRicWQTnNJAu1liXTpUoSHCxjS6a7NZsJSwGRnEeaqFNorkuisTqdDl4apKJHeWhVt5cn01WdjN6Yz0pTNWHM2g/UZtBQfpKMygcl2NaNNmcy2K1m0aploVWOrTmGkWSmUv9TJ6K3NxFKVQocujc6qFAbrBPbXX5tBtyGDHqMQ25xs1wgxwdYcbNVp9Dcq6NCn0VOvwFQaT2dlPMONaSz15jHSnE63PomuqiTsNemMNGnor1VGH7810aLgfE8eS10axpqzmTFrON1bxJkeLeMmBaPNcgbrZdirUxisk3HMVsixrjyOWXI511fCub5CzvQWMN4s41iHhuXhYi6PljFuymS0OYPpNiVL3fmMNqYy0ZgmvPthIJeptiwm2tW0VyZSrTmI/PA7qBM+QJP4AdXq/RSn/4Teukz0yg8xlx2hvy6NbkMqTUVHaCo4iqVKhk61n8bieCqVP6Uu/zApe/8cecLH5GfspSR7H41FibSUJGDU7BNeq2mU0VhwmDrtEYozP6VCuQ914o8imdmPyU/9gJbyDCqUB8hL+RBjfgJl8v3kJn9IUeY+CjP2I497n3LFYTIP/oj81D0Uyj6lOHsfVZojFGXuJfPQD9Gmf0pR1qeY9TI6quVU5h7FpFPQ3ZSHvbmADmMOnTW5WAy51JVmk595iCJ5HGXqo+i1qZRrEijPiacyLwm9No2aQhlVecnoNHHo1QfRZe1HcfA9Ug+8jzbrMGUKoZphoEYwXKPN2bSXHKHfKKdHL6O3JoOBuixGmzX01WRirUhmoaOQ0QaF8E6NzmIGamTMmXMZb8pizqxmukXBki2fU7ZC5luVHGtXcXuqluMW4fmRg3VZnLIXc66viNH6dMYbUzhpzeGUNZczPVpG61KZaMpk0ZrPfGc+s+Yc5toUHLeoOWnLZ6JRxlBNIgvtKpaHyjnXX8i5vgKWOvM4Yy/kwkAR14YrWerIZa5dwVxrFqetGq4Ol7IyWcHtqQpWJso53ZXD2e58Lg8UcGeqggt9eSyPFPFoqZZTthzG6jNZMKu5PFLJ5eEqZluVzLflMNuqYr5Dw9mBEs70FHKqu1CoRujWcrwrj0WblqXeCv7xr37NN2I98r/mnRu//+orNt3PaSlJoLXoMKNNKmbNuZzuK2amTcV0i5KhOhl9xnRmzLmMNSmY7ypi2qJltEmIe400KxhqUTPYrKGvQUWnPp2hVg19jcI7cxc6C4X7fY0ZWPQZWKrSGGvRcMJeyXizmvHmHBZsJbSVJWDWpTHXU8pQs5JJSwGDJg2tFUk0lSXTU6/AXJXMfG85o5Y8umoz6W1UYzXKaS5NwmrMprEkgfaqdIzaI7RUptJUnkynMYvm0gTaK5IZNuXQUpaIMf8QrZVpTHYW01uXzaQ5l9FWNT312Zj1aQy352OrzaTLkMpwixprjQyrIZNuQxad5SmMmTT0GDOwGjLoa1AyaFIzYc5jok3Dse4SpjsKGGhS01aZRnt1JjW5B+k1yjjeU8CSPY+zQ2WMNCuZshQwbFJh02cx2KClv06FtTqDbkMacxY1o01yug0Z9NVnM9QoZ9SkZLhRxVCDijGThmmzlmmzlrEWDdPmPMZNOUy35jHTlsOsRcN4i5DtPt6l4XRvMZPtefQ3ZDHeksN8Zz7TbRrmzRouDpUw0y5nslXOYJOcCuWnFGftISflI9QpH1KUtQdj/iFKZB8w0KyiQbsfS8VRLBVHOGYvpbUimVrtUZrK0ihXHaBY/inNFUlY6+Qk7fsz4vf9gLysfWgzP6E6/zBV6s8wFhxhoC0XU0Uy+twDlCk+Q5vxGcqE99Gkfkhe+k9RJnxIdtz7NJSlU5Ubhzr5A6rz4ylXHUIl6HGsAAAgAElEQVSZ+D6pB39IxuH30GYepCDrM2RHfoLs8Htkx3+INusA2QkfIIt7l3zZPio08VTmxtFuUFCmOEhVfhrVRdnUlmZRW5ZJdWE6uvxUKnJTKVEnU6hKQatMQKs4SqEqgQptOoWqBEpyEilWJVKsTKI0J5ki+UGq1EcoTttL5oF3id/7DsrUPZSrD9Bfn8VSTzFzXYW0V6TSWHiUweY87HVKzBXptFdkYNZlYDNm01R8lI6qVPrq5fTVK2krT6Nee5jeBgU9ddnU5R+moyqD/gYFdbmf0V2dxmyHlqk2DRMtKrprMuisTKfPIKPfmMFgnYLOigS6yuMZbsgWnvlXJ2eoUc1Qk5oeYzY9BhldFYnMmXOZNefSW52G3SBjoF5Fb62c/no59loZVr1MKMhvVjJlUtOrT2WwLoszveXMtAn3qc9acploUXGsq4Dj1kJO91Wy1FXIYkcec+YcwQXuzGHOksNki5qxpmxmzTksdRcy065hrEHOjEnNUF0GJ3qKWOrUMteeS68hnemOAua7ihlukjPZUcxf/c+f80+RcpY/Gfj+y9f/D//lm2/41ZdvWBq3cmbGxpmZbpYX+7lxeoTzc90cH25juq+J4xOdXJjv5fKxQc7O9HJyopuz03bOTFq5eMzOpaU+bl2c5MqpYZZPDHDl1CBzwyYWhs2cnbZxZtrG+cUhziwMcmauj8vHe7l9eoQ7p0ZYOTHI8kIPpyY7uHC8j0fX53hweYbLS/1cPzvGuYUezh8b4MqpYc7N2bh7aYJrpwc5NdvF3KiZhfFO5sc6WBjrZGG8k5MzPZw/1sf5xT5Oz/dw49wE5+f7WF7o59KxfhbHOjk21sHSpJWLi0OcnLRyZsrK0riF0zN2Tk73cmFxhDNzfSyf6Ofq6UFOz3dzdsHOqeluTk1auXS8n+WlIc4u9LE03c3pOTsXFwe4eMzOrXNjPLq2wLn5PhbGOzm1MMD8eBfn53q5dqKPq4tdPFge5/b5Ka6eGOHMrI1T072cmhrg9HQfJ6e6ubDQz+WlAU5OdXD+WB8npqwsTdlYmrJxaXGAa6dGuHF6jIsLfZyetnJ2rptLx/s5N9vLuWk7l48PsLzYx9WTw5yb6eHSbAd3zw5xeWmIswt2zs7YuDDXzbWlYW6fGePxlUkuLVi5fNzOubluJuyNjHQ3YTfXMmhtYHbEzPxYB+O9zZw/PsDihIULx3o4OdXOveUpjg23MzvYzolJOwtjVvo76zg9Z+faqRGGrE30dTUxOWRmsr+Fqb4W7OZq+izVTA+1sjDeyZC1jtFuE9ZmAx2N5XS3VWE3V2NtqabNWMZEXxujdhNttSVYW3UMdjXQ0VRJXZWW1jodHc01dLUY6GjW01RdTIuxhC6TjqaaQur1eXSbDfR11tLXZWS4u4H+jjqmhroZH7QyMdTFaH8744MWjs8MMtrXwWh/F+OjvYwP2xjtszDa38H0aDejfRaG7e1MDFmZHOpmZqyHqeEOJvpMjFubGLA00tXegL2zkZnBVq4u9vL82ixPrsxxdraHc3M2nq4c4/rpEa6cGOH83CBnZ3u5dX6GS4uDXJizc+/iNBcX+jg728+JiS4uLw1zarqHhWErp6YGOLcwxPywhZMTNs7P9XLl2ACXj/VzYqqLExM2zkzauDDTy7mpXhaHLCyOtHFutoeTk12cnLJxcXGIU9M9nJzu4cxsD6cmO7lxeoTLiwOcGOvgyuIg52bsLI2aubzYx6Xjdi4fF3Tn8uIgFxf6OTtr59rpMVbOTnBmupPLS/1cWRrm4kI/5+fsXD7Rz50LU9w5PcmtE8Msz9s5NdnB8vEebp8b5fqJIZYX7Nw4OcD1kwPcvTDBzVOj3Dk7zunpDm6eHuLe+TFunhrmwrydlXPjXFka4MoxYXz+/v/893z11b/q9ZLCI6l+/9U3/N3f/wOfv/mczz//nDefv2FzK0wwHCC8GSS8FWJ7e5PNrRChkJ9Q0EfA7yHgc+Pzugn43Ph9TrzedXzeDbzeDTzudZyOl7icr3A61nA6VnG7NqLicTvxeFx4PE5cro2ouD1OXG4HDuc6GxurOJwbOJwbOF0OHE7hGKd7A6drA5d7A6fbgcvlwu3x4PN58fl8eH1ePB43brcTj9eFz+fG5/fg9bnxel14PC6CIT/hzSChUJBgyE8oHCQUDhAKBwmHg2xuhQhvhgiHhd/9AW9UQqEAW1thtrbCbG6FheMkEgoHCIb8wnk3g8J1NkMEwwECQT9erxufz00o5MMf8EnO7RP64PdG9/sCDvxBJ/6Ai2DIQzDoIxjyEQh6CIQ8hMJeYX/YR3jTRzgcJBQKEBRFnMPNIJvhAOGwn2AoEOmr2N9QpE9BtrdC0X5tvd7k9Ztttl9vsf1mi+3tLV6/3uLN568jss32603evNlmazvMZqTvodDO8/oDXrw+Dw7nBqtrL3m1+pLV1Zc8f/qYx4/u8/jRfR4+uMOjh8L206ePePLkAY8f3efJ4/s8efyAhw/ucufOLW7fXuH2nVvcunWTlVs3Wbl1g+s3rnLt+jWuXL3C8uVLLF++xNWrV7h+7TLXri5z/dplVm5e59bKdW7fvsm9e7e5/+Auj5884sXL56ytr+J0OXB7PXh9Pnx+P/5AAK/Pj9fnJxAQxywojMtWWOjvVpit7S22X2/x+k1kbN5s8/nP3vD5F5/zsy8+5/OfvWZ7O8zWZpBwOEA4FGAzFCAY8BIOBtgMhwiHgpFzv9WdQMBLIOBjazvM1vYm26832doWZHMrLBy/GRLmdSsknHczGD1+a3uT16+3eL0ttGn79abQRnH7tfD79putyG9vz70Z0fvwZlBo+3aYUDgg6NamsE4CMWtGbEt4U1g/4XCQTVHvNoNsbYbYDIu/BQiH/ITDPjY3/WxvBdjeDvL6dZjt7bDQ7jeSMX29xZvPt/nZm22++NkbfvGzz/n89Tb/+T//lq++jjyL71/M+MQnGkQ+/+Zv/57Nzddsbr0mvPma0GYYfzAQFV/Aj9fvw+0VAMXlduJyOXA6HThdDlwuBy6XM/rpdDpYXV3l5csXvHr1glerL1lbe8X6xhrr66usb6yz4XTgcDlxuJysOzZY39hgbWOdtY11VtfXIrLOq+j2mnBcRIRjN9hwuNhwunA4PTicbtYdLtbWnaxurLPucOBwuXB7Pbg8bpxuF063C4/Pi9fvi4gfX2Tb5/fjDwYIhoMEQoL4AgG8fh8ujwe314M/GCAQChGM/C4dJ2GshPHyScbt7fh5cXrcOD1uPD7vjnZJ2+eKiNMdAXq3E4fbgdPlwuly4fK4hLnwuvH4PHh8nuh1fIFIvyLX9Ab8kf1SEfoqfvdG2usPBgiEQwTCIfyhIIFQKNLfIMFwKCJhwpubhLY2CW1GtsMhvH5/tD8OlxOn28WGy8maY4NXa6s8e/Gch08ec//hQx48fMDdu7e5fXuFW7duvgW12yvRbXH/nTu3WFm5wdXr17hy7SqXr17h8pUrLF+9wvKVy1y4dJGLy5e4uHwpun1peZlLly6wvHyRy5cvce3aFW7cuMbKyk1u373DnXv3ePDoIU+ePeXZyxe8WltlbcPBhsONw+nG5fbhcntxub14fG/FK+pNZNwCwQCBkKAPor4EwyFCm2FCm+G3YxYK4Q8E8Pv9+P0B/P4AoVCIYDCIz++Pnm/Hegv4hLEPBgmK5w8G3+qUP6JTET3y+X34g2/1MXrtzTCBYHDneUIhQcLCd3G/PxgQ1kPAHzUAUR0PBCI683065d+h79K+RLcj3wUd9eALeAmE/ATDAUKbQQKhAMFwOLK2hDYGw8JYhsNhtra22N7eZntrm9/99rd8/fXXwhOm/uSs7ldvgS+8uR2RLUKbm9FG+wKCQouL0uly4vK4cXlcOEUQdLtwutw4XYLibDicrK1vsLoWAayNNdY31llbX2NtY421CPA5IwtECmar62u8WlvlxauXvFpb5dXa6neAb8PpiH46XZ6ouNxeNhwuVtc3osDqioCMCDQenzfaL3FRS4FLPM7r90WVWHpMIBQkHFn00t++TwG+C36eaJukoCfKzu8CALrdHlxut7AYXT4cLjdOtwe3x4Mnwkx8ge/2RVBk3452xRo0adsDoWC0X9LFG9oMR/sc3tpkc3trxxgEQ0E8Pm/UiK2uC3MszuOzF895+vwZj5485t7DB9y7f4/79+9y796dKMiJnysrN7h58zo3blwT9t+6yc2b17l6/RpXr1/jcgTwRLlw6eIOubh8ieXLyywvX+TKleUo6AnXuMX9B/d58Oghj58+4enzZ7x49ZLVtTXWNxw4nG6cLg9ujwB8bo8Pj9cb1X9x3qS68NYoBHeMlSjiGAZCQUIRMAqFQ2xubRIKh3fMhdSYSvVT/H8gFMQvGrSIiDq9o03BQHRuwhIAls6n9FMAZ4khD/gFibl+rO5IdWo34BP/E4hpm3C8D3/QHwG7EOEtoS3+YDBmXIXxCoVCbG1tCsC3vc3vfvc7vo4wvv8q4AuGNgkEw/gDIYHmRzogLlCHy8mGw4HD6YwogQeXx4PTLQCeyyWAztq6IyrrG44IWDl2gJsIWiI4rTs2eLn66jsiBT6RDe48hzOqrG9FaI9UUUXlkCqMKLFgICq52+v5jtLFgoAIfOI4Sc8rTnQsIIrjKQKgKLGsVNx2uFxR9uFy+3G5/ZE+RxiJx4/XF8AfCMUw1e+CnQhu0rZJ+y7t41uGt3MxS/svnsvj80bbLQW85y9f8OzFcx4/fcLDx4948Ogh9x7c587dt4AnlZWVG1y/fjUqKys3onL95g1urNzk2o3rXLl2lSvXrrJ85TKXLi9H2Z4IipevXuHq1cs7znH79gp3797m3oP7PHrymKfPn/H85QtBz9bX2HC81SWX24vHK4yr1/fWWLm9nqhRjF3ootGQgl54azOymN+ysFiDIgU66dxJ9VOcF6n3tdvcSfdJ5243Jiqdx1ggjz2vVP4Y8MWuqVjCsPP/ApsV94vjJb2WuPaCEXYsZX3/KuATwU/8/E9/83eEwlsEQ5v4A6EojZayFKfbxYbTKbiVbo8gLjcbTjfrThcOl5t1h5O1DQer6xu8Wlvn1doGqxsOVtcdrG04I787WXc62XA5WHe+ZW8vV4WF8uLVS168ehkFPhH0RCb4cvVV9PfV9TU2HK4o6ElBUHQHpcDyFpy80X6Jirwb44uddFFE5Ym1dOL5pUocqyTiceJ1pAzP6XZH3f9oCMCxwYbTFWEhPgH4ouDuxuXx4vH5ooxPlJ2L4+31Y5U4ViGlC2Q3901cMGL/RdATDZk4T89fvtgBfA8ePeT+wwfce3CfW3dvR5ndzZvXvwOAOxngTW6u3ODmrRVurNyMursi6F24dJFLl5cFsIuwwqvXr3H9xjVWVm5E3eX79+/y4ME9Hj5+y/aevXge9SzWNxxsOFw7wM/t2Wkgd9uOBSgpK5YaRlHHfAE/Hr8PXySsEAtmuxnnWKAVvZYdrCrG2H2f3u4GhLFgIz2fVD9idT5W/3dbA7sCaiBiqEObAuYEhe1QeOs7Bje0GSYUDhMMhdjc/C7j+8N/C1c3FN4SWJ84QZL4hsvjZsPlYt3pYt3lZt3lZs3hZNXhZNXhYN0lAJoorzbWebm+xqv1DV6urfNqw8Ga08Wa0y0AX2ShbDh3Mj6R5UmBT+r+PnvxPKqwL1dfsb4hWGpRpMAnAogILiKgieJyC/ukLr3Uon8f8ImWSAQv0aUU/y9VTPG3HbGi74BfBKDd7rdM2CkYhnXHuuCyu8XF6I3E93ZeK7aNsUwzllVIlVJq4WMZn+h6iN+l/ff6fVHQExm5OH8i43vy7CmPnjyOgt6d+/e4decWt3cBOWlcT4zt3bhxjWvXr3Jj5SY3Vm5y/ebbeJ8oV69f4/rNGztEBL179+7w4ME9Hj16wJPHj3j67CnPIqD37MXzKOtbXd9gfcMpxIwlAOj2encFHukCl4KR4LZ9l/F5A37ckfig2+/D5fXgDQYEiXFdpdeLDdN8n6ey25zHgqDUYMeCy/exut0YX2woJxawdwPlHToXDBIMhQmGNwmFBU9TlGBYwpwjrno4Nsb3Xwt8v//D1/z+D1/zt3/3D1Hg84vurtePy+XB7fbi9frxeATXam3dweraxluXVmIpN5yuKPNaXd/g1eo6q2sC+1tbF44TlcsRUTDRPX61us6LV99leFKmJzIIUVnXNtajwCe2SWSAQsJDCoiCInu8/qh8n0vj8rh3ZXzShR+b+JEmK2JBVsrspK6sqNTimAnJGScO59vxedt2d6S9PsQExm7Kv1u8cbdg84640fco6fctAmmfHS7nDuATDZU4V89ePOfh40fce3Cfh48fcf/hA27fvR1NbogiAt/Nm9ejbqng+l7j2rUrXL9+TQDBa1e4fv0qN25c4+bKDa5HwPBGJHFx685tbt25zd37QgLj4eNHPHryOCpSwBNFZH1iCEWMDUvnSeyvdA5jQeq7cb+d7qw3cow3Amgi+5MCWmzIREo8YuPTsckDqcGNJS6+gD8KxFIjJrb1+1jcbsAljR3vxk6/z01+KyFCm5s7Xe+QwOpCwYAQA93cZHNrk/DmprAdkf/mjE/q6vr9QTweXxT4PB6f8F0CfFEAk4CLKBsOF6trG1EwEj/XN5zRzw0J8EnBT0xiiAtJuphiXV0xqytec33DKQFW9w73V8z6SuOBbo8vKh6fb4flllrFWGWWWkppXDAW2KQKJPzm3BHbFGOlUoMQlQgIOp3uSNuF9gqJDCEb7fX/cXCLlVi3bDfGsBvAx1p4kW2K/RbdcnGuYo2UyPqePn/G42dPuf/gPvfv3eHevTtRABRjcWIiQprdFZMdIvBdvXo5kqW9wcqdW6zcvhUFu7v370XjeCLIPXn2lKfPnwlZ3EiiRWybNKwiJt12GCXJfEqTfFIDGRsjlY51LEMUMrK+7/wujqP02rGAK/0uBVppkiM25iZlfVImL+puLODFJjB2Y3t/zKOJdXGluiTdlrYl+nsoSDAQJBQKCQxvc4vNcJjNzU22trYIh8Nsb2/z+vVrfve73/HNN2+fKfonAZ+4/df/6W8FwIuI1xfA7fZGQc8dAT63xxddpNJYiJSxSAFIKruBpHSfAIpvExe7iRQM1yLlKlK3JLYdUvd3t20xe+d0efFIXJrvs1ZS4JNOmlRJpSAYmyASF43UBXe63bsDn8MVYX/uHWPt8e4Enlh3Yzf3VVRYqbsU+7tUWaXxvN0UX3p9sV9iNlc0TNJ47fOXL3j89AlPnj3lybOnPHz0kAcP3mZ2pezvzp1bQhIiAox3xLq9lRvcunWTGzeuRZMWt2+vcOfeXe7ev8f9hw94+PhR9Dpixla8vjTmGBsuET0LKdvbDfhi51E6x9JFLp0PaWLE6/8uoInHrEfKfqTAGwuCsexPnEdxn9gOUeekXsf3uaSxRlNq6HcLn+xWHRELfH8MNHdbX9HvQQH0RODbjGF7IuMTge/rCOj9yXduSIHP6wvg8wfx+YMR4PPtCPKK8jbD+FZE0JEuYCmzEz9jwUn6/ygbdHy3ni82IywyjA2nYwew7tY2sf0ut3cHyMaWLeymBLFWK9ZK7eYOigww6spIXGBpnZvL48HldQuZcZd7R2wpNl65I9juC0TZhsfn3eF6isosdSGiblZMMuePucmBUDAanN8tgy09lxT8HC7nd+KxsXHZF69e8uz5Mx4/fsjDh/d3AOD9+3ej+8Tv9+/f5e7d21FAFON/ojt898H9KOiJjE6a/BLBWATk2PixlKlGS6Qibqw4j2IfpWAlBTBp4D/W+Ig6IDWCu7FAcewcLueOcZUeH7s/FlykwLsbOIn7YkFKmryQJjdiExNi+6Wu/m7n3M2jiGWhuwJfKEg4BvRiAfD169c7ge9fc6+u+If/+Nd/g88fjDI+jz+Ay+PF4XLjcL3N3jpdHlwub3QhiqAlZX2xrEUqsYtaCqpiXE7M8ooLSBp7Ed3EHbVubi8u91tgdnt90RheLGC/ZXhvry0e6/ULRaPSiYsFuNjavd0mTiqxWa5YiykUH3uj/ZeO5fcBuNPtiVr3WFdDCmLS8hMpaH0f4MUy2d3iQdL2SyU2vulwOb9T1iKC3otXL3n56gXPnz/l6dPHPHnyiAcP7vHgwT0eP37I48cPefLkEY8ePYjKw4f3o1nZaHY2ApAPHj3k0ZPHu2ZqRX2RlkJJRRrLk2bTpVUAUtDYjSmLcysFjdgsuNQAvQWinYmKt+GQt251bEJDqjvSORPnamd5jFArt1tcLjaWF5AksGJLmWLnXxq3Fuda6sF8P/h9twxnxzVCgoRjXNvdAHBra4vf/vZ30QLmf/GDSGNjfP/xr/9GEuQP4PYHcHi8bLg8bLg9bLjcrLs8bEjY2m6JAykA7qyt8+zKZEQ2KDK+1fUNVtcFJZXW84kJDzH7u7ax9lZZJa5t7HWkQLy27uDlqzVevFyNurlujy/qtrs90oUrxujeun5vge9tsac0viKNf4nAJI0Bise4vR4JY91gw+EQ7jRZ22BtwxEdSzFRI4oYVxXA3RN1iaI1lhGDIF14orJKGd9bxdy5gKW1XaJyi3VVuyVxpIDncDl5tbbK0+fPI/IsyqCkcVkxxvfi5QuePXuyA+AeP37Io0cPePr0Mc+ePeXZsyc8e/aEp08f7wC+Bw/u8eTJI54/f8rjJ492AF4s8IkLURwvUY/EcRP3iSAoGl3RyIqLWTTETrdrB3OTshzpmMcaTen4xbqYUr3ZcDp4ufoqGn8U+/B9sTRpqEWcZ6k77nA5drjpu8V6pexrt/bFgq7UUEjHUXrDQKyhl/5fyojFom+pgQ5H7gza3NrakdgQ7hAKEwoJx/z2t7/9r2N8IvBJGZDIQBwuD06pO+t271Agh9MpFDS73Lsylu8DQZfby5vPv2Br+w1uj4+1dQcer5/VtQ2ev3jFhsPFq9V1nr98xcvVVV6tCUHnze0ttt+8jrZBzCp+/sXPCIRCbDgFpuFwuWKKnN9a9psrKzx59hR/IMDPfv5zNre2BNru8RIIhqLZbY/Xz6MnT1lZucXLly+F6vGwMOihkFBN/sUXX/DLX/4Sv9+P0+nE6XTi9fuiILT1eptf/+Yv2dze2hEXEtsvLDqhpMft9fL0+XMeP33K5198ER3rdccGnkjG+cXLl/gCAX79m7/EHwxEFc7r90WNhLAAgvzqL3/Nr/7y13j9fjYcb0MNr1bXcLrdeP2B7zDcQCjIl7/6JU63i+cvX3zn1kWpyxIFea+bza0tvvj5L/jFl7/k9Zuf8eTpc65cvR69Nez5yxd4fF42t7dYl9T6uTxunr98zt3793j67CmPn4ig95Tnz5/x/Plz3G43gWCAFy9f8Gr1Fbfv3uHGzRu8Wn0VdW1js7SisRRDAeHNcBTcXrx6idPtYnN7i59/+QsCoWDE3d2IjtPahoO1deG70y0YRTF+KDKil69esvrqFWtra6ytr+N0OnE4HcKnw8GGw8H6+rrw+9oar1ZXuffwAc9fvtgBMC6Pm9X1NVweN1uvt/niFz/n51/+gjc/+5wNp4M79+5y++4dVtfXvgOWm9tb/PLXvyIQCgp3Urk8QklIpD4uEAzjcnt4+vwZN2+tcPvuHZ6/fCFc1+vB4/Hg8/kIhUJ8+eWXfPnLXxIKhXC73bg9bkGnXS6cTqdwK6rLHcWImyu3eP7iVbSaQywAF+PQAo54cUXuMHJ7fEIoLSBkdUXQk3pTYgnL5tbWDuATQG+LcKT8JRja5B/+8bd8/c23/7oY3+//8PUO4HvrTnl3uKMiiInAEo2POEX30/md42PdSinoebx+3nz+Bf/7f/g/+Orrb/l///n/4+//4bdRFihmeP9/2t6zL44k3fb9yvfsmek9re6WQZiivK/KLO99FVAUHmQQQkJeAuG9ER6EN+r+nxdZESR0zz13z5z7In8IAeUyYsVj1lpPNleQtcK2jnYGnwzxZWKc49MTDg4PePfhPUNPn/Dh00e2d3c4v7xg//CAyekppmammZ6dYWZulrmFeb5tbXJ8ekK+WCCRSlKtdTIy+pLZ+TmOTo45v7hkYXGZL+OTzM4tsPFti929Az5+/EQ0GiUSidDR3k6tVpMs8mfPnjE+Ps7u7i5nZ2dcXl4yPTPD0+fPZMT0/uMHNre3OLs45/jkhNn5OaZnZ5idn2NuYZ6llWW+bW1ycXHBk2dPiSXijL19w9rGGucXF5ydn7OwtMiz4ecyknz9Zozl1RVOz844v7hgdn6Orp5uWXfp7Krx/MUw84sLnJydcnR8xsa3Ld5/+ER3T99NjbXjhqgtSLcra6t8Hv+CElD/kjemT4mGR14wOT3F5y/jvHn7jvcfPjG/sMT2zh4zs3O8HnuLElDJ5LK0Vzt4+/4d37Y2OTs/5+jkmInJr9S6u0ikkjJlTcTjJJNJUqkU2WyWarXK23fv2Nze4uLqkonJr5gsZuLJhOzY6ilOuUKeYrkklTcjoy/Z3d9jd3+Pdx/e0zfQT1tHO1093Yy9fcPm9hbnlxccHHxncmqG6Zk5JqdmmJmdZ35hiW+bW5xfnDM88oJYIs7rN2McnRyzd7DPwcEBh4eHHB4c8P37d87Pzjg5OWF/X/ezw0MODg44Oj7mxehLovGYjJQ6u2oMPhni1dhr3n14z9jbN7x+M8a7D++Znp1hd3+PtY11nj5/RiAUJByNUG6ryKipp6+XsbdvWP+2wcnpCWfnFywtrzI9M8fU9CyTUzPMLSyyur7G4vISz18ME08mUAIqxXKJWleNri5NN/zy5Uump6c5Ojri4uKCra0tJiYmmJ6eZmZmhoWFBZZXVtndP+T07IJYPEUsnvxTA/MWBrTfNA/bO2r1UlovXT091Hq6ENpifddZAuDAHQVMzwA9ff3a1dvP0vIqR8dnHB2f/k+GDf11xHc3MtPX7bQ3V6ZYLt6pmfZ4OTwAACAASURBVJTlSflXYHk31RXfC5nVxNcpLq+u+PxlHIfTTTZXIJ3JkUpnyWTzFIqahlJswsEnQxwefefzl88USkWZioy9fcPV9TUzs7NE47FbPEARFc3Oz8kOoygkd3bVWNtY5/Lqmo5qjVQ6S1t7lWpnF2/ffeD79yM2NzeJxWIkEgna2trkKdnf309/fz+fPn3i/Pycvb09srkcGR3PsKOzyus3Y5ydn7Ox+Y1EKnmL7CtO+9n5OWrdXajBAIVSkb6Bfm1u6PdDsvncLYlVua3C0NMn7B8ccP37D0qVMolUUiN0l0sSpD58+sjB4SGTU9PUunrIF0pksnnSmRy5nBZttlc76O7toX9wQNvUx8fs7O7KFFJf99KD5IuXIywsLdLd20NbR8ctLmVf/yCra+tsbG7hU/xE4zGZur1+M8b1jx+sbaxrHd54jEAoqHVnQyEikQjxOvhlMhny+TzFYpGhp084PPrO0ckxmVwWp9slwVJ8NplcVqakAhimZqe5vL5i/OsE8WTilgyyVCnz8tUoZxfnrKysEY0lyOWLkn9aKrdRrdWYmZulu7eHSCzK2/fv+PDpI/0D/QwNDjE0NMTTp08ZGxvj6OiIw8PDW0X4gYEB+vv6ePX6Fe8/fiAaj1EoFWivdvDx8yfG3r6ht7+PUqV8qxGUzedo62jn3Yf37B3ss7y6Qq6QRwmolCrlW2WL4ZERDr4f8v3oROPD1vdNNlegWKpQ6+7i5atRVtfX2Nze4tnwc/yKQiKZoLOzk+7ubtktnZ2d5cePH7x584ZQKES5XKZc1lyQ2to7GBx6yrfNbSLROJFonEw2Lz8vEfHpgxx9ICRKabWuP0vf9KyJv5L+aRGfBnoC+LSI7/Q/T3XvUlP0dbh8oUQufwMm+mJxqXIb+O4Cnj6S03d0O2vdDAw+YX//kL39Q/xKAJ9fJRKNE40lSGdy8m/Epht9/YqD74d09/TIekgynWLwyRCX11dMTk3h9fvkhgpHI5JG8fT5M7L5nNwwooYytzDP5dU1hWKZYChCMpUhlc6Syxf58PETP378YGRkBEVRKNbTGgF+fX19vH79mtPTU1ZWVvD5fZJLFk8mKJZL9A308/34iNW1Vbx+n1QxhHSC+SfPntLW0a6lfekUhVKR3f09Nja/4VcVTfUQChJLxMnkslRrnWxtb3N5fUU8mSAQChKJRcnkshRKRZ6/GGZnb5d3H95Taesglc4SicYJhiKEwlESyRT5grYBe/v7ePLsKUsryxyfnnB6fsbgkyHcXo+slwmAFjWrqZlpvkyME46GqbS3k8sXSaWzJFMZorEE5Uo7S8srhCJh/KpCNB67dZ9m5+fwKX78qiLVF37FTygUksCXTqfJ5XKUyiUq7W0sLi9x/fsPJqensNpt+FWFQCgogVUrc1QkmA+PvGB3f48ff/zOy1ejBMMhYom47ADniwUGhgY5PjlmcXEZr08hEo0TCkcJR2LE4klS6TTPhp/T1dNNLBHn5atRkukUyVSSXC4ngbm7u5v9/X22t7eJRqPE43FisRiRSIRIJEIikWDwyZD2t+kU418nePfhvayB6mV94WiESCwqHWSGnj7h+PSE1fU1IrEoajBwK6odGBpka3uL4+MTAsEwwVCEcCRGJBonntAOhXyxQLXWyfziAueXF7x5+xa3200+n6darUplxKdP2nofHR3F4XCQSqVIJBKk02nS6Sz5Qon3Hz6RSKYJhaPE4kmSqYwEWT1bQ5/53ZTSuuisCRnlDfDdVbzcNnnopbunv6700APf2S357b8FfPrUVM93EzQTLfW8aTgIsqdW1NQrDG43GO4SjPUd1c5aN13dvUxNz3J1/YP+gSFaDEa8PgVFDZJIpsnli1TaboBvZm6WxeUlqQgQ0UKtu4vzywvGv05gc9hxedzYHHbcXo8kt4YiEQKhIH5VIVyvt5QqZWbmtOfP5Yu43F78SgA1ECISidPb28vFxQVTU1N4vV7i8TjZbFaCX29vL6Ojo5yenrK0tKRZItWdQ3yKn2Q6Ra27i8Oj76ysruJwOfH4vDjdLjw+TYMqNawBFTUYIBQJk0yn2NrZZm19XQrvbQ47flUhmU7R0Vlla2eb88sLovEYXr8PJaASiUUZGBrk29Ymb969pdzWRiaTR1GDOJxu7A6X3OC5Qp72agc9fb28efeWze0tRl+/4vjkhKWVZax2G0pAlVFVqVKWTZu1jXW+TIyjBFTyxRLxRIpwJEY0liAciaGoQZ4PvyCTy+JwOVGDAaLxGH0D/doBNT0l9batJiNmqwWX200wGCQWi91Kdwv1ssrk9BSX11ecXZwTTyYwWcx46wdNKpOWjYvOLk2l8HVqksvrK37/43dGX7/C6/fhV1X8qkIkFiWbz9Hb38f34yMWFhZxON14fQpujw+fXyUYihKNxyVYatFaUQOlqAZosViMdDpNtVpld3eXzc1NAoEAXq8Xp9OJw+HA7dZAXdzn/sEBvm1tks3niMZjBMMhlIAqJXniQBDrIRgO8fzFMKfnZ3we/4LRbCKeTMhMpqevl43NTQ6/H+Px+nG5vbjcXrw+lUAwTCQalbzGzq6aVha6uKCnpwefz0e5XKZardLd3c3Hjx+5ur7mxcgIJpMJVVXx+XwEAgGisYQEukg0TiAYJhAME47ESKYyMkrWA52etSGivlqXZkH1V821v1KWdHV3a9K2nl6p6RXA9x83N/TAp++6agoMIT0r/MkpRdOV/pksfJfXJx6rUCzfkop11rp59vwFx8enrK5tYLJYsTlc+PwqoXBUFlCrtU4GhgbZ3d9jYGiQaDymFbr9PvyqQrXWKYHPZDFLAbvT7UIJaK4ccoEpfoKRMOlshmKlzMzsLNc/fpDJFrDZnXi8fvxKgHAkRrVa5ezsjPHxcVxOF6qqEo1GSafTlMtlarUaIyMjnJ6esrCwQKvJiMHYisHYKtOxjs4qB98PWV5ZkaJ6q92Gw+XE5/dLqZVY7IFQkHgyweb2Fqtra5itFoxmE0azCbfXQywRr0d8Wt0rGo/h9nrw+n109/Ywv7jA8MiLeuG8SDQWx+3xYbHasdoceH0KsViCYklLi/sHB5ienZE1sPVvG5xfXpAr5LHYrCgBlWg8Rjafo9LeRndvDxub39ja2SaVSaOoARkliUhDDYQIhiN46m4qPsVPJBalt79PAp/JYqal1UBTSzOtJiMOl7O+waIkEgkN+DIZCnVqyvjXCU7OTvn9jz94OTpKs6FFRn4igmvraKfW3cXT58/Y3t1h//CA6+trXrwcwWQx1+2rbARCQXL5PH0D/RydHDO/sIjZYsPucGF3uHB7fPWIJiGjr1AkjBoMaJ5+wQDBYFADlWSSjo4Odnd32drawuv1YrVaMZvNWCwWXC4Xfr+fUCREOpthY/Mb7z9+kEAnfQbrRgtiTXulf6CWuczOzfL9+IhEKonD5SSTy9aj8B7Wv33j4PAIm92J0WTBYrXjdHnwKSqhSOQWj3J45AVn5+csLS1ht9uJx+OUSiWq1Srv3r3j6uqK4eFhWlpa8Hg8uN1uFEUhGo0TiyclAIbCUe0+17OkQrFMRRfx3eX+CuDrrP3ZtUVPktZf2v/fGBroge8uJ/k/Ar67aa6QnN1I0IRcrVLv5vw5xRWAp5ep6aVrlTbBk+qUFlhLKytcXl6Ry+cxtLbi8XkJhkIy0ujorPLm3VtZG4onE3j9PhwuJ16/j86uGhdXlxL47A4nVpsDj9dHKBIlly/g8frxBQIowSDhaIxsrkC50sbs7DxXP67J5vPY7HZcHg+KGiAai9HV3c3Z+RlPnj7F6XLh9nrw+X2EwmGyuRwdnVWeDw9zcnrC/MICLYYWGpubaGppxu50EIqEqbS3cXB4wPLyCharDZvdgcVqw+50oagq8WQCNRiQIB0IBUmkkmztbLO6tobRbKLZ0EJLqwGH20UkGqGzs5OdnR2urq5IJBP4/H56+npZWVulf3BAdo3jyQRqIIDD5cJmt+N0uQiEtA3Y1tFOb38fz18My3pd30A/Hz995vLqmrfvPtBiaMXhdKIGQqQyGRn1zc7PcXF1KWtPDqcTu9NJIBgkntQkamowiNfvlxv5bsTXajLS2NxEQ+NjWloN2J0OFFUlEq03OpJJ0pmM5pdXKfHpy2cWlhY5Pj1hY/MbLo+bllaDPGBExNfd28OXiXG2dra1qO/qihcvR2hofExTi4FWowU1ECSXL9A/OMDRyQnz8wuYLTacLg9Olwe/okU4ovwRCkeIxhOEwlGC4TChcIRQOCzrhrXuLvYO9tjc2sbt8WK22DCazFisNjweX71+GWZgoJ+r6yvaOzpwOJzYbA7MFg0gbXYbbrcbn9+PX1Hw+/2oqkowGCQYDDI4NMjJ6Skjoy8xGFtl1NrRWWX92waH3zXgazEYMZmtOJzu+gEeJZXOkM1rdK58ocjaxjeOj4+JxxO4XC6ZxYyNjXF1dc3z5y9oam7B4/Xj8foJBkOkM1r92+3xEYsnSSTTROpgKMpSd5kdd8Gvo/OGStXVfVPXu8uLvS2h66arR+voCtbF//WI767c61+RkIUfnD5K1Ed8d6Vr+u8F8IluYaW9jZHRl1xeX/F5/AuNzU24PG7UYECG9J1dNdndFIJzcVoqAZWunm7OLy+YmPyK2WqRJ7fXpxAIhhl78047pWJx4smUpM1UqzXm5xe5vL7WNrDLeasm9f7jB75tb5LKpHF7PdgcdpxuF4FQUNJHnr14zsnpCXOLCzS3GmhsbqKxuQmLzYoaDFCqlNk7OGBlZQ2zxYbJbMVsseFweXC5vQw+GZLPHQgFCUXCpDJptnd3WF1bw2QxS+BzupyEw2EJfNfX1+RzeYYGtaZPZ1eNUCQs9bEihXJ53DLtF7XHWncXvf19fJkY58Onj5Jb1T8wyMHhd3Z29nC5vZjMVjxefx3stSjj+Yth2Vw5OTtlYvIrxXIJt9eDx+clHI2QTKeIxKKy/ihqfBdXl0xOT0lAb2h8jMHYKj97vRIjmUnJ0sqXiXFevBxhZm6W84sLurq7uffrL1hsVvyqQjafo73aweCTIbZ2tnk19pq377UIZmT0Jb/89hsPGxppMZhQ1CDZnK7Gt7SMze7E4XRLwAiGIoy+GqNYqhBPpMjmCiSSaaKxJLG4Jo0T5ZLe/j72Dvb5trklo2uT2YrN7sTnV4nF42Szad6/f8ePHz9IpzNYrXbMZismoxGz2Yzdbsfr9aKqqrxCoRDhcJhwOEylXGF/b5/5pQVMFjN+VSGVSVNpb2N94zbwmS023B4fwVBEvnYRhKQzOT5/meDy8pLe3l5MJhPJZJJiscjr16+5vLzixcgozS2tN8AXitRr3p/xKwHSmRyZbF42IXP5G8MQPRbcUni1d9Be7ZQacz1H9v8kZevu6aWnt5++/kF6evtZXlnj+OSMw+/Hfwl6/+Ou7t2UtXRHbna3aClVF3dqeXqg+6uIUO9gIkiZ69822NvfRw0GMFnMMsUSRei5hXmpBghHI7KuFUvEGRga5OLqktW1Naq1TtkU6eruZeTlK5ZX1kimMiSzOVLZHNlcQeM9dfWwsLDI1fU1A0ODsh6YzmZ48XKEyekpevv7iMZjeHxeDVSdDgl81Vonz1/UI77FBVrqwNfQ+Biz1SKpA3sH++zt79Pb118/RCp1Wo/WVMjksrLeF43HyOSybO/ssLauAZ/B2CqjIj3wXVxcMD4+zv7+Pj19vdgcdpmOqcGA9LFTgwHJqRPd7L6BfvoHB5hfXKB/cECqBwqlMhNfpzi/uKCjWtPVXVUSqYQsrD8bfs7K2iqn52f8+P0HV9dXbG5v8WrsNYlUEo/PK91RBKn5ybOnXP24ZmpmGrPVQqvJSFNLMyaLGbfXI0FSL0ETKozJ6Sn6Bvrp7KpxcnrK7PwcDx49pKXVcAsE3r5/x+LyEm0d7bx595aLiwtevhrl3q+/cP/hY5pbTDLiGxga5Pj0hJ3dPbq6e2WdqrPWzfPhEZZWViW/VHBLM9k82dyNoqi92kH/4AD7hwdsbW/j9anYHS6sNgdOlwdFDZJMpSgUckxPT3J9fU0ymcZisWEyWTAaW2VKrCgKwWCQcDgsa4ii2VMoFNjc3GR3fw+LzYrL4yYaj1Esl1hdX+Pg+/Et4PN4/VotN1+UNbaOqmZkO/pqjMvLK8bGxmhubiYSiZDNZnn1SgO+6Zk5Gey0d3TS09vPu/cfmZ6Zw+tTKJYqZHOFW02Nu9jxl+qjOvDdlYP+Vb3vVhrc/dfA9+/N1f1/6eqKNFcA2l1Nrh7RZRNEl9bqP4y7nV7NfaQsO3BC//f2/TsuLi958uwp9x8+kHWhbD4neU6i1a9vUmTzOZ4NP+fs4py9/X2+TIzz6fM4Hz99YXJqhvWNTbZ3doklUsRSaWLJFKl0lmKpQmdnlxbxXV0xv7jA5/EvTE5PsbO3y/bODqVKWdqme/0+LDarBD6RLj59/oyTk/8z8H0/OuLV6zcMv3jJ8+ERXr1+w/jEJNu7O6QyaZxul+wI3zQ3tBqfqBvanQ6i0Si1Wo2dnR1+/PjB8fExl5eXfJ2axOawY7ZapFWTSDPF5yh4YIK39+HTRxaWFqVWNJPLkkimeD48wtn5JeMTkxhNlnqx3E8oEpa0GSEnHHr6hJm5WQ6PvnP9+w8uri7Z3N6ivdqBw+WUQF6qlHk2/JyLq0umZqax2m0ymhX1y3A0IiVoIqISdeWvU5P09vcRjkZYXF7i5OyUTC7Lbw/u4/Z6iCcTlNsqTE5P8fzFMO3VDl6+GuX84pyxt2+49+svPHj4uJ7qhsjmtFT3+PSE70fHTHyd4vOXCT59Hmfi6xSLSyvs7O6RzuRkp18AYKF0o+kVNKuD74dsbe/g8wewO1xYrHbsDpcEvmIxz+zsDNfX12QyOYxGM62tJlpbDVitVrxer1Y3jESIRqNEo1HZ6Mlms5TLZdbW1tjZ25UNvFAkTL5YYHV9jcOjY2wOJ4ZWE1abA7fHRyQav1H8dHRS6+qhq7uX0VdjnJ9fMPbmDS0tLQSDQZLJJKOjo1xeXvFtc5vPXyb4Mj7B5y8TTE7NsLm1w/zCEm6Pr24jpwGfXjV1Nwu8K23t6KzJrq4+wrtLa7k7s0TU9v5/SXVFFKe3lRLApU9Zs7mCPBn/Kq0V4PdXjigyha4z+PXa22qtk529XXb2dmk1GbE57HLDLi4v0dXTTa6QlzUxNRggkUpSqpR58XKEi6tLPo9/we5wyA6moMdMz8wRjSVQQ2GC4QixeJJCsUxnZxcLC0tcXl1RqpTx+n1EYlGmZ2e4ur7m9ZsxLDYrwXAIj8+LzWHH7nSgBgOy/jj09AnHJycsLC3SYjDwuKmRx02NWKw3qe7B4SErK6u0Gs08bmym4XEThlYTDqebl69GKZRKNLU04/K48Sl+Yok4W9tbrNYjvpZWg2wAxGIxarUau7u7nJ+fMzIywu7uLj/4nTfv3soISkR7giIjaqVdPd30Dw7IBsDVj2tOz884OTvl+PSE49NTTs/Oubr+g739AwLBMI+bmrE7nSgBVXIGM7kssUQcv6rg8riJJxOMjL5k72Cf699/sHewTzgawaf4SWXSFMslnr8Y5vL6SgKf2WqhpdXwJ+DT++cJJcbXqUlq3V2EImEGnwxxdnbG/OKCrKeK5sn07Iw8VJ8NP+fs7IwPnz7y62+/0fC4GbPFjqIGyGRz9Pb3c3yqTRq02hxYrHZsdicut5doLMGX8a8USxW5jmKJFJlMnkKxdMt67Ab4tvH5VWx2JyazFYvVjtevZSX5fJavXyf444/faWtrq4OeAD6L7J6KaC8cDktqjGimrW9ssLK2KiM+kXmsrq9x+P0Yu8OF0WSRwBeNJTQBgI5JUevq4dXrN5yfX/Ds2TPMZjOBQIBYLMbIyAiXV9cMj4xiMltll1sNhKi0dTA1PYvH65fd3XRGM3HVZ4V/xeOTNb6qmA8jane3o767tm/az3ro6bnh8PX09rO4tCLx7F+lu/+flRv6iEzvrnLjwVeW0Z0eCPURoJ4Co7ejulU3rLRJPa4owgtJ2cTkVy6vruju7cFkMctFPj07I5n5gsskamGV9jZevhrl8vqKr1OTWnfM7cVmd+L1Kfj8KrXuXjLZPF41gBIIEYsnyeWLVKs1FheXubq+plAqyggpXyywub3F/uEB6WwGo9mEy+PG7nTI+qOgUAw+GZLA19xq4HFzIw1NWsTnVxVKlTL7BwesrK5hMtt43NjCo4ZGmppbMZosxBJxAqHgrSJ/OBaVzQ0R8Qng00d8l5eX5HI5urq62N7d4fT8jIGhQR42PMJstUgaSSaXldGeqK28ff+O9W8bvHw1yvMXwwwMDWqywMEnUllzenbO0JNn/PrbAyw2m0xfBT0ikUreOhRsDjuhSJh3H95zdnHO0NMnmCxmSR968uzpLeAToC6iVMFdEw0svSJjcnqKcltFPv/C0iLnl+dkclnMVgvhaISPnz8zMvpSRqT9gwOcnp7yZWKchw0NNLeYsNqcKKpWp+rt7+PoWOvqWqx2XG6v7Or6lQCdtW7yhZKkuASCYeLJFJlcXh4kgnGwd7jP5tYWHq8fs8WGodUko+VINEI6neTNmzF+/PjB69djGAzGOvBpqa7b7b7VzAgGg4RCYUmZaWtvZ2trizdv32KymHG6XfhVhXQ2w8raGvsHR9gdLkxma72x55fqCgF6Qsr29t0Hjo6OKZfLuN1urZsejfHixQsuL68YefkKk9mKz6/i8fpR1ACJZJqnz4ZlR1fw+DLZvKSqCTzQux/dNQTpqHbWLbr+rArSR3zCIai7r/cvIz6BZf9j4BPX1PTsDTjV60+luiIjXyxqNJZCkXyh+Cewu2XTXa/3Fe+kvH/+m4oEPFEnEYLyp8+f8f3oOxub32TNZ25hnr7+AWKJJIlUmmA4ghoIat2qO8A3MfkVm90uF4DgZqmBEIoaxFVfwJFonHyhpAHf0jKX11cUSsVbdAKt8H3C2toaDocDg8GAw+HAryhEIhHSmQzFUpGhJ0OcnJywKCK+xkYeNzZitpjxKwrFUomDgwOWV1Ywmsw8bGjg199+4/7DhzQ2N9FiMNDY1Mj9B/dpbGrEarMRjkTY2trSUl2LmeaWFgytBhz1yKZW52NdXl2RSqfxeD3kiwU2Nr9xdHJMb38fj5sacXrcRBNx0vVUs1rrpLunh4GBAeYXFhl88oR0JkssnsCnKHi8PvxqgGBYIybv7u2xur5OS2srBqMRt9dz46tXB9RoPIYSUOXBIFL85dUV3r5/R0urQSo4+gb6ubi6ZHp2RqblLa0GLDarJJ4Lkq8AV2EbNT07Q6FUlCTf5y9ecHX9g0+fv2CzO8gViswtLJAvFqX3Xk9fL8cnJ0xOT9HY3ESr0VIHviCpdJaevn6Ojk9YWFjAYrVitdkxW63YHQ48Xi9qIIiiBnB7vTjdbvyK1vjKZLMUi0Xa29vpqHbQ29fL3v4em5tbuD1eTGYzhtZWWo1GHE4noXCIZDLOwEA/5+fnrK2t43J5MBrNmExGLBYLHo8HRVEIBAIEAppLdTgcIh6Pkc1m6O3tYWdnh45qJ3aHE4fLjV9RyWRzrKytcXB4hNPlwWpzyHUfT6QolspUazW6enrorWtgv05O8m1zi2gsjl9RUdUA0Wic4RcjXF5dMTwyQqvRhMvjwe504fJ4CIbDROPaiFAlEEANBonGYqSzWalr1gaLletGHx20dVRp66jSXtXcw9ur1VuGIHedrPUKjhsg7JUR33+U6t5lOwvg05oZbfUXXr4lq9JAqnwrn/9X3D0RIebyxVvgVyiWKRTEQKKiBD7hNCLe/NLKMj9+/KC92kEqk2ZlbRW1HqWFwlH8SgC/P0AoEpVcppevRrn6cc3XyUlsDhtWmwOjyYLD6a6TUSMEgmF8fhVFDRKLJ2URe2FphasfPyiUipJL5fF5CUXCfJ38yu+//87Lly9paWmRnKZwOEwikSCXyzE4qHUGl5aWaGlpoaGhgcbHj7FYLFLtsX+wz/LKCq0mIw8ePeTnX+7xy2+/8qjhEQaDgeamZh49ekRLSwt2u51IJMLW5ibr6+tYzGaamprkz8LRCNVaJ9s7O1xdXxNPJnC6XRjNJpLplNQt9/b30dTSjBIMkMnnKFZKdPV00dfXx+joKLOz86QzWqNHDYRwujz1TvhNM0Sjg1xSLJdoaTXg8rgpt1UYGX2JElAplIqkMmliiTjBcAif4sfj82J3Ovjw6SNjb9/Q2NykUVXq3XcBfA6XU0azFptVRpMCWAXwiXrw3MI8+WJBAl+xXGZv/5CDwyPSmRxjb94x/OIlPr8qmypdPd0cHx8zOz+nlQuMZswWmwS+3r4Bjo5OWVxalNPaTBYzdqcDj88rCfL+gCIjrGgiptFscnkp5+ru7mZvb4+trS3cbhdGoxGDoYXW1lbsdgeBQIBEIkoul2FpaYnz83MqlXYePmzAarVis2lUFr/fXwc/VfoTptNJMpkUb968ZmVlmWAogsvtxeFyy+706toGh9+PcXt8tyLWZCpDqVym1n1bHbG5vcX7j5+IxOIoagi/EiASTTD8YpSLy0uGR17QWj/ohBBAqJFuRgjos4nyLXuvto522qo39l4dnbetzPQO3ncNdfUWaNVaJ7WuLm3sbc8N8P1bXd1/BXwy4tONfdSbgZYqlVuRnR4E/+Qe/BfpsH7spJ4ErfdAa+to59XYa65//8H07Axv379j6OkTya3y+hSNj+dXicTiUg87+voVV9cC+Oyyq6bRMKLEEynZ1s8XSgSCYdraq3R197K4uML1D03zKorGomNcaWtjb2+Po6Mjcrkczc3NsvuWSCTI5/MMDWkRnwC+x48f09jYiNlsxufzUSgU2NvfY2l5GYOxlfsPH/DPez9z79dfeNTQgMFgoLW1FYPBIE/+eDzOpgA+i4WmpiYMBgN2h51gOCSVRfQZ1gAAIABJREFUG5dXV0TjMZk2tpqMlCpldvf3ODo5ptLehsFsIlgvgnfWOunr62NycpLnz1+QzRWIJ1KyLmW1OXF7vQTDIRKppNaMuLhgcmpKU1d43MQScb5OTcpZGndHSAoKy9TMNH0D/bLm6PF5qdY6uby+ksBnsVkxmk1Y7TZZXxWNDUG6FZHq0soyxXJJdr6j8Rivx95ycXnF3PwSi0srhCMxnG6PbHxVa518PzpicXkJo9ksyb1qIKQDvhMWFhflbF6z1SIpS8KVJRyNyAaUAOdMJkOhUKBUKlGr1STwOZ1OWlpabu6Z3Y6qqsRiYWIxjYO5t7fP0tIKDoeThoYGHA4HPp9PprpafS9MIhEjk0nR2dnB0tICPb09eL2KrGGrgRC5QqkOfEdSueHx+uV7LFcqt6Kpj58/sbaxTlt7B6FwFEUNogZCxBMpRl6+rkd8LzAYWyVlzK8qxBJxGUmLWrvH570VwOi9Mu96Nt71ctT7+ukjPtHR1VtY9fTdlqz9X6OzCAArFMu31Bm3DRz/WpN7l7pyt+Ehuj3lSjvlcgdlneHoXf8zwbzf2tnm7OKc5dUV3F4tfLc7XDicblxuL4oaJJ5I3gI+IUY3WSzY7A6pUtC0qWkKxTKfPo/z6vUb0pkcHVXNMWJ5ZY2rHz9o62iXfDK310OgLp969qzetZ2fx2q10tjYiMfjIRqNks1mtYjv+JiNjQ1aWlp4+PAhjY2NmEwmvF4vhUKB/f19VlZXMRhb+fX+b/zy26/8ev83Hjc2YjQasVqtktKgqiqpVIqdnR2+ffuGxWLh4cOHtLS0YLPbCEXCWsS3q0V8kViUVpORVpNRgkhbRztbO9ts7WyTL5doajUQCAXJF/L09/eztLQkFTmxeFJGCk63F5+iSN5dV0+37EhH4zHZNPk8/oWPnz/JSWciGhAd8P7BAeYW5uVrE6BZ6+7i6sc1cwvzMtU1WcxY7TZcHrfU0wr3FZHqdnbV2Nj8RqFUlGlzNK5RNTa3dri4vOb58AiGVlOdI6lxIjs6qxx+/85qvTtuMluxO1wEgmGSqQw9vf0cn5yysLgoPz+TxYzD5ZR0qkwuy4uXI7waey077ql0mnQ6TT6fp1Ao0NnZye7uLtvb29jtdhobG3n8+DEtLS1YLBa8Xi/hcJBYLEIwGGRgYIjd3X2mp2dxOBw0NDToam1REok4qVSceDxKR0cb8/OzjI29IhwJycaJeB+FYpn1jW9Ssma22HC5vaiBEOlMjrb2G/fol69GWVpZZmBokFgiiaIG8foUgqEI6UxOO0h0hG+31yNLTsl0SsocP49/obOrJjXveg2/fi/fAN3tcap6KtvdVPfubJCevrpio+92xPc/Vm6Ipoa+uSGAKpvL/2kWwd1U9651+5+s5P+iAdLWXq3Pg63K+bGidqMHWfGzN+/ecnp+xtPnz7Sun8ki0xRxU+OJpBRff/z8iR9//M7G5jdCkbD8XY/XTzKV4emzYdbWN1jf2KRcaZdpeGetm739A/7gD8a/TmAwtvLg0UPMVotmChCLEQqFeP36NWdnZ8zOzmIwGLh//z4Oh4NIJMKLFy+4uLjg8vKSZDLJTz/9xL179zAYDLjdbrq7uzk/P+fk9JRkOsX/+tt/8fef/iGBT5BXrVYrDocDj8dDW1sbp6enXF5e0tbWJh+z1diKX1Xo6unm4Pshf/zxBwNDgzx63MA/7/3M46ZG7E4HTreLcluF7d0dDo6+09nTrWl9FYWJiQl2d/eIJ1JYrHYcTjfOOplaI+6G5OlerXWyub3F77//zodPH2k1a7y7nv5eTs9OWV5dIZ3NYLZapLxt6OkTlldXaOtox+VxS8md0+3i2fBzrn5cc3B4SDyZ4J/3fub+wwe0mrSfi/RJAJ9obrx4OcLJ2SnPXwzT1NKMza7xFcORGGNv3rG5tYPH66ep2UBTs0HqeAfqaoejk2OUgMqvv92nsakFvxIgnkjx5OlzLq6u2dnbJZaIyyaSzWGXNcmllWUODg+pdXdpozJjESLRCMlkUnZcu7u7+f79O2dnZyQSCf77v/+be/fu0VCP6J1Ohxx3GQqFUBSV9vYq6+vf2NraJJVK6X7XiaL4UVUf1Wo7X7+OMzo6QjQaxuv1YDRZMbSasDtcBEMR2js62d7Z4/LqB6OvXmN3uHjc2ExzSyten19yYV+NvWb86wS17m6S6RShcASP1y+BL5srMD4xyR9//MHs3Bxurwez1YLNYZdljddvxtjZ22V5dYVs3RPx7oB2vbmrPtq76zD9r/5PNDtuwE/4C/ZJv8GV1fVbTdp/K+L7Ojkt/e+0mk+OXCF3Y/+eF4hekrU6CWY69+O7oxvvmpNW2jqoVLQZEyKVvjs7Vz9Me2VtlXQ2Q6vJyOPGZh43NtFqNONyewkEwySSGkXi1dhr5hcXWFxeYmFpkfGvE4y9eceHj5+ZmZ2v8/j2mJ6ZpbPWTTKVIZPN093Tx8TXKZZX1lhaXmZ6doZXY68pVco3BOpolGAwiN/np7e3l7m5OT5+/Egmk8HlcjEwMMDU1BSLiwvMzc3x9u1byuWyPPHz+Tzj4+PMzc0xOz/H2/fvKLdVaGxu4udf7tHYdAN8os5TrVb5/Pkzi4uL8vk6OztxuVw0NTWRzmb4+PkTi8tLLK4s8XVqkqGnT/CrCo8eN8gOqcfnpdpVY35pkZn5OUZfv+Llq1Hm5uZYXFyUVA3RBBJlgWQ6LQ0rBRl4bmGeicmvvHw1KlUs/YMDLCwtsrH5jamZaT59+cyXiXHefXhPqVLGp/hxuJxSI9vV083E5FcWl5eYX1zg3Yf3dHRWMVnMkpIiaosC/HKFvLTAWl5dYWpmmqfPn6EGA3VHF60729Pbj9XmoKnZQGNTCyaLmVKlzPTsDCtrqywuLfH2/XtK5TYMrSY8Xj+9fQNMTc+yvLrG/OICX6cmefPuLW/fv2P864T0SpyZm6Wjs0owHJIaWkVVJcF4cHCQT58+MTc3J9dAKpXi55/vcf/+/Xpt1obb7cTn8xAIqPj9KjabA59Pobe3l/HxccbGxujv76975HXz9OkQw8PPaG+vEA4HCQQU7A4brUYzrUYzbo+P9o5Ovk5Os7K6zvLKGguLy3z89IXnwyP0DwwxMPiEZ8PPGX39isEnQ9KPMhqPoQaCUpeeSmcZe/OO5ZU11tbX6/tonLfv3/Hx8ydm5+fY2PzGt60tPo9/odxWIZFKEo5GCISDMlIX9mP6yO/uBEI96N0dD6C33Lqxreqiu7eP7jrw9fT2s7K6/p9rdb9OTpPJ5uvX7cHeuUKevDAnKOrm6eqs0fXprDAfuDu39s92VVoTpVgq1TvHRQqlEuWKNnksk81R7awRCIUwmkw0PG6ksakZk8WC1+8nGo+TrVMKhBtwvlggEovi8XllVyscidWZ9ppOMZ5IEYnGCUdiMv3V/j+JogZwuT04nC7sTid+VSUciRCJRvEpfqw2GyazGaNJ4161traiqgrBYABV9WO32zAYDDx69Iiff/6Zhw8fYrfbURQFr8+Hw+mguaWZRw0N/PPnf3Lvl3s8fvwYk8mEzWbDZrPhdGpC/VAohNfrxW6309TUxKNHj3j48CGPHz+WjP1YIi7fr8VmpamlmYbGx5J6IwjMXr8Pu8up1WoUP4qqogYCBIJBPF4fZqsVq92Bx+cjEtW6dMLiqa2jnWw+RygSxul2yZpcs6FFUirUYECmp4KaowRU3F6PbBYYzSZZdxNONDaHHaPZREPjYxqbm6ThgBgPKazkxUCgZDpFOBqRf2u12/B4fbJjb7U5aDEYaTYYsdodhKMxcoUCmWyOUCSCx+uTaaLT5ZEa03gihRoMypqjzWGXKhpR3/OrCu664YLL48bn8xEKBYlEwiSTCaLRCKqqYLNZaWpq5P793/j73//Gzz//k4aGR5hMJux2Kx6PC0Xx4/f7cLs9WK1WDK1GTCYzPr9CLJ4glc6QTmdIppOEwyECwQCKquB2u7DZbZjMFqx2O0ogQDaXp72jSqlcIZlK41dUHC5t/foUhXBUowfFEwlZFxVmHX5VxedXCNR1uNqkwRrFcplEMoVfVXG5PSiBALFEgkwuR65QIJlOE6ozK7x+rZklSPKiIXW7KXq7li9AUD9fR3N90viR5Uob2hzpDu3q6NBRXnro6u7591LdfwV82VxBM2IsFMmXboZ5yzdRKJLLl2THVqS8+pqfADuRBndUa3TWumV0qFd7lMptWhf5joNruU0ztUwk0/iVABarnWZDi0xB9CRa8cHmCnlpz2Sx22StR0iGhA9dIBhGUYOyoCsMFUVX09Bqksx3r6++EDNpIrEobq+HVpORhsbHPHz0gMbGBkymVmw2CxaLiebmRn777Vf+8Y9/8Pe//51ff/2V5uZmLBaLtsANBn777Td++ukn/vGPf/Dzzz/z6JG2KUSaa7fbcbvduN1ubDYbTU1N3Lt3j7/97W/89NNP3L9/X5J9hQ7XbLXwuKmR3x7c59HjBvlzv6rgU/y4PG4sNiutJiMmi1mLwOrpp1CEiK6q8PTTT0uLJxP4FD9mq4WGxsc8ePRQcg7NVou8LDar7IoLWzD9zwQ52+v3YbXbaGxu4v7DB/z24L7UNvsUv5St6UdFxpMJQpGwlA0ajK0YLWZZ71UCIdweH1abA5vdidvjk3ZJsbhWyzJbbLQYjLQazTicWkdUOIw4XFpXvKmlWYK6qPU63S7sTgdWu01qtX1+rzblrT4a0+NxYbNZaG5u5JdffuZvf/tf/Nd//T/8858/0dDwUK4TMTBdVf34fB4cTgetRgstBiOGVpPU9zpcbhm1e3xeSRUSr8Ht9Uhiukg5lYCK3emg1dRKU0szBmOrdjj4vNL9R0SsXr9P2tGLOmahVCRfKpDKZAiGIjjdHknoFpQwPTvC7fHhdvtwuT34FD/BcOhP0+70E+/kZEQd2N0aSFWXkgp8ydexplAqUSwXKVWK9Yix+p+5s4ga39fJaam704DvBvCE/56W7hak26pelHyXyyeHFtX/3VGt/Uuis344+V31RyqdJRiK4PZ4pSedkLGJkFq8xmQ6RTAcwu3T2u9mi0Zpcbm9ksIijE7F94oalFZKgWBYbhzxd35FnHTaoJxAKIjNbsdgbKWpqZGmpscYjQaMRgOtrS00NT3mwYMH3Lt3j3v37vHgwQOam5sxmUyYTCZaWlp48OABv/zyC/fu3ePX336VdR2z2YzNZpP+bU6nE7PZTENDA7/88gs///yz9pgPH0pHEp/i1xo/dhsGYyuNzU00G1okiImZsz7Fj9PtkkoJ0VAQFlomi0n6B4p0Rdx3QVXxKX6sdhvNhhapTGk2tNwCPrPVgtVuu+UfKP4tNp+wErPabVLe19jcJMnZSkC9pd6IJxPyCoSC8v0K6zFRnwqGIjLyEwYD8USKZCpDPJEiEAzjcLqlNZfH65emnX4lgMujRaeixidqW+J9iHRduAEpqkKgDno+nwen047ZbOTx40fcu/czP/30d/75z5+4f/9XmpsbsVrNuFwOOSxdzAt2u11Y7Q7MVi2SM1s0tYfZYsVis8jPUDSRXB63jJyFpE94UwrgExG5ONAEgAsZo/gqPmt9EJHL54knU6iBkCRzO10emRKLPSTMC3w+LWpUg4FbckPR6Lo7B0XIIsWeEtQlOUIgk7slEdRkghlSmSTpbEqbdVIsSuXGfxTxTXydkjrETDZ/MwowezMaMJvPkc3posJ8UUZod4eG63l+elLzXeKz3qrqxuX5xvo7mysQiycJhiJy0wjXD/1pks5mSKSSMoXy+n1SsSFOKXFSiSsYikiHWpH+ipNM/F04EiOZTkt5lphX4PZ6sDvs2GwWbDYLVqsZi8WE2WykpaWZxsZGGhsbJZ3BYrFgsVgwGo00NjbS0NDAo0ePePToEU1NTZK5b7fbcTgcuFwuCXzi98XV3NIiGwUC+P6qOyo8CMPRiAQ/EYkJ/zd73TBVmKKKzp1+FKSgqgjQEc8l/ATFhtR7yjndrlsbTQkE5GsRjsx6IBabU2zoWCJ+a0MIFYe4v26vR6bymtGmZo0UiyeJJ1LSMklIqoRxps+v4vUp0rFH+MqFI7G6hZbvT+9DuNqIr35V0fTUoaCc76uqfrxeN1armZaWJh4+vM9vv/3Cgwe/yazA5XLIoeiq6pdD0r0+j3xOm8MhzVn1n6/bq0VUIhq+ezilsxlZYnB7PbciQ73Hn0/xowRUaX0myOL6ulwmlyORTEszWb8SQFGDt/ZNIBhGDYQIBMOEQlFC4cit+yaoTfoB7/oIUJQwRK1RlG0SqTpxPZWS4BlLJOqPESOZTsifzy8s/fvAJ/498XVKLpRURkNYgdT6Dm8ufxPxiRqfADU9gN2N7vTgeLfbq5e43b3yhRKpdJZEKi0jAHGj9NO19B+i4JEJ+3qxIfRXPJEikUxLSx1hr5NIpqXRYjwhtIhZ+Rwi5QpHIwSCKj6fB6/XjcvlwOVy4HDYsFjMMsITRpQ2mw273Y7FYsFgMGAwGDAajfIymUwyHRbAZ7fb5eNoZFgDhlYDJrMGbk63S57eAswE30pYWwkL83A0Iqd1ia9iA+iNLuPJhKzPiEhaHCqCsCpSVbGRhHmqSKXEBhXPIR5bLHDB8dMDscfnlYeafqPoP3fRPRR/r0WzYQlygoitNeny9bJMUTbthCW+uBLJtCzvZHMF0tksyXRSErH1r1+MCNA3XeLxGKFQgEBAkYPPvV43Tqcdk6kVg6EZs9mI2WzE4bDh83nkelEUH4ri0/7P78Hj8+D2uuXl8jhxup0yzRWAJz4fffQkUkYR9Yl7pL9PflWR9zkUDkmQ0g9fF82FbD5HKp2RXnvCWFa/f8RnKD77RDJFPHkDesK0NRgOEaw/n/jcxL0UXwUZ+gYAo0Tj2hWKBAmEAgTDAUKREOFomGg8SiQaZW5+8T8DvsPvxxL4BPgl0+lb80lFHS1fvA1uolYnrOlF2qrn8f1VdHdjalq+lebqVR7ie5Hni1qAOOX0Ed9ffa9/DrEBxHXXQUafZt8G3hv1iv4g0BxM4oRCAVnj8fu9eDwuXC6njNjcbrd0sHW5XDgcDsnSt9ttsqFhtVqxWm0y1RVAKbh9Ig22141ERTQlAEZvUy5qLAJAxL/1qYceTPTpiKjtifreTbqbkY0LebDcAQIBTLcOH92wb3HJA6pOftb/nv713BpAXr+/IvoUryWeTJJKZ2VdSL+W7mrG9evu5vCu3NSm/8UgdP0+0L+ORDIhh5qLIejRaJhgUMXjceF2O2Ua7Pd7ZVTodjvxeFx4vW55+VUfPsWL1+/B6/fg8bnx+Dzy/oramTBsEI0C0SAQ6aMoS0RiMXngCbcfca/0w9fF/RadVcGySGeycn6KPjiQh0Q9itaurMQLcW/FfBhhJCLWZygSvvUaxHq6+ZsAwbBKMByQlxpUCIRUHQCGCYbDzM0t/ue2VOMTX4knksSTyZtws/7BiG6LoLPoIz29JVWxVL59lSva2Mm2NsqVNgqlEtl8gVxeNEm0r5qj8+2/zRc1u/tsLl8fMF66tRj1TY27g48kibJcqROl2+rdaO15CvWh5flikXKljY5qJ5W22xrDSruYIVx//boNIaLfdCZNMhknHo8RDgfx+314vR48Hnf9q/7fbpxOBw6HHZvNKi+73SaBUlw2mw2z2Syty81mM06nE7vdrgGf0ylTSJ/fhxrQOrTBUIhwJEIimSSZ0tKBlCDa3gESfTSnNwHQR/iZ3E20J6JrvZRMpCtiM+pHPUpQTSXrr0EbzhOLx4gn4sTiNx3bu4+lfz160BGlBv1zaDUhAXxFiuUKxZI2FEvozLXyTF5qzQulmxm6lfb2WxpSYY8mivCVds1MI1+ouwi1tVEslYgnEsRiUWIxjWicTGrD0ePxmBx+Li5Ry9NA0Ivb7cLjceH3+wiFAqiqgsfrxq/46pcXn9+Dz+8lENRqtJFoVH5m6UyaXF5jWmhZWI50pn5/sxmSqSSJZIJEKkEsHiMcCROOhInGIkRjUWLxKIlkgnTmNvDp91MynSaZSpNKaw2HTFZbD2LPamsjRzqbJZXOkMpkSKZTMnqTwBcIoKjqjSdkIEAoHCYUDhOWCp+QLGEoqlb71Na0ghpQNBZCQEEJ+OsAGEQNBpmZnf/3bakOvx9zfHzGl/GJ+okbI5GKk0jdRAfaIqxPVyvcjN277dBcvgUM2mK9ASd9GC0WtZ4ycxe8ym0V+gb65eYU/D5xwiXTKZmGiHGC7dUOhp4+obOrJp9Lv8HFBhKLOp3NEAyHqHV30T84IBd5IBSkWL4tvRHRgGjH9/b3USqXSafTciiOx+MhEAjg92unvAZ2dlwuB06nnUBAIZ1OUqmUqFbbKZUKRCIhLBYTBoNBUllEhOf1ekmlUgSDQXw+H0rdGMHhcMgGiNvtvmVllEql6OrqIp/Pk0qlyGQyJBIaWAiTR310LOg/2XyO7t4eOjqrtyIsbbDOTZdORAp6gMoXtUltpUoZj897a/JdKp0ik9GutrYy7e0V8vksakCLAMR9EQCsf1whWZIdv7oTjHB5EaCo/X6WXD5PR2eV/sGBWxF6vliQk+nEGhVjSds62ql11eQcZLHxs/mctBvrH+inVCpJaVpHRweVSoVSqUSxWCSVSqGqKi6XprONRMIS/DSycgC/31ensPjxer3a/I1QkFQqRW9vDw6HDa/XfatLrKoKoVBYGoR2VjvJZrMkk9p0t1KpJIfYJ5NJjTLldROLaS4wqVSCeDxKJBIiHAnJ1xMMqkRjEdKZFLmCxtcdfDJU7wynJM9PHHD6koP+EBIHnShBRWJRHU2mXvLwa+9ZXIqioCiKtp7r0aAomXjr6bn4Xa/Xi8/nq8v4NODTor8AihpgZnZeYtm/RWA+Oj7ly8SEzK+163Y4nCvkyRY0xNenERroaZGRPj26O9U+VyjcShn1KYwcTl66idjaOtqZmplm72Cfo5Njjk9P5BDu7d0dDo++S6cOu9MhjQpevxljdX2N49MTTk5P2dj8xtzCPAtLiywsLbK0sszmljZAenVtlWg8Rq27i8/jX9jd3+Ps4pxKextqMEC11imZ54J3JJyLP49/Yf3bBkdHR3z//p0PHz6QTqdRVbUe5bnraa+DSCTE8PAzRkdH6OnpolIp0d5eYWRkmKWlBdbXV3ny5Ak2m03W8iwWC36/n5GREb59+8bh4SH7+/u8efOGaDQq64DiUhSFUChEOp3m1atXrK+vc3p6ytraGoNDgxTLJXr7+5icnmJ3f4/j0xP2Dw/4+PkTte4uaSY6Oz/H4dF3vh8d8f34iInJr1RrnTKFEYtcAKEAvrfv3zE1M43D5ZTRXiQeI5GMk04nyWbTdHfXmJ2d5uzshLn5WXz+m+68vtgt1syTZ0+ZmZuVr3d1fY2hp09knVW/MQWI17q7pIns0cmxfA+17q4/rbtCqSidkz+Pf2F7d4ejk2PWv23w9Pkzunq6eTb8nJnZGQ4PDzk6OuLo6IiNjQ3W1tZYXFxkaWmJ9fV1NjY2+PhRWwNmswmv10M4HCQejxIOB1EUL36/rw6AmsFFPB6nq6uLvb098vkMbrdT1gxF0yQYDBKNRikWi7x7947V1VWOjo44OztjaWmJmZkZ1tfXOTg4YHFxkba2MobWFgIBhVgsooFeOEgwqN563EgkRDqdpFAsUGmrsLaxzouXI9oApnqkra+p6++P+F7fbNKntKKu6PF58dTBSw9iPp9PK/3o6rvy9303v6+VibTDRIv6/HXwC6AEAv9exKcHwOOTM75MTNTrAGHC0RCRWIRo/GaBSxDL5Snomhc3kV/bLUMDcWreJTKKaEA8ph78RMQnBn0LXeHJ2SmX11fyA88XCww9faJNjz875fnwc/yqImfk9g30s7Wzze9//EH/4MD/Zu09m6pau23Rn3hP1a1Tp3bd2u/ee0XJcTJhJmbOOeccyMmEIoKKEQWRrOSoBEHJoLb7YYz+OCZrnVvnfff9MAoWAkvnHKM9rffeemvcMrlAS0Qh0rNzc4jGY8wSa+jRMA6/fsGn3R10dHUiGo8x5TmxTaHi/N79e9ja2sLW1hY7xf1+P3w+DvQCAR9u3erD+PgbdHa2w+NxwWo1w2jUQ6/XQq/Xwum0oa+vF2tra9je3sbCwgJcLhcTNHs8HgwMDOD8/BxbW1vwer2wWq1s4GGz2dhyeywWQyqVQqFQwMDAAI6OjnDr1i3E4nH2erd1tOPV61FcXF1iY2uTTfUIPDq6OjH3fh5X364w/+E9a+zTjR2Nx5hIlXpNFBnw9fgIre1tTMgaiUURT8SRzaSQz2fR2lpAV1cHJt6O4erbJcYn3jLt1/V+I90PXT3dePJ0BEcnx+i/f4+ZGNDgRugLSAdm780+jL55jbOLc+zs7f5FFkPMjw61O/13cf/BAJ69eI4vR19x++4dZnXWe6sPd+/exczMDH78+IHl5WXG/Do7O1ks4+DgIObm5nBwcIDp6WmkUgm43U4kkxz7ozKX2DlFlI6NjeHq6grj42/g9boRiYQQDPrZRW7MlGv78OFDHB0dYX9/vyja8vbt21hZWcbJyRFGRh7DbreyaTOBHZXc0WgYyWQcuVwGbe1tLLZycXmJmetSz41eZ+GQjPqxJIQmdkcf/cEANwXnd3z9fj8DPmJ9/oAfbh70aBfY6/fDLwBHrlXk4z/3sv4nMcn59wv4evTfAL6vRyeYnJrm/6ExxBJRxBKxopP9J0i1o73jr+FB7Z2dRT0CYWNc+DU6ca8zQgI/Uuh39/YwV9vPhwc4uzhnvQOaSJEt0/HJCbp7e5BIJdHd24Obt29heXUFP/ADN2/fYhkaQlEsOTYLV2y6eroxMzfLcjvI7JQAmRwkqGTsu9mHqakpfPjwAVarlQ00uF1bDwYG7mFx8QPa21sZ6Ol0GigUMsjlUiiVCmg0KhgMekQiEczT20LAAAAgAElEQVTMTOP8/Bwej4cZHHg8HnR3d3Nef8vLMJvN0Ov1TA5Dzh/k45bkow7b29uxvb2NTCbD2ZkL1okGBh/g7OIcSyvLRbGbNOUj+/+RZ0+ZbpLkHUINJR1QL169xMGXQ5xfXmB84i2/TcFFXYbDYcZ88vks2tpacOfOLXz5coCjk2M8eTrCtjWEE3vhyhMZVrR1tLOpNW0KkGEAAR+9/49HnuD49ATrGxsIhIKMmVAIk7A9Qkvxg0MP8XHnEwtIooDy3r4+vHzFmYfOzs5yPox8iyOfz6OlpQUtLS1obW3F48ePcXDwGaurK0ink7BazTzg+OH3+xAMciwuk8mgt7cX6+vrODs7xe7uDpLJOFwuBzweF3w+N/x+H8L8Wlwmk0FLSwtzgNnf32dOLuFwGJFIBO3t7djc3MDx8Vf2u2iIQqJpYn0EfF3dXVhcXsLX4yMcfv2ClrZWpqUkJiaMPBVe1McjGzKS+wi3W7x8r5uAL8SXsYFAAC7vTykUmfv6gwEGlNTK4YaDHnh8bv7ywu31YnbuPY6O/8mp7t8xPm70HEUkFkY8GS/S3rS2t6G1o41NzoTral3dvWz4cJ3t/R3wCXs5BHzC76WmMoVCk7dcMBJiDyCJYV+8eomrb1csLJp+x9z7eeDHD3T39hRpzehhIbZALIYEnMOPH+Hs4hxX379hc3uLO8kiIdbzEQJfT08PRkdH8eHDBxgMBgELs6JQyOHw8DMePnwAt9sJm80CjUYFhUIGiaQRjY0NaGioR1OTGCpVM3Pm2NvbQzgcRmNjIzQaDaxWK9ra2nB0dITV1VXo9XrI5XJIpVLI5XLmzyf0CCTWt7q6img0yrFCXiOXSCVx++4dHJ+eYHF5qejGoxWtF69e4vT8DAODD5gA1mg2sTU4sqFq62hH362b2NjaxJvxMezu7WH/4DPb8HB53PDzDxw9aO3tLejoaMPGxhquvn/Dyekp7g3ch8liRpB3QiE2SX3hnr5ebGxtIt9SKMpLJtt1oYOL0Mz26/ER1jc3mIDa6XbBHwywHiExfVqGv/9gAGt8+8MfDBSB5NOnT3F5eYnp6WnGXPx+Pzts8vk8crkc0uk0njx5hOPjL1heXmQbPQRkHCvnMoOfPHmCyclJvH8/j4uLc9y9extGox52uxVutxN+P9czFjK+3t5e7O3tYX9/n+12u1wupiB48eIZLi+vuJLXqIfNZoHDYYPH40Ig4GPiaXo/Bh8OYnF5CS9HX+Hi8gKvXo9CpVEzX0JOB8iBmI8HQQI64VYQ6UHp+WSeljyIEXvzer3web3weH/+jFCc7fX74Pf5mYDf4/HA6+UIhdPjgMvjZO/l9OzcPz/V/Qvjm54qAr5kOslKoGKXFm4y2tbOTU17erl9Oip1ibEJWZ9QHiFkfMIpI13C/VAKxNnZ28X5xQV8AT9MFs4yyOPzIRgO497AfVxeXeH1mzdwe7mg7XyhgPkP7/EDQFdPNxNyOlxOlj9BujY6yYjt3H8wgN3Pe9j+9BHffnzH9Mw0PLwvW2sbV0r38dO/zq5OPH/+HO/fv4dOp4Ner4dOp4PNZsPY2Bvs7e3wolYbdDoN5HIpJJJGSCSNaGoSQySqg0wmgcGgY1ZWbW1tSCTiqKurg0LBAVs+n8fR0RE2Njag1WrR2NiIxsZGyGQyGAwG5ubC+b2lmFvIysoKwuEwp/3jE8xiiTj6bt3kMyY4402ysyL/uWcvnuPs4hwPHg5CZ9CzwG/udS8GvqfPn2F1fQ1dPd2Yez+Pb9+/4fbdO2xf2OV2IRgKIJlKIJfPoqW1gLb2Vnz48B47uzs4ODzA6ekpem/2wWQ2IRThMnWz+Rxa+Xunq6cbK2uryOZz/JYJt/fr8rhZ5godznTvDD0axtHJMTa3tmC122G2WmGxWpntlRD4hFb8y6sriCXiRZZUrW2tGBl5gqtvV5ianobb7Ybb7YHD4YTb7UEkGkU+X0Ch0MIJb9NpvJ+fw+XlBQYHB6BWq+Bw2OHxuFlcZC6Xw8LCAvr7+zE0NITT0xNMTr6DRqOGwcABltfrYQOt68C3u7sLm80Gg8FQ1PIYHHyAy8tLdHZ2QK1WQq/XwWw2wmazMPAj4CsUshgbH8Pg0EN0dHViZ28Xn3Z2YDKb0axshlavhZFfSXS4HHB73fD4PPD4PPD6vfAHfPD6vHC6nUUbOg6nAw5eRO8P8MDn577X6+NYnNfnLQJJIQB6vV64XK4i/avDYYfDxV1OtxMOpxOzs+9xfHL2rzO+L1+PBaVuFNF4BOls+i/ygr9bPKb+lxDshJNd4c9c19pdB0GhPok8+e4/GMDu/h4uLi/h8wdhMlthsdqZLdXAg4e4vPqGJyNP2deSqQzm5t/jx48f6OzuYsaSxGpID0WbCuQjV2htYRZEt+7cxub2Fs4uzvH8xXOYzWZEo1Guv9PVhc7OTuTzeYyMjGBqagoajYYBXzQaxcePH/HmzRuYzSaYzWYolUqIxT9ZXlOTGFJpE1SqZuh0Guj1WvZRrVaisbEBcjkHbLlcDkdHR1hfX4darYZYLEZDQwPbAxYCH/V9stkslpeXEQ6HodfrGVBE4zHcvH0LJ2enWFpZZgln5IzCgO/8HAMPHrC1NK1ex8AzmU6hpa0V3b09mHs/j6FHwyzl7vziHLPz8zCYuMAl8jZkOrQ8x84Wl5bw8uVLDA8P4/j4GLu7u8jn8zCZTAgGg4jH48hmOaPPjo4OLC0tIZlOsVAioTmCUJ9IJezQo0c4Pj3FxtZHmC12GIxmGIxmOJwcWNL3UjQk+cCtrK0y4COG3NbRhidPH+Pq+xUmp6d4W3cPy+cgXz/StsUTSTx4wOV8rK2twWQywWAwsBS1cDiMBw8eYGZmBoVCAa2trVhbW8Pnz/vw+/2QyWQwmUyw2+0IBAJIJBKsrO7r68P+/j729vbYVo9Op2Os/wkfrJRIJKBQKKBQKKBWq2EyGdm6XCwWQSqVQG9vN6anp9DW1oZ8Po+3b9/yrtDdEInqIJdLoVYrYTIZYLdb2ZaS02mH2+WA2+1kjNbhsPMHgpvXpNrh8XjgF+wae3mgpC0YAjwiJU63C26Pm2ldhUsA3GWB3W5l+tfZ2fc4Jsb3zwIf7epOTlGpG0E8GUOu8FcRqVC+cH0YcV08LCxf6c+vl7XCdTP6eQK+vls3Wd9l9/Mezi7P4Q+E2P4t5YWOv53E8fEJ2ju64PH64fUFEIsnMT0zxxifcCUqEAqiq6cbL0dfsb1UCrRp7+zAg4eDWFlbRTqbQXdvD7Y/fcTZ2RmGh4dhMBiQSCSYjKFQKODJkycM+Oj07e3txdHREfr7+6HX66HRaCAWi1FdXYXa2mpIpU1obpbz/T0dTCbDtV1fOaTSJqjVShiNRmSzWQZ8Go0GTU1NEIvFkMvlMBqN3A3GP1BU6uZyOQZ8BoOhiK3dvnsHp2dnWFxeYkE/OoOeAZSw1NXotOzPrXYb/MEA0tkMKOd4Zm4WmVyWHXjrmxv48vULYok4FMpmtstLpSO91guLi3j27BnC4TBevHiB09NTbG9vIxgMQq/XMzNO6lcuLS4hkUqyGEpa2QtFwqzZTiaZXT3dGBoexsnpCQ98nAGA3mD6C/AJe323795hwOf1+3jHmRQDvm8/vmFyego2x093b38ghEQyzbZGCi1tyGRzaG1txadPn3B2doZQKAS1Ws3YeSwWY2yPvB4fPXqEs7MzDA4Oor6+nhlb+Hw+RKNRpNNpFAoF9PX1YW9vD3t7e7Db7azF4nK5EA6HsbCwgJmZGZjNZsjlcrYvbjTqmaSK9IUvXjzD8+fPkUqlkUqlcOfOHRwdHWFpaYn/2UZ2n9I9SmuZwnvWZNLDbDbx2lNb0c65x+tlQw63z1NkYHG91HV63HC6nEzOZTabYTAYmDu51WqBzWZhfz4zM/evAx8xvneTU/wKUATpbAqF1uKhg7DcJXZHejjhRoXwe4S2VqT7ETK8v5O1UI+v79ZN3Bu4j6FHw9j7vI/ziwtmO0QZGrfv9GP/8yFGX48hFI7C4XTD7fEhEo1jenYO379/x4OHg2xUTmlUk1NTeDc1iXAswvqM9MAMDj3E0soyW7vp7u3B3v4eLi4ucPfuXTgcDqTTabS1taGlpQVPnz7F9PR0kQ5veHgYJycn6O3thUqlglwuR11dHWprqyEWi9gpajYbi6Zvfr8XDocNVqsZarUSWq0aZrMZ6XQaX758wdraGnQ6HaRSKaRSKXN1IS3f9Ub4ysoKYrEYLGYLHE4nC/JhPb6lJebYYjSbGJt79XoUZxfnuP9ggJkHkCtOJBYFWcGPT7zFoyePWX80kUriydMRLhd5eBjyZgV0Bj1zionEosjwzHppZRkjIyMIBALweDx4+fIlzs/PsbGxAa/XC7vdzlhfR0cHlpZ/Mj5yl6F9ZBpY0cS/p68Xj548xvHJKTY3t2Gx2nnHHTPnWMz/G4RVC0VurqytsqD6SCyGdDaD9s6fjG9qZhoO58/o0mAoglQ6y7StHZ3daG1rRz6fx/LyMq6urpDL5dggym63o7e3FwsLC4jFYojH44hEIsjn89jZ2cH6+jrbzaZgKyp3haXu4eEhvF4vDAYDizd49uwZZmdnEYvF2H0ikXB+gDqdBg6HjU118/ksPnyYR2dnByKRCMJhzndyfX0dFxcXiEYjEItFkEqboFDIoNWqYTDoGNiRKoEug0HPg5OVie9JbO8S9JGFJfH1UtfhcsLusDOWR6YeBoMBJpMRVqsZFgsHgBzwzePk5AyH/+rmxuGXI0xMTiIajyGdTSFXyHKCUKEfHw90163iacVFCJL0vULwu17aXt8DFgIqGRHevdfPgO/0/Ix553V0duP+wCDG377D02cvUGhpY3kRLreXAd/ltyusbaxjamYaUzPTmJmbxfLqCo5OjjE+8bZIQEsPwMPhISytLLPRvTfgx73793B8fIyDgwN0dnbC5XIhm80ik8ng8ePH7IQlUfGzZ89wdnaGnp4edurW1NSgro7r6anVShgMOtbIzuezGB5+iI2NNRwcfMaLF88QCgVgtXKSlnw+z4CPhhsyGefqYrFY2ESXNF+5XA7t7e1YXV1FIpGA3W4v8sy7e68fx6cnrMdntdtgslhY0M/L0Vc4v7zA/QcDjGFRD5CcfO/038Xi8hJ6+no5R2J+Naq9swOfDw+wvLICvdEAtVbDXFeYAUJLAYvLS3jy5An8fj/vNhzCxMQErq6uMDMzw5rhqVQKra2tWFxcRDqbYa4pFAZEpgbk1kwM7tGTRzg+OcXGFgd8eoOJMb5ILMaAT9jnu3uvHytrq0ikkqwXnMnl0N7ZjpFnT3BxdYGpmWm43FyQz08X8Bza2juZMUehpRXZbBbz8/O4urpCa2srY3xOpxOjo6MYHh5mwxFKVZudncXp6SkKhQLkcjkbbnGW9Zw4vaenh0WKvn37Fk+fPsX4+Dg2NzcxPT2NcDgMt9sNrVYLiUQCsVgMmUwGnU4Lh8POSt2RkceYnZ1GOBwq0ti94qfXT548QlOTGGKxiA3gtFo1tFo11Gol1GolNBoVNBoVdDoNDAY9zGazoCzlwM/BGy0IAY567nang11U7jpcTgaaVO5y4Kfng5sMsFjMMJnMxYzvX1tZ4wTMnNwhh5a2Alrbi6ex14FPmJch3MoQbkcQKF63t7re1xMCJvX5qO8yOPQQe/v7OLu4QCyeRDKVYVY1tDDN2VYFipLjZ+fm8ePHD9y9188W6Gl6+3L0FaZmphkDIpffzu4uDA49xOLyErNzcnm4VbHBwUGcn59jZ2cHyWQSDocD8XgcQ0NDmJ6eZtITr9eLp0+f4vz8HA8eDDI7qdraWohE9axvYjDoYLNZ4HY74fN5EI2GMT8/i2/fvqFQyPEL7hbY7Q4UCgUcHR39LeMzmUzweDyM8dFgo6OjA6urq4jFYnDy4Uk0xPkL8DlsMFnM8PLA92L0JUtoE/rt+QJ+ZHJcxsnY23EcnRxj6+M2VtfXsL65gbWNdWx93Mb55QVOzk5RaC1AIpMym6xgOMQGEcurK3j86BGTLNhsNkSjUSwtLeHy8hLj4+NwOBwIBAIoFAr4sLCAdO4n8JksZtidDuZJl0glWcZxT18vhh8/wtHxKdY3t2C1OliPz+X2IhqLFfnDUSi4cLhBDizcv7cNI88e/y3wRaJxlitLjC+XLyCVSmFmZgYXFxfIZDKcqw5fwm9vb2Nvbw+rq6tYXV3F2toa1tbWcHh4iKurK0xOTjLnHr1eD6fTycK+u7q6sLe3h8+fPyOZTCIcDqO7uxsHBwf49OkTEokEY4wEfHK5DHq9Di6XA8GgH9lsGtvbm/jy5QBra2tYWVnB6uoqNjY2sL+/j2/fvmFlZQk6nQZ1dTWor6+FVNoEpVKB5mY55HIpZDIJ5HIpFAoZVKpm6PWcC5GJN9+wWq2wmC1cvCb/nlGQE02L6aOwz+fgS10CPRL0c25HKp4wGP7/Ar5jTM/O8slJrWjr+LlJUbQL2/n3wEcX9euItREgCqe6fzf4uA6OdPPSKtnu/h7OLy9YOWuzO+H2+P6Slev2+Fiq1Pz7Bfz48QM9fX28G60LLo8HvkAAhZYWvHo9ytZlaDJIPb6FpUXmzOH2eGC1WeFw2PHy5Qucn59je3sbkUgEHo8HQ0NDmJ2dZf0Yt9uNgYEBnJ6eYnx8DDKZDBKJBCKRCGJxA6TSJtYzIZlBJBJCNBrG1NQ7/PjxHZlMivX/rFYrm+pSGUS+fEqlEiaTCW63mwmohX0xmuq6XFzTOBQJM+Cj4Ybd6YTNbofZYoEvEEAylcbL0Ves1CUjS7vTgUAoiGw+h9t372Dr4zbevpvAsxfPMfRoGA+Hh/BweAiDQw8xPvEWx6cnmHj3DlK5DM0qZVEpnStwZeDwo0dw83vK5FyTSqWwtbWFs7MzjIyMwGq1IpFIYIFnfGar5W/tt6KxKLK5LAdkvT14ODyEo+NjbG5vw2q3w2Sxwmzlgr3/jvH13bqJu/c44IvGYiysPp3JoK2jDSPPnuDyGxdk5XRxYfXCYRoFard3dHHOydksPnz4gKOjIwQCAajVasjlcvT39+Pdu3fo7+/HrVu3cPPmTdy8eRN37tzB48ePsbOzg6OjI/h8PkilUubO7ff7WX95d3cXu7u7cDgcsFgs0Ol0uH//Pk5PTzE1NQWlUgmFQgGZTIampibW43M4bPD5POjvv4P19VUMDg7g3r1+9PX1oqenBzdv9uHevXtYXFzA8fFXpNNJlJeXorq6kvkKkgZVJpeyj4pmOTQaNXQ6HbRaLYxGI2NqOp2u6PCkwZSVn8zbHHY4nNyUVsj47HY7zGYzGwxptdzgz2Ix8YzPhOlpDvj+d/29/yPgm5mdR4Ff5BZuZhQ5l3R08RbxPwcb180BCPSEf0YAeN3qSLiMfl3E3NPXizv9d/Hg4SD2Pu/j4uoSwVAEDqebDTjcHh/nrxYKwxfkvPeSqQza2zuxtLQCAOjp7YPN7oTFaufdmLmMhkg0Dp8/CJfby0JnWtvbcG/gPhaWFllf0O6ww8ZPtCKREN69e4uLizMsLHxANBrB3bt3MTs7C7PZzHRHHR3t+Px5H/v7u7BazZBIuAmuRNIImUwCvV4Lq9UMu90Kl8uBUCiAeDyKmZkp/PjxA+l0EjKZBAqFHCqVCtFoFPv7+9je3obRaGQmp9Tj8/l8TBFPwNfd3Y3FxUWuh8b3WEKRMNLZDPrv3+OBbwV2Bxlg2tnr9/LVa5ydc3IWs9XCypJgOIRsPofRN6/ZUCMajzH/N2pcJ1JJrG2s4+DLIdxeD6RyGfRGAxwuJxMcLywtYfjxI6axFGq5aKh0fHqCwaGHCIZDmJ2fQzqbYXpCs9UCO2n5+IZ9KpVAS0sebW0tuHv3Nj4fHGBnb7co84NkKjQIoTzn3pt9eDD4EB8WlhAIhpjnXCqdZaWuEPgomCkUjiKRTKOltV3gLNSF7u5ubG1t4f379zCZTFAqldDr9RgfH0ckEoFer4dSqWTsXafjDrlnz57h8vISd+7cQWNjIzOydbvdiMfj6OzsZMMNq9XKwMZqtWJqagonJye4c+cOZDIZFAoFmpubodVqYTb/nOq+eTOK9vZW6PVaKJUKNDY2QCwWQSaTQKVSoqUlj5OTI4yOvmTAV1dXg8bGBkikEsgUXDqgvFkBuUIOebOcOXKrNGrojQZmVqvT62C1mGDh+3MmsxFmi5ENQYRmHAR49LnFYoFer2dqCZPJAKNRD6PRCIPBiOnp2X+d8dHn0zNzzNrn+jqa0DKqtb2dMTUhsAkZHoHg9RCh630+oYj5ui0SAd/g0EPG+IKhCOwOFwtaITvsYDSGcDSOeCKFltZ23Lx5G8vLq/jx4yfwmS02ZkMfCIYRicYRDEVYPm8mm0dbRwcGBh9gcXmJBWIbTUaYTEZYrGY4nXbEYhF8+DCPi4szTE1NYmBgANPT0/zNxempwuEg3r+fxffv39DffweNjSJIpY1QKGRQKhXQatVMXOp2OxEM+pFIxDA7O43v378hmYxDLBahsVEMhUIBp9OJlZUVfPnyBR6Ph93UdMOTOUIsFmOl7sOHDzE5OcmkLm7PT+C7e68fp+dnWFpZ4XN0XbDaHKxR/2r0DdPxUVQlAV9bRzveL3xAd28PGwLYHHYmM6EQ7pejr3BxdYn7DwYgU8i5VDQ+DzhXyGNpZRlDj4ZZ74cMM2n1qf/+PXz5+hVfj4/Y9DiVSTN5jdFsgpWXtFDDPpGIIcOvx3X3dGFjcxNHJ8eIxmMwmk0sL5mAj/qBXKrXHTx7/gIT76ZY4BIXYJ8TAN8Fpmdn4PJ4mYLgOvB19/Shr+8mHj9+jL29fXR2djKQ6+7uxuPHj6HXc8HxVAk0NDQwgKIJ/vz8PFQqFWN9drsdkUgEHR0d2N3dxf7+PsxmM1QqFfvZVCqFnZ0dfP78GeFwGDKZjBndku19W1sL3rwZhd1uhVqtRFOTGLW11aitrUZTkxgKhQxGox5LS4vY39+F0ahHaekNVFdXor6uBuLGBkhkUg70+EumkEOhbEazSsmiD7R6HbQGPWd/b9SzNU2DQQeLxQir1cK8KKm0FZr1WvmPQuAzGHT8MEUHnU6PqalZHP93hhvCzA3yqruej0vg19beUdQfEV7XJ7rX5S3X/eyEjhxCmyHSiPXfvycYbpwjFI7CZnfCaLIw4AsEw4gkkkhmuD5LV3cv7tzpFzC+m7yNt+Mv4eLxRAqpdJZJY9o7O1mpSw+0zqBn0yzOXVmHcDiIra0NXFyc4+vXr3j79i3kcjnL0jWbTeju7sTp6TG2tzdhs1kgFovQ3CyHUqlgE1u73Qqv141QKIBEIob37+fw48d3xONR1NfXoqamChKJBAaDAU+ePMH5+Tl6enrQ2NgIrVbLtGGk4aMGeGtrKyYmJnD//n1WfpMurYjxLS8z4LPZnewAeP1mDOeXFxgceshyJ0gs/ODhIMbejrP1L5fHzTR7BpORbUf03bqJL0dfsbm9xSQzTreLiYeXVpYZ4yPgE27WRGJRPHk6grOLc5ycneLL16+IJeKMWXCCagsDvnA4yPRp2WwaLS15vBkfw+XVFW7fvcMiN8nfjgKxaRvnTv9dvJucxsCDh4jFk8yOnmN8HXj6fARX3y8wMzcLj9fHbNcZKxRYtfX23cT83BwmJibgcrlgMnFazoWFBQSDQchkMshkMojFYtTW1rJsFrVazb7v8PAQkUiEbfDYbDaEQiG0t7djZ2cHh4eHsFgsTKtHB+Hg4CDbMNFoNDxj5PrJdrsVL18+x+3bN2EyGaBUKlBfX4uqqgpUV1dCJKqDQiFDc7Mc9+/34/z8DHfu3EJ5eSmqqipRU1MFUUM9GiVNkMplkMplaJJKIJFJGfgRE2xWKaHSqqHT63jJi4EX6ut4IDTAaDSxspimuCaTCXo9sTpOysKBnw46nQY6nYbvYWowOTn93+/xUeYGmQ0Kga/YzLGDW10TiJiFpa3Qhkqo1fvfMT6h6wNtTxCo3rx9C4+ePMbBl0OcXXDAZ7HaGXujMJlULo88/3fuu3kb9+4NYGVlDT9+/EB3D8f4KDuWO8U5kOztu8UMWHP5FrS2t+P+gwEsLi/BHwzA5XGzbA0qT202C8xmI/L5LDY3N/D9+3eMjY2xk5ubxnFW4/fv9+Pw8DMmJsah12shEtWhuVnO5CxkRRQKBdDffwe7u5+wvr6KYNAPkaiOD6rhbvxIJILV1VWsrKzA5XKhqamJTf18Ph8zKMhmsxgeHsbk5CQymQxCoRBcfPNYCHyn55yOz+ZwsoMhEAwjlSHGd4Gnz5/BYDIy3VUkFsXbdxO4efsW29G02m0snIcGILRGtrG5idOzU7R3dkCt1TA5TDafw8raKoYfP2KAR7uaFC1JFkcvXr3Eydkpzi7OEQgF0SSVMPAjLR8t9JPrSIo3Be3s6cLW9jaWV1fgC/ghb1awIQuJsMmE4unzZ5iankV7RxcLJuKCqDLo6OrEsxdPcfntEjNzs2y4EQxxmb65fAva2jtZyuDLV6OYm51FS0sLnE4n9Ho9urq6MDMzwwBPJBKhrq4ONTU1DPjoMKN+3bNnz1BXV4fm5mYYDAb4fD60t7djf38fBwcHsFqtrFRubm6GSqWCw+HAzMwMM6hoaGiAWq2G1WpGKpXA+/dzCIUC0GrVkEqbUFNThaqqCtTUVKG+vpapDtLpJA4PP2NjYw0ymQSlpTdQVVmO6ppq1NTVQiRuQKOkCY2SJkhkUkhkUva5TMGVvkq1GhqthgEWaVYJ+H6WsCYGeuRMToBHbuVcvg3HGHU6HdRqNd69m/7ndXzX5SxT07PMfbnQ0sacaoUuyR0d3byJZ3FknDAX8/qk97rGj2yprrM8cmOlqR+5obwcHcXp+Smuvn/DzVt3oFJpoFRpBA9qDoX2DrR3daOn9yZu3rqDe/cGsLX1Ed++A09GnsHl9uNz9RoAACAASURBVLKeYCyWRFt7J56MPMPq2gbejL1FOpPjrOcLBYxPvMXO7i5iiTgL1NHxWxWkI7JYTDCbjWhra8Ph4SFGR0dRXl6OsrIyiEQiNDcroFRy2qm+vh5sbq7jw4d5xGIRyGQSSCSNTB4QCPhw9+5tzM/PYnj4IUKhABQKGerqatDQUA+JRMJO/EKhgMXFRSwvL6Ovt4+5uHg8HsRiMbS3czulc3NzuH37NoundLlccLndjOncfzCA0/MzfFhcgN3BgR4Fr8cTKUzNzOLq2zesra/D5XFDZ9DD5rDj1p3b2NnbRU9fL0wWc5EGkDYphGYHHxYX8P37d0zPzsBis0Kj08LhcqKrpxuHX79g7O04zFYLa35TGUqTdjKlGBsfw9HJMbx+H2rr6yCRSaFQNjMWSQ7HVPLG41Ekk5yzSHdvNxaXlrC2sY7em31wez1sdTGVSfP32CvMvZ9H/737yGTzXL4LD3zJVAYdnR14M/4al98usbm9hVy+AKvNAbPFBqfLwyQtvX238OLVa7wafY18Pg+v18s2axYXFzE1NQWRSISqqipUVFSgsrISNTU1TIxO+Szt7e04OTnFwcEBAoEA29IxGo24desWjo+PcXl5iUKhAJFIhJqaGjQ2NvJ6PR2CwSCWl5d5u6s2LpXPbMTExDi2tjbgcNjQ2NjA2B4Bn1gsYlPaaDSMnZ2PuLq6QG9vNyory3Hjxh8oKS1BWUU5auvrIG5qZODXKGlCQ6OYgZ9C2YxmtQoqNSd50WrVRRtKWi3H3PR6Tv9HF5W/QsbHfc0Eo5GTtdDQZGpqltfxnfxzAmYCvoPDr5icmkEylUUml+ddkjuKsmgLrZz1dGt7O9o624uY3fUpLwEhrbIx00seBIndCe3Ryd+LRM7dvT14+24Caxvr2N3fw+7+HtY3tvDs+UuEwlEYjGYEQxFksnm00ECmuwcDDx5iYWEJnw8OsbO7j63tT5h/v4CZ2XksLC7j46ddnJye4evRMcbGJ1BoaUMqnUF7RxempqfxaXcHO3u7eL/wAbfv3oHOaIBS2QyVqpnRdLPZCIvFBI1Gjd7eXgwPD6OkpAS//fYbysvLIZFwmxlGox4ajQpOpx2DgwPY3t7E4uIHPH/+FI8eDeHpsxG8fv0KT58+QSIRg8Vigl6vhUwmQUNDHUQNP+MpaWcxGAziwYMH2N7expcvX7Czs4OtrS1sb29jfX0dr169QmtrK+LxOILBINy83b0v4EcsEUdLWysePBzE6fkZpmamYbNzD7DZYkM6k8Pbd5P4uLOLvc/72N3fw7upSbbHurK2ip29XSyvrmBw6CFsDjuLYRQyytb2Njx/+QIbW5v4tLuDjzufMDk9xRk79PXi/cIHfNrdweb2FkbfvEYqk2bDD1/Az6d+/cyyjcZjGHs7Do/Pi5q6GojEDZA3K2A086U1z5oJACN82RuNx5iZxYOHg9j+9BEHXw6xs7eL7U8f8WnnE9Y21vH85QsUWloQTyRZEJHL7YXb40M6k8Or0VfY3N7A3uc97O3vYWv7I95NTuP585cYGn6MoeHHeDLyDEPDj9HS2g6nywUjv3ttsVowNvYGW1tb2NzcxMjICPR6PcrKylBRUY6qqio0NDRAqVSyvezp6Wl8/LiN7e1tzM/PY2DgPpxOJ3p7e7G0tIiPHz9iZ2cHS0uLGBoags/nQ21tLdP+KZVKeDwevBl7g5OTE4yNjWN09BW2tzexubmOt2/HEA4HUVVVgcrKclRWVbAeX3OzHG63Ey9fPsf6+io2N9exvLyIx4+HYTab8Muvv6CkrLQI+MRNjRA3NUIik0IqlzEGKFPIoVQpodFw+j/q8Wm1ajYF1un1RaFcJrMJBp4N0tdNZjMsVj7Iy6iHwWiETqfH5NQMb1Jw9K8B35evx8yPL5PLINeSK9qyENqLC/32rstVrttStXV2oKW1Ffl8HoVCAYVCAblcjol/0+k0kskkUqkUUqkUMpkMcrkcWx+7038Xt+/eRVdPN/KFAktAo9PW5w9yUgJegEz6vzv9d9F7sw+5QoGlTlGYDe3k5gr5okS2YDiEVDqNZCKBcCTMlYguF1vdIfW60ahnQTIqtYq9waXlZfj9j99xo7QEdfV1TPekUjUzUwK1WgmXx83cYXwBP+t/mUwm6HQ6JnhuamqCTC6DRqeF1W5j5SBFQlrtNsQScbZxQi7DlHMQCAXhFQQQ0b+9vbMDg0MPcXJ2ipFnT+FwOVmcoj8YYFNOyiim10cYR0g9OIowFBoGENujCoDEwKTXonKWzCGi8RjcXg8MJiPT5VGYOIUbef0+2B12qFTNEAkcbcwWE9weDviE6WWUYEbedi6Xg/VoY7EIWltb0NXdhba2NqRSKdYHdTqdRatSJpMZPp8P2WwGLS15pDMpBIN+OJ12WKxmJgynkHWNTguZQg6pTILGxnqIRDWQysRQaxSQy5sglXJT/crKcvz++68oKfkTlZXlaGioZ6thDocNXq8bVqsZer2W7ws3QyJpgsGgg91u5Q9IHdRqJZqb5WhqEqOqqoLb726WQd4sQ5O0EY0SMTQ6NfRGHbR6DRTNMqg0ShhNesgUUpSUlaCsvAyV1VWobxBBIpOiWaWEwWSC0+WEyWJGs0oJcVMjROIGVFRV4pfffsWN0hJU1VSjvkGEhkYxGhrFEIkb0NAoLgJAWbMcag3H7DQaDTQaDZtCqzUaaHRaaHU6Fi9KLRO9gdsdp68ZTEbuGbGYYTQZYTCaoNHoMDk1i+OT83+t1OV2dU8wMTnJB9UkkMqkikwKhEMH4bRW2NNjAT88AOZbCii0tTLgy+VyzMMsk8kgk84glUqxpfpkMol0Oo0Mz/qEGyOZXBahMAd4ao0Oao0OZouNK10TP73hhECcK+QRiUXhdLvYrqnBZITNYWdRitRUJ0EsxTvabDamfG9oaEBTUyPkcmnRzqJWq4ZSpYRULkN9Qz2qaqpRVlGOsopy1AkEn2q1kgO/JjFEonpU19agsroK1bU8c1Eq2KmnVqvR3NwMhULB5A8UBk0Gj06PCzaHnTmUUPYreZkVGzv6WBwigUl7ZwcejzzBl6Ov6OjqZH1M4XYF2Yj7gwEWnk7h4QS8dLMS4yO5jDBXlaQuFpsVSrUK8mYF1FoNK43pd+n46R+toZEgmUpdGjRpNCrIeR3Z9chGYZ+PEswoAMrtdrLYR67PxJVUFPpEYEc9Jm6CaGArWE4n52vndNqh12khl0tRX1+LWr7XVd8gQp2oHrX1daioqkRpWQlKSv9AWXkJqqsrUFtbhaqqcpSW/onff/8V//Vf/4HffvsFN278gerqyqLVMI1GxaIpxWIRamurUVZWgvLyUtTUVKGpSQyZTIKmJjGqqytx48Yf+PPP31FZWY56US2apI2QyJogkTWhvqEOVTVVqKgqR2V1BWrqqlFZXYGyilLcKP0Tf5b8jtLy0r8AH01rpXIZauvrUFJWin/853/g3//jH/jlt1/xZ8kNlFdWoLq2BnWi+qJ/f32DCE1SCRTKZqg03HBDr+P6cuRgpNXqoOHvKY1Oy+4lDuh0fwE9aqcQAOqNJmi0egHwHeHr0b8AfF+PTjD+9h2C4SBvQhplbhpC54vrjE8Igtc3MrL5HLLEGvN5Duz4K51O/38yPmHKFuWFBkMhOJxumMxWGE0WNqHlcm9zrIcozAIIRyNwuJwstJpeSKGnG+2h6viVG4fDAZPJBJVKxQtAJZBKJWhulkOn08Bo1EOn00ClUqCZn2JJZFL2AIjEDZDwJgTU19BoVNzJLGlETV1tEfDRdKy5uZnl5lLD1+l0MuNPcsSlPANfwM/0dX/rg8bvJlPq2t17/Ygl4vAF/Hg3NYmXo68QjkZgc9ih1etYQDmBVyQWhcfn/QvIkY6OwMpgMrISVTiYIAdmr9/HpuN0oxvNJnbYkDMMCaVpp5eAj1ifP+CHw2GDjt8NNZkMcDrt8Pu9DOCo1BWCoBD4OKccI2umCxvqOsHDKSy9uKmjCSaTAWq1ElJpE9cbqyxHRWU5qmqqUVFViZKyUtwoLeGvGygp+RNlZSVsYlpWVoLff/8Vv/76X/jP//wHfv31v1BaegOVleWoq6thq2FSaRPkcimk0iaIxSLU1FShsrIcVVUVEInqWEg5/VlZWQnKykq4qWxDHZqkjZDKJZDKJWhoFKFOVIvK6gqUV5ahoqoc5ZVlKCm7gT9L/kBJ2Q2UChhfk1SCJqmElatNUglq6+tQWl6G3/74Hb/89it+//MP3CgtQXllBar4QUd9gwi19XWorq1h4CeVy6BUq6DT62Bgk9mfedOM8QmeS7qn6J6gHrvJYma9YI4RGnngm8PxyQXbPvunSt3Dr5w7y9uJCd4GPIJI7OeKF7leXF8vu35RSUxsgQAzm8shk8kgmUwikUgw95BsNotsNot0Os0YH4GfMOCES/ni2IM/EILH64fb44XPH+SnbsU5EASWmVyWPbxCgCMhKynJiXmYrZYiHdFPgamErZmp1UpWvipVzWhWcmP7Zp75UW9DrpBDpWpmu4zE+mRyKRoaxaitr0NtfR1EDSImDVAqlQz0yFstFAohkf4ZuyjMDaZQbZfHzay+mZEjX7pzu9dcBuvK2iq2P33E2NtxjL0dRyaXhdfvYyBGwEMuKtF4jJWopLintSN63ehrJEMhpiaMFySjSmKptHFBRpf0e4Qau0Qqyfq+qUya+118hrHTaeetiex8UpmfWatTbq0wrDsQ8MHrdbPMYy743cbkE3TRFFGn07Gy7OfDqmHrWQqFDPX1taisLEN5RTlKykrxZ8kN/P7nH/jjxp8oKStFaUUZKirKuP5ZZTkqKspQVlbKgO+XX/4Tv//+K0pLbzAmV19fy0CNdmRra6vZ4IHAkdN3csBXX1/LNHgiUR3EYhEksibIFFLIFFI0SsQQietRU1eN6toqVNdWobK6AlU1laisrkBFVTmqaqqKprQkT6HeXZ2oHpXVVSivrEBpeRnKKspRWV2FiqpKVFRVorq2BtW1NQwECfhkCjmUGhV0/GtKr6WGSl+tFjqjAVo9B37C55F2w2nXW280wGQxc4zPaIBOzwHf1PQcK3X/j4HvetjQu8kpvu9C+ZUxBmDX05auRxTSDUqgJwyFTgtYXiKRQCwWY+UtfZ2AL5nknGmv/39yhTzSmQziiRSf5B5HIpnmA8N/5rjSOhQBXyKVRCAUhNvrKXKUJYZE6fXs4vNsad1Gq9VCxTdniblRX0Umk0CukEOpVrHyQKFshkLJgSJp9X5qj9RQ8d9HJ6tQ/0QMg6IkaTFdGO4iDGCmHAzqlRETpI/E2IkNP3vxHO+mJjH8+BHzIrQ7HazMJcdkWvon1kduu2QlTqW0x+8tYpYsdDudLMpzpQAaYQlO/UJ/MMCC0Ol3EOgJ3/tUJo14gsurDYUC8HrdbKARjYZZchiBHX3kLNe9LMSbi/nkco/pvaZtgevB7eQKYjAYoFarWNuiuZnr+dbWVaOWf+DLKysY2yst5wCxsrISVVVVqKysRHl5OcrLy3Hjxp+4ceN3/PbbL/j9918Z+FVXV6K+vhYiUR27CNTq62sZG5RIGiGVNrE9WQLIxsYGthUkV8jQrFJAoZRDppCiSdqIhkYRROJ6iMT1qG+oQ52oFnWiWtTW17I+nRD0iO01SSUQNzUyRldTV8tYXW19Hapqqlm5K7waJU1M0KzR/jxE6JnSarXQMrszHdOAEvgRs6NKQ6PTFjFBnd4AtUYnAL4THH75J4GPSl3Oj49zX44lokikEkik+GTz9M+wFi528mcKeiab4bI0+YY9sQXK8ozGYozNEeNLJOLMKTidyTDml06n2XDjOsMstLQwo0dKeU9nctzFW0gJA5OpTKeHl0CONGlev49tCdADSHbX1POhvg/JV0jOotWquaazSgmNTgu1VgOlWgW1Rs31w9SqIuBj9j0G7o1U8WBJl1qjYWU2GQ5EIhHOfFKw1UKgTtIfYeoZgT8xrVQmzUw/uXD1NjbQIRZG5QM5nZAjifA1JBAjcOU8G2NsMPF3gTTC/hx9v/DnwtFI0c9TDABN9amfTOCXzeeQTCURuwZutOMsDHWnr4VCAfh8HvZ9woSxcDjM7LAo6J3cQOi9pzLXYDBAo+HebzrwqMfWIG5AnageFVWVKKsoR3llBSqqKlFZVYnq6mrU1NSguroaZWVlKC8vR0lJCevJUd+OSt36+lr2USwWMQBsbGyATCZhwKvRqKDl5SFUgZDoWMlXImqNEip1M5qVcgaAUrkEElkTmqSNEDc1QNzUwPcDudKWWjZNUgmTpFAbRji5pWFGQ6O4COyod10nqmflsrxZAQ0vW6EWwk/g08FoNhVd1MsjpkelLrVZuFJYB63uJ/AdHf+LjI+A7+3EO/6B4eIlqR9XNIVlJWkcqVSCpchTXifdXLFYhJkdXv88kYghlUognSkuUYVB0dfNC9p5+UxbezvbAOFAN1v04NODmkglEedBNhqNIhQKwePxsMQmcgQJBoNFWQAejxtms4lp9QwGPSurqMTiMnA5mYpKYM/DjehV0GiUUKtVTKNEJoomkwlGk5GxP6Gg02azMu8yiolMJpJo4df3/tbWi5+Uky9gS0sLFyTNHyS5fB75fB6tra1ob29neayRSIRZewvDysn1uOgAyueRLxR+tiRYGHiK9WXp+6lvm0qlkOT/LJlMIpFMFh1KQkCkgcv1QHPh6mKhtQXZQp5jubFI0fSWMmjp+glwYUQinMV7JBJBNBpFNBrlXtdkAolEAtFoFOFwmGW8cuE2buaHSBfJL7RaNXMnEQIglaTV1ZWora1GXX0NxA0iiEQi1NbWorKyEhUVFSgvL0dpaQkqK8vZ/iuxvMbGBiZYr62tRl1dDevnSZrEUMilUKuaoddpYNBrYeQPUrrnft57KnZfUYXCsUApv1omK2J0QmZH5S2BXJNUwk2o+e0Mugjwauvr2GCD+taV1VzZ3NAoZj+vVKvYcIx6yUaTESaeTHD+emau92rm1kPNfN+V9HpGoxFmixlGswEGkx4GkwEGoxHTM3P/vPX89c2N8YkJRGJRJNMJJNNxpDNpFpRNNz7Xp+PALpmMM7AT3njX5QR0ClOwMgPCRIxlX1zPa71eTl/f9yVWcD3r9TpLoZubwk7I/4xu+Gw2y6zZfT4fnE4Hm9qazUYYjXq4XA6Ew0HObtvtZKBnNhuLyli6NBoltFoNc8a12+1wuVxwOp1wOh3spnQ67az3xFlTcZ561AKIxWIIBoOIxKLMKFXIgPv6+lAoFNj7Qq2EcDiMQqGArq4uFAoFJBIJxrQp7NzDa/vIVIH+O5fLobu7m4WYu1wu1n5Ip9NIp9LsQMxms2hpaUFHRwdzEY7H44jH4/D7/WxvOJlMFrFB+pzeN9rUEcqR2js7ioKpSeMpDOkmpidkc8J7kbuiiMfjDPRjsRgDwUgk8jPYmvfEI+mLStXMJsZ2u5Vt7FBUAE1dZTIJAy3qw3FgVs8yUWidTCaToaKCG3TI5VL2e+i+0ek0aGioR2VlOVsfa2ioh1rVDLfLgUg4iEQ8Cq/HBZ1Ow/rGpI9zu51siEOXxWJiZbGM70ETm2uSCgFQUgRuQsZHTFCmkEOmkLPSVwh6xHip/1cnqi+StlAZTSCo1etgMBoY8JG5KVVVdkEP1mQywWK2cI4sFh4wrWYYTWZMz/wLYUN/B3ycRosvd+MxvixNFA0mhCyOwI6+RlO0670WMj+kXM9wKIBQOMisf4RMjYYp17N3hSxQOEjhsoCTRQ8VMQoCOBZtx4MeGXa+ePECo6Oj0Gg03HYD3/x2OGzs5onFInj0aAiLix+wvb2JoaFBqFTNbOmawE8IgtxSuAVOpxOJRIJFUPb398Pv98Jo1CMWi2Bg4B7ev5/DxsY6FhcXMTw8jKGhIbx8+RLv37/Hu3fvUGhtgcvjZsLgFl4fOTIywsKkKY93eHiYMcGBgQFMTEzg48eP2Nrawvz8PEZHR/H69WuMjo5ibGwMc3Nz2N7exocPH+D3+5HL5TAyMsKCsnO5HCwWC2OCDADT3KHY2dmJp0+fYmZmBpubm1hZWcHw8DAD5EQigVg8hlgi8ZdyWGgc+vzlC4y9HcfIs6d4+vwZZufnOL++kSew2m2sdxyNhtg9RxsaBIJ00de4i1vju3//Pt69e4dPnz5hfX0dc3NzeP36NcbGxtg1NzeLra0tTEyMQ6fTwGazoK2tBa9evcDa2gqWlhYQCPhYWFRDQz0rSWlqW1VVwZeq3OpiZ2cnFhcX8eLFCwQCAVRWVqC09AZsNgvu3+/Hhw/zWF1dxocP8+jvvwO9XouGhnqIRHVoahIjmYjh4eAAbt/qw+1bfXg0/BDv389hYmIcjx8Pw+NxQalUwGDQoaUljxcvnmF5eRHr66uYn5/FzZu9/CRaAgkPaMTGCNiuAx4xPiHY0edU9tY3iNhAo7K6in0k4KMeIDHD2vo6NEqa2A6vVq+D3qCHyaRnE3NyK3I47LDbHcy0gD5arBaYrSZYbGZY7VaYLBZMTc+yeEmqXP9p4Hv77h0fGh1CMBxAMBREIBBk/SYaTMRiUSQSMSQSsb/cdEKgowkblSXCHksw6EcwFOACp/nTX1gOEfBRX/E6CNKKGzXQqa9F8g3W7OfzO+kip9tUKoWOjg5sbW3hy5cvCAaDsFqtcLmcnDiVp98ulwNerxuBgA8PHz7AyckRPn7cgsNhYyc2lRfU0+MEzmZWug4ODuLs7Axv377l+xs/y1yHw4anT0fw7dsllpaWWMkViUTQ29uLjY0NHH79gtt378DmsLPXoLWNK18HBwdxeHiIHz9+YHh4GPF4nGNY/IGVz+fx8eNHnJ+fo7u7m5X2VPZHIhE8f/4ca2trzOwyFovh/v37ODg4wMePHxGLxeBwOJilvbDEJVE65cPOzc3BbrezEjMcCrPDTdj3Ew5dhh8/wufDA/TdusnK+baOdkzPzmB5dQVWuw3haJQXlQdY9SBssQivn/dlhL0e6XSaGXgeHx/j5s2biEQiiEQizMA1Ho/jyZPHmJp6B4VCxruImBAI+DA3N4Orqwu8eTPK0vFqa6tRU1PFPlbx2w8cIDZAr9djaWkJV1dXSCaTKC8vx6+//oJffvlPlJT8CbFYhHfv3uL79yuMjb1mgEflbyaTwvjYaxgNOjQ1NkAqaYS4oR4OuxXjY69xdXWF9vZWNDY2sMCqUCiAzc11XF6e4fHjYajVSjYEEfbmhIM1Ajzq4dF09zrwEVCSKoEmuzTVLa+sQFlFOZvu0iCEpFv1DSKImxo56ZZaBS1PGgj0KMuDbOXJmoqUFjabDVa7BVY7p8wwmc2Ymp7910td+vztxDsuoTzkRygSRDgSLgor5sqEGN8/Cf3lIkAjFX0g4C1S1BMoksTAH/AVac2ETIAuYoAkoiZJR5ofqFBj/fpUkzYXiOlRQHEwGGQl2aNHj3BwcIBv375heHgYer2e9XVoLY3cU0gisbq6jG/fLjE8/JAFBpG8hcoOSqTyeDyIx+NYXV3F+fk5BgcH2Q6vQiFju79dXe24vDzH4uIiG664XC54PB7kcjlsbG1ia3ubiZNpYt7W1oY7d+7g06dPzN6c0ue9Xi+i0Shn4LmwgLOzM2SzWZZeRScp2dqPjY3B5XIhEAiwnIvJyUlcXl5icXERkUgEdrudRSNSD5D6h4VCgTEno9FYNDgIBH8ecHSlMmlkCzm0d3ZgenYGJ2en3ABDsKObyWXx4tVLNojxBwNsFY1aLT/BL8r6yML2SiIRZzZdra2tWF5exvHxMdra2tjBRFNdh8OBVCqBwcEBKBQyPpqR87G7dasPp6fHODr6gmDQj7q6GlRXV7KLAJAyVZqaxCwu4OvXr7BYLCgpKcE//vEP/Pu//z8oLb2BuroaPHhwH1dXF7h9+yZqaqpQU1OFiooyiMUiTEyMI5fLQFRfi6bGBnY1ikXQatV49+4t7t/vR319LRPXOxw2TE9z71tbWwvTHFZXV7LpqxDYrk9vSYtKwwlyWiGm1ySVsPK2qqaaTXUrq6tQWl7Gptql5WVFoEgyF5G4ge3xagSDP67PbWG9dYvFysCOxOYmswlGiwFmq5H3Y7RiemaeAd+/XOq+nXjHx8D5EAgFEAqHuBM7HEaYbxBHIlGEw6G/MDgh6Hl9Hsb2/PxH+tzPywp8fC4nyRrIKogmijSdFGYp5PgHgxgeSSXoIuCj//YFfCyEh4YZNDjI5/P48OED3r17x/JqrVYrP5RQC9yPzXC7nQgEOBkEd0J/w+7uJ1gsJjZxI8cVYglOpwPBYBBDQ0O4uLjA5eUl7t69i6amJtYTIlZRKORwfn6KDx8+wGazMZttyvB48nQEX4+PkCvkmcg4HI0gnU6ju7sb29vbuLq6QjweL0ql8nq9CEfCmJmdwdnZGVKpFNOp6XQ6Zg/ucrlYLofD4WBDjsePH+Ps7Azn5+eYnJyE0+mE2WxmfUiKfqRowufPn2N0dBRarZYrTSycLtLt8SAUDiEW/9mSSGczyLcW0Nndhdn5OVx9/4ahR8NMvBwIBZmlPKVxeXjNXjQaRjIZRyqdZOAnvIQlbzLJsdRCoYCWlhYsLCzg+PgY+XyevQ6kK+NeE67nREJiKiOz2TQODvbx7dslhoYGIRaLUF1diYqKMlbe0hSWW01UYWJiAhcXFzg4OIDBYMAvv/yCf/u3f8P/+l//E7/99gtqa6tx9+5tXFycoa2tBTdu/MGZAJT8CYfDhs3NdUQiIcb0RPW1qK2pQoOoDrU1VfC4nRgYuMf0f83NcpjNRoyNvcbFxQXS6SRqa6txo+RP3LjxB8rKy1BVU/0XVxVhmUurZ8T0hD0+muiSUFk40KAeX2l5GUrKSlFSVoryygr25wS6JJuRKeRQ8UMZOlyEBiBWq7VIU8vJjEwwmg0wW0y87MWOmdl5HJ2c/mulLsVLvp2YhntUpQAAIABJREFUhD8QQiDIXT6/n61KMTYVDrOMTH/Qj5BAN+YL+DlJCK/t8vl9XJhwMMCFCQsuChcW6rloDzQuaMRTj4abKKYZkwte+//SOhcDUvqdghT3YDDIypuBgQEsLS2hvb0d6+vrODs7QzweR2OjmOmhVKpmZh1FItixsde4vDzHt2+XuHWrD/X1tWyPl4uC1PNg6WaJVWdnZ7i4uEB/fz/E4gZWGpETc0tLngGfyWRCc3MzlEolS227efMmvnz5glwux+ejchsd0WgUbW1t2Nrawrdv3xAKhaBQcI64aq2GrbpNzUxz/75YjP1u8g00mUyM/VEz2ePxIBwOo7+/H1++fMHe3h7Ozs7w8uVLKJVKlo2RSqUYk2ptbcWTJ0/w8uVL5ilHK19OpxOBYBAxvuyk6MuW1lZ09XbjzfgYLq4u8XHnExKpJEtkI/kR7cK6vR4EQkFWKqezGW66nE4hyfehU6lk0UcazNDU+/379zg6OkI2m4VarWZDBy57VgW9XguFQgaxWISGhnr2HsViEezufsLZ2QlWV5eh1apRVlaCEgKVshLU1FShsZGLFkgkYvj8+TPOz89xeHgIg8GAf/u3f8P/+B//F/7n//y/8V//9R8oKfkTt2714fLyHIVCjomaS0r+RDDox8HBPnp6ujhRMm8WSk4qpPFrahIXrbIZDDr+Hr1EIhFDRUUZ/vjjN/zxx2+4UXKDAR9NbYXyFTIcICBkDsvNiqKJr3BLo6SsFL/x++lU7paUlbJen1DnR8MOshXT8HIcspP/maBmhtVqg81m/Rko7nDCZrfB7vyZ2WGymDE1M43jkxN8+fLfmOq+nZhEIBhGIBiG1xcoYmMkYqUNAdLCefjPhTcngRt9DwlXuYSlnzo60tKxsGFeVxflS1HhlJBkKfT3oN9Lfzf6etHfzedlwEd9HMonXVhYwIMHDxCPxzEyMoKrqys8e/YMEkkjWxfiAlQ4Dz6PxwWv143Xr19hZ+cjzs9Psba2ArVayU55YnBceezBvXv38OnTJ4yPj+P8/6Xuvf7ayNZt0b/v3rP3CrtXu9s2JioggchROSKJDAKJJJFzztEkISHAhHYkGEw0xhi7HTDYuHuch6pvUqLd96xw78N9mD+JQkhCNTXqC+Mb4/ISo6OjiI2NgVwejZgYGduora3NuLy8wPPnz2Gz2aDRaKDVajkT8OxsjI6O4vj4GE6nEwaDgdkOkgnP4eEhvn79CpfLxfl7aNQwmIxsjOzJ06e4uLyE2+NhUuQkX0RpHsme5+ZyKXplZSVGR0exv7+Pjo4OHB4eMm9hMq8Wqj03NTVhenoafr8fer0e2dnZjIZQWFiIMlcZPG4P61g3NzejvaMD3b09GBoZxqvXJ/hy9RXPNtbZbDXtJTq/RMqmui/r4tfWoLamljXg6JaW8D1ubGzg06dPaGhogE6ng0ajYVp23AC9GUplBjIy0lg0b7GY4PFU4eBgDwcHe/j8+RxtbS2QSESQSsUQi6MglYqhUMQgLS0Fer0GDx4ssYbP+fk5zGYzbt26hb/85S+4desfiIgIg1QqRl9fD66uvjDgE4kiIZNJYbdb8fr1Kxwe7sPtrgxKWWnKgySlOJFQBdLTU2GxmIKATyaTIjIyHJGR4ZDKopGQlPgHsvLNTq6Q6iKM+ITSU0kpyYiNU0AslUAkEUMqiw6K+micTTjCRkRpFb8/uRqfkaW5XI3vOtUlcVLy5y3kFboLizmntryCfDxdf4aP5zyG/auzunR/ZfUXlDrL4HSVo9TpgtN1HYlRRMVFVddgRxMPdF84HUHHCYSEj6VF4EdXeDL+IRqC2+1mlIPS0mtQI/HKm+DKQLiUW8JuLtW8RkZGsL6+jpqaGrjdbjQ0NODs7AxHR0fIzrZxChc83YCuSEVF3JD68vISHjxYxMHBHi4uztHS0sSMWHQ6DavvlZW58OzZM8zMzLDmxtjYGCQSCbuqK5UZsNutaGtrwdevl9jc3ITRaAwSNC0uLsbq6ipmvbPIy8tjIgZmsxnFxcVoaGjA0dERAz6VWs1oAzcjvqqqKqjVaqhUKqbW63a70dvby8CsoKCATYyMjY3h4OAApaWl6O/vx5s3b/DhwwcMDAzAbDajpKQE1dXVbPRwcnISfr+fWV6SzhpJaQlHFVtbW9HV1YWpmWn45v1YXl3B6zenuPhyidVf1ph4gTDCIwCkfchRrzhKDKPN8E0dulgKxVnJ7vHTp0+or69nviVqtRoajQZFRUVoa2tho2k0M2uxmFBT48HTp4/R19eDDx/e48mTx4iPV7Dpi+hoCeLjFUhLS4HHU4X9/T3ma3x5eQmTyYQff/wRf/3rX/Djjz8gPDwU0dES9Pf34uvXSzQ1NSAiIgxRURGQSERIS0vB/LwPFxfnOD09gd8/h8bGepjNRkZzycxMDwJDpTLjDxGfEPgoKhNGdgR0QhkpmkASprjC5kdyagqbVpHKohEtl0ESLWVRnrDLS40OYW1Ro9PCaDHDyqToswSRHu/LYc9mKW5hYeE15eqGTeWzjfVr4Pt3ZamWV9ZQVFzC3KNKnc7g9JGvuwgBRwhiwrEwsoujSQlhFEh/L4wQhVFcqcvJ0lIqkjuKiznZIIHzOi0hyAoXPQ89F31JHz16hPv37zMgLC0txfIyp1vW2tqMhIQ4ZGams/ncnBw7SkqKUVrqwNraCsbGRnD//jiurr5gbW2FcbfIq6CgIA9dXRyNwePxYGJiAhcXFxgfH4dYLIZEIkJsrBwqVSZycuzo6GjDxcVnnJ6eYnh4GK2trWhra8PExAQODg7g9XqRnZ3NdNbIR4G8fY+OjvDt2zcu4tNo2HA4uaI9efoUF18u0drayvwZSLl5enoaXq8XNpuNcflcLheqq6sZ8FGTYnh4GBcXFzg7O0NDQwM0Gg1KS0vZ5zo5OYn5+Xle7Tc3qIZITSVKc5uamjA1PY2t7eesmzs6Poazd29x9ds3JlBa6nKiqaUZgcUFPHz8CKu/rGF5dQXj9yeuydAeN0trhcBHXD1Kr+vq6rCxsYHz83N0dXUxo3eDwcAi66mp+zAadWwyR6NRQa/XorrajcePHyI724aNjWf49OkjHI4ihIeHshRVoYiBUpmBQMAPn28OeXl52NzcxJcvX5CVlYUff7yFv/3tr7h16x8Qi6MQGyvH4GA/vn37GgR8UVERiIuLRXa2Dc+ePcHV1RdcXX3B5eVnvHt3Bq93Bnl5OUHEZ7pYW60WrK4uM+CLjeXmg8WiKMhjY5iGnrBLK5zQ0Op10BsNMJiM0Bn0QREg1fiotkdTKor4ONbQ+B7wEa2Foj290QBTloVTbckyw2azsEYiNTiooUHAR9M1xaUOOAT48WxjHR/O+WjvXwU+qvE9WF5lwFdUXPqH9JXGuoSIS78nEBJGdXRM+BhhFEhG1qTRJgRYAiyaqnA4HFwHjv+b/MIC5PFzfXkF+Si4oU5Cz1lSUoLSUiejK/T29mFjYwNut5t1UAsKCtDa2ooPHz7g4cM15iZFxe2cHDtKSx1wOkvw6NEvGBoaQEVFGV69eom3b89QXFwIhSKGRQe5udlYXFzA9PQ0ysrKMDAwgPPzc0xNTbH0KC4uFhqNCrm52ejsbMfFxWecnJxgaGgI3d3d6OzsxPDwMFZXV3F4eIjHjx+jrKwMmZmZ0Gg0zHWrvr4eh4eHuLq6gtPphEat4QvHRuQV5HPA9+wprn77huPjY2xubmJjYwPPnz/H/v4+Pn78iNnZWVgsFhTzFxen04mqqiqMjIzg4OCAXXGLioowNjaGjx8/4vXr16ioqIDVamWWlvfv38f8/DwzxsnJyUFuHgd8FRUVLO1sbGxEX18f3pydYWpmmhHWK91VGBkbxbv3v+Lz5QV8835mcNTZ3YX5hQDOP3/GwdEhc3crLeMifQJWAj23+5rDSdlDfX09tra28OXLF+Z+Ruvg4ACfPn3E1NQkAzuazNDrtfB4qvDw4Rp0Og16e7txfv4RT548QkyMDCJRJOTyaCQlJSA/PxfPn2/C5SqF1WrF+vo6vnz5Arvdhlu3fsIPP/wPQkLuICZGhqSkBIyMDOHr10s0NtYjMjIcERFhCAu7B6lUjPh4BYxGPbq6OrCx8Qzv37/Dt29f8eXLJV69OkZXVweb1aUMJTvbhrW1lT/U+ERiDvgSeeAT1viEKS0nF38NfCqNOijio66vsMFBtBVKbQn0hF1kAlsdP+LJTW9cE5bz8nJQUJCHggIii+ex+l5xcTH/PeYwyCkouXER3/m/l+rSerC8ioLC4mvXLV4pgQaHhYoadEv3C/nBfwI5YfrLvDJ5t3R63PdSXwaypU5u8TU6mqW0Zds5+SjeXpAWAaDQkb2wuAiFhdzsK3VzA4EA3r17hydPnuCXX35ha319HZeXl3j//lcUFOQx8NNq1cyWz+kswZMnj9Db2w2r1YLx8VF8/nwOv38OCQlxUKkyYTYbUVVVgc3NDTQ0NKC0tBRdXV348OED5ubmIBZzheaEhDhotWoe+NpweXmBzc1NWK1WaLVaKJVK6HQ65Ofno7e3F69evcL+/j4KCgqgUqlgtVrhcDiCgM/lckGj0UCt4YAvKOK7vMTAwABK+AuJy+WC2+2G3+/HzMwMpxTMd2GpuTE8PIy9vT2mFEP1wLm5OXz+/BlHR0eorq5Gbm4uKioqMDY2Dr/fz9UOC/KDIr6Kigpme9nS0gK/z4evX7+io6uTdeepezs6Poa3v77D+efP8PrmUFzigKemGm0d7djd38Mvjx6yPURKHjRyd027qmIlkrKyMlbbpYhvdHSUTbAQp3F6ehoTE2OsvkfppFarRk2NB6ury9BoVMjPy8HW1gY+f/4El6s0qLnR39+LiYkxXpLMjIcPH+Lr16/IycnBTz/9HAR8iYnxGB0dxtevl2hpaWI6faGhIRCJIqFQxARlE2VlToyPj+L58018/vwJnz9/Qnd3J6tF/hnwUToulUWzqQri1N1sYtDsuFavY+5pwuaHUHvwewBIM7vxiQlITk1hoEmubDS1wc3m2q4nNfJzUFiYj4ICampwe62wsJBNGJWWlgoaq1wmur658a/X+G52dh8sr/DSTXY2KCzUy6Ih4my+6CikLOTn5yOfL0JyhUhukZE1paSkHSdsQAijtIKiQhQUFlz/o7wyLhdBZLNOkM3OtbVzcmimMido9CUnx458fuaysJDrytbWVmN/fxePHv2CuTkvvN4ZTE9PYXp6ErOzM9jc3MCXL18wPT2F5GSOfa/VamC3c6NLpaUObGw8Q1tbC6xWCxyOIhwc7OPdu3fIz8+DUqmExWKG3+9HIDDP0uPW1ma8f/8rFhcDkEjE7Gqv02lYqnt5+Rmbm+vIyjLzOmyc2obZzJlJT0xM8O9tmnkvFBcXo7a2Fvv7+/j27RtKS0tZ3UrPm86UMeDj6CzU0SVjGrfbjZGRERiNRqagkZeXB6fTiaGhIezt7SEnJwcFBQXsfJeUlODhw4e4urrCixcvUF5ejry8PAyPjMA/74c5y4L8wgImA1ZQyI381dZWo7GxHq2tLVhdXcZvv31DV1cXyivK4Spzsei7qKgIo6OjeP/hPa6urhBYWIDL5UJtbS3WNzfgm/czyXv6IuXl5QWZqhNhnfYQUXC4Gt9HNDc38uReNZTKDKSnp6GoqACdne2sY0pjY2q1EvX1tVhaDHAqKJnp6O/rwbdvXxGY97Emg16vxfLyEgoL81mk+ODBIr5+/YqCgnzcvv0zfvzxB4SE3GE8Por4WlqaIJGIEBERhoiIMIjFUYiJkUGhiEFsrBwymZQJG6hUmeju7sT79+9weLjP6n5qtTIo1fV4qpgGoEgcBYlUghhFDCMTC+dphdaQQstI4WQHRYqkOZmanhbE56MmhjC1ZfVDvpZqNJlg4g2VbHYbIykXFOTzExv8rTB4Ib/mkhKeEsdxQ8vKyrGxuYVPn/7DiG/xwQNe+sWMLJsZFqsFRrOJXQHI0i/LamX5d44ABAmhqUhOHhHFDsd3Izwh4AkjxMKiwqAZUvrCcYP+nEOT8Ja4V2RfR1MRVDegmVifz4uHD9dQXFwIq9XCiMTEv3O7q3B6eoqTkxOYzWbmfGW1WlFYyLmhbW1toLm5EXa7FVlZnJXfly9f4PV6Wc3r6OgIbncVG32rq6vBu3dvsby8xNQ46CqenW1De3srvny5wNbWBiwWEzIz01nnTqPh/DZqamrw/v17PH36FAaDASaTCQUFBfB4PNjf32epbmZmJjMaLywsRHl5OZ4+fYrLy0vU1NSwLmZmZiZrcNjtdtY0odpfSUkJBgcHsbu7C5vNds2c5zu/5eXl2N7expcvX/D4yWNkZ2ejq7sLvnk/DCYjExklT16XqxQeTxUaG+vR0tKM5eUH+O233+D1eq99f/lUm6K0qakpfPjwAZeXl1hcXERlZSW2X+xgcHgI9pxsGExGTuXXaIDVakVefh6LDuiW9lFZWRmqq6vx7NkzvqtbB61WHVQjIxpTUlIC09FLTk5EZmY6GhrqMO+fQ3JSApIS42E26vH61Uucnp6goCAPCkUMmpoacP/+ODIz01mpJBDw4+rqCiUlxbh9+yfcvXsbERFhLDUeGRnCly8XDPioESGXR0MqFTNen0QiYt1jmUwKhSIGIyND+PXXdygoyENcXCxSU5NhMOiwvLzEIj65PJqvG0ZCJBYhWi6DIj6OgRRpQQqjvj9rbgijPqHoLi2iqxAXUChoqlKpoFar2cWV8IO6tpw8WME1htwoi5Xw1LiKClLWLkd5eQU2NrY4l7WP5/jw7+rxBRYWoTcaoDfqoDfqYeAllvRGA8v/CfjsvOIImQELJwFI44yOFfH/BEV0hX/yc5GjGAXFRQz4KMwlEiOn1mBhTG9ifQst67hiaZZA9SQHJSXFqK+vxf7+LtrbW5GXl8MiK2piGAw65OZm49GjR7i6ukJzczNSUjiHs6wsC/Lz8+B0luD58000NNQx0yGPx43T01O8ffsWLpcLw8PDmJ2dhclkZEIHdXU1ODs7w9raClPeEBJOhcCXlWVmBs+pqUl8wdqK8vJynJ2dsc4vdU4rKiqwt7eHr1+/orS0lG0wo9H4XeDjFKUzOT8P/nG0hMDndDoxPDyM/f195nt6LdHFbdja2lq8ePECl5eXePDgAQYHBzA754VGp2VqurZsO/Ly81Ba6kBVVQXq6mrQ0tKEmZkpXFx8xuHhETweD+x2e1B9kagoU1NTODs7w/n5OTY3N7G7v4eyinKYsyzQGfQsWsmyWtmXiFJy2o+FhYUstX/y5Ak+fvyI+vpaqNVKJi5AaW1qajKSkxODFI9Vqky0tjRh3j+HhHgFkpMSEB8Xi6GBPpyff8LExBiUygwsLS2gqKiAiRVkZqZjft6Hq6srVFSUISTkDkJC7iA8PBQymRSJifEYHh7E16+XaG9vhVwezdXjRJGornZDp9NAwQuayuXRTM6KiM7Z2Tacnp6gsDCfdZU1GhWWlhbw9esX1NR4EBsrh0gUCZEoEhKpBPLYmCC5eKE/rhD4hFGfkMoiVGgRdoeFIEnHhVMfZKVAikVCgjIFSnTOCouKguhuXH/BCVeQvFglB3ybAuD7dyY3Pnw8x3xgATqDDlq9BhlK7h+jLg8tk8WMLGsWbDw5Vdh9obBVKOdtt3Nu93T1p5qhsN4nDGnzCwvYhhVGGeSraTIZGNgJrequ5eB1LOLjJijy4XAUYWJiDGtrK8x3QafTIDk5kTNITk1mjYm+vl5cXV1hdXUVGo2GuVbl5HBcvt3dHdTV1bD3kJ2djaWlJXz79g3Ly8t49OgR8vLymHGM3W5FdbUbZ2enePz4EStGp6enwmjUIzc3G+3trbi4OGfAR5wtoshkZ2ejuroa7969g9/vZyTkrKwsOJ1O7O7u4uvXr3A6nYyuYjQa2RTG+vo6Li4uWMRHaYdOp2MS9ySfRdy+srIyjIyMYHd3l4EeiXJSBOhwONDa2orj42N8/vwZL49fwuubYzwtvdEAi82KnFzu4lNZWY6aGg+amhrQ29uN169f4evXKzx79gz5+fnMN5Y6v/X19XxDqhcvX77Ely9f8Or1CcoqylnNSK3TQm8wwGazsWhBqK5MyjikyvPs2TOewFzPgI94mCpVJp/2cuRlukCpVJno7enCYsCPxIQ4Bnw6rRpHRwc4PNzHyMgQ/P45KBQxLCJLT0/F3Nwsrq6uUFdXg/DwUNy9exuhoSGQyaRISUliNb7OznbExsoREyNDVFQE+vp60NrazEbhKAIVKjpnZ9twcLAHo1HPusQEwDe7uiJRFKLlHNdOSC8RjqZRXU94S+BFnV1Kf4WiBXRfGB2qNGpo+Zqhlt+vZDRk5S9SdG6ocUHCsMWOYlbLo3peWUU5N5VVQXP/laioqMDm5vN/3VeXwI9u/YEA/0+rkZ6ZFlQDoH9So9PCYDQy42Phl4FA0JplZWqrVl5qmnTzrXYbM5oRNkyo/scaKfwkQX4+VyQn6oFer2WzsTTsT2KMJA1P4JiTY0dRUQHKy1149OgX1NfXMt8EpTKDTVCkp6dCp9PAarWgvLwMZ2dnePPmDUpKSqBUKvlpCSuczhIcHR2grq5G4BNqRk1NDT5+/IiLiwv4/X4oFApkZKQzQ5zKynKcnr7G5uY6416lpaUEpbqXl5+xsfEMVqsFKlUmoydYLFxKOzQ0hLOzM9TW1gaBW3FxMV68eIGrqytUVlYiIyMDmZmZLOJzuTg+4eXlJTweDyNHE4GZarQ5OTmYnJyEx+NBSUkJKisrMTIygv39/evzymuj0calem5vby/ev3+Pyy9f4PXNITk1hXUKTRYz54RWXIjycheqq91oaKhDY2M9JibG8P49V8cTKsHk5+ezWl1lZSXa2tqwtbWFs7dn+Hx5gf3DA5RXViAhKRFKtQoGo4GN4FHkkJ1tZ7JgwobNs2fP8OHDB9TV1UClymTCAEKZKINBh6mp+3C5Stk89sjwIBYCfshlUihi5VDEyiGViDA42I9Pnz7g48f3cDpLcPfubYSFcRy9pKQEnvb0Dc3NjZBIRLh79zbu3bsLqVSMpKQEjI+P4uvXS/T0dLE6XmRkOAoL8/HkySNYrRbExcWyKFIoMX///jjm532Ij1cgKioiCPi+fLlEXV0N6zpHiSIglUmDgO/PGhxC8PtezU/I9xMeJ4AkVoHBZITJYoaBrx9T5kA1Y5pHF9ZlS0pK4HRdAx1NaFVWVfJjsxW8+IT7j8D3z46s3Yz6/IEAH5oqeZcmJQtlqciZnpkBlVrFwlaad7TyQGe32WAx82YtZt64hUy5eeckUvylLqzQe4Gzj7MLTF44CXjir5H8NpkeGww6xrcyGvVMForm/woL8zEw0Ifj4yO4XKVMqYJSGrqim81GNmpGqePMzAwbZzKZjOjoaMP79+/Q39/LtNj0es7hfmlpiYFlQkICEhK4SFKv16KlpQnv3/+K169fwWw2so1MvKvR0WFcXX3B3t4L5OfnMqkjlSoTWVlmNDQ0YG1tDSMjI8jKyoJarWbm0WVlZTg+PsZvv/2GgYEBpKWlMX9VqsVRRNjT0wODwcCuvna7HWVlZejs7MSTJ0/w4MED1umsqKjA4uIi3r59C4fDwaYc6LwTyNAaGBjA23dvMeOdZWbTqelp0Bn0sNltKCouQFm5C27e6Lu+vha1tTWYmprCyckJvn79ig8fPmB7extLS0tYWFjA8vIytra2sL+/D6/Xi7r6eszOeXF69gav35xicHgItmw71FoN88ig0otQPp7ea1VVFQ4ODnB+fo7e3h7odBpGUjabjSgpKUZbWwsePlzD4mKA+RsbDDqsrCzhxc5zKDPTES0VQyyKhFgUCbPZiIODPSwuBhAZGY6ff76FO3d+RlRUBFJTk/HgwSK+ffuG4eFBSKVihNy9zegqKSlJWFwM4Pffv2F5eQnJyYkQi6MgkYiQmpqMnZ3n2NxcR0VFGbtQpyQnwmjUo6OzHSsrD2C1WhAdLYFIFAmpVAyNRoWnTx/j6uoKExNjiI9XIJLnBoqlHPBRtCccXRMCGdknaPUU9f0x9RVSYDS0BJ1hajpxMvFZzBScc6wrRImjhAEep4NYFjRdVeVxo8rtDlL4rnRXoaqK9DzdKC+vwObGvxHx3VRg9gcCfLiahgxlepA+F42qpGWkQ6VWQ0//nOX6nyNgo2aIzqDnokMLp5lP3hR6o4GB302zH3JDM5lNsPB6+3qDAVqdoL2u5PxmddRy58Nqk9kEo8kIg8mALFsW8gry0Nvfh63nWzh5fYK1h7+gpq4WqWmpzLhFSFJ2OkswPMx1Mt+8eYPDw0PMzs6ioaEBHR1t2Nxcx8nJMTY2njFKi0ajhl6vQ2VlOSYmxqBSZUKhuC6MV1SU4cmTRzg7O8Xx8RHm5mZRVVWF1NQUKJWZaG5uxvr6Ot69O8OrVy+xtLSA3t5utLW1oKurAyMjQ5icvI/m5iZkZ9thMOigUimRkZEOl8uFQCCAk5MTnJ2dYWtrC/39/cjLy4NarUZZWRnm5+dxcnKCd+/e4cWLHSwsBBAIzGN5eQlPnz7GwcE+Xr06xvLyEpzOEsZZnJubxcHBAU5PT7G8vIzW1laOKsPXBa1WK+NZUVQ+NDyEoZFhRlxNSUtl9T4H795W6a6E2+NGlbuKu4pXVaKxuQn+wDz2Dw7w64f3OL/4jA8fP+Lg8ACBhQU0NjUhn3dpMxh0KCt34cGDJbw6Ocbz7S3MzE6jta0FliwzZ1xjMXE+D7x0udVuQ6W7Cv55P05OX+PN2zNsbT+Hzz+HOb8PSw+W8OjJY+wf7OPo5QFmvTOwZJmQkZkOe7YNE5Pj2Nt7geOXh5idmUJhQR6kUjFnESmOQlNLE8wWM/77L/+Nv/7tr/jhHz8gShSF5uZm7O3t4eTkBE+fPkVLSzMylUqEhodCqVKif6AfO7svcPrmFLv7uxgae8a/AAAgAElEQVQaGURBYT5iYmWIiZWhrqEWz7e38PL4JR4/eQyf34cZ7wz8AT96+3phNpuhUCgQHR2NqKgoaDQajI2N4uBgHycnr/D8+RZ6erphtVq55oZEjNg4Bbso0cpUKRlgCQFOo+OWWquGWst59Wr1Gmi0aqg1Kqg1KqZOpOVVqQ1GbgbXbDHBnm1Ddm42cvkgp6CQGzQodTpRXlGBSl5qrKKigpv5r7i2JiV5OprMIeAjB0hPDec3s7m5fS1E+u8A36/vP8I75+O7NclIz0wPGlMRguDNFjg1QcgU5GZbXCg9TeBHkZ8Q7KguxAx7eB9WlUYNjV4b/LNweFqgLSbkC1ntNrjKy1DkKGb1RYs1i+MZxcchLS2FXe3z83NRXFyI6moPKioqUFhYyKzwOAOgbGYiTik0GYVrtWrWJOHctzhp8bS0FOTk2FFRUQaHowg5OXZYLCbodDrEx8cjLS2NjYgVFxchLy8HdruV0XHoZ6G0vUaj4mdJ0xl/zul0oqioiNVVDQYDMjIykJOTg9raWlRWVqK4uBh5eTksIs7OtqG4uBAVFWUoLXUEyZdnZ1t5PUUno4MUFBRwc8A8v5BSS6FRjyUrCwaTkXG5UtJSoTPoYc/JZu5plL7Q7K3Q8MiWbUeRo5jNXefm5zEjGr3RALVGjbS0FOY6Rrw1m93KfGTJYUyr10Bv4siyWTYrCouL4KmpRllFOQqKCmHOsrCivsFkZC5v9hw7VBolUtNTkJAUD6U6ExabmXPHEwiPRkVF4N69u7gXeg8RUZH4x60f8b/++7/wf/2v/xv/9de/4Keff0JaWhoyMjKY/HxycjJiFbG4fecOZDFytu+NZhNUGjUzAxJJoiCWihAbF4PU9FRYrFlslLO4xAG1VsN5OMfEQCqVQiqVIiIiAomJiTCZTLzwggYpKSmc/H1yEkJDQxERGcmMwAn86LsdHOlRkKGGWqdijm209HotjHy2RXuTsi+h9D0xKoodRWzm+qbw8E2FpSABCsFMNuluVtd64Klxw1NbjUq3Gxub20Elu38Z+N5/+IQ5vx8paamIT4xDcmpSULQnBEHq2AgjOwI+Cm/phBID/CYAGgVXY6vdBr3RwDYipdR05aFRF3q9mwVVikaF4on0nnQGPXvvCUmJkMfGQCyVsK6aUpkBg0HHNyrszGbQaDQiPT0dcXFxSEiIZ7UVak6Q12laWgoTNiD/BdJVS09PhVarZrVIjUaFhIQ4SKVSyOVyJCYmQqVSwWAwwGAwQKXKRFJSAmQyKWQyKZsBprSeUjNy2jIYDKyWajAY2PuNjY1Famoqm/DIzrbDbDZDrVYFOXcRaFPdlP4Hrt6l5w2SLNDr9UhNTUVKSgpLsSlVpqgvNycXlqwsaPU6dj6UahVMFjNy8nKZqTkRT0lggsYcs3NzYLZYgs7pTaOb5NQU5kWRnJyI+HgFK/THJSiQkpaM1PQUZCozoNaqYDDpYTQbGfiRT6taq0FSSjJieGvI2DiFgGybwUAvLkEBeawM0THRiJZJIJGIcO/eXdy+/RN++ulH3LnzM0Lu3cXdeyH4+c5t/O1//o7//utf8Je//RX/+PEfuHv3LsLCwhAWFoaffvoJf/vb3/Bf//Vf+PHnWwgND4MkWspGvqSyaNwLC8GdkNsIDb8HkSQKsphoxMZx75HEAEQSMWdfGRsDuVwOqVQKkUiEqKgoiMViREdH894eckRGRuLOnTu4desW7ty5g7CIcEZiJi9cIbmYEZgJ/Hjjdor0dHot9AYtjKabHjOGIOsFYZmpuLiQk6krL2OujUJ7CPJeJgsKoSYnm8MmM7MaHvRq3HzEVxUMfP9sxEeA9+7XD1yNb34eGcpMZkEn3HB0daDwWJjj04gL3dJ9AkMCNQIkAkIhQAmvNDe7THRiKE1WazXMvk6p5nxqhYVauk90B2KaJyQlIloug0gihoQfCSLgs1hMPP2E89M1GAxQKpVISUlBUlISkpISmeZacnIi80xNTU0OAhC1Wom0tBSkpCQxhRdqwKhUmUhOToJCoYBCoUBiYiIDEm5aI52RYRWKGAaeVIciYOJe69qO0mazQa/Xs/ebkpKC9PR0qNVqVoc1GrlokbxYv2dXqFRmIDMzndW1zGauC6fT6ZCRkYHU1NQg4CMrTOrA27M5U3Y6vwaTkRmHO0pLghR0hNaShcVFHPDxUT+dX+KDpfJOZskpyaywT45kycmJSEyKR3yiAkkpiUhOTUJqegpUGiX3ZeUzEspGtHod84kl4LvmtaUxD1rynJXHyiCLlUEu5+SnIiPDcfcup6l3+/ZPuBNyBz/fuY2fbv+Mv//wP/jr3/+Gv//wP7j1Ewc2ISEhCAkJwY8//oi///3vXCr84z9wLyyUqZpwF2MxwiPDEBJ6F/fCQhApioBUJkG0PJp59kaJRYgURV3fRnErPDwc4eHhiIyMhEgkgkQigUgkQnh4OEJCQnD79m3cuXMH4ZERDPgo4rsJfJSR6Qx66PV8s8eoC2ocCk2NhH4hFOlRVkT8WVeZk1mWktc2iQlTRFddWxtkGEbGY/WNDfzxmmDgq61GlceDza2df99zQxjxcVfbdKRlpCFTlRk0jExjKeSiJAQo+rAoLaEUgqY/yEuW0lACONqYwi6SkFckBC9SdqC2OX1BhPZ21LGizmKGMpON1ZBKrDw2hpGIhcBns2XBZuN8P3U6HVQqFdLT0/mU4fpLRx4LxP8SWv9RZ5Ak6elqKJQAT05ORnJyMtLS0pgkEte84YxrKCojUCWhU3L4oiYOcepIAoqLGjmyqLARwYltGqHX61iqTEsYQdIxmlU1m03sIkD8PxJIyMrKYh06ivryCvJZ6YI4fLn5eUxJR0hPuFb6cbKoz56TDXOWhdEoMgX+ECzTuOEnS1LtBHhpGalIz0yDSqOERqfmaVjcxZj2DgGfIj6OqYfQJENqeiqSUhIRl6BAXIICMQo5YuNioFDIIZdHQySKRHh4KEJDQxAaGoJ7oSH46fbP+PnObdy+ewc/3f4ZP93+GbfvXoPe3bt3cfv2bfz444+49dNPuHsvBJEiboSMRDsl0RJIosUQSaIgkkRBEi2GLCYa8lgZU0ERScQM+KIEUV5ERAQiIiIY8EVERCA8PBxhYWG4d+8el+ZGRLBokRocFCiQOAF9FymAsZhNyLKYYLNaYDEbucVbWxKNjIBOuGgMrbAwHyWOIlRUVqDS7UZ1bXWQhYTwvtBjh1wW6TgXHdbywsRV/KqGu7oaW89f4NP5BcOwf4vH5/X5+JOfgqSURKRlpDEdLeEcHklKk37+zRk/Slf1RgNrdlB6KryqCDmCdFxYxyNQ1ep1QSfpphosbWACNkV8HEvPhbOF7L0nXqet1NygEN1qzWIRkk6nY3UtFT+wTpJFasHPBHJCLw3aBMFm4jomfEm0EuqwGo1Gls6q1UoWhRGg0nObzUY2lcKJNQZ3MMm7VK/XM46e3c7ZZN60RySAFkrnC+s0JCtFnwe9T6p7cqCXy4Qi8wuuRSKFc9NCL2OhvqOzzIXiEgejMuXk5bJZbMoUrutOXLRPhu5CpzOVKhOZ6gxkqq5rfGqtCkp15ndLJBRJ0t6mAr9SrebdxjKQkpaMxOQExCfGITE5AYlJCYyjR1MUUVERiIyMwL2wUNy9F8LWnZC7CAm9x9LcsLAwDgTv3sXdkLu4Fx4GsVTCfHg5d7IYBrIc2MUgLiEWcQmcrh3Juktl0Wxx5uTRvOKPJGiJxWKIxWKWBkskEkTLZEwrT+iBQQHJTRtImzULdqsF2XYrW3Ye2ITCoUTUJ/VkEhwoLi6E01mCyiquadHAm8STUyC5BZJ7onC1dVzbyFL0x6W8HtTWe3jbCR74Pl38qfryPwl8fqRlpCMhKR4JSfFITuWc0inao64uAQnV1chAmACK6jtlFeXw+uYw453F1Mw0Jibv4/7UJKZnZ9hxr28Os3NeTM/OYHbOy36e8c4GrenZGUzNTGNyeoo919jEOMbvT2B0fAzj9ycwODyEvoF+jI6P4f7UJCanp9hr0hq/P4GJyfuYmp7CrHcG3jkvvD4v5vxzmPNxXT6f3485nw/eOe69zHpnuTU3C++Nn+nYnH8OPr8Pvnkf/PM++AN++AN++OZ93HG/D3M+7v+bm+OWz+eDz+eD3++H3+9j70H4GnM+L/x+H+bn/Zif98Pv524DgQAWFhaxsLCAQCCA+fl5tvx+P3te+h13bA5zc7PfXT6fFz6fF37/HPz+OQQCPgQC81hYmEcgMA+/3xe0uPcwj8XFABYXF7C4uICFhQAWFgNYXFrA0oMlPFhewtKDRTxY5u4/eLCI5eUHWFldxvLKAzxYfoDFpSUsLC5icXERgcUFBBYWEOA7zz6/D9457jOYm/NizueFb97HnyduCT+r6dkZzHhnMDs3i+nZadyf4s79jHeWO4/8Eu5F2k/TszP8389ixjuDyelJTExO8M9xH5NT3M9j42MYHR/FyOgIhoaHMDg0iAF+9Q30o39wgN3v6+/HwOAgBoe4x/UPDmBwaBBDI8MYGRvF6PgYux2bGOf38zjGJsb4W+7+2MQ4RsfH2BoZG8XI6ChGR0cxOjaKkZER7v4od398fBxjY2MYGxvjjo2OYHRkBKNjYzdeawITU5PsuzA354XPNweffw7+eT8C834E5ue588qfk0Bgnjs/iwtYWOTO1fwCf4x/DPf4BTx4sISVlWWsrq3i4eNH8Afm0dbRjo6uTrR3djDL2I6uTnaMjgt9pMlnmfPSrkddQx3r/D7f3uFd1v6FiI/Aj6W6Pj8/eJzApw5pzCSEDEiEdT4qQAvn/YT3e/p68dvvv+G33/64fv/9d+4+3dL6/bfrv/n9xs//b6/f+dcPuqX7v/9zr/+H93rz+W48z+/X//vvv/8etP6fHv+fruDP/nvn4/r2ev1+4/afXX/2Pv5Pv//+ew56v0Gf05+coz87X/Q3/6c98f/FXvv/wfpnzyN9jjfvB++XP66DwwO0d3ags7srCOw6ujrR2d3Fjt8EP3JWpPSY6n7VtTXY2n6OD584/Pr1w79IYKYwkVJd6o6R0iqlBMLuLv1MKS6JFgo1vuw52SxPp9uGpkbWqaFj9Y0NaGxuCrKXFHZ0hIVQ6vAI29wkSCk0FhdKkwuNxmvqalnRlN4PmXWTqTV5+NIV6HtXJHosnbCbq6unG1093UE/d/Zwt93d3ejmb7u66ZZ/nGADdHR1oqOzE50d3G1HZyf32K4udHV1cc/Dr56enj9d13/TwVZPTxe6uzv/cNvb242eni709nb/YdHx7u5OdHV1oLu7ky16zr6+HvT39/5h9fX1oK+vh3+uHvT1dfM/96Kvrw+9vb38/9GN7u4udHa2oaODW+3trWhvb0FrW/DVX/iFELrv0bkX7iP6PdmS0h6iGtPN56NaEz2PkFJRUVXJOtTCVF04d05zpjSTXupy8jzGKkbIJctNep90X+gR7a7mSLxVHneQk2CZ0AjsxqrkBVg5fhy3Kioq+O5p8OvW1tehvqEOzc2NaG9vRWdnOzun3HnqQ39/v2ANoH9gAP2D3Oob6Oci3aEBDAwOYmBgAAMDAxgaGsLY2BjGx8cxOTWJqZlpjN+fuN7XAoAj4BN+xyjaIytZOieEH+SwuPl8Cx8//QeyVBTxUYGXa+knBLklUWdXSGam7i4Vjul4anoaklKSIYuRM4MTSpOFs4JxCfHsMUI/TqHAoXComiSvFfFxiI1TsPdGjxda3gk1wpJTU1j0KmSu07A1/Q/CWpCwk0x1IuGiYjDxGE0Wc9CtsF7CFj/pQsvM1+SIbEt/y+ajDXpGd6H6Gk0pcB69XPNC6J5GzmFBr2M2B3XjSOzh5swzR2ExB4k9CJfQQF3YzbuukVoYD/FmHYiEJK6fyxL0P1gsZtakodqjVquGhq95qlRKZCiv5ZGE2YdQEon04BTxcUGGN8L1PaFMofcEdZKpdkz7VBItRZRYhIioSNwLC8WdkLu4fZfr7P740y38dPtn3L0XgtDwMISGh7G6XwRPIJZES1lDgxoNQm8KoZ4d7XFSOKbXF0nEiIiKRFQkV7uTyWSQy+WIiYmBTCaDWCqBJJqjv0SJRYgSiyCSiCGWShAtl7EaH/tuJScy0V1q9HGqR3Y2bRG08r6vz1lYWMjESWhcsqyMs6mtrq1BU0tzEPAR0LHAoLuLgZ7wgkTgR0ESEZorqiqx8XyL6fF9+FeBj6gtc34/DxJcl4yAhk5AQlIiAwu6pUVgSPW/pJRkJCYnQRYjR1xCPCuk0uMIjIRFZuEGEAIZSVrThqWOHHVoyaldER/HCsDUuRJuJnpcYnISe/9EyCaQo4aLUJ9MOM4jnD6hYrBQs1AIckL+WJbNCqPFhCwrx7vLyspiHLysrCwOAAXTL8SBNBiNDPhugp1wTpqeSwh2wb+3MJCizhtJehFgEbARoFGDRqh8I1TEoSUETCGdgdb3QO+6420OAme93hAEfNSMoYaS0BWM9hHtRzrfN4GDzj0do+NCPhtdxDNVSrY3hOCpiI+DWCpBeGQEIkVRiBRFISIqEiGh91gn915YKCJFUYx6Eh4ZgYioSERERSJSFMXAh3h4dCt8X9Q0pAt4jCKWmfiQe1lMXCwHaFFRiI6ORnR0NKRSKbsvlkoglXEAK5VFQxIthThayikw898r9h1L4ZgKwiaajTUwOLczprpUWIDCggIUFAbrajLpKF5ogGTGSBTW7fGgpr4OTS3NQVkU3adojxoaBHIEfq3tbUHgR8BXXlmBja1NTnr+PxEinfPP8xsnHvGJcUFUAiFQEYAJmxxCzhUdp40ojMBuRmJCyzkiGBNAEdDR5iPuVWycgnGZxFIJuxoTyNKmoas1gSSdcOpo0QYXRq3C1J04g9RdJtqNzqCHXhDpCcFPuIgwa7FmcY/JsjDAEwIfARbnQ5AFU5aZRZJC4DPy94XRHD2HMPIjICSOHy2LxRzUef5exGexmFiHWhj9cSs40hMC5c1Fv+ee3xzE+eI63Fq+M6tndB6j0cjfGpjSDnWguftcRE5cTcoe6LzSxZEcwCiaov1DdohC+0PaCyS8q9XrgjiHhcVFbE+ZLGY2OREtlyFSHIXYOAUTXo1PTMCdkLsQScRQqlUCikwaJNFSBn5Cgx7a7/acbJRVlCOvIJ9vMCYiU6VEXkE+Sl1OZKqUQRGi3mhAamoqYmJimDJNbm4u7Nl2xMQpIJHLEB0bA5kiFtGxMZDHKRDHT2wIDb5T0lKhVGYyZgKpGnHR+jVVieljFjtQ7AjW1qS0nqweKNIjK4BqAX+vpa01qIsrBEFhM0NIbaGSmLCE8T3g+6cjvptCpF6fjwevFDa2RuG/EAAJqOhDvClHLQRA2px0hRGmtEKXdUo7hI+JUcSyDSN0cVLEx7HwPVouC2Lg03v63iIgFs4qCq/0SrWKcylTKmHJsqC3rxeOEgcylUo0NTdh4v4ErDYrU6gxmc0wGA1sHtlsMd+4tcDtccM7N4dSZyk3e3wjPe3u7sbQ0BB3TBgtms0wmozQ86ICer3+D5EfUUyEkSA3ZmdBbl4+RkfHMDY2jpHhEdTX1cNiMcNoNMBkMsJsNsFsNsFkMsJkMvLgZOaBz4isLMuNZeZlwYwwGAicLOwYHdfptOz3HA/Qwn6v13PgpdNpodVqoNVpoeKpPR6PB9NTU3A5nairq8P4+BgGBvpRV1cLrVaD2toa9PR0Y3RsFCaLGQmJCYiLj0dcfDwcJQ709feju6cHGq0WjU2NGBoeRk1tLXr6eqHRaVHiLEVTSzM8NdWw5+ZAFhsDuSIWCUmJyMnLxfrGBlpaW1FdW4P9o0NsPt/C3sE+1n5ZQ2JSEhoaGzEwOIiOzk4sLi1y4JSYgIn791FTV4u1h7/AH5iHJFoKg8mI3f09bGxtYvHBErJzc1iESNEi7V9ZjByt7W0YGR1Fe0c7tp5vocpdhcSkRAwND6Gvvw8zs7OYmp5CckoK4uLjkZ2Tg7Vf1pgdwIsXLzitwt1dBBYCSElLhVQug1QuQ3SMHHKBx61QLZm5nmnVMBj0bB/YbFbk5nJ+KfkFnD5escOBEh7YHCW8w2JxMYodvB+GkxttdDo5r+2KygpUuTm+XQ0/iUE1VSGlhWrlVDcXRncU4RGXj6t5euD2uFFZVQVXWRk2NjdYje9fTnW5dQ7vnI+f0U1HhpIjMAtndAnEKBKkVCMlLZWlDQSKRGshQCRAI4cmAiICPuEJoToemRMz3pKc4yFxvKfgFIAY8MKaCT23MI2m56arnTCCJeBTKpXQarV4+PAhHjx4AIvFgvX1dezt7TF1FK1Wy6SydDodk3IX1uJ0Oh1aWlrw+vVreDweGAyGIE6cwWCAz+fD2tpaEHgJpy3o+YQRkRD8iFtHESRXN7QiL78Qz5/vYH5+ASNDo9h+voPy8nL2PPS3dCsEVTpO4EzviQy4yamNjhsMRiZgQPxE+jyEQqdEhCadQ6VKxZplXV1dODs7Q0dbO/Ze7GLO50NfXx9GR0eRl5eH1dVVOBwOPHnyBP39/UhISEBcXBw0Gg36+/uxtLSEjY0NpKWl4f79+zg4OEBWVhbGxsfhLHPh0ZPHKHU5WVQhjZFDIpchU6XE+H3OBa+1rQ1VHg/qm5ug1mrQyF/skpKS8PTpU9TX10On0+Hly5coKiqCyWTC4dERiktLMDI2itOzN9AZ9CgucWBhaRG5+XnIUGaymtz30t7YOAX8gXnMBwKw2Ww4Pj7G+Pg4bDYbdnZ2UFJSgrq6OhweHsKenQ2dTofJyUm8efOGSfXX1NQgLS0N1dXVGB0bRVxiAqLlMkTLZUGEZeG6tnrUsPND557msHPzcpFXmM/8TUqcpXA4S1DC+1WTtD/Zt7rKOH4mNXFoPE3YSLkJfn/G3RM2M+obG+CpqebmeSvKmZpLSUkJU9T+tyI+rqv7CT6/HyqNipejSg/q4hKIUfhOiz5E+vl7gCd0XhIWi6kmRwVXAq0YRSybTaRisCRaygrEBHL0HIr4OFYvodqNMEUWAqjQ/k4YibK5RR70DAYDfvnlF3z4+AEdHR04OjrCzs4O9Ho9VCoVIwjTpASBT05ODgNDk8mE7u5uBnxENKbHGQwGTE9P4+HDhzAajUzzLjc3lycdc3pyVPAnDUSSitfr9UwlhcbHrFYrzBYrcvMK8OLFLgLzC2hubMHrV6dobmqG2WxGbm4um8ggkBPOKJO8k91uZ0BJNUN6DKXndBEQptz0mZCsvVDSSkjaVip5Nd/0NLS3t+PNmzfobO/Ay6OXWFldQX19PRobG9HW1oaNjQ3o9XpMT09jbW0NSqUSMTExKC8vR3NzM7xeLzY3N5GSkoLx8XHs7e0hPT0deQX5qK2vw87eC2ayXuVxQyyLhozfL1UeNz5/vkBLSwvSlZmI41Pizu4utLS0QKlU4tWrVygvL0d8fDxOTk7Q1taGiIgIaDQaKOLj4PXP4fWbU5gsZlTX1qC7t4fVm6nJ8D3gE0nE3KSTWo3cnFycnp6iv7+fyY3ZbDYUFRXhzZs38Hg8kMlkKC8vx+npKVwuF+Li4hAfHw+JRILe3l60d7RDIggUogXAd7OuzYl/6Ph9QOeYI62TFiaBHvOudvFmVc5r69ay8jJUVlVyHWQe9Dw11Qy0bgIfddeF3fTvTXEIR9sotXXx5mNkVfAfAR81OPyBAC8qqEKmKoNFfARoQu4eHRd+kMJ0+GaXjZY8NgZRYhEDKyr2EjjJYuSIEotYofh6pEcatGkIEIXFZ2GRmDZdpCgKoeFhEEnEQXUdYb2RwDw9MwNKgdn2ysoKLi4usLOzg/39fezv78NisaC5uRkDAwOYnZ1FbW0turq68PjxY0xMTODhw4fMtnJ6ehp+vx+np6dobGzEysoKZmdn0d3djfX1dTgcDkxPT2NlZQU2mw2tra3Izc2F1+uFz+dDY2MjdnZ2UFtbi8HBQaysrGB0dBSPHj1CaWkpSkpKMDMzg4mJCTx58gSBQAAlJSUwmizIzS/Azs4ufL55dLZ34dXLE/T29mJ6ehqTk5MYHR2Fw+HA4uIiA9/Z2VkUFhZiYmICIyMjmJmZQWlpKcbGxrCysoLl5WXMzs5ieHgYvb29ePToETweDzo6OrC5uYmhoSH4fD5YLBZ4PB4MDw8jEAhgaGgIeXl5CAQCmJ2dxezsLHw+HzS8AEVyagqaW5px9uYM1W4PFhcWcXZ2ht7eXmi1WkxOTmJjYwMqlQqjo6PY3t6GWq2GQqFAX18f+8xuAp/NZkNCUiLKKytwcHQIvdHAGmJREjHE0VJEy2Wo8rhxcXGBhoYGyPmamCRaiumZaW4G2W7H6ekpHA4H5HI5jo+PMTAwgHshIQgNC4NKo8bxySssLC1CER+Hrp5uzM550d7ZgaGRYWSqlIgSi5CYnAS90QCpLJqBINX5omUyDA8N4+TkBPn5+WhubsbJyQm7+J2dnaGxsRESiQSVlZU4OzuD0+lEVFQURCIRYmJisLa2BpfLBTFfAqJggJomNGhwU1nJZDIx3cJrZeRCLpXlRw3J+5qk4Gn/kYZeZWUlP5rG0XVq6+uCOHfC2Vu6T8BGx4S0I+Hf1dTVchSi8nK4nNeKQUVFRXj27Om/DnzCri4nUhDgDamV/PiPihGUmQipgLpCYCjs1lJUSEAXo4hlVzepLJrNHRIokUYYNS5iFLEMtAgQKb2l42KphF0tqTsmpN1wShehrJZCr5uQlIjYOAVLqakwLtQmS05JZqrLExMT2N7exs7ODn755Rfs7u4iPz8fT58+RXV1NQKBALxeL2ZmZhi4vXz5Eo2NjRgZGcHS0hKam5vx+vVr1NTUYGtrC2tra+jv78fp6SmcTicmJyexvLyM+vp6OJ1OaLVazM/P48mTJ2hqasLHjx9RV1cHr9eLnZ0dVFdX4/DwEE1NTfB6vXj69Ck6Ozvx8eNH9PT0ICsrC0xm8U0AACAASURBVCazFTm5+djefoFHj57AOzOHmalZLAQWsL6+jp6eHjx//hzl5eXY29vDwMAAAoEAdnZ20N3djbdv36KpqQlPnjxBR0cHFhYW8PjxY1RWVsLhcKCnpwcOhwP7+/sYHR3F4OAg3r59yyvibqKuro4ZfN+/fx9bW1twOBw4ODjA1NQUuru7sbu7C0uWhZ2DpqYmvD07g6vUiYK8fBwcHvCmTZwF5ubmJjIzMzE8PIzd3V12jgYHB5Geng6fz4fNzU0kJydjbGwMr1+/xujoKHQGPao8bhwdv4TOoEdEVCTCIiMQGhmBSB4g3NUeXF5eoq6uDlK5DKGREYhLiMfyyjKUKhVyc3NZaimVSnF4eIihoSHcvXsX4RER6O3vw6uTE9hzsiGSiFHf2ICCokJk5+bg6PglOru7EC2XYXh0BFvbz5GhzEREVCSjl0hl0TCZzXj58iXGxsYgEonQ2dkZBHzv3r1DU1MTwsPDWcRXWlrKxtVsNhtevHgBk8nE6t70naHOMQ0h0HeYZnKtNusfDMMcxcGNC7ZcpSjlwcfpdKKyspITDq2q4poZfHor5MlSY6KuoR7VtTX8zG31H26rPG54qj2oFnBzPTXVqKyqZGZDJMFGXjxPnwqB758kMP/RcyPACwQoWcRHggHEbaMl5DoR0N2UtU5OTYFIImadLrr6xChiWSh+s15H6SoBnlgq4TZrRDi7QlJ6TIAqlkqY2oU8NoZdUSm9FXbxRBIxwiLCGUgKu8yJyUlISExAWloadDodBgYG0NTUhImJCfh8Pjx//hyVlZV4+fIli+7GxsYwOTmJk5MTeDweHB8fo6mpCY8ePYLX64XH48GbN29QU1ODzc1NrK6uoq+vD69fv4bD4cD4+DgODw+xvr6O/Px8ZGZmMuBrbGzE58+f4Xa7MTU1ha2tLfb6HR0dWF9fx8OHD9Hc3IzPnz9jaGgIFksWTOYs5OTm4/n2Czz85TGKCx3ItuVgY2MDe3t7mJubw7Nnz1BZWYkXL16gq6sLXq+XKR1/+PABMzMzWF9f5zxw/X5WhyQ9PrfbjVevXmF0dBQ9PT14//49ioqKsL29jcHBQSQnJ8Nut2N1dRU7OzsoKCjA7u4uRkdH0d7ejv29PRiMBlZ6qKurw9mbN3CVlEIuk8PtduPt27cIBAKsfqdUKjE2Nobd3V1otVp0d3ejvr4eMTEx8Hq92NraQkpKCu7fv4+TkxMMDg1Bo9PCVebC/uEBtHodwvnZ2nvhYYjkmwuV7irmSSKSivFzyF0UlziwsrYKhUIBm82G169fw+l0Qi6X49WrV+jt7cUPP/wApVqF9a0NOMtc7GJLpR2DyYjjV6/wYGUZivg45gdNqS9xAmUxcvjn/Xj48CFSUlIQFhaG+vp6nJ6eMon/t2/fora2FqGhoXC5XHj9+jVKSkogkUggl8vR1dWFra0tpKWlIVoWzdgPVBYSzuYq1SrGUjBZzLDzuorkkEgG3iWlpSzSo1XiKuWk4QUexmTgXl1TzdJYoehAfWMD68RWVFWyWe2yinKUV1UwHT4iaVOqTHU9Z5kLpSRnVlrK+II2mw2PHz/Gp0/n+PU/ifh88wGotVqWymYIhAFIJ01oK0eAJyQI04dLLXlKbekEU0obERXJeE5ES6EUVsjRk0RLGZDRYLdIIsa9sFCERYQjSizCnZC7uHvvHiJFIogkEkik0RBLpRBLpZBES9lzCK+CQuqDMBVPSk5CUnIylColhoaHYDSZoDfoMT0zg+3tbZSVleHo6AiNjY3QarXIzMzE6NgoXh4fw+1x4+jlEVpbW/H06VN4Z2dR7fHg7M0bVFdXY3NzE2ura+jp7uGAr7gY42NjODo6wsnJCQYGBqDRaOD3+/H48WPU1dXh/PwcnppqTE9PY3NrE+UV5Tg4PERbexvm5+dZxHd+fo6WlhYYTSYYzWbk5OZhe2cH84EFmEwW2GzZ2N7extbWFkqdpVwNL9uOF7u7DPh2d3fh9/vx66+/oqmpCfn5+TAajQgEAlhdXWUND6/Xi7a2NhwcHGB8fBw9PT349ddfUVhUhM2tLQwMDKCtvQ3DIyOYnpnG8+1tZGfnYOfFC4yOjaGltRX7+wfQG4xQxMUhNi4OdXX1ePPmDKUlpbBZufrm6uoq9zl6vXj27Bk0Gg3GJ8axvr6O7OxsLCwsQK/XQyKVsFQ3NTUV4+PjODg4gMVigdPlQkNTI17s7UJn0DNVlNDICITzGYGrvAyfP3+Gp9qDsIhw3AsPw8TkfczOeREZFYX0jAwcvXwJt9uN+Ph4HB8fo7a2Frdu3UJnVxfa2ttxLzQU0TIZpNHRkMfEQKVRw5xlwdHxSyyvrjDNP6vdxlFh+NcOj4xAbn4eHj1+DK1WB5lMjrj4BLhcZTh+dcL8pV+fnqKsrAyRoiiUlZfj9ekpnC4XpFIpEpMSsbq2ivlAALF8fZwCCCHbgb63RM4nuS4yBKMOrsPh4KI6V+kf1XTKXHCVuVBRXg6Px4OamhrmiFdXV4dGPsJjKWtDA2rr6uCprkZlVRXKystR6nTC6XKh1OnkGiUuJ8rKy/kpE06k1lXmRFl5GRwlDhQ5ilDk4P25CwuYmVRWVhYeP36M8/PPeP/+35ClYp4b8wvQaPVQqrTIVKqRkZnJurQU5VEq+2eu6tQmJ+kfeWwMQsPDEBYRzlJWodIEAV5EVCRCw8NY+hsRFcnqdhThEYBR1HYvLBSh4WEIj4xAeEQUwiOiEBklRlh4JO6FhiPkXhhCQu8hSixiUSUBHgM6/j0Lyc3xiQlIy0hH30A/MpSZSExOwtT0FLa3t5GTk4Pt7W3U1tYiPj4emSolhkaG8fLVMdzVHhwdv0R9YwOWlpYwN+uFp8qNN69P4a6swub6BlaXV9DX04vTk9coyi/E/fEJrDxYxujIKDY3N2G32+Hz+fDo0SPU1dXh06dPcFd7cH9qEhvPN+EqL8P+0SGaW1vR0dGBx0+eYHZ2FouLiygoKOB5gBbk5OXi+c425hcCjGO4tPwA2y92mAJKbn4ednZfoKOjA3Nzc9je3sbw8DB+/fVX1NTUsMZHIBDAysoKDAYDysvLsb+/j4qKCuzv72N8fBy9vb148+YNihzFWN/cQE1dLZ5trKO3v49P73Zgz87Fzos9jIyOo6m5Fbu7B9AbTIhPSESMIg61dfU4ffMW5RVVmJn1wsWXAdbW1tDQ0IBnz55BrVZjzu/D9OwMqjxujI6PcRfJGDm8Xi82NjaQmJjITJJSU1PR2NyESncVnq4/g8FkRFpGOiqqKrk9ExmBOyF3UeQoxvnFZ1R53AgND0OMIha7+3vo7O5CWEQ4RBIxHj1+hM7OTqjVarx8+RJ5eXmIj4/Hysoqyssrodcb0d3dC53OgNraemxsbKCiqhKvTl5hYGgQshg5BoYGsbm1hUyVkpu84Bsend1duD85CbPFirr6RjQ2tUCj1ePF7j6q3B7UNzZg7+B/s/edcXZV172fEjS3CASoQOxgxy+xE5f3HAfb2I4xtsG2hEYaTbv9nl5umdt7mbnTZzQqozIqqBeKKCoIBMEFyWCDQFTjOHmxHScmjl/igArYKe/934d99rl7rmakqZIg+rB/995zT9l77XX+e621V/kHdPf2QA8GsHHTCP75//wa6zdugKTIKHe0481f/RMeOXQQkkxSV1EbH13wqYBC07lRia+nr5cU9jYiMdgdXFPKY/Inbty8ybTrUbCjbf/+/di/fz/27duHvXv3Yt++fdizZw92GhLh1q1bsWnzZoyMjGBkU3WDgkqXdKeY7Bavx8jIBqxbtxZr1qzCqlUrsXr1EFavHsLKlYMYHBwwgO/HOPfOb3H6zNmpVVkjqu5JlNsrKBTLyOdLyBUK5+3ssju4FPio/YyqLexGBvVip9JaMEy8zn2c35x8mmfMz3NmqA8FQY/Pa25ksGE7lHE5gYeP88Pl9sLp8sDj9cPp8qCpuRV+jjclPNYPkAW5UV7sBuhRW8hT3/k2unq6EYvHcOL7J/Dmm2+iUqng29/+Nn7wgx9gy5Yt2Lt3L7779PfwL7/5V+zasxv/+OYvceToo3j44Yfxtz/5Gzz7/Wdw5u3T2LdnL57/4XP49a/+Ga+/+hre/re3sHvnLpx4+jh+8uO/xsqBQfz93/89Hn74YRw6dAhvvvkmnn/+efzud7/DgYcexPeffQY/+/ufY9uO7fiHX/4jnnjyCbzxxht45plnsGnTpqpTsxExsnbdMH7xj/+AV19/DX0D/Sh3tGP7zh345T+9iYOHD+HQkcPYtGUzfvGP/4DHHn8MJ06cwC9/+Uvs2rULP/3pT3H8+HE88MAD2HrPPTh58iTeeOMNdHV1Yd26dXjzzTdx6tQp/M3f/A1+9rOf4eQLL+Bf/vVf8cSTT+KZHzyLbD6H1370Ov73T/8OP3z+Ofzm3/4Njx97Er/4h1/iu987jvsfeBD/+Mt/wsDgEPRACLKiYdfuvfjNv72N7Tt34+QLL+LZZ5/FT37yExw4cADZbBbPP/88HnzoIbz2o9exeesWHDx8CEOrV0HVNUSiUTz33HP4+c9/jmwuixMnTuBXv/oVduzcgZdeeRn5YsHMoLJn3150dFbM0DJBErHv3v343X/8Ow4dOQwtoGNo9Sq8dfptbLlnK+Etjxt79+3FqVOn8Pjjj+PEiROQDbvaO++8i//8z/+L//qv/4c33/wViqUy1q5dh+dOnsShI4fx2o9eRzKdAifwpq1ckERTYwmEgjj18kv43X/8B/7zv/4vfvu7f8fhI0cRboviiSefwg+fex4vvnQKjz9xzLRRP/TIw3jr9Nt4+OAjaItGsHnrFvzb229heP06iLJkakLUzEMXeCqwmNUSKfAxeRNpnPHGkaqkxwLfiJFObMuWLWb9Ywpye/fuxd69e7F7927s3r3btPXu2LED27Ztw5YtWzAyMoL169ebG4Bs4Xcq3RJQ3IBNmzZieHgNhoYGzcifgQGa949EPL3xxo/xzju/xenppKV6/uSL6Kh0odxeQbHUbkYt1G5ksN/T2Yy5YUBdUljJqS0aMYGHgqCf58yVlDZqy2MBjUqBPo5IbtThk9r3KDC6PG60Olxwub1we3zw+jjzOwVXKklSQy8bHcLGBVPwTmXS6O3vMwG8q7cHg0MrEYlGkc3lMLJ5E1auGkI2n0P/4ADWb9yAYrmEteuGMbRmFQolUuxnZGQE27dtN33idu7cifXr1o0qor1582YUi0Uzk3GhUMD27duxbngddu7ciVVrSFF2Wkj7nu3bsGFkIw4cOICXXnoJr7/+Ok6dOoXt27eju4eEu/X295k2FZqCv73SgU1bNmPHLnLP/sEBbN+5g+TCGxrCjl070dvfh5WrhrBz9y6s37gBnd1dZu68DiOv4sjICDZs2IDBwUGMjIzg0UcfxenTp7Fv/36UO9oRCAXR3duD9Rs3oFAqYnjdetPFprunD9lcAWuH1yOdyUHVAlBUHeX2ClavGUY6k0O+UEL/4AAGVg6a9O/orGBk8yb09vch1BZGoVQ0zRiKppphfnowgI7OCnr7+8xjTrcLgiSib6Af6WzGjKttbG4CJ/Aolsnz6I5rNB5Db38fAqEg/DxnmmJ6+noxsHIQgWAQDpcTqq6ht68fff2DGBgcQqncAZ+fg8fjRzZfQP/gACKxqKmdeHxeeHxeUwOiNutKV6dRV3o9Vg6tRiqdRSAYRiaTx4aNI1i1drUZ/hmJRbFy1ZCZtToSiyJfLJjf2Zx9VFhgQzTpri7NfN7b34fBoZWkGJCRZKFW4qtVdzdtNmJwjYpou3btwt69e03Jb/fu3ab6u337djNhAvW9W7t2LYaHh02bIt2sMIFvZCM2blyH9euHsWbNKjOskkYW9fR0miGOP/rRj6deZY2250++iM6uHnRUulAqt6NQqtbRZCMw2FAzastjPcPZuEhJkeH2euDxec2dXbqbRY27sqqYbicUqNiYRgqWvCiY17m9ozPfOpxuE+ycLg9aHS44XSSA3M9z4AQefp6DoqmjfP1qo0qoVMlmva1N+83WSqAO1PS6cKQN0YSRCTqZQCKZQDqTRjaXRYr6QWbSSGcySKfTyFA6ZjLIGC2dTiOVSiGTJtmfqWGarSlSLJewYcMGPPXUU9i7dy9+/etf45lnnkFff7+ZzJWNP6afo6tojS4ZSCWBsWqm0k2tXCGPTDaDVCqFRCKBSCSCBx54AL/5zW9QqVRMuoyiTTAETQ9CVjRIsgpF1aHpQWh6sOY3AUFJVk0TCLUPU7rLzEJJVUXOWEgpuLg87lHN6XaZQNfU0owWRytaHK1obm0x7MOeUaBEgYk2uiDTBdjpdpnJRt1eL5wuwnejmxcOpxMtDpJx2el2we31mPc7f5EXISuaSSNZ0aBqAWiBAGSNjJVuDtLNP6pBsd+pSYdt0XjM1NBoLRsq7Q0OrTTV3Frgo40mjzULRRklIc1sMPfcgx07dmDHjh0m2NGd3q1bt5qOzlTKY8uSrlmz5jzwW79+HdauXY2hoUEzzru3t9tMQtvR0Y7Ozgo6Oip4/fU3TOCbUgbmt0+fxQ9++Dw6Kl0G8HWgUCqNUmlZz282MwYtlkJtd3Ry9GDAFOt5URgVgiYpsgl0rEOny+NGq9MBXhTM+7F+e3SS2UBxP0fseRwvwufn4XR54HC60dzigMeogkVfHLp6UyZhI0dY52bqC0izYciaClFVwEkicYMIBc2wJzYrLu0jm22Drras1zy1g5pmg3QamXQV+NLpNEl7nyK2U1rgyaxmXyxg8+bNeOGFF/DYY4/h7/7u77Bv3z50dVUr2ZnxvkZj652YNVHby8iVisgU8siViii0l5Evl1BoL6Ng/JcrFZEtFpAp5JEp5JHOZpFKphCLxZBIJHDkyBH88z//M4aGhszIHOpbGQyHoOkByIoGRdXNF1vTgwgEw6bEpwdCCATD0AMhaIEgBEWGXxTg5fxw+bzwCTxEAwi1gG4mDDDNHQIPl9eDVpcTLq8HTq8HLp8XXo7YgZ1uF1Y0NaK5tQUOl9NsNLMKm13F6/eZC6UJVJIIThLJc3xeeDg/fAIPL8fD7efg8vnh8vnh9vnh8vrh8XNwedwm0DpcTpKV2bgnBVIKsoIoQtUC0AOhUS0QDJmJBoLh0KhQTzbZAm21mYuoIEI3Nmj5BppAY2DlIFauGsLqtWtGZcquBb6RzaTI91bDUZk6L9O4XPb7li1bzO9UtaVq7Zo1azA0NITBwUHTb9B0o1mzFmtWr8aqVUMYGOgzY8FpPHhnZwc62ksoFQtGnZp2vP7aG3jnnUlmYK4Fv2d/8Byx7xUKyOTyyBqZKlgXFUp0VgKkmSvYFYfa4mpBgZXyOIE3bXz0XPY3Xc3oJgfrA6gFdPg4v5kayO3xws+TTQ2H0wW31weXu7rC0nhfej27elI/QLoTRvtPpTzBYHpOFCAoMhRdM4Ev2BY2faXYzRPWfshmq6G/z0vwkE4hlUohRUEvm0U2SyRB1g1hVEKF9nYMDQ1hZGQEq1atMqMiOo36wlTVo5leaC2LUbHJDLBliwXkaCsVkaVAl88hk88hnc8hTRe8VArJVBKpdAodFRLFks3lzA0tVgJRNc0EPrbJigaOFyCIEhRNh6JqUFUdqqZDUlWIigI1GIAa0MEb0p1k2K5MtxSjuY3m8nnh5Tl4/D54OD/8PA8/x8Hn98Pt9Zppojy+qnTY6nSgubUFDY0r0NjcZAKUuXEm8OR+fh/8ogAfz8Hl88LpdcPLcfByPDwcB5fXB5ePNIebSJtUSnR53KOkR/aTOjGHwhGE2yJoi0QRiycRicXRFomOeq/Y0Esq0bE+sCzwUWmP8l0qnUImm0GpXEJndyd6+nrQ19+H/sEBU31ez0p7hq3PrIq32XBB2bIZmzdvIpsUIxuxaVM1moJuUGzYsGG0OrtuHdYOr8Wq1aQuy8DAAPr6+zBo1G0ZXLkSA4MD6B/oR39/H/r7qynQaDW3SqUd5fYSSqUiyuUSisUSXn3tdZx7ZxoSH3VgzhfyRq2NBJKZ1KgszFRKYSUkultEgYn60bHAR33t2GpR9Bir4tKVjQIffYFomik9GDClR7rqs6smLwpE9XC7zJWc5kajDEwlx2A4ZKrmIQO8KPjRe1OJkq7+bq/HTIzA2lDYuEgaSkdX39p0WrU2RRYYa3MFsokU2PKZpnHaiK+lIWE0ywl1TKW5/WgBGaq2ssliKQhSR3U2Cofd1MowIYqJVBIJYxc/EosiFKnmRWT9MenLGAgFoWoBSLJqSuU+vwAfx5uGeNbWS+12lGdo1A7rz2kCHlPrgu7y0+Mevw8er980f7jcXrjcHvLdUHFZG7LL44bD5TRVZnpPt9cDt89rbkh4fF64jGeyKjHlTU7g4THOZ0GO8jnVQKiqTh3sWV6oTa1FNZ2xck/SxYbOAQU91mUrmU4hnU6ZtaS7jIJBpI4zqZ9C00/RzQf6ye62ErDbgI0b12PDhnVYt24thofXYO3a1RgeXoPh4TVYs2aVqabS9FYrVw8RwFs5aHoVUHWbpmKjKdx6envQ0zM6009XVwXthvml3F5Gyaiw+Mprr+Lsu+9MLi1VbZW1H/zwObNqOimqnBr1QlICsi4s7G+W0amaSNVLukvLblzUSn5mvVDjpaHgQ5mEAgwFGUESzeIurL2PlQRqgZGVLilQU/cYashm+8nuNHMCb76MFDxrbS0s09WuyCxz0uO1u8qsaxBrVqA2VaqqdHRWRhUAqlQqqHSQTC5s1TvWtscCXy3IUXcl1k1pvBRjtJ+RWHRUmidqHmAjEhRNhaKqECUFfk4wTRLEtleNYxVEcdRcs7GsbE1ZyjsUaOj8U7CiyT9NHjA2uhxON3FvMoCQ2OrcJlhRrwJqj6N2QLqI0kZtyxQ0KX9Q9ZXeixN4k9eouYbyFwVn6nZCHYxp9FOtuYC+F3SxZtXdsRqrVYxKxJHNIJtNmwW2aLLZgQFSVrXW9rZmzRoMU7++jRsZOx1xMVm9eshMNEtzO1IVlSakpQlne/v7zMYWkqKp3dgStR0VotJWjHKW1L7X0UEAr2SYaPLFAl597VWce+cdnD49jQzMP3juOSMRZztK7aVRFalqk3myqW0okdnkinTFpvG41MZBwYSuglQCY9VFKoGxqmmtTYQmhHR7PWYh58bmJjhcTjS1NJvMSVdoyqiU8ajtj13taf9oH9mXjN2BpszM9pfNGcgCH/2PBUEWIMfKwMsCD/1Od+TYSnVsdhU2y0o7UxuVBTy2Qt1Yjc2pWKui12Y1jiXiprsSS49RyS/NhJyCKel5vH74/DwEUYYojZaq2QWRbmhRAKmVvtnsxrTRRY9cJ8Dn94/a4aeg5/Z4R0mIdNGjfELLRLY4Ws0Flc20zPIWBTp2/KwAQB3u6XlsmUg2Tp1NqErpz3pKsHY8NjadzTBNBRM2PVw1Bj2PUrFglioldZM7DYAaLfGtWrXKtLvVbj6sXbvWsNH1n5eglkpoNKGpaZejOSxr6m6zv0cl/S2Xzqv419nZQSoQUonPKFf7ymuv4dxUJT7SzuK5kycNBK6g1F40Xxg2PG28NO50u51mWmFfbD0YMMV/KjVRiY0CGz3GJmg8/wXi0ep0oKml2dytZYGvqaUZTS3NuLt+KeqXLzPBlpUAalOC0908+pv+Xz2fM20+tB+sSsbaDCmjs6oJHRMrIdLfrFrCpkSnETCs9JdMp0zVtNzRTozTNQlNu7q6SGLPyuhWC3y1vpm11fNYCa82nT+b9JVKd6wZg9pf2Zqx1MYnSooJfl4fB6/Pb24+sPbesdI40QWIBb0WR6u5YFFwogBF55X6dzpdnlHg5/FV+YEtC8nej9r+6HNYsGQ9EOiGHrvQ0blnfU5ZdyzKM1RSZrOFU/s5a05iFx/Wbkc/2Wup+YnOq+nC0l5tbC1pNjkBTR1PGyv90f9IqjKaULZ9VLZstlSpWTqgVDA30ljPglpvA+KtUEShWBhVttWU9srFUbyczmbwCpX4pg5853DyxRcNn68yiuWCkaUlP0oaqK1RG4lFzd+sQbtWeqOqhKwqUHR1FEhQ1ZheQ68jhZPJysgLvKlm0J0yyoAtjlY0NjeZjLps+TLUL19m7uC5jBeh1XBhcHs9JhA3NjehoXGFyfjULlh1geHhcBEVh3W9YY3T9LjKOFrX2rhYSYC1L9ZKffT/2gQK1L6XLxbQXukgdU/7+8csKl5hdnapSkF3hCno1aYbY1+8RE1mnbZoBCFGgmH956j0IkiiufHAvtxqQCPAJ2uQJBU8L8HvF0zgo4sK67bCuntQaZy141GpjD1OFz1azJuovwTkKPiNB3x0g6zV6UCToTU4XE44jJTyVMLzGloClTqppwCr6lMaUU2HmnpY7aa23gZr4mAlvtoNMTZrMqtp0YWq1vREzy2WS6h0ElcQ2qi019/fZ/LQqiESCkb5aeXKleauK92JHRgYMJLOllEx6hrn81nkchnkchmzHjQFvEIhh1w+h1yhujFHPQpYNyr6u1AiwFcs5lEqF6vAWSS1rVmTTCKVxCuvUuA7i9MTTVLwtlGL8u3TZ3H67DmcPHUK/YMD6OruRKm9aEp7rLrLOvqGI21oi0TM1am2MAqV6jiBN7KxEKYWJamajCBctbOxCQq0YAB+QQAnkjZqVTeYvdXlRKvLiYbGFVi2YjnqG5ajsaUZja0taDL8thqbm9DidMDpccNprOhezg+fIT043S4TSP08B5eHSn5EXSJ1FXzw8RwkVYGkKsS1QRQgMBKKIImQGIlH0TWy+2vsSlIpb9TGSjyGkCEdsDvXrO2PTZdFVd1yRzsqRvLI/v7+UUXFe3t7TZsJu6JS252pTmUzSGbSiFPJrkZ6YKW9cKSNuO0YixMdn6RUJXEfx5lzGAgGoWgaVJ2MW1QUCJIMHy/A4+Pg8fnh9XPw+Xm4DXpzvKHChmuTDgAAIABJREFU+v3w+v3wCyRm1mHMsdNT9Z1zUeBjJLVmRytanA40G9KZw+2C2+uFx+cnO/weYudzuj1wusj/LcYiuqKpEcsbV6C+YTkaGleYKm6LAaIOY+GkPOPnOXBG7LgeCoxS76ntLtQWRojxDpA11eQDusiz0lwilUTKmOuMoWGlsxmkcxmk6QJVk9mcteFRPqEhphQc6ELZ1dNtZN3uHFVagNjjSJkCCmx9/X2j6rXQPJHUnNLeXkKpVDCALY9cLmNunGSyaWSzaeTzWeTzxK6YZjbpUtnqQk6FKnZRpzbnYjGPfD6HXC6DTCaFTDaNdIZ4O1BJNp5M4OVXX8a5d97F26en4MB8xkDL5158Af0DA+jr7UNXJ0l7XiwRVM7mckgZYnQkFkXcyGTSFmlD3JBOQuEQItEIgqEQFNVwQpUlSLKMULgNoXAEoVAb2iIxRCIxtEWiCLe1QQ/oCIZCCLeFEQgGoQcCUPQAJEUFJ0rwcjxanC44XB6T6X2c35DwWlHfsBz1BvDVNzRg6fJlWLaiAU1UwvN54fX74eOIQdzl9aC5tcVUl/08b6o5Xj8Hl8cHt9dPdh0FEaKiGk2DpKgQZQWCrEBUVAiSDNFMjmBIQDL5LasqJIWApRbQoQeq2WLCkTa0xaIIhEMIhIjkG4vHEYlGEW4LI0ZzBaZSyGQyyOZyyBfyJFV7uYz2jg50dXaht6cXA/0DWDm4Ev0Gc7YbgGeuosUiMtnsqJeF1qhoi1bTkYejEYQj5JipeseiCBmJBLQAfckDUDQdqh6EogUgyoQOsqJBMZxwFcMBV5YJvSRVg6RqEBQVPl6Al+Ph5wVjh5eHz0eA0M8J4HgBnFh1GKamCLJ5RRY+h+l/N9ruVnVcpnY/IsU7jA0L6qvncDrR7Gg1QW/p8mVYuqwe9Ya2sKxhOVY0NcLpdpvSoZ/jDIAmPoV6IIBgKAQ9EIAe0KHpOhRVJd8DAaiBIBSDRpKqQZBkKLqOQDCAQDCIaCyKeCKBRJK4BaWzGWTyOeSNDSjSCkhns0hnqR02awBhFplshiQSyedQLJVQLBVRLBVRKhdQLhdRbi+i0tmOTgPoerq70MvY4np7u9HPbET0G+Fgff096OvrRl9vD/qYuiyVSrshfRVQyOeRz+eRz+WQzWSQTqWQSqaIK1Y6jUwmi4zhiJ9Kp01/1Fg8hphRriKbyxFnfgMc6Vgy2SyyuRyyuazRyLFMNot0OodkOo1UOoFEIoaXXnkVZ8/91hDgJgx8VDd+B2fOvouTL5xCX18/ya5rFLwplItGZ4gzbTQWM+xXQdNBMhaPG/5wQUSiVbeWQCiIQJhueIQQDIUQiUbRxqh5NJaWSHptzI5pGIIkGb50Erx+w2ve5YLH6wUvEI99h9OBby1ejMV3L8GSpXebn/XLl6GppRlL6+vR1NyE5pZmNDY2wukkqm9jUxNaHa3gOA4cz8HldsPpcsLv5+DxeuH2eODxkE+O583GC4KpAnMC8RHjeR6SLEFWZMgKyY8myTJEUYQgChAEAZIkkdxpqgJN1xAOh9EWaUMgSCSkULhq62uLRBCNxUapQOls2nRiLrWX0VHpQGcXqfvR09uD3r5edPeQMpWd1GevVDIyHGeQTCeRTCWRSCQQj8fRFolA0zUoioJgKIRoNIpQKIRAIIBQiCxgkUgEbZE2hNvCCIfD0HUdqqZCkmXIMhmHqmqQJBmiJJIFQDZyLxoSH8mYI0PVqTO4QjY7DBr6OA4+njc2InzV0C6vBx6vB263G24PmZtWRytcbhdcbhdaW1vhcDrR2NSEhoYGNDU3we12w+PxoNXhQKvDAYfTAafLCYeDAJ3D4UBrayuam5vR3NxMwK+5GU3NTVjesBz19fWoX1aPFY0rsKKxEU1NTXA6nfBzfnA8AT2e56EoipGJhTFtBANQDHunFtDJ5owggBNFiIpCpF5ZhqobyUGjbQTsMiR6J5vPIV8oEDDJ5wmIFQmQ5Qt5Y9EroFgsomA0U000ndFJ8oHOznZ0Vkjr7u5Ed1cF3V1GAaj+HvT2daO3rxt9/b3oH+jFgFFJr6+vG709BBx7ujuJS0kPsfl3VMoolQvI5TPI5Ih7U9Zwc0qliU9nMpFAKpFEKplEJpVGKplEKpFEMmG46NDNmCgB/GSKqOSZrCH1FUgeUDYqLMN8J2YAI9N7luwrvPTK6zjz7n/g7bOTsPG9ffYc3j5zDr859y7eOvsuTp580TCWd6Kzqx3lzjIK7QXkynlkClmk8mmk82kksklEE1HEUjHEU3FE4hEE2oLQ2wIIRoJQAgrUoIZQNIRIIoJQNIRwPIxIMoJoMoa2RASRRAThWBihaBihWBiBSBCBtiDUoIZgJIi2OLku0BaEpMnw8l74BT+aHE1odbXC6/eg2dGMhqYGfGvpYnxz6bdQ37gMS1fUo6G5AY2OJrS4W1HfuAx3L7sby1bUY3nTcjQ7muHyueDlvHB4HFjRvAItrha4/W54OA98vA8evwdezosWVysaWxrh9nvg5X1w+z1w+Vxmc3qd5D/OCx/vg5cjfZQ1GaIiQpAFyLoMWZMhyAJ4iYegCBAVEbIuQw/pCEVC0MM6RFWErCsIx8IIRkIIRIImHRKZBFK5FDKFLAodRZQqZXR0dZDW3YGO7goqPRXzGJ23YkcR6XwasWQMkUQU0WQMoUgISkCBHtYRbAtC0iQIigA9rEMP6dCCKvSwjkA4AC2kGd91Mg5dRiAcgKTJ4CUenMSZn5zIgZd58IpgjkXUJPgEH3iDDoIqgqPnyzy8vA9ezgMv74WH98Ltd8PpdcLpdcHt98DhdqDZ2UyaoxmNLY1oaG5AQ1MDWl2taHY2o76hHt+8+5tYUr8YyxqXYXnTcjS2NKKxpRFNrY3kutZGNLU2odnZDIfbgRZnCxqaGlC/oh5LG5aivqEedy+7G3cvvxtLly9FU2sTnF4XHG4HnB4HPFx1jn2Cj8yfMaeiKkIL6wi0EXopARVqUIUSUMArIvwyD0mXoQRVKEEVgWgIwUgQkUQEmXwWuVIe+XIBhfYiSpUSiu1F5Io5FNuL5hwW2gvIl/MotheNViDvZSmHfDmPQnuR/N9RRHtXO7p6K+ju6UB3TwU9fZ3o7e9C/2APevq70DfYg77BHvQOdKNnoAs9/V3o7e9Gb18Xuno60NnVjs6uMjo6S6h0l9HRVUapUkCxo4BCOYdMPoVkJoF4Oo5UNoVkNklwIJ1APBlDLB5BPBFDIklaLBFFJNaGcCxs8GAUkUQEsWQM0VQMsVQM6UIGuXIe+XIemWIWyWwKqRy5dyKTRCRBronGI4jHo0jEo0gmE2iLx/DiK6/hzG//HW8bdYNOT0bVfevMWZw5cxYvnHwRPQP9qAz0oKOnE+VKB0rt7Si2t6NYLiNfKiKTyyGVzZotkU4jlkwhmkgimogjEoshHI0gFGlDKNI2SnVKpFNIZTLk2kwGibSRvsosLtSGSDyOeCqFYCQCPRSComvwiyKcXg9aXC40Ox3E5uP1oNnhQLPTgRanEw0tzahvWoElDcuwpGE56psasXRFAxpbmrGscQUampvg9Hrg9Hjg8Ljh8LjR6nah1eVCq9sFp9cDt+Ht7/H74fZ54fJ54fB44OH84EQRfkEgUQGcn3js8xwJWzJsPoIskdAqVYGkaZB0DbKuQVBkeDmOhLvJMkRVgaDI4GUJgiJD0lQogQAC4TCCbQbNYjFEDVqkc1nkCgUSO10uoVwhld3K7R3oML53dXejo9KJcns78sUi8sUS8sUiUtksmZNYFOFYFIG2Nsi6BlFVoAZIhARphlSiyKP6JusaJI38L+salIAOSVPhFwT4BAGiooATRfgEEtZFVHsVWjAARdchaxrUAPkUFBm8JIE3wv5E+lsU4eU4uH1eNLW2oKmlBY2tLWhobsKKlmasaG5GQ1MTVjQ3o9mw49H/GpoasbRhORbXL8U3Fi/G4qV3Y3lTIxqam9DQ1IhljSuwrLEBDU2NaGxtQX3jCixvbMTyxkYsXb4Mdy+rx93Ll2Fpw3LUr2ggdr7mJrS4nGh1u41PF5weN4kEEQX4BQF+UYRfFMBLElFfw2EEDR4OR6MIRyIIhsIIhkIIhcOGqacNbZEo4qkkMrkcCuUSSu3t1Xeso52ECpbLKFU6UOpoR7GjwwwfLHSUq9/LZcILHaTUabmzgnKlg5Qo7e9Dd18vuvt60dPfh77BfvQPDpA20G9ER/Sjr78ffQP96B3oR3dfLyrdXeRehpmk1F5GqVwmWdmLBeSNOO1EMol4IkHCLLM5xJNJRKMxYqqJxxFLEJtxNB5HJB4zTSiRWAwRg6+jiQQi8RhiyQRSGWK/JE7xScRTScOemUEqk0E0Hkc4SqrqRdraEG6LIRSNI9AWxamXXmVidSeZneXM6XM4feZdfOe5k5AqJfh62uHvKMFfKsFfKMKXL8KTy8OdzcGZzqA1mUJrMml8ptCSSKIpFkdjNIbmWBwtCfJfczyJFZEoGtra0BSNojkegyOVhCeXhSuTQWsyiZZ4glwbi6ExGkOTcX1TLIZloSCWaCq+KUu4U+DxTUnC1wURXxdE3CmKuMPnxx1+Dnf4OXzJ48YX3C583unArc3N+MyKFbi1uRlfdrtxu9eLr/o5fNXvx+1eH77s9uB2jxdf8fnIcY7H13geX+cF3CWKuEuqtjtFHndJIr4py/iGKOLrPIev+n34GufH13kOX+d5fF0Q8Q1ZxjcVBXeKEr6lqFisalii6Vii6VisafiGrOBbqorFmoYluo6lgQDqgyHUB0NYFgpjeVsEy8NtWBYix1ZEImhNJNGaSMGRSsOVycCVycKZzsCVzcGby8OfL4ArlMAXy+CLJfjzRXhzebgyWbO1JtNoisWxIhrFsnAYdwcCpE+qhm+pKpboAdSHwrg7EDSP0XHcJclkLJpm9nWxpuEuiczHNyQRizUFS3QNd0kCvi7wWKKpWKKqWBrQ0RAOY3kohGWhIOqDASzRVCxWFXxTlvEtRcZiVcViVcVdooCvcX7cKQr4Gsfhdo8HX3K58SWXC7d7vbjD58dXvD7c4ffjqxyHO/x+fMnpwm0trfii04kvtDpwW0srPtvYhFtXNOLzLS24zTh2W2srbmtpwRcdTvyl243bWlpxa2MTbmt14HPNLfh8Sytua2nFF1od+KLDiS86nPiSy43bPdXnfsXnw1c5DneKIr4hSbiLbcZ8Lw0EsSwUInMYDmNFWwTN0SiaohE0x6JoicXQEovBkUjClcnCm8/DVyzCVzBasQR/sQRfoQhvoUBavgCv8R89z5MrwJMn/3lyefiLJQjtHRA7SJM6O6F0dULurECuVCB3VqB0dkLt7oLa1QW1qxNKZwVKhTS5UoHU0QGhvQy+VAJXKsJXyMOTy8Kby8KbzcKTycCVTsGZSqI1EUdLPI6WWAKt8SScyRRa4wk0G+9+k/HZHE+gMRpDYySKxmiU8GAkioZwG1ZEImiKxdEUj6M5lkBjjLz3zRQLGBxwptNoSSTREG7DsmAQDeE2LI1EsDQaRYMexLMvvYZ3zv1usiFrBPzePvtb/Mu532LX8afxYcGFBYoXi0QvFok+LBC9mC94sED0YIHowwLBiwWiFwsko5n/e7FA9GC+4MF8eo7ow0LJazQPFsoe8il5sEDyYr7oxgLRi4WSD4skPxZKPswXybU3iR7cLHlxs+TFTcbvhYILC0UvFgoeLBK9WCgYTfRhgeQz+ji6H/M5FxYY583n3VjAe7CA9xj38WI+832B4MUCwY2FohuLJA8Wih4skki7SfLgJtGDmwQ3FvJuLBLcuEn0GHQyruc95BmCBwsFj3FPcv8FvAcLBKPxbizg3VgoenGzzGGR6Cd9kHyExgYN5oteLJJ8xlg8DE1Jm897quMXPObY6PVsm28870aOfC6SfGR+a2nJtEWSn/nuw02SH4tEH7lW8ho0clebMbc38k4sMOZ7geTBAqFKr5slLxYJbizkXVgouDFfdGO+4BrFGwslr0E/DxZJPiykYxMIfRdJPizgvVUa827SR9Fn9NeDhaLPvMcC3kPGynurc817MJ8j/ECvNa8XvcZcec1zKJ1YWi2i82u+Cz6Th+cLbiwQjLGJ1bEtMs6j80v5dSHLR4IXCwWf2Se2LWTaAonyvRfzKe/zHizkvVjIe7CQo7zqxU3mPaq0pfRbZLSFvAeLBI/5nY5zPmfMhUlfZn5ESncfuYb34CbBi5tFH24WfeReAsOHgmfU9/mCm/Cm5BvjHI/5Tsw33qNFghcLRD8WiX58xOPC4RdP4fRv/wNvn56MxHfWCFkznP+2Hn8aNygCbLoIqyrAqgqwqbzxObpV/2eaNsY5Ck+OawJsmgibJsCq8qPOqb2m9lkXauRevHlfq0Kazej7ZO51RTWt+jkmrS9IE4MWBl1s9LsxH9Zp0IXMpwibKsKuiSadrTXPJnMtmnNio/M0Bg9Za45NhQ8uV6v216AB5fUxxkB/2zXRfDdMetVcO5U+XKltvP6NN/cmLcY4z0JprQm4lnfhoZdexpl3/90Q4CYq8THAd+bsOdxz4jiuVyVYdREWlTSbMjbwTXjQBgjZteqLMpMTxTITfZ51mn1+PzWWLiZ9pkvv84BvjDmnwKdc+S/mTDSTLhfg87GA73L3+73WLAYdrZqAubx7FPCNtbExOeALSLBqIqx0Ao0JnUpjGeJCx2bk/iqzOszQ/d/TjaEDpcl06TORa601zzUB4HLTYxbbRPh8TLrUzNPVdoGmirBoIqyaAKsu4FrBg4defgVnfvseAb7ZZsCrwDf+PBAQmt35HPcFfx+3ydJlotdcbUwbBXzizAHfVgb4LBp5CAt805UULsVE1z7nvzNzjUdzqybCqoqo2hGnfv/xGNSq1S6Y9FlMu9iiqorVBdj4fblpOi26TPD/q218fpgZ4Dszno2vBvimoa5OVQWYDaCczD2nsoJPti8zfb8L0Y7aRayjNpkoCDLftdFgUwtMY/bRADqbeR/2k9pkzr8/1ShG34+9pmrbsRpgaQL2NOg8W/SfzDnsHF2OvlwJfD5pIWU2gO/smXPYduI45lFVV2VU3avAd0mYc7o0vRDtLCoPi8bBqnGwqwLmqiLsqoQ6XYZFrYKfKVWNI12N/ezq9RZVxhxdhEWTyH+KgDmaAIsqwaaIsKoSrJoMmybDqkkXAGgedboAu8rDpnKwamQ3+mLAN968TWU+pwsgE7XxTZe3Zrrfl4JXa2kwoXvOqKp79hzeOnsOZ0+fw7bjT+N6bXzgs+sS7DphaAuzczfRgdNrz3spjXvZdQkWhYfF3OYf+9qJTpZVFczr6HMm0296rV0//wWtpQE9Z6IMwY55PLpcjKa1Y6PPp9/pvavHeAKABujNVRVYNQUWQ5IiTEWaRROrPDCBMVs1nkh+qkxAThVh1wRYVB51qvGfQgDRqkmwa2OP2WpIeHbDgG3VBRB3JeIOYzVV5fFfKnbeaH8nOp8XO2cqL/hY80bnpJYXxqLzZHl1MtdOhIdrz5kqr9ZiR+37eNF+zwrwnTmH7SeOXxD4LjbREx34dCW+qUpa/10lPvO3KqJO5VGnSbBpMuyaCquqok6XyHFdJE0VMUdjXJou+myRgJJKJDqbIpnqb53Ggfr51WkCMZ8wL/iYEp8qwK5JmKtLsOiiCcxW7Xxemei8XUqJbzJ8PhO8NZMS30T78v6R+N5DwDfV9n4BvguNbTzgI/YxDjaZh10hQFKnS7BoEuo0kYCSLpi23TptbIlvTElJFWFTjGsNgLVoPCxBAVbFB7vkwxyNxzU6D6vox1xVgEUTDEBj+mk8s07lYVcFzJMEWGXeOI+HRRerfoETpNd0gG+q83mpgW86106GhjPN55cX+M6cw1tnzuHs2XPYdnwc4BtjsiY78KmodDNB/JkGz9no32yNzVq7USD78IlUAn+Ry2GeImCObqjEBljZqY3PaFRKtBl8MDYzGqqnYXuzq8QuV6fzqJO9+Hg6jv+ZSaFO8cMi+/DJTBofSydgUf1ElWXuY26Q6AKu13gsXr0aH0vE8MfpOP60lIFV44jKbqi646lGM/GiTpXPKa9f6B4zrclcSh6+HHxe5bXZAr4TxzHvAsA3FQJMB/guNyNcbiab/P0Myc7cvRUYiV2AnXei+OijWPPd4/hDTYY1wGGu7Ied98LGe2HjfbDLHOyygLmSEVUgc7DKfnJPmYNV4VEn+mARfagTfLAqHHmGxMHKe3GdwOFa2Q+bxsMquCHu3IXQfQ/AJvth8Tqh7NoHfu8+XCdzsAgeWAQfLIIPZtihxMFixIAXDz2Kr7a343PFHP6yrwt2xYvqBsds0XD6106Uz2dL4rvS25THNuN+fKfHdme5VKrubDDild5mR70RjLAeDhaNAJJNkVCniKhTvPjTqIa9z53Epqe/h9vyaVwj+fAXhRS8I0NIPnAvovv34k/aVHwiEceSoSHcIPNY0lPBXf0dmKdyuHvVKny2mMedA30oPXoEbQfuxcdiQdyo+OBbNwx123a0bN2KeRJHFk7Bh/C+Pcg9eAB2hYPV70T03nuh7NuLmzQRvi2bUX78KHxbR3Cz5oNVceKzuQSyjz6CzL17sOnb38HtHSV8KhbBF8p52GUfkfKmKJXNJr9dSaruldRmdGwz7c7y1sUcmBnwop2Y7K7uZG18FyLQZRW3Z4g5p8IQtXQ5b1eXqrYaC3wycS0RPXBuGEb3o48itH0rfPdsxhyfE851w9jz8gtYPtCL1P33IXbgPtyaTKDvu9/BJ8JBbD7+NDY99318MhzC6qe/j9sLBdzZ34PmoUGk9+1B7pGH8fGgisM//glKjxzEZ8pFzFV4WFQJFsGHtj27MfzY4/hcKoFPJ6LoOngQ2r37sSisw7F5E5pWD6Ly+FGIO+/Bn4Rl9PzVE+C3bQa/aSMO/ugN3FHMw7F2NfS9ezCPjTOeIP2nau+azq7uRPn8Qru6V218Y7TZity4pwb4xnJnmSwxJgt8Y73gM9WupPtNB/hoO38+qqqtRTOSEmgy7JqEmxQePUePYllvD76aS6Pr2GO4kXPBObwa5YcewlxvKz6TiqP78cfxEZFH5dijaBnow9pjx7Dy6BE4+/ow9FdP4SOCHx8PB7Cstwvq8DBGjj+Dz8ajeOBHP8Id5SIsvBtzNA4WXYaV9yK8ezcee+0NtB86guyhR/Dgq68idO8+3CD78bl0Ag2DfWh/6GGseerbuCOXRuHIQSyU/fgDRcbAE0/ia+UCHCsHoO/ZjesUEaMzv8wu8E11Pqe6wM8U8M00D7//gG+8yI3aWN0ZUFenu6s7WUYcry9TVbNnRzWdmiQ8Fk1MSUgVYFUlWKi9L6DArgr4dCqGg6+9jvh9+5G+dz+O/PVf4zPRAFrWDCD34IP4Pd6JP01G0X/sSdzsdyF63150P3gA0W1bEdq8Eb33H0D2/vvwIcmPjiePIf3gASR27cKmE8/g1lQM+19/HX9ZzuMa1YffD/Cw6DJsoh+hfXtQuu9+3OTxYr7bgfj2bYjs3Ym/LGWw46UXELl/HwaOPob1f/Vt3FnMIf7Q/Zin+rBAV1F+7Ci+0p5H89AA1L27cK0yyRel5iWbyHyy/nBTfcEvNp+1/nIzDXxXosQ3Fp9fduCjbi33nHgaN6gSbOMA31SIMZUXfCwH5qlMFsvINu3KcmCeCE1rXxTzeaoAMy0U7Qu7WCiyuSs7R5Ngl/1wbFyH7c88C23XbrTt2Y3t3z+O0I6tcKweQO6BA5jjc+Dj6TgGnnwKizgPnOvX4JFXXsHSrk7c3dmOg6+8gtbVg/h0OoHKE8fwJ4IPt7bpWPv0cdyaSeC+N35kAJ+X7BZrMup4L7R7dyP3yMOwCwIsfjei+3YjtGcnuHtG0HfkED7gbAS3Zg2Gjz+NL2bi6HzsUfyJLuOjAQXD3/su7mgvoHX1ELTduzBPvriqWztvk3Fgngg4TmQ+pwp803n2le7APNaxy+fAzEh8LPCNJ/FNZWJmSuKb7LPH6/NsSnzTXWknLPGpRngZy5wmzcQq8Gki5gRlXKfyCB24D4v7unC934freQ/u7C6j//h34Vw3jODePbD6nfjjRBvSBw9igSbgC+Uc7nn2+/hUMoY/i4ex5dmncVspg1vCGjqOHEX6wQMoHnoYG57+Pj6TimH98z/E54oZWGSfoWbLqBN98Oy+B4H9uzFX8MPKuyHt3A5u5zbc1l7EyLM/RPqB+zH83e+h66kn8CGVQ+L++5A9+BDSD96L3SdP4ovFHO4e6Ae3bStuULiLbm6MR8NLOZ+XA/hm89qZeP/Hm5PLKvFNVNWdzsAnAnyjQqAmAVKTmeTZBL7J9mUyzxz9ooiwKSKulQ1mUEXM0QTM0UjURTV2VjBV3g9n4rhRl2BXRNgVAderIj5eyuGWWBs+FI/ALnGYp0n4SDqOuYqAGzQJH8skME8RMU8R8LFUDPM1CTaFw0ciIXy5pxOfSMbx0XgEC4MyPl5MY74uMVmFBVhkDn+QCOOPUjHYZB5zJQ5/FG3DH8WjmCtx+GgygS93duETsTg+Go/hBpHDBzUFX+jqxK2lAj6VSmCRKuEDQR0fjrXhuhq+mMwCeCnn81ID33SunaoQMRN8fvmAj/rxnR69q2sZJx/fVMBopoBvqsSfiUmbTeaYCE3PpxdhApsiMHY9kcm0Um12IxHAHJnu8gqwK+TTpvCwKgIsEmc4Lxu+ejLJYn2NwuMaGsdLY6g1ETaZh0XwwCr7YVM5WBQ/caFROQJ4jHo5R/LjGpkzPAREWI371AUIWNsEPywSB4vMVekhcbCLHPEllHnMNfpln+CCeDGwu9D1k5nz8eZossB3qXl1Ojw8m3x+0XYpdnVnOhHplSDxvV+a1ZDqqLuRCWRq9b9aOloUEvploVKgLhEnZ12CRRVQpxqhYZponjMnQELZaJhYnSbArlcZ0BKUYdOMrCsTf6+qAAAXvklEQVSa4QlQ89yxmkUTUReUYAmIJphZNJHE5aoC5gZkplRBNQHDxWy/l3dOZlbiu5LaFdO/q6ru1CfwvaTqjn+tODqfnUoAbY7K4/cVbtS5LM3rNAF1Gm98Mk0noEN/0+9WTYBdFWGXyTPqVN5wdZJQpxH/QLsqw6ZIsGjyKOAzx2PE3s6hsbYqAVK7oa6bc61V43zthvo+FjhYpiiJXVV1p37u+0/VneSu7nTTUo13rHbwYwHf1bRUTN+Mya/67Am4RiHhZHaFqJc0xpYWvrEoBPCoNEeynohm9pM6rZo4wGIApE0jbjF1Kg+LzMGuCLhG4/F7Oo85sh/XSiSZQJ1Oc+7R8dfMoSqgTuFNQLXQBKNGYoM5uoA5umAkRmCuNfpOd7FtzDGryv43+pl2XSLHdJKHkJoArpS0VLV8fDUt1QTHPOPAd2biwHehib4YQ1xqd5ax+jxbEt9svCjjXsvMTZ1GQMeuifhQKITbe/swl95rDD+/apUqsQouo55trMaGtDdHF3GNxuOWaAR39A/gBomExN0SC+Or/X2Yr4pmgtNqmcnq9TZNxPWqhM/39GBRKIC5WhWwrKpoSpgWnYyJJkqYoxNArVMZyZOOm/mspd9Y81abzmqi9J9t4KuN3JipZ8/0tbPlznLZJb5LoepOhiHGkvhmos0m8E2lL1O/H5FwzDx3qoA5igcNQ4N48Mc/wSfTEcyRfQRMBB/mChysnBvXcW7YRB42hYdd5mFVFNgkDnbBjzpNhJ3z4lrOBbvfhTqRM5lsju7HHd0d+Ktf/AJ3Vtph4Z34Sl8Xtpw8hQ9qEuZKblwje0jCUdGPOskDm+zFPL8bdt6LGxUBX+vrxQciQVhFD67j3LiOd8IiuPH7Gg+b7MW17lZcy3kwl/PBJnoxl3fAJrlJeitNhN3nwfWcl5wjC5ijSJgn+GD3e2Dn3ajjW1Gn+YikSkHenPMrYz7Hk/iuqroTfM57aVd3rImeCoGn89zpTtpsMsdUaErO52HTONhkMk+/72tGZv9+7H/mh4jcuwd1nBvXiV58rasduWOPQd23E+rubfiTaARfGejFp7JJ2CQRny7msGTVIOb6XfhWby9KRx9F7sgRfL5QNtNVWTUOd3aW8Z2/+VsMHjuGD6gC7urrxK6XXsYnomEsGR7CPJ3HPFXA4tWr8L9ycdzWnoW+eyfajh7G/8wmsaS3F7cEFXy6mEHykYMoHT6MrxTzmC/6sXT1AILbtyHz6BF41m3Eks5uFA8fhnDPVnxYkXGTqsC5aQtKTzwJ/b59+FgwgP8RjiC6Zy8iu/ehcOQwvtxdwrWi11yorSpHVGdDnZ7ofE5mzqfKC9PRZC5nvy81n5/XZis7y9aL7OpOt+MzLcFdSc+8lGMzbVkKD7si4vcVHz4YktH/+OPwDA3inuefw82ahFvzKYw8+32sGOqDsHkYx37xM/xFKo7IfftRP9gDi+jBsjWDyD50Hz7AuzB0/Gm0rOxHw9Ag/qK9aCQ6EGFTeXyjpxNrDh1Gcf99aFizGou7K9jx6iu4NZVA9xNP4GZVwI0Kh+Lhw6jv74R3/Wqs//5xfKW/Ex8NB1A8dASfSETx5/kMlg4OwLF6CFtffBGfTcfRceQgVj1xDN/ormDkO8ex6ugxfKu7Cx1Hj6Jx7VpcL3H4el8fvl5pR2zvLoT37cXnMhk8/X9+DWnzZjjXrsH2Uy/hf6WSsEscbEbNDpu5QXJlz+dMPHMm+jvb0t+021VVd+oT+35Qdcl5ht1LlWCRvWhYO4TigQfwMd6LLd/7Hm7vKmP58EpUjhzCdb5W/HFIxc6TP8Rn0nEk7t2P+v5u/J7kQsPalSgduA8f9Dmw8ntPQ7pnK24vFTBf8MKqcrApxHZ5Z18nuo8cwhdjUWQPHYZ3aCV2vfoyPpOMoufRx/BBXcQ8nUPpyKO4u68TznWrEN6zB9fJPixSBeQPHcan4hH8aUBD6+rVCGzehMf/90/xjZ4KCgcfgnv9Wtj8rQjv2Q1921Zc52mFb/MIwvfdi7k+B75cLsI1sgHlffdh4LFj+FIui0d//lP8WSSEm3gfNv/gOdy1chBW0W/YBHnY2YpvV8B8XlV1Rx+77Da+2dzVncju5fux2NDF+jndYkN1mgBLUEWdKuBGzoORb38PO44/g/ju3Xj4tZeQe/BBeDcMI//Qg7DzPtwSDOGeH/4An8mlEN6/D/X93aiTPGhYO4T0ww/C6mjE51NZJB85iJ0/+hGk7dtxoyzAqiqwqiLu7O9G51OP4Xp3M+RduzD0yGFsf/ZZ3JqLo/PIYfyhLuAGTUDx4BHUD/aiZd0ahPbsh12TsEgRUXzkEdwai6L7yafQcfQouOHVOPrGT7C0uwulhx+Be3gD6gQXArt3Q9y+FRbOAe+WEST37sWfx9qw7vgzkLZtRWT7dvQefQxfyufw2M9/hj+OtWG+yGHts8/irlUrYZH9xD9QE2BXqwl1JzqfU93VncgGAPseWdWrxYYu+64uK/HNVqzuhY7Vov5MOKqOB3yzJfHNRpKCC11rUQXYdBV1Ko9PJqJ45NU3oO/YCufmDQjt3IqR489A2jCMdce/gz9UBHwulcbDr76Cz6XjCOzeDnnTRizgPBC2bkLovn2o8znwkWAQH/C4sKS9iLVPfxe3hHTM0RXUqSK+1dOD7icfx7W8A3+RTeHhU6/gwMlT+FQ8iN4nHsfnU3HcEpDReeQobi9l0bpxGKE9+3CtKuJmSUL54EF8NZ/Djhdfxh3ZND6h8jj44x9jaU8nigcfgXvdetg5J8K7dkLatgVzOCdcW0eQ3LUTS3o6Ubj/QXzQ04rlnRX0HnscXyplcfTnP8P/iLXhBpHDumefxTdXDcEmcbDpIqy6QCq6qVeuxMdGuEynL7V8PlWJb6IL/GR5dbxjte/LpXdnOTsa+CYi8U0H8aei6r5X0lJNVOKbLk3JuRLsEo/F64eRfexx3MB7cK3kww1eF5IHD2FZXw/yhx5G8ehhVB5+BE/95G9xazKG20o5dD12FOkHDqBy7Ci+2J7HzaqA4IEHkXrwIXQfOwb/5hHMVwVSI1fh8aVKBZFHDmKu342FMofEvnux4cSz+JAmwrlxA3qeeAqZg0cQO/AwbpL8WDy8Bs57tuFaVcRNqoj84YP4TCyM0M5d6HnscWQeuh97XnsFt7cXody7F0tWD2Ge3wnP5k1o3DAMC+/C0nVrIGzdik/oGjoefRyZhx5G5chR5B45iM9lUth46kV8uC2AGyQOuWNP4C/7egnwqYKRfl80/B0nPp+XIi1VLX+wvHCh/k2lLzNx7kz05YpMS3W5IzfGu+d0CD6TkzYZ5qCftWL8TEocVuPFrlMFzFUELAoFsEBXMVchzsZzdB43hhTcpAhY5HHik6qMr0Qi2HL8GfxZMgKr6MGHdRmfTSdwS0CCTfFiruLDLbqCP08k8LFQENdLPtg0AdfoZBzzFRkfCOiYKwuwyD78gSLiI+EA5qp+zBO8+FRbBJ9OJDFfkVEnc7hRU3BTUIddEbCA9yJ38CF8IhXBAsGLT0bD+Gibig8FRCxUeCwKyLgxKMEmuHFTQMJCXYJF9WG+JuAPgiqu5d34Q4307RZZxAc0GTdKfnw42Ya5kg82yYtbwiHM11XTt5E6SVuMEL6JzOdMgc1M8Plk+zIZXp3OuzLVfs0Ind9LNr6pSnyzwaDTVZ8nM6mTAb4pS3xGvK1VIZlQLAYgztGJk/HCgAz/rh3Qd+5G8eAhRA8cwDyJI8Ag+1EnuVGn+lCn87AERFhkH2yij6SO1zjU6TyJqlCJ359dIvG8dbqIuYoIi8Th93SS6MAu8qiT/JgTEHBNQDAKFfG4VpGwbHgtOo8dwy1RHbagAIvixxzFD7vCwSLzqJNJn67RiQpvN8DLJguwiH4jhpeHRSQRKXMUjvTD+E2LItk0AXM0HnU6ddQWTclvsvM5HYf0qQLfVG1803k/LqXEV3vsqsQ3CwS/XG2yqu6UaWq88CQEzQg/M3LVkfA0HtdqAm5tL2LpmjX4Wl8v/lCXYRM5WBQj3jZAGIg6+9bRMpGqaCYsMMehCrApggEqIuyqDIsuY44mwSqLsCqSGeVhMSJJbJqIeaqEL3ZVcFsxh3mqAbqqhDpVxlxVgUUh11pUCXW6DFKQXIbViAG2Gf/ZVAl2RYZVkWDVyHl2RYZdoc8nNUdoWB6lkZWR+C7FC86+5NNZ4N+LvD/TfH5eey85ME/HxjfTjHApbHwzxRwXPt+wRyki83LTmrbke53Kkw0QmcNciSMSkcJhjiqgTlFg1WRYdBF2TcJcxcjGQkPEVAJwZuYXo2YueTYPmyrBqkmoC8iwamTndI5RmJxkgCHxsXMCRoJUxQ+b5oNFJ07FZgEk85MA8RxdQp1GgI5+tyoS7KMaAT2rAYok7E0i6baMl8Nu0MauiJNyZ5nenEwc+Gp3dWdCTZ1q32db4rvQu3f5JL4rBPhmejJnatKmY+ObDshe/HxxVKICs9i3oeraVAFzFQlzFRk2VYKNZlFRjTA0VSH+fzrdAOBRp3GYo/MGaBFV10wmYD6zWny8LiDCokvkuxFrSyXFOToJM6sLiLAY97ZqRNqboxuJDzQOVpUkTrCqNG6XNGqXo98puFs0cdR5Ngb4aSIDUzqlqi7NXTjF+ZwKn01V4ptt+9xM3ONyvIdme7+puuNJfDMt7l9JEt/0aDoaCKoRCjS7ikgAT2XLhIqwG5KYTZUw15TiBFhV3oiJ5WFTeSMGmClXyajUJhBqJGmA3QBhm0YyO9NzR9OcNyRHwVChBdTpvKmqm0DFbErYVXasbB8EM69gVSI9X7W1apQ+l96d5WpaqonR+fJJfFdIWqraTYALOTBPZrKs6vT8+GYzLdVEXpQLjk0jaqrZF5U37XM0TZONsdmZRn4KAjp9HjM2Js+fRRFG3ZueMyofnl6lM7uJYGWajTlmMfslwqaxDunMdVTDoDSp5TVWgqt9hsrM2xhS3sXms3ZOpgsgk5X4ZsKBeTJ8NNExz5QDc+2xy+7AfKVEbtD//jsA33QjN6xjvCijAMcEPKoSi1X/NrW6+WD2W6uqyUQSq1Z0M+dDE2Gldin6fHbM7PNq5oGknWd2WHURNk0w72dea5xrjk0VGVuYOOYY6bU2Bvjocyy037MMfFdK5MZk+Gg8Hp7K2C7Ut/H4/LID39VY3Yv3+0pSdSd6v5ka28XUspkc82zR5UqYz8nQ9KqqO0abrc2Ne5jNDfIAccbSUk2XgJfzmZeDOaZz3VjzNJEX/1LS9mLXzsa9ZxoQZnpsl/vdmk0+n5F3fzaA7zTd1VWIxGdRq8Vsrubjm12GmK2xXejeExnbbIHTdHlhqnS5FPM5HbpdKl6dzpgvB5+bbTZU3bNniMQ3T5Vg1Wskvquq7ntC1b0Q7S6kUlxVdS/NfF5Vdc+fk8um6r599hzeOkuAb9vxpzFPM2x8psF49OYG7cRkNzfY6y/GEDNVc8Oqvjeys8zEThlLM3acY21G1dLlYmNj7zdTY74YnaezSzleeNRU5nMyz73YfI7F5+zcvJ93dcc6Vss7l2Vz4+yZc9jGbm6MAXwXG9B0mZ0lxlWJb2pjuyrxjX3tlTCfVyW+8+fkskl8VOo7e+Yctp84jusNic82jsQ3m2mpWAmilihTTUtVuxJOpt+TdX+YCkNMJ6JlrLGxbbx7T3Rs7LXjSXwzPeaZpAs7tsmOeTbTUo3nwDydtFQXG9tk+n2p+PyyAx9Vdbcff/o84DNfJE0kTqWGj5TpH3WRZhnjWmvttXTA1L+JfYGNc8xrJ9nYEouWmntesKmC+UzarzHPoZMy2f4xYx6XLlMZG0O/cedromOjajJDN8s0xzwRXmDPsY11zkTpwo5tkmOe8nyy115gbOY8aTXvCDuf0x3zVPtd02Ztzmvex4uO2UyeQYBvruDBQy8xwHdmshLfmbM4e+Ystp2gwEceYlVF2BSSdsimkkgBuyaZzqisA+l4bSLXmr81iTi5Mo2eQ6+txmZOrI26ruaeF+s3vdZu9GvMsWnnP2cydLFNhaYXGBvbxqO5VZ3o2KrXWlXhvPtMdcwT4QUSlTI5ulDamP1ixjbx+WTOmdJ8Vp9PaTbW2FheHD3mmvtNY8wT7jfDw2ONeaw5nyhtLjTnte/jxfptVUXUqST+26oLuJZ346GXXsaZd39HTHaTtfG9dfYczpx5x5D4CJqa6MqsTDad7PhOCJ1rUfwC0iJ7jsV4noV5Lv3PPH8izzUau0Kdd8+L9Ztea/Rr3LEZz7FMsG8TpcuFxmbOR83YRtFunHtbGOnngmNjrq2VTqY75vH4aDq8Rmkz1tgmPJ+MVDjRcY1Fl4ny+XljHuN+Ux3zVPo91pjHHNsMzHnt+3jhflfjtKmUOFfw4MGXXsGZd//dxLIJA9/bZ87hrTNnce7Mu9h+/Hu4XvMTZFaoikM7xOjiWo06eoE21rVjnyOaIr5FYV5e5vqxrr1Ys9VMwmT6TZ/J2iPGPmf8sV2YLuKUaHqebUSrAT6FPy9RQO292X6P9Vx2bDRW91KOuXZsU5nz2rGx83mxMc/E2MY8RxVG8Xnt8Zke88T5/OLv55TpMs7YqsAnTJj/SclTHlZNgl3w4cApouq+feYszkwG+E6fOYfTp0/j3JlzuOfEd3G95odNl8xcZjR7h1UzDL9GjCXZehZgY0Ct+rvazPN0w/Bq3G+sc+yaSJ7FNBuNIdWN/piEvHCjhDrf5YO/6LV0zHb6TF0c8zqWBnYmYH/8+4pjXCsa4z6fLhcam22csVkZkLJrIuw0Jpa5N6GLWH0JlfOfa/3/7V07bxNBEK4hEkgoUkxBw78CofgRX5z8mvhSRIiSEhps36VFpEVJQYOUu5xDkYsTYvseOLgbit2929vH3a5twIItPtne3Zn9vpnxaM/PThN/n5c8QZtLa8447O9k+WQ1E1+IN26OXK1J9urItbH5fCiINdFMap3EWSUnhXxmdc77z+OGa7FD1f++qD4qUKJZnXe5Zu77vAJtZc+jPG+4XqicED98nsU1j+zRye9R6xW8OzuD9Occouy/gzQaXxqnkCT38ObkIzzp1NGRlFzq7lFHTNKxqTFVlNmiFytb6BKbBISaI/YsH/V99ez4Pct47+TQ2GcDv06xiK1QW6dJ/WRTM5/PfDcFuRTHldVf8L3XzDiT5qXHWa2OFqk1EosN/C9rGww/Np8i7lU5X0Zbgd9eXuckN3kt6dSRWLNevRdrgUPGUz8uRX6sNvJzaOr+Huy38e8/NuBx8yW8PzuFeD6HKEnxexZajW8G0+Qe3p58guftBjy1WlBr12HL2oatdh3BYlA2ju/XLPmamlVcJwK7rtSnhIMSZ5U92vyaMt5V3KS2i6JEM+e/XYea1cggyodUP22721Dj0s7BaRSsrVyzipzoaFaMf4211eC3aC0sY6+sWaRtSX7SOimNcQM2d1uwaTVgy9qGZ/UX8OHzKURzdKkr+0iL/APMMXqD48vwEl47LtiuC7bbx3DAdvvQdfpw4PSg66D7tjsA2x1Q471svIvtuu4ADvEa2p5eI0funwWxF83R3Gx3IOSMIN8bcaP37uV7VvBmNdM4cHoF3+X6K+LiFvNxWKI51474sXFFjwd4rkw/HT8WjtA/rVmUz6J9rq0rzBuvueuW57KoRxQXcc4PqJwr54SKF615sTz/fsg02y4dF8FzeGlt4hq2S/NJavMYrTnuw9GxA+ffriCe3aNLXd3GN00TiNMYbm+/g+cP4dwPwPM98HwfPH8Inh/gcQSPgXD8QnGNDII92DF2XMZNOKew9zK2VVwr/Sjy09ZM5rwA2XuBfA3nJ6Bsg+zW8wOh/pXXi6wONOLF+dBZo5BzjveiOf4T0IjLyrVV1YJgve8PwfcvwfMDOPd9+HpxAZPbCSTktKf75kYUp5CkMxhPIgjDEYTXNxBejzBuqFsDAwODv4xwBGE4gqtwBHfjaaGXKTU+7uQXJXA3nsJ4EhkYGBisPaZRwh3glE98STqDKE4zY/QRl/z4aGBgYLAuID1qGiV5v8JY6MQnmzcwMDBYJ8Qp37e0G19COSHGphEaGBisI+Lkx+oan4GBgcG/CNP4DAwM/jv8AsuFYV2N5Km4AAAAAElFTkSuQmCC" 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mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></p><p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"></p><p class="MsoNormal" style="margin-left: 54.0pt; text-align: justify;"><span lang="IN" style="font-family: "Calibri","sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> Jika berminat hubungi via WA 08121127767<br /></span></p>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-89895844566344481392020-05-21T21:14:00.000+07:002020-05-22T06:41:06.371+07:00Buku Verifikasi Metode Pengujian Air & Air Limbah Mendukung Penerapan ISO/IEC 17025: 2017 telah terbitDitulis Oleh : cak war | Anwar Hadi<br />
<br />
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "calibri" , sans-serif; font-size: 14.0pt;">Buku </span></b><b><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 14.0pt;">Verifikasi Metode Pengujian Air & Air Limbah </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 14.0pt;">Mendukung Penerapan ISO/IEC 17025: 2017 </span></b><b><span style="font-family: "calibri" , sans-serif; font-size: 14.0pt;">telah terbit</span></b></div>
<div class="MsoNormal" style="margin-right: 9.35pt; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="margin-right: 9.35pt; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="margin-right: 9.35pt; text-align: justify; text-indent: .5in;">
<span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">V</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">erifikasi </span><span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">metode pengujian adalah konfirmasi melalui
pengujian dan pengadaan bukti yang objektif bahwa persyaratan dalam metode pengujian
tersebut dipenuhi. Tujuan mem</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">v</span><span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">erifik</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">asi </span><span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">metode adalah untuk mengetahui sejauh mana penyimpangan yang tidak dapat
dihindari dari suatu metode standar pada kondisi normal dimana seluruh elemen
terkait telah dilaksanakan dengan baik dan benar. </span><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Perlu diperhatikan bahwa </span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">v</span><span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">erifikasi</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> metode </span><span lang="PT-BR" style="font-family: "calibri" , sans-serif; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">pengujian </span><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">selalu merupakan keseimbangan antara
kemungkinan biaya, resiko dan kemungkinan teknis. Karena itu, hal-hal yang
menjadi bahan pertimbangan dalam melaksanakan </span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">v</span><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">erifik</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">asi </span><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">metoda pengujian, antara lain: keterbatasan
biaya, waktu, dan personil; kepentingan laboratorium; kepentingan pelanggan; serta
diutamakan untuk pekerjaan yang bersifat rutin.</span></div>
<h1 style="margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">Sehubungan
dengan hal tersebut, buku </span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">Verifikasi Metode Pengujian Air & Air Limbah – Mendukung Penerapan
ISO/IEC 17025: 2017</span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;"> ini dapat digunakan </span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">sebagai acuan </span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">dalam
melakukan </span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">v</span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">erifikasi</span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;"> </span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">metode
pengujian.</span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;"> </span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">Akhir kata, semoga buku ini dapat
memberikan sumbangan pengetahuan dan wawasan pada laboratorium pengujian dan
laboratorium lingkungan pada khususnya, serta bangsa dan negara Indonesia pada
umumnya. Aamiin……….</span></h1>
<h1 style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">Berrikut ini sinopsis buku
tersebut:</span></h1>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB – 1: Pemilihan Metode Pengujian</span></b></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold;">1.1
Pengertian Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">1.2
Pemilihan dan Pemutakhiran Metode</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold;">1.3 Validasi atau
Verifikasi Metode</span></div>
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<span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">BAB – 2: </span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">PERENCANAAN VERIFIKASI METODE PENGUJIAN</span></h1>
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<span lang="IN" style="font-family: "calibri" , sans-serif;">2.1<span style="mso-tab-count: 1;"> </span>Tujuan Perencanaan</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI;"> </span><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI;"></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif;">2.2 Unsur-unsur
Perencanaan Verifikasi Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif;">2.2.1 Tujuan
Verifikasi Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.2 Biaya Verifikasi Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.3 Personel yang Melakukan Verifikasi Metode Pengujian
</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.4</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;"> </span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">Peralatan Verifikasi Metode Pengujian </span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.5 Pengendalian Mutu</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.6 Bahan Kimia</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.</span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">7</span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;"> </span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">Fasilitas</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">i </span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">dan A</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">komodasi </span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">L</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">ingkungan
</span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">P</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">engujian</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;"></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.2.</span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">8</span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;"> Keselamatan dan Kesehatan Kerja</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.3<span style="mso-tab-count: 1;"> </span>Sumber-sumber
Kontaminasi</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.4 Tahapan Kritis Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">2.</span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">5 </span><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">Dokumen Perencanaan </span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">Verifikasi Metode
Pengujian</span></div>
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<b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-size: 12.0pt;">BAB 3 – PERSIAPAN VERIFIKASI METODE PENGUJIAN</span></b></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.1 Penugasan
Personil Pengambil Sampel</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">3.2 Aquades dan Bahan Kimia</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.3
Persiapan Peralatan Verifikasi Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.3.1
Peralatan Gelas</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.3.2
Timbangan Analitik</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;"></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">3</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">.</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">3</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;"> Peralatan</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> Spektrofotometer</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;"></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">3</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">.</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">4</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;"> Peralatan</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> Spektrofotometer Serapan
Atom Nyala</span><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;"></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.3.5
Peralatan <span class="st"><i>inductively coupled plasma mass spectrometry (</i></span><i><span style="font-family: "calibri" , sans-serif;">ICP</span></i><span class="st"><i>-</i></span><i><span style="font-family: "calibri" , sans-serif;">MS</span></i><span class="st"><i>)</i></span></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.3.6
Peralatan <span class="st"><i>gas </i></span><i><span style="font-family: "calibri" , sans-serif;">chromatography</span></i><span class="st"><i> – mass spectrometry (GC-</i></span><i><span style="font-family: "calibri" , sans-serif;">MS</span></i><span class="st"><i>)</i></span></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">3.3.7
Peralatan Pengukuran Lainnya</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">BAB </span><span lang="FI" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">– </span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt;">4: TAHAPAN VERIFIKASI METODE PENGUJIAN</span></h1>
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<span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">4.1 </span><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">Trueness</span></i><span lang="IN" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">,</span><span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;"> Bias dan Presisi Metode</span></h1>
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<span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">4.2 Batas Deteksi Metode Pengujian</span></h1>
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<span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV;">4.2.1 Penentuan <i>Method Detction Limit</i></span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-style: italic;">4.2.2 </span><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV;">Penentuan <i>Level of Quantitation</i></span></div>
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<span lang="SV" style="font-family: "calibri" , sans-serif; font-size: 12.0pt; font-weight: normal;">4.2.3 Penentuan <i>Level of Linearity</i></span></h1>
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<span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV;">4.3 Repeatabilitas dan
Reprodusibilitas</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif;">4.4 Kartu Kendali (<i style="mso-bidi-font-style: normal;">Control
Chart</i>)</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif;">4.5 Efek matrik</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB – 5:
PELAPORAN HASIL VERIFIKASI METODE PENGUJIAN </span></b></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">5.1
Penerbitan Laporan Hasil Verifikasi Metode Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">5.2 Persyaratan Umum Laporan Hasil Verifikasi Metode
Pengujian</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">5.3
Kebijakan Angka Penting</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">5.4 Kebijakan
Uji Temu Balik (%R) dan Pelaporan Pada Kadar Rendah</span></div>
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<span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">5.5
Kebijakan Pelaporan Blanko Laboratorium</span></div>
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<br /></div>
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<a href="https://www.blogger.com/null" name="_Hlk536218532"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">BAB – 6: VERIFIKASI METODE PENGUJIAN PENGUKURAN DERAJAT KEASAMAN (pH) DALAM
AIR DAN AIR LIMBAH MENGGUNAKAN PERALATAN pH METER</span></b></a></div>
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<span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1 Ringkasan </span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pengukuran</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.1.1 Ruang Lingkup</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.1.2 Prinsip</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.1</span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.3</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> Larutan </span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">P</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">enyangga (<i>buffer</i>)</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">1.4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> Peralatan</span></span></div>
<div class="MsoNormal" style="margin-left: 40.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.1.5 Persiapan Pengukuran</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.1.6 Tahapan Prosedur</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6.1.7 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">Pengendalian Mutu</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;">8</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: no;"> Presisi dan Bias</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.2 Pe</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">nentuan Bias dan
Presisi Metode</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<div class="MsoNormal" style="margin-left: 40.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6.3 Repeatabilitas
dan Reprodusibilitas</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 7:<span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">VERIFIKASI METODE PENGUJIAN PADATAN
TERSUSPENSI TOTAL DALAM AIR DAN AIR LIMBAH SECARA GRAVIMETRI </span></b></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1 Ringkasan Pengujian </span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.1 Ruang Lingkup</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; text-align: justify; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.3
Bahan Kimia yang Dibutuhkan</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.1.4 Peralatan yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; text-align: justify; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.5
Pengawetan Sampel</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.1.6
Pengurangan Gangguan</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; text-align: justify; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.7 Tahapan
Pengujian</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">7.1.8
Homogenitas Pengujian Sampel TSS</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.1.9 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.2 Penentuan Bias dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.2.1 Ketidakpastian Gelas Ukur</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.2.2 Ketidakpastian Timbangan</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.2.3 Ketidakpastian Gabungan</span></span></div>
<div class="MsoNormal" style="margin-left: 67.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1.2pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.2.4 Pelaporan Hasil</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7.3 Batas </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">M</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">etode</span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.4 Penentuan Repeatabilitas</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dan</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Reprodusibilitas</span></span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 8:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE PENGUJIAN </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">MINYAK DAN LEMAK DALAM AIR ATAU AIR LIMBAH
SECARA GRAVIMETRI</span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1 Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; tab-stops: 21.3pt; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.1 Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; mso-layout-grid-align: none; text-autospace: none; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; text-align: justify; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.3 Bahan Kimia yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; mso-layout-grid-align: none; text-autospace: none; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">8.1.4 Peralatan yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; text-align: justify; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.5 Pengambilan Sampel dan Pengawetan</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; text-align: justify; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.6 Tahapan prosedur</span></span></div>
<div class="MsoNormal" style="margin-left: 94.5pt; text-align: justify; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-indent: -30.3pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.2 Penentuan Bias dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 9: <span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">VERIFIKASI METODE PENGUJIAN KEBUTUHAN
OKSIGEN BIOKIMIA DALAM AIR DAN AIR LIMBAH SECARA TITRASI </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">IODOMETRI </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">ATAU DO METER</span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1 Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.1 Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.3 Bahan Kimia yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">9.1.4 Peralatan yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Pengawetan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Tahapan Prosedur</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.2 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Rentang Kerja dan Batas Pelaporan</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.3 Penentuan Bias dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.4 Penentuan Repeatabilitas dan Reprodusibilitas</span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.5 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Perhitungan Ketidakpastian</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.5.1 Persyaratan Ketidakpastian Akurasi</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.2 Persyaratan Ketidakpastian Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.5.3 Pelaporan Hasil</span></span></div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9.6 Bagan Kendali BOD</span></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.75in;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 10:<span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">VERIFIKASI METODE </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">PENGUJIAN </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">KEBUTUHAN OKSIGEN KIMIAWI DALAM AIR DAN
AIR LIMBAH DENGAN REFLUKS TERTUTUP SECARA TITRIMETRI</span></b></span></div>
<div class="MsoNormal" style="margin-left: .75in;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1 Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.1 Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.3 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Bahan </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">K</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">imia yang </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">D</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">10.1.4 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Peralatan yang </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">D</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">ibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Pengawetan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.6 Tahapan Prosedur</span></span></div>
<div class="MsoNormal" style="margin-left: 81.0pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.2 Penentuan <i>Trueness</i>, <i>Bias</i>
dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.3 Penentuan <i>Method Detection Level</i>
(MDL) dan <i>Level of Quantitation</i> (LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.4 Penentuan Repeatabilitas,
Reprodusibilitas dan Effek Matriks</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10.5 Penentuan Bagan Kendali Akurasi dan
Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">10.6 Ringkasan Verifikasi Metode Pengujian COD secara
Titrimetri</span></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.75in;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif;">BAB – 11:<span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-fareast-language: IN;">VERIFIKASI
METODE </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif;">PENGUJIAN
</span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-fareast-language: IN;">KEBUTUHAN
OKSIGEN KIMIAWI DALAM AIR DAN AIR LIMBAH DENGAN REFLUKS TERTUTUP SECARA
SPEKTROFOOTMETRI</span></b></span></div>
<div class="MsoNormal" style="margin-left: .75in;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.1
Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.1.1
Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold; mso-fareast-language: IN;">11.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.1.3 Bahan Kimia yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold; mso-fareast-language: IN;">11.1.4 Peralatan yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.1.5 Pengawetan Sampel</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold; mso-fareast-language: IN;"></span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.1.6 Tahapan Prosedur<span style="color: red;"></span></span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.2 Penentuan <i>Trueness</i>, <i>Bias</i> dan
Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.3 Penentuan <i>Method Detection Level</i> (MDL)
dan <i>Level of Quantitation</i> (LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">11.4 Penentuan Repeatabilitas, Reprodusibilitas dan
Effek Matrik</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-bidi-font-weight: bold;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-bidi-font-weight: bold;">.5
Penentuan Bagan Kendali Akurasi dan Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: .75in;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">11.6 Ringkasan Verifikasi Metode Pengujian COD Secara Spektrofotometri</span></span></div>
<div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 12:<span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">VERIFIKASI METODE </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">PENGUJIAN <span style="mso-bidi-font-weight: bold;">KADAR SURFAKTAN ANIONIK SEBAGAI <span class="st"><i>METHYLENE BLUE ACTIVE SUBSTANCES </i>(MBAS) </span></span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">DALAM AIR DAN AIR LIMBAH </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">DENGAN SPEKTROFOTOMETER SECARA BIRU METILEN</span></b></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1 Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.1 Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.3 Bahan Kimia yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">12.1.4 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Peralatan yang </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">D</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">ibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Pengawetan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.6 Tahapan Prosedur</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.2 Penentuan <i>Trueness</i>, <i>Bias</i>
dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.3 Penentuan <i>Method Detection Level</i>
(MDL) dan <i>Level of Quantitation</i> (LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.4 Penentuan Repeatabilitas,
Reprodusibilitas dan Effek Matrik</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.5 Penentuan Bagan Kendali Akurasi dan
Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">12.6 Ringkasan Verifikasi Metode
Pengujian MBAS Secara Spektrofotometri</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 13:<span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">VERIFIKASI METODE </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">PENGUJIAN </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">TEMBAGA (Cu) DALAM AIR DAN AIR LIMBAH
SECARA SPEKTROFOTOMETRI SERAPAN ATOM (SSA) – NYALA </span></b></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1 Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.1 Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.3 Bahan Kimia yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">13.1.4 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Peralatan yang </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">D</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">ibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.5 Pengawetan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; tab-stops: 21.3pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.6 Tahapan Prosedur </span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.2 Penentuan <i>Trueness</i>, <i>Bias</i>
dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.3 Penentuan <i>Method Detection Level</i>
(MDL) dan <i>Level of Quantitation</i> (LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">13.4 Penentuan Repeatabilitas,
Reprodusibilitas dan Effek Matrik</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.5 Penentuan Bagan Kendali Akurasi dan
Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.6 Ringkasan Verifikasi Metode Pengujian
</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Cu</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Secara S</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">SA-nyala</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 14:<span style="mso-tab-count: 1;"> </span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">VERIFIKASI METODE </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">PENGUJIAN </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">NITRIT (NO<sub>2</sub>-N) DALAM AIR DAN
AIR LIMBAH SECARA SPEKTROFOTOMETRI <i>RAPID </i></span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-font-kerning: 18.0pt; mso-hansi-theme-font: minor-latin;">TEST KIT</span></i></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1 Ringkasan Pengujian</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1.1 Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1.2 Bahan Kimia yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">14.1.3 Peralatan yang Dibutuhkan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Pengumpulan dan Penyimpanan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; tab-stops: 21.3pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.5 Tahapan Prosedur </span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.1.6 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pengendalian </span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">M</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">utu</span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">14.2 Penentuan <i>Trueness</i>, <i>Bias</i> dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Penentuan </span></span><span style="mso-bookmark: _Hlk536218532;"><i><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Method Detection Level</span></i></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> (MDL) dan <i>Level
of Quantitation</i> </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">(LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.4 Penentuan Repeatabilitas</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Reprodusibilitas dan Effek Matrik</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.5 Penentuan Bagan Kendali Akurasi dan Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.6 Ringkasan Verifikasi Metode Pengujian NO<sub>2</sub>-N secara
spektrofotometri <i>rapid test kit</i></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="margin-left: 49.5pt; mso-add-space: auto; text-align: justify; text-indent: -49.5pt;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 15:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE
PENGUJIAN TIMBAL (Pb) DALAM AIR DAN AIR LIMBAH SECARA </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b><i><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">INDUCTIVELY
COUPLED PLASMA OPTICAL EMISSION SPECTROMETR</span></i></b></span><span style="mso-bookmark: _Hlk536218532;"><b><i><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Y</span></i></b></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ringkasan Pengujian</span></span></div>
<div class="MsoNormalCxSpMiddle" style="margin-left: 1.0in; mso-add-space: auto; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.1 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.3 Bahan Kimia yang Digunakan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.4 Peralatan yang Digunakan</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.5 Pengawetan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.6 Tahapan Prosedur </span></span></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="color: black; font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">15.2
Penentuan <i>Trueness</i>, <i>Bias</i> dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.3 Penentuan <i>Method Detection Level</i>
(MDL) dan <i>Level of Quantitation</i> (LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.4 Penentuan Repeatabilitas,
Reprodusibilitas dan Effek Matrik</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.5 Penentuan Bagan Kendali Akurasi dan
Presisi</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">15.6 Ringkasan Verifikasi Metode
Pengujian Pb Secara ICP – OES</span></span></div>
<div class="MsoNormal" style="margin-left: 49.5pt; text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; text-align: justify; text-indent: -.75in;">
<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 16: VERIFIKASI METODE PENGUJIAN TOLUENE DALAM AIR DAN AIR
LIMBAH SECARA <span class="st"><i style="mso-bidi-font-style: normal;">GAS
CHROMATOGRAPHY MASS SPECTROMETR</i></span></span></b></span><span style="mso-bookmark: _Hlk536218532;"><span class="st"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Y</span></i></b></span></span><span style="mso-bookmark: _Hlk536218532;"><span class="st"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></i></b></span></span><span style="mso-bookmark: _Hlk536218532;"><span class="st"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">(</span></b></span></span><span style="mso-bookmark: _Hlk536218532;"><i><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">GC </span></b></i></span><span style="mso-bookmark: _Hlk536218532;"><span class="st"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">- </span></i></b></span></span><span style="mso-bookmark: _Hlk536218532;"><i><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">MS)</span></b></i></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></i></b></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ringkasan Pengujian</span></span></div>
<div class="MsoNormalCxSpMiddle" style="margin-left: 76.5pt; mso-add-space: auto; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.1 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ruang Lingkup</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.2 Prinsip</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.3 Bahan Kimia yang Digunakan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.4 Peralatan yang Digunakan</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.5 Pengawetan Sampel</span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.6 Tahapan Prosedur </span></span></div>
<div class="MsoNormal" style="margin-left: 76.5pt; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.1.7 Pengendalian Mutu</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.2 Penentuan <i>Trueness</i>, <i>Bias</i>
dan Presisi Metode</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.3 Penentuan <i>Method Detection Level</i>
(MDL) dan <i>Level of Quantitation</i> (LoQ)</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">16.4 Penentuan Repeatabilitas, Reprodusibilitas
dan Effek Matrik</span></span></div>
<div class="MsoNormal" style="margin-left: .75in; text-align: justify;">
<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.5 Penentuan Bagan Kendali Akurasi dan
Presisi</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.6 Ringkasan Verifikasi Metode Pengujian
</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Toluene </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Secara </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">GC</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">-</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="FI" style="font-family: "calibri" , sans-serif; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">MS</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB – 17:<span style="mso-tab-count: 1;"> </span>VERIFIKASI METODE PENGUJIAN </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAKTERI </span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">FECAL </span></i></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">COLIFORM </span></i></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "calibri" , sans-serif; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">DALAM AIR DAN AIR LIMBAH DENGAN FERMENTASI TABUNG GANDA</span></b></span><span style="mso-bookmark: _Hlk536218532;"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></b></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1 Ringkasan Pengujian</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.1 Ruang Lingkup</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.2 Bahan Kimia yang Dibutuhkan</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">17.1.3 </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">Peralatan yang </span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">D</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">ibutuhkan</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Pengumpulan dan Penyimpanan Sampel</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="ES" style="font-family: "calibri" , sans-serif; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.1.5 Tahapan Prosedur </span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.1.6 Pengendalian Mutu</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">17.2 Penentuan <i>Trueness</i>, <i>Bias</i>
dan Presisi Metode</span></span></div>
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<span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">7</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">.</span></span><span style="mso-bookmark: _Hlk536218532;"><span style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2.1</span></span><span style="mso-bookmark: _Hlk536218532;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Perhitungan Ketidakpastian</span></span></div>
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Minat: hubungi no WA 08121127767<br />
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www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-42810590576732412282019-07-30T13:23:00.000+07:002019-07-30T13:23:45.007+07:00BUKU KETIDAKPASTIAN PENGUJIAN TELAH TERBITDitulis Oleh : cak war | Anwar Hadi<br />
<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="FI" style="font-size: 12.0pt; mso-ansi-language: FI; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BUKU
KETIDAKPASTIAN PENGUJIAN TELAH TERBIT</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Mengukur
adalah proses mengaitkan angka secara empirik dan objektif pada sifat - sifat
objek atau kejadian nyata sehingga angka yang diperoleh dapat menggambarkan
dengan jelas mengenai objek atau kejadian tersebut. Pada umumnya, hasil dari suatu
pengu</span><span lang="FI" style="mso-ansi-language: FI; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">kur</span><span lang="IN" style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">an hanyalah suatu
taksiran atau perkiraan, karena pada kegiatan pengu</span><span lang="FI" style="mso-ansi-language: FI; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">kur</span><span lang="IN" style="mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">an terkandung kesalahan sistematik
maupun kesalahan acak. Karena itu, hasil pengukuran hanya lengkap apabila
disertai dengan nilai ketidakpastian sehingga dapat menunjukkan derajat
ketelitian dan bermakna secara ilmiah.</span></div>
<div class="MsoBodyText" style="margin-right: 0.3pt; text-align: justify; text-indent: 0.5in;">
<span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ketidakpastian adalah parameter yang
berhubungan dengan hasil suatu pengukuran yang memberikan gambaran penyebaran
dari nilai pengukuran tersebut. Ketidakpastian harus diterapkan untuk semua
jenis pengukuran atau pengujian untuk menunjukkan derajat ketelitian suatu hasil
pengukuran atau pengujian. Oleh sebab itu, laboratorium sekurang-kurangnya
mencoba mengidentifikasi semua komponen ketidakpastian dan membuat suatu
estimasi yang wajar, dan harus memastikan bentuk pelaporan hasil tidak
memberikan kesan yang salah pada ketidakpastian.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyText" style="margin-right: 0.3pt; text-align: justify; text-indent: 0.5in;">
<span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Estimasi yang wajar harus didasarkan pada
pengetahuan atas unjuk kerja metode pengukuran dan ruang lingkup pengujian
serta harus menggunakan pengetahuan dan pengalaman sebelumnya serta data
validasi metode pengukuran atau pengujian. </span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: JA; mso-hansi-theme-font: minor-latin;">Sehubungan
dengan hal tersebut, perlu disusun buku </span><b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">“Ketidakpastian Pengujian – Mendukung Penerapan ISO/IEC
17025: 2017”</span></b><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. Buku </span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: JA; mso-hansi-theme-font: minor-latin;">ini menjelaskan prinsip evaluasi
ketidakpastian bagi laboratorium pengujian untuk memenuhi persyaratan ISO/IEC
17025: 2017 tentang <i>Persyaratan Umum Kompetensi Laboratorium Pengujian dan
Laboratorium Kalibrasi</i>. Metode evaluasi ketidakpastian pengujin yang dijelaskan
dalam dokumen ini sesuai dengan </span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ISO/IEC GUIDE 98 - 3: 2008 (E)</span><i><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: JA; mso-hansi-theme-font: minor-latin;"> </span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Uncertainty of measurement — </span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Part 3: <span style="mso-bidi-font-weight: bold;">Guide to
the expression of uncertainty in measurement</span></span></i><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-font-style: italic; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: JA; mso-hansi-theme-font: minor-latin;"> dan acuan lain berkaitan dengan perhitungan
estimasi ketidakpastian pengujian.</span><span lang="IN" style="font-family: "calibri" , sans-serif; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "MS Mincho"; mso-fareast-language: JA; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoTitle" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "calibri" , sans-serif; font-weight: normal;">Dalam kesempatan ini Penulis
mengucapkan terima kasih kepada semua pihak atas segala bantuan dan dorongan
moral yang telah diberikan. Akhir kata, semoga buku ini dapat memberikan
sumbangan pengetahuan dan wawasan pada laboratorium pengujian pada khususnya,
serta bangsa dan negara Indonesia pada umumnya. Aamiin………. </span></div>
<div class="MsoTitle" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "calibri" , sans-serif; font-weight: normal;">Daftar isi buku tersebut, adalah
sebagai berikut:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB – 1: Konsep Dasar
Ketidakpastian Pengujian</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 2:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Penentuan Normalitas Larutan Baku </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Kalium Hidrogen Ftalat</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">
(KHP) dan Pengenceran</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 3:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Padatan Tersuspensi Total Dalam Air dan Air
Limbah Secara Gravimetri </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 4:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengujian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Minyak Dan Lemak Dalam Air Atau Air Limbah
Secara Gravimetri</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">BAB – 5:<span style="mso-tab-count: 1;"> </span>Ketidakpastian Pengujian
Klorida (Cl<sup>-</sup>) Dalam Air dan Air Limbah Dengan Metode Argentometri</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 6:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengujian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Kebutuhan Oksigen Kimiawi Dalam Air Dan Air
Limbah Dengan Refluks Tertutup Secara Titrimetri</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 7:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengujian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Kebutuhan Oksigen Biokimia dalam Air dan Air
Limbah Secara Titrasi </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt;">Iodometri</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;"> a</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">tau DO Meter</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 45.0pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -45.0pt;">
<b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">BAB – 8:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengukuran Derajat Keasaman (pH) dalam Air dan Air Limbah Menggunakan
peralatant pH Meter</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -49.5pt;">
<b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">BAB – 9: Ketidakpastian Pengukuran
Suhu Dalam Air Dan Air Limbah Dengan Termometer</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.75in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 10:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Tembaga (Cu) dalam Air dan Air Limbah Secara
Spektrofotometri Serapan Atom (SSA) – Nyala </span></b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -49.5pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">11:<span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Sulfat (SO<sub>4</sub><sup>2-</sup>) dalam
Air dan Air Limbah Secara Spektrofotometri </span></b><b><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-font-kerning: 18.0pt; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Test Kit</span></i></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 12:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Bakteri
<i style="mso-bidi-font-style: normal;">Fecal Coliform </i>dalam Air dan Air
Limbah dengan Fermentasi Tabung Ganda</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 13: Ketidakpastian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian </span></b><b><span lang="IN" style="font-size: 12.0pt;">Asam Urat dalam
Darah Secara Spektrofotometri</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 14: Ketidakpastian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Bilirubin Total dalam D</span></b><b><span lang="IN" style="font-size: 12.0pt;">arah Secara Spektrofotometri</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 15: Ketidakpastian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Kolesterol Total dalam Darah </span></b><b><span lang="IN" style="font-size: 12.0pt;">Secara Spektrofotometri</span></b><b><span lang="IN" style="font-size: 14.0pt;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 16:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Pengujian Nitrogen Dioksida (NO<sub>2</sub>) dalam
Udara Ambien dengan Metode <i style="mso-bidi-font-style: normal;">Griess
Saltzman</i> Secara Spektrofotometri</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 17:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Pengujian Kadar Amonik (NH<sub>3</sub>) dalam Udara
Ambien dengan Metode Indofenol Secara Spektrofotometri</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 18: Ketidakpastian </span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Pengukuran Tingkat Kebisingan Lingkungan</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 19:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Pengujian Partikel Tersuspensi Total dalam Udara
Ambien Menggunakan Peralatan <i style="mso-bidi-font-style: normal;">High Volume
Air Sampler</i> (HVAS) dengan Metode Gravimetri</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">BAB – 20:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-language: IN;">Pengukuran Karbon Monoksida (CO) Pada Emisi Sumber
Tidak Bergerak dengan Metode <i style="mso-bidi-font-style: normal;">Flue</i> <i style="mso-bidi-font-style: normal;">Gas Analyzer</i></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 21:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Kadar Benzoat dalam Makanan atau Minuman
Secara <i style="mso-bidi-font-style: normal;">High Performance Liquid
Chromatography</i> (HPLC)</span></b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 22:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Kadar Etanol dalam Minuman Beralkohol Secara
</span></b><span class="st"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-size: 12.0pt;">Gas
Chromatography – Flame Ionization Detector</span></i></b></span><span class="st"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt;"> (GC-FID)</span></b></span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB – 23:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Pengujian Kadar Air dalam Makanan Menggunakan Oven</span></b><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"></span></div>
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<b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">BAB – 24:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengujian Kuat Tarik Baja Beton Menggunakan <i style="mso-bidi-font-style: normal;">Universal
Testing Machine</i></span></b><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;"></span></i></div>
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<b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">BAB – 25:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengujian Kuat Tekan Beton dengan Sampel Berbentuk Kubus Menggunakan <i style="mso-bidi-font-style: normal;">Compression</i> </span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;">Test Machine</span></i></b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;"></span></div>
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<b><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">BAB – 26:<span style="mso-tab-count: 1;"> </span>Ketidakpastian
Pengujian </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Ketahanan
Beton Terhadap Penetrasi Air <span style="mso-bidi-font-weight: bold;">Menggunakan
Peralatan Permeabilitas</span></span></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-size: 12.0pt; mso-bidi-font-family: Calibri;"></span></i></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">BAB –
27:<span style="mso-tab-count: 1;"> </span>Ketidakpastian Pengujian Merkuri (Hg)
dalam Beras Secara <span class="st"><i style="mso-bidi-font-style: normal;">Inductively
Coupled Plasma Mass - Spectrometry </i>(</span><i><span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ICP</span></i><span class="st"><i style="mso-bidi-font-style: normal;">-</i></span><i><span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">MS)</span></i></span></b></div>
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<br /></div>
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<span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Jika berminat hubungi Anwar Hadi hp.
08121127767 </span></div>
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<span lang="IN" style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><img alt="" 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www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-79306194003235419072018-05-22T20:30:00.001+07:002019-01-29T11:27:21.024+07:00Buku Statistika Pengendalian Mutu Internal Telah Terbit........Ditulis Oleh : cak war | Anwar Hadi <br />
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 14.0pt;">Buku Statistika Pengendalian Mutu Internal Telah Terbit........</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Data hasil pengujian dapat dinyatakan memenuhi sasaran mutu
data (<i style="mso-bidi-font-style: normal;">data quality objective, DQO</i>),
jika data pengujian tersebut dapat memuaskan pelanggan dengan tetap
mempertimbangkan aspek teknis, sehingga akurasi dan presisi memenuhi batas
keberterimaan. Selain itu, </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">laporan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">hasil
pengujian tersebut harus disertakan estimasi ketidakpastian dan mempunyai
ketertelusuran pengukuran ke sistem satuan internasional, sehingga dapat
dipertahankan secara ilmiah. Hal ini berarti bahwa seluruh metode dan prosedur
terdokumentasi di laboratorium lingkungan harus komprehensif dan holistik mulai
dari perencanaan pengambilan sampel, penanganan, perlakuan awal dan preparasi,
pengujian, verifikasi dan validasi data, hingga pemberian laporan hasil
pengujian ke pelanggan.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 27.0pt;">
<span lang="SV" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Salah satu tanggung jawab yang mendasar bagi laboratorium
lingkungan adalah merencanakan serta menerapkan pengendalian mutu internal
sehingga dapat menghasilkan data yang valid. Tujuan pengendalian mutu internal
adalah untuk memastikan bahwa tahapan proses pengujian dapat berjalan secara
efektif dan efisien dengan cara mengendalikan ketidaksesuaian yang potensial
akan terjadi. Ketidaksesuaian yang harus dihindari dalam pengujian parameter
kualitas lingkungan antara lain: pengoperasian peralatan yang tidak sesuai
dengan instruksi kerja, peralatan ukur tidak dikalibrasi dan/atau uji kinerja,
penerapan metode pengujian termasuk preparasi yang kurang tepat, kondisi
akomodasi dan lingkungan pengujian yang kurang memadai, analis yang kurang
kompeten, dan penggunaan bahan kimia yang tidak memenuhi persyaratan teknis.</span></div>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">Buku </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Statistika</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">
P</span><span lang="SV" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">engendalian Mutu Internal – Mendukung
Penerapan ISO/IEC 17025: 2017</span><span lang="SV" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"> ini </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">disusun sebagai </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">salah satu rujukan </span><span lang="SV" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">penerapan pengendalian mutu
internal untuk pemenuhan batas keberterimaan akurasi dan presisi hasil
pengujian.</span><span lang="SV" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">Semoga </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">buku</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"> ini dapat berguna untuk
meningkatkan pengetahuan dan wawasan dalam penerapan pengendalian mutu internal
laboratorium </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">lingkungan </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">maupun pembaca
pada umumnya.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"> Aamiien……….</span></h1>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">Berrikut ini sinopsis buku tersebut:</span></h1>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> <a name='more'></a></span></h1>
<h1 style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB
1<span style="mso-tab-count: 1;"> </span>Konsep Dasar Pengendalian Mutu Internal</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Laboratorium Lingkungan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></h1>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">1.1
<span style="mso-tab-count: 1;"> </span>Pengertian Jaminan Mutu dan Pengendaian
Mutu Laboratorium Lingkungan</span></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">1.2
<span style="mso-tab-count: 1;"> </span>Penerapan Pengendalian Mutu
Laboratorium Lingkungan</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">BAB
2</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Dasar-dasar Statistika Dalam Penerapan Pengendalian Mutu
Internal</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></b></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">2.1
<span style="mso-tab-count: 1;"> </span>Rerata (<i style="mso-bidi-font-style: normal;">Mean</i>)</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">2.2
<span style="mso-tab-count: 1;"> </span>Simpangan Baku (<i style="mso-bidi-font-style: normal;">Standard Deviation</i>)</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">2.3
<span style="mso-tab-count: 1;"> </span>Simpangan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">B</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">aku </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">R</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">elatif (<i style="mso-bidi-font-style: normal;">relative standard deviation</i>)</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">2.4
<span style="mso-tab-count: 1;"> </span>Perbedaan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">R</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">elatif (<i style="mso-bidi-font-style: normal;">relative
percent difference, %RPD</i>)</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.5 <span style="mso-tab-count: 1;"> </span>Analisis </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">D</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">ata</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.6 <span style="mso-tab-count: 1;"> </span>Tingkat
Kepercayaan Hasil Pengujian</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.7 <span style="mso-tab-count: 1;"> </span>Regresi </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">L</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">inear</span></div>
<div class="MsoBodyText3" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">BAB
3</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Akurasi dan Presisi Pengujian Parameter Kualitas Lingkungan</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></b></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">3.1
<span style="mso-tab-count: 1;"> </span>Kesalahan Acak dan K</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">esalahan
Sistematika</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">3.2
<span style="mso-tab-count: 1;"> </span>Presisi</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">3.3
<span style="mso-tab-count: 1;"> </span>Akurasi</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">3.4 <span style="mso-tab-count: 1;"> </span>Uji
Statistika Untuk Akurasi dan Presisi</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">3.5
<span style="mso-tab-count: 1;"> </span>Penentuan Akurasi Melalui Perbandingan
Dua Metode Pengujian</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">BAB
4</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Bagan Kendali</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> Akurasi Dan Presisi Pengujian Parameter Kualitas
Lingkungan</span></b><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.5pt;">4.1 <span style="mso-tab-count: 1;"> </span>Format
Dasar Bagan Kendali</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">4.2 <span style="mso-tab-count: 1;"> </span>Pembuatan Bagan Kendali</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; tab-stops: list 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">4.3 <span style="mso-tab-count: 1;"> </span>Interpretasi
Bagan Kendali</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; tab-stops: list 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">4.4 <span style="mso-tab-count: 1;"> </span>Tipe Bagan
Kendali</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; tab-stops: list 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">4.5 <span style="mso-tab-count: 1;"> </span>Peningkatan
Berkelanjutan melalui Evaluasi Bagan Kendali</span></div>
<div class="MsoNormal" style="tab-stops: list 27.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">BAB 5<span style="mso-tab-count: 1;"> </span>Linearitas Kurva Kalibrasi</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Pengujian
Parameter Kualitas Lingkungan</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></b></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-autospace: none; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">5.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">1</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Pembuatan Kurva Kalibrasi</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> Awal</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">5.2 <span style="mso-tab-count: 1;"> </span>Uji Linearitas
Kurva Kalibrasi</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">5.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">3</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Kontinuitas Kurva Kalibrasi</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">5.4 <span style="mso-tab-count: 1;"> </span>Verifikasi Kurva
Kalibrasi</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">5.5 <span style="mso-tab-count: 1;"> </span>Uji Pencilan
Linearitas Kurva Kalibrasi</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">5.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Ringkasan Penggunaan
Kuva Kalibrasi</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-right: -16.7pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">BAB 6<span style="mso-tab-count: 1;"> </span>Komponen Pengendalian Mutu Internal Pengujian Parameter Kualitas
Lingkungan</span></b></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.1 <span style="mso-tab-count: 1;"> </span>Kompetensi
Analis Laboratorium Lingkungan</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; tab-stops: 18.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.2 <span style="mso-tab-count: 1;"> </span>Validasi </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">atau Verifikasi </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Metode</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> Pengujian</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.3 <span style="mso-tab-count: 1;"> </span>Penanganan
Sampel Lingkungan</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.4 <span style="mso-tab-count: 1;"> </span>Kondisi
Akomodasi dan Lingkungan Pengujian</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.5 <span style="mso-tab-count: 1;"> </span>Dekontaminasi
Wadah Sampel dan Peralatan Gelas</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.6 <span style="mso-tab-count: 1;"> </span>Aquades
dan Bahan Kimia</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.7 <span style="mso-tab-count: 1;"> </span>Kelaikan
Pakai Peralatan Ukur</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">6.8 <span style="mso-tab-count: 1;"> </span>Kontrol
Kontaminasi</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoBodyText">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">BAB
7</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>METROLOGI </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">KIMIA LINGKUNGAN</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></b></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">7.1 <span style="mso-tab-count: 1;"> </span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Hirarki
Ketelusuran Pengukuran</span></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">7.2 <span style="mso-tab-count: 1;"> </span>Infrastruktur
Organisasi Lembaga Metrologi Internasional</span></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">7.3 <span style="mso-tab-count: 1;"> </span>Infrastruktur
Organisasi Lembaga Metrologi Nasional</span></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">7.4 <span style="mso-tab-count: 1;"> </span>Metrologi
Legal</span></div>
<div class="MsoBodyText" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">7.5 <span style="mso-tab-count: 1;"> </span>Metrologi
Kimia Lingkungan</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 21.3pt; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BAB 8<span style="mso-tab-count: 1;"> </span>UJI BANDING ANTAR
LABORATORIUM</span></b></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.1 <span style="mso-tab-count: 1;"> </span>Persyaratan Penyelenggara Uji Banding Antar
Laboratorium</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.2 <span style="mso-tab-count: 1;"> </span>Perencanaan
</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">enyelenggaraan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">U</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ji </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">B</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">anding </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">A</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ntar </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">L</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">aboratorium</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Arial-BoldMT; mso-bidi-font-weight: bold; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.3 <span style="mso-tab-count: 1;"> </span>Penyiapan Bahan Uji Banding</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Instruksi </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">U</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ntuk </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">eserta</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.5 <span style="mso-tab-count: 1;"> </span>Pelaporan
</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">H</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">asil </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">U</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ji </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Banding</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoListParagraph" style="margin-left: 63.0pt; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Kerahasiaan<span style="color: black;"></span></span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.7 <span style="mso-tab-count: 1;"> </span>Data Uji Banding Laboratorium Peserta </span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -27.0pt;">
<span lang="EN-US" style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8.8 <span style="mso-tab-count: 1;"> </span>Pengolahan Data dan Pelaporan</span></div>
<div class="MsoNormal" style="margin-left: 21.3pt; text-align: justify; text-indent: -21.3pt;">
<br /></div>
<div class="MsoBodyText">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">BAB<span style="mso-spacerun: yes;"> </span>9</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">PELAPORAN HASIL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> <span lang="EN-US">PENGUJIAN PARAMETER KUALITAS LINGKUNGAN</span></span></b><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">9.1
<span style="mso-tab-count: 1;"> </span>Verifikasi dan Validasi Data Hasil
Pengujian</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">9.</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">2 <span style="mso-tab-count: 1;"> </span>Laporan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Hasil </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Pengujian</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">9.3 <span style="mso-tab-count: 1;"> </span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Kebijakan
</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">elaporan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">H</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">asil </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">engujian </span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">9</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">.4 <span style="mso-tab-count: 1;"> </span>Opini dan
Interpretasi</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">9.5 <span style="mso-tab-count: 1;"> </span>Hasil
dari Subkontraktor dan Pengiriman Hasil Secara Elektronik</span></div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">9</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">.6 <span style="mso-tab-count: 1;"> </span>Amandemen
Laporan Pengujian</span><br />
<br />
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"> <img alt="" 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www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com28tag:blogger.com,1999:blog-9144324387718019851.post-7222664543584621102018-02-14T16:51:00.001+07:002019-01-29T11:27:51.331+07:00BUKU ISO/IEC 17025: 2017 TELAH TEBITDitulis Oleh : cak war | Anwar Hadi<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 14.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BUKU ISO/IEC 17025: 2017 TELAH TEBIT……</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
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" /></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"> Sejak tahun 1999, ISO/IEC 17025 telah menjadi acuan internasional bagi
laboratorium pengujian dan kalibrasi yang ingin menunjukkan kemampuannya dalam
menghasilkan data yang valid. Seiring dengan perubahan dunia menuju era
globalisasi yang didasarkan pada kemajuan teknologi, maka kelompok kerja dalam
organisasi ISO memutuskan untuk melakukan perbaikan pada standar ISO/IEC 17025:
2005. Edisi ketiga ISO/IEC 17025 diterbitkan tahun 2017 setelah pembahasan
panjang oleh kelompok kerja anggota ISO/IEC dari berbagi Negara. Revisi
diperlukan agar dapat mencakup semua perkembangan teknis dan teknologi
informasi dengan tetap mempertimbangkan sistem manajemen mutu terbaru, ISO
9001: 2015.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Kajian dimulai pada bulan Februari 2015 sebagai hasil dari proposal bersama
oleh ILAC dan <i style="mso-bidi-font-style: normal;">South African Bureau of
Standards</i> (SABS), yang merupakan anggota ISO dan menjadi tuan rumah Komite
Nasional untuk <i style="mso-bidi-font-style: normal;">International
Electrotechnical Commission</i> (IEC). Secara umum, perubahan utama, adalah
sebagai berikut:</span><br />
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span><br />
<a name='more'></a><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">pendekatan proses disesuaikan dengan standar terbaru ISO 9001: 2015 (sistem
manajemen mutu), ISO 15189: 2012 (laboratorium medis – persyaratan mutu dan
kompetensi), serta ISO/IEC 17021-1: 2015 (penilaian kesesuaian – persyaratan
badan audit dan sertifikasi sistem manajemen – bagian 1: persyaratan). Standar
terbaru ISO/IEC 17025 ini menekankan pada hasil sebuah proses, bukan deskripsi
rinci tentang tugas dan langkahnya;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">fokus yang lebih kuat pada teknologi informasi, sehingga standar ini
memperkenalkan dan menggabungkan penggunaan sistem komputer, rekaman dan
laporan hasil secara elektronik. Hal ini mempertimbangkan bahwa laboratorium
modern terus berkembang dengan teknologi informasi serta komunikasi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">edisi ketiga standar ISO/IEC 17025 mencakup pemikiran berbasis risiko yang
menggambarkan kesamaan dengan versi baru ISO 9001: 2015, sistem manajemen mutu
- Persyaratan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">terminologi telah diperbarui agar lebih sesuai dengan dunia saat ini dan
fakta bahwa cetakan (<i style="mso-bidi-font-style: normal;">hard copy</i>)
manual, rekaman, dan laporan secara perlahan diganti sesuai versi elektronik;</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">ruang lingkup telah direvisi, mencakup semua kegiatan laboratorium termasuk
pengujian, kalibrasi dan pengembilan sampel terkait dengan kalibrasi dan
pengujian selanjutnya.</span></div>
<div class="MsoBodyTextIndent2" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sejalan dengan
perubahan ISO/IEC 17025: 2005 menjadi ISO/IEC 17025: 20</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7, maka buku <b style="mso-bidi-font-weight: normal;">Persyaratan Umum Kompetensi Laboratorium Pengujian dan laboratorium
Kalibrasi ISO/IEC 17025: 2017</b> merupakan penyempurnaan dari buku pemahaman
dan penerapan ISO/IEC 17025 yang ditulis oleh penulis yang sama. Buku ini
merupakan rangkuman pengalaman dan pengetahuan yang didapatkan penulis terkait
dengan manajemen mutu laboratorium sesuai ISO/IEC 17025 dan sistem manajemen
mutu berdasarkan ISO 9000 ketika memberikan pembinaan, bimbingan teknis,
konsultasi laboratorium pengujian dan laboratorium lingkungan, seminar,
lokakarya, pertemuan teknis, maupun pelatihan yang telah diikuti oleh penulis
baik yang diselenggarakan di dalam negeri maupun di luar negeri. Selain itu,
kajian penulis terhadap buku</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">buku yang relevan untuk menambah
sempurnanya buku tersebut. Berikut ini kandu</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ngan buku ISO/IEC 17025: 2017:</span></div>
<div class="MsoBodyTextIndent2" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<br /></div>
<div style="margin-left: 42.55pt; tab-stops: 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -42.55pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 1:<span style="mso-tab-count: 1;"> </span>Perkembangan </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">ISO/IEC 17025 dan Konsep Dasar </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Sistem Manajemen Mutu Laboratorium</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -7.1pt;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.1 Sejarah Singkat Perkembangan ISO/IEC
17025</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: .05pt; margin-top: 0cm; mso-line-break-override: restrictions; punctuation-wrap: simple; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -7.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">1.2 Konsep<span style="letter-spacing: -.1pt;">
D</span>asar<span style="letter-spacing: -.1pt;"> M</span>anajemen<span style="mso-font-width: 99%;"> M</span>utu</span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; tab-stops: 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-autospace: none; text-indent: -7.1pt;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1.</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3 Sistem Manajemen dan Proses</span></div>
<div style="margin-left: 49.65pt; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify; text-indent: -49.65pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 27.0pt; margin-right: 0cm; margin-top: 0cm; text-indent: -27.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PERSYARATAN UMUM</span></b></div>
<pre style="tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 2: Ketidakberpihakan</span></b></pre>
<pre style="margin-left: 45.0pt; tab-stops: 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.1 Manajemen Ketidakberpihakan</span></pre>
<pre style="margin-left: 45.0pt; tab-stops: 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.2 Analisis Ketidakberpihakan Personel Laboratorium</span></pre>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">2.3 Implementasi Ketidakberpihakan</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2.4
Pengaturan Tata Etika Personil Laboratorium</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 3: Kerahasiaan</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.1
Pengertian Informasi dan Hak Kepemilikan Pelanggan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.2
Hakikat Kerahasiaan Informasi dan Hak Kepemilikan Pelanggan</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.3
Perlindungan Informasi dan Hak Kepemilikan Pelanggan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.4
Legalitas Informasi dan dan Hak Kepemilikan Pelanggan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3.5
Penyebarluasan Informasi Publik </span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PERSYARATAN STRUKTURAL</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 4: Persyaratan Struktural</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">4.1 Pemenuhan Organisasi terhadap Standar Sistem Manajemen Mutu</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.2
Struktur Organisasi Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.3
Personil Inti Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4.4
Tanggung Jawab dan Uraian Tugas Personil Inti Laboratorium</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PERSYARATAN SUMBER DAYA</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 5: Personel</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5.1
Kebutuhan Peningkatan Kinerja Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5.2
Perlakuan dan Persyaratan Personel Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">5.3 Tahapan Proses Pelatihan</span></div>
<pre style="margin-left: 45.0pt; text-align: justify;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">5.4 Pemantauan dan Meningkatkan Proses Pelatihan</span></pre>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 6: Fasilitas Laboratorium dan
Kondisi Lingkungan</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6.1
Pengaruh Kondisi Akomodasi dan Lingkungan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6.2
Persyaratan Teknis</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6.3
Keamanan, Kerahasiaan dan Pemeliharaan</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 7</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">: </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Peralatan</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.1
</span><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Commissioning</span></i><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Peralatan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.2 Penanganana Peralatan</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> dan Bahan Kimia</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.3
Pemeliharaan Peralatan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.4 Kalibrasi Peralatan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7.5
Pengecekan Antara</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman";">7.6 Rekaman Peralatan</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">8</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">: Ketertelusuran Metrologi</span></b></div>
<pre style="margin-left: 45.0pt; text-align: justify;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">8</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">.1 Konsep Umum Ketertelusuran Hasil Pengukuran</span></pre>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.2
Hirarki Ketelusuran Pengukuran</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.3
Infrastruktur Organisasi Lembaga Metrologi Internasional</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.4
Infrastruktur Organisasi Lembaga Metrologi Nasional</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8.5
Metrologi Legal</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">9: </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Produk
dan </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Jasa</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">y</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ang </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Disediakan</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> Eksternal</span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">.1 Pemasok Eksternal Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">9.2 Evaluasi dan Pemilihan Pemasok</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"> Eksternal</span></div>
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<span lang="EN-US" style="color: black; font-size: 12.0pt;">9</span><span style="color: black; font-size: 12.0pt;">.3 Pembelian Bahan Habis Pakai, Bahan Kimia dan
Peralatan Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">9.4 Pengendalian Produk dan Jasa serta Komunikasi dengan Pemasok</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PERSYARATAN PROSES</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 10: Kaji Ulang Permintaan,
Tender Dan Kontrak</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">10.1 Pertimbangan Umum </span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10.2
Kaji Ulang Administrasi</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">10.3 Kaji Ulang Teknis</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10.4 Kaji Ulang Tugas Rutin</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">10.5 Subkontrak Pengujian dan/atau Kalibrasi</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10.6
Pelayanan<span style="mso-spacerun: yes;"> </span>Kepada Pelanggan</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 11: Pemilihan, Verifikasi dan
Validasi Metode</span></b></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11.1
Pengertian Metode Pengujian dan Metode Kalibrasi</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11.2
Pemilihan dan Pemutakhiran Metode</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin;">11.3 Validasi
atau Verifikasi Metode</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 12: Pengambilan Sampel</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">12.1 Perencanaan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12.2 Persiapan
Pengambilan Sampel<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12.3
Prosedur Pengambilan Sampel</span></div>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">12.4 </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Jaminan Mutu dan Pengendalian
Mutu</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pengambilan
Sampel</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 13: Penanganan Barang yang Diuji
atau Dikalibrasi</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13.1
Prosedur Pengelolaan Barang yang Diuji atau Dikalibrasi</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13.2 Penerimaan Barang yang Diuji atau Dikalibrasi </span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 14: Rekaman Teknis</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">14.1 Karakteristik Rekaman Teknis</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-weight: normal; letter-spacing: -0.05pt;">14.2 Perancangan Siste</span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">m<span style="letter-spacing: -.05pt;"> Rekaman
Teknis</span></span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-weight: normal; letter-spacing: -0.05pt;">14.3 Penerapan Siste</span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">m<span style="letter-spacing: -.05pt;"> Rekaman
Teknis</span></span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">14.4 Jenis Rekaman</span><span style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"> </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kegiatan
Laboratorium</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">14.5
Perekaman Data Teknis</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 15</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">: </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Evaluasi Ketidakpastian Pengukuran</span></b></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin;">15.1 Konsep Dasar Ketidakpastian Pengukuran</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">15.2
Perhitungan Ketidakpastian Pengukuran</span></div>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">15.3
Interpretasi Ketidakpastian Hasil Pengujian dan/atau Kalibrasi</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 16</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">: </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Kepastian Validitas Hasil</span></b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
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<span style="font-size: 12.0pt;">16.1 Pengertian Jaminan Mutu dan Pengendaian Mutu</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16.2
Penerapan Pengendalian Mutu</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16.3
Pengendalian Mutu <i style="mso-bidi-font-style: normal;">Non-numerical</i></span></div>
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<span style="font-size: 12.0pt;">16.4 Pengendalian Mutu <i style="mso-bidi-font-style: normal;">Numerical</i></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 17: Pelaporan Hasil</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">17.1 Penerbitan Laporan Hasil</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">17.2 Persyar</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">a</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">tan Umum Laporan
Pengujian dan Sertifikat Kalibrasi</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">17.3 Opini dan Interpretasi</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">17.4 Amandemen Laporan Pengujian dan Sertifikat
Kalibrasi</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">17.5 Hasil dari Subkontraktor dan Pengiriman Hasil
Secara Elektronik</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">17.6 Kebijakan Pelaporan Hasil Pengujian </span></div>
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<pre style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 18: Pengaduan</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></pre>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN;">18.1 Pengertian Pengaduan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">18.2 Penanganan Pengaduan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">18.3 Tindak Lanjut Pengaduan</span></div>
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<pre style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">– 19: </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Pekerjaan </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">y</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">ang Tidak Sesua</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">i</span></b></pre>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">19</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">.1 Kebijakan
Pengelolaan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">19.2 Tahapan Pengelolaan</span></div>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">19</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">.3 </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Penyeban dan t</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">indakan
Pengelolaan</span></div>
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<pre style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 20: Pengendalian Data dan Manajemen Informasi</span></b></pre>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">20.1 Pengertian Data dan Informasi</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
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<span style="font-size: 12.0pt;">20.2
Identifikasi Kegiatan Laboratorium</span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">20.3 Pengendalian Data</span></div>
<pre style="margin-left: 49.65pt; text-align: justify;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">20.4 Sistem Manajemen Informasi Laboratorium</span></pre>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">PERSYARATAN
MANAJEMEN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">BAB
– 21: Dokumentasi Sistem Manajemen</span></b></div>
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<span style="line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin;">21.1
Konsep Mutu</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">21.2 Kebijakan mutu</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">21.3 Sasaran Mutu</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-no-proof: no;"></span></div>
<pre style="margin-left: 49.65pt; text-align: justify;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">21.4 Informasi Terdokumentasi</span></pre>
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<pre><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 22: Pengendalian Dokumen Sistem Manjemen</span></b></pre>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">22.1
Hirarki Dokumentasi Sistem Manajemen</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">22.2
Penulisan Dokumen</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> Sistem
Manajemen</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">22.3
Pengesahan dan Penerbitan Dokumen</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> Sistem Manajemen</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">22.4 </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Perubahan Dokumen</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> Sistem Manajemen</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">22.5 Pemeliharaan dan Pemusnahan Dokumen</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;"> Sistem
Manajemen</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12.0pt; mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">BAB – 23: Pengendalian Rekaman</span></b></div>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">23</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">.1 Prinsip Dasar </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">Pengendalian </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">Rekaman</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-weight: normal; letter-spacing: -0.05pt;">23.2
Manfaa</span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">t Pengendalian R<span style="letter-spacing: -.05pt;">ekaman</span></span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;">23.3 Tanggung<span style="letter-spacing: -.85pt;"> J</span>a<span style="letter-spacing: .1pt;">w</span>ab Pengendalian Rekaman</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-weight: normal;"></span></div>
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<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">23</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">.4 </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">Prosedur </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">Pengendalian Rekaman</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 24: Tindakan Mengatasi Risiko dan Peluang</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">24.1 <span style="letter-spacing: -.05pt;">P</span><span style="letter-spacing: -.15pt;">e</span>m<span style="letter-spacing: .05pt;">i</span><span style="letter-spacing: -.15pt;">k</span>iran<span style="letter-spacing: -.1pt;"> B</span><span style="letter-spacing: -.05pt;">e</span>r<span style="letter-spacing: -.15pt;">b</span>a<span style="letter-spacing: -.05pt;">s</span>is Ri<span style="letter-spacing: -.15pt;">s</span>ik<span style="letter-spacing: -.05pt;">o</span></span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">24.2 Tahapan
Tindakan Mengatasi Risiko dan Peluang</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">24.3 </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Menerapkan Pemikiran Berbasis Risiko </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 25: Peningkatan</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">25.1 Siklus Peningkatan Berkelanjutan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">25.2 Peran Manajer Laboratorium dalam
Peningkatan Berkelanjutan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">25.3 Tahapan Peningkatan Berkelanjutan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">25.4
Tindakan Pencegahan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">25.5
Survey Kepuasan Pelanggan</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 26: Tindakan Perbaikan</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">26.1 Penyebab Ketidaksesuaian</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">26.2 Tahapan Tindakan Perbaikan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">26.3 Penerapan Tindakan Perbaikan</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 27: Audit Internal</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">27.1 Prinsip<span style="letter-spacing: -.65pt;"> </span>audit</span><span style="font-family: "calibri" , "sans-serif"; font-weight: normal;"></span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">27.2 Tujuan
dan Manfaat Audit Internal</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">27.3 Tipe dan Pendekatan Audit Internal</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">27.4 Pengelolaan Program<span style="mso-spacerun: yes;"> </span>Audit Internal</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">27.5 Pelaksanaan Audit Internal</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">27.6 Tindakan Perbaikan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">27.7 Audit Tindak Lanjut</span></div>
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<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>27.8 </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Pengembangan<span style="letter-spacing: -1.25pt;"> </span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; letter-spacing: -1.25pt;">P</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">rofesional<span style="letter-spacing: -1.2pt;"> </span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; letter-spacing: -1.2pt;">B</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">erkesinambungan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
<div style="text-align: justify;">
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 28: Kaji Ulang Manajemen</span></b></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">28.1 Waktu Penyelenggaraan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">28.2 Materi Pembahasan</span></div>
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;">28.3 Tahapan Prosedur Kaji Ulang Manajemen</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">BAB – 29: Akreditasi Laboratorium
Pengujian dan Laboratorium Kalibrasi</span></b></div>
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<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">29.1 <span style="mso-tab-count: 1;"> </span>Latar
Belakang Akreditasi Laboratorium</span></div>
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<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri;">29. 2 <span style="mso-tab-count: 1;"> </span>Prosedur Akreditasi </span></div>
<div style="margin-left: 78.0pt; text-indent: -1.0cm;">
<span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">29.3 <span style="mso-tab-count: 1;"> </span>Pengambilan Keputusan dan Pemberian Sertifikat
Akreditasi</span></div>
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<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri;">29.4 <span style="mso-tab-count: 1;"> </span>Survailen dan Reakreditasi</span></div>
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<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri;">29.5 <span style="mso-tab-count: 1;"> </span>Perrluasan Lingkup Akreditasi</span></div>
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<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">29.6 <span style="mso-tab-count: 1;"> </span>Survailen
dan Kunjungan Tidak Terjadwal</span></div>
<div style="margin-left: 78.0pt; text-indent: -1.0cm;">
<span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">29.7 <span style="mso-tab-count: 1;"> </span>Pembekuan dan Pencabutan Akreditasi</span></div>
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<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-hansi-font-family: Calibri;">29.8</span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"> <span style="mso-tab-count: 1;"> </span>Penandatangan
Sertifikat Kalibrasi atau Laporan Hasil Pengujian</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 78.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -1.0cm;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">29.9 <span style="mso-tab-count: 1;"> </span>Kerahasian
dan Sertifikat Akreditasi</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 78.0pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -1.0cm;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">29.10 Hak dan Kewajiban Laboratorium yang
Telah Diakreditasi<span style="mso-bidi-font-weight: bold;"></span></span></div>
<div style="margin-left: 78.0pt; text-indent: -1.0cm;">
<span style="font-family: "calibri" , "sans-serif"; font-weight: normal;">29.11
Penggunaan Simbol Akreditasi KAN</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 94.95pt; text-align: justify;">
<span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US;">Bagi peminat buku tersebut
dapat menghubungi langsung penulis melalui email cak_war@yahoo.com atau WA
08121127767</span></div>
<br />
<br />www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com1tag:blogger.com,1999:blog-9144324387718019851.post-43445638963795581272017-07-28T14:12:00.000+07:002019-01-29T12:11:33.756+07:00Interpretasi Ketidakpastian Hasil Kalibrasi Peralatan Pengujian Kualitas LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<h2>
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Interpretasi Ketidakpastian Hasil Kalibrasi Peralatan Pengujian Kualitas Lingkungan</span></b></h2>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<h3 style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="text-align: start;">(infolabling</span><span style="text-align: start;">)</span>Untuk
mencapai validitas data hasil pengujian </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">parameter kualitas lingkungan</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">,
laboratorium harus dilengkapi dengan semua peralatan untuk pengambilan sampel,
peralatan pengukuran </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">atau </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">pengujian yang diperlukan untuk melaksanakan
pengujian </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">parameter
kualitas lingkungan </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">dengan baik dan benar. Peralatan </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ukur </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">dan piranti lunak
yang digunakan untuk pengujian, termasuk untuk pengambilan sampel harus mampu
menghasilkan akurasi yang diperlukan dan harus sesuai dengan spesifikasi yang
relevan dengan pengujian </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">yang telah ditetapkan</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. Program kalibrasi harus ditetapkan
untuk besaran </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ukur </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">dari
peralatan yang sifatnya mempunyai pengaruh yang signifikan pada hasil</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> pengujian</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Laboratorium yang melakukan kalibrasi, termasuk peralatan sendiri, harus
menerapkan prosedur untuk mengevaluasi ketidakpastian pengukuran untuk semua
kalibrasi.</span></h3>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
<a name='more'></a><br />
<br />
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Kalibrasi adalah
serangkaian kegiatan yang membentuk, hubungan antara nilai yang ditunjukkan
oleh instrumen pengukur atau sistem pengukuran, atau nilai yang diwakili oleh
bahan ukur, dengan nilai</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">-</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">nilai yang sudah diketahui yang berkaitan dari besaran yang diukur dalam
kondisi tertentu. Persepsi yang kurang tepat adalah semua peralatan pengukuran
yang telah dikalibrasi selalu dalam keadaan laik pakai. Namun kenyataannya,
tidak semua peralatan yang telah dikalibrasi tersebut dalam keadaan laik pakai.
Hal ini disebabkan bahwa hasil kalibrasi menunjukan batas keberterimaan
toleransi peralatan telah terlampaui.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Sehubungan dengan
hal tersebut, hasil kalibrasi peralatan pengukuran harus dievaluasi untuk
mengetahui kelaikan pakai peralatan tersebut sesuai persyaratan sebelum
digunakan untuk pengujian. Tabel 1 dibawah ini merupakan pedoman evaluasi hasil
kalibrasi yang didasarkan pada batasan kinerja timbangan analitik:</span></div>
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> <img alt="" src="data:image/png;base64,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" /></span><br />
<h3>
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Sertifikat
kalibrasi yang diterbitkan oleh laboratorium kalibrasi seharusnya mencantumkan
nilai LoP timbangan yang dikalibrasi. Namun demikian, jika laboratorium
kalibrasi tidak mencantumkan nilai LoP, maka laboratorium dapat menghitung
nilai LoP dengan persamaan, dibawah ini:</span></h3>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 2;"> </span>LoP<sub>terbesar</sub> =
|±</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">U<sub>95%</sub></span><sub><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">, k=2</span></sub><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">| + |±</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">fk|<span style="mso-tab-count: 5;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">keterangan: </span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 14.2pt 63.8pt; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>LoP<sub>terbesar</sub><span style="mso-tab-count: 1;"> </span>= <i style="mso-bidi-font-style: normal;">limit
of performance</i>, batas kinerja maksimum timbangan analitik</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 14.2pt 63.8pt; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>|± U<sub>95%</sub>|<span style="mso-tab-count: 1;"> </span>= nilai mutlak ketidakpastian hasil kalibrasi</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 14.2pt 63.8pt; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>|± fk|<span style="mso-tab-count: 1;"> </span>= nilai mutlak faktor koreksi dari hasil kalibrasi</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 36.0pt 90.0pt; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Secara umum,
evaluasi hasil kalibrasi peralatan diungkapkan dalam persamaan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">,</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> dibawah ini:</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">|±</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">U<sub>95%</sub>|<sub>terbesar</sub> + |±</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">fk|<sub>terbesar</sub><span style="mso-spacerun: yes;"> </span>≤ </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">t</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">oleransi atau
akurasi peralatan<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Berdasarkan
persamaan tersebut diatas, Tabel 2 dibawah ini menginformasikan contoh evaluasi
hasil kalibrasi beberapa peralatan pengukuran untuk pengujian parameter
kualitas lingkungan.</span></div>
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><img alt="" 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" /> </span><br />
<br />
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Untuk peralatan
yang bersifat tertutup (<i style="mso-bidi-font-style: normal;">enclosure</i>),
misalnya; <i style="mso-bidi-font-style: normal;">autoclave</i>, inkubator atau
oven, maka evaluasi hasil kalibrasi sebagaimana rumus</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">,</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> dibawah ini:</span><br />
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 2;"> </span>R<sub>0</sub> ≤ 2X<sup>0</sup>C<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 8;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">keterangan: </span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 36.0pt 63.0pt; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>R<sub>0</sub> <span style="mso-tab-count: 1;"> </span>= <i style="mso-bidi-font-style: normal;">specified
overall variation</i> (R<sub>0</sub> = t<sup>0</sup>C<sub>maks</sub> - t<sup>0</sup>C<sub>min</sub>)</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; tab-stops: 36.0pt 63.0pt; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-tab-count: 1;"> </span>X<sup>0</sup>C<span style="mso-tab-count: 1;"> </span>= batas keberterimaan yang disyaratkan oleh
metode pengujian</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Sebagai contoh,
jika metode pengujian padatan tersuspensi total (<i>total suspended solid, TSS</i>)
secara gravimetri sesuai </span><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Standard
Methods for the Examination of Water and Waste Water”</span></i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">, 22<sup>th</sup> <i style="mso-bidi-font-style: normal;">Edition</i>,
2012, Metode 2540 D (<i>Total Suspended Solids Dried at 103<sup>0</sup>C -105<sup>0</sup>C</i>),
maka dapat diketahui bahwa pengeringan sampel uji dalam oven harus dilakukan
pada suhu <span style="mso-bidi-font-style: italic;">104<sup>0</sup>C</span><span style="mso-bidi-font-weight: bold;"> ± 1</span><sup><span style="mso-bidi-font-style: italic;">0</span></sup><span style="mso-bidi-font-style: italic;">C. Hal ini berarti
bahwa, evaluasi hasil kalibrasi oven yang digunakan untuk pengujian TSS, adalah:</span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 198.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -126.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">R<sub>0</sub> ≤ 2(1<sup>0</sup>C)
atau R<sub>0</sub> ≤ 2<sup>0</sup>C</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 27.0pt;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Adapun peralatan gelas yang digunakan untuk
pengujian harus dikalibrasi oleh laboratorium kalibrasi atau memiliki
sertifikat kalibrasi dari pabrikan. Klasifikasi dan toleransi peralatan gelas
sebagaimana Tabel </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">3</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">, dibawah ini:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> <img alt="" 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www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com12tag:blogger.com,1999:blog-9144324387718019851.post-41036389646581472102017-06-07T11:48:00.002+07:002019-01-29T11:51:06.652+07:00Menerapkan Pemikiran Berbasis Risiko di Laboratorium LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
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<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Pada dasarnya</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">,</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"> pemikiran berbasis risiko tidak sekedar mengganti persyaratan tindakan perbaikan dalam versi ISO/IEC 17025 edisi sebelumnya, tetapi juga mencakup peningkatan berkelanjutan. Bila dikaitkan dengan konsep manajemen risiko (<i style="mso-bidi-font-style: normal;">risk management</i>) yang sedang berkembang saat ini, maka risiko dibagi menjadi tiga jenis, yaitu risiko karena ketidakpastian, risiko karena bahaya, dan risiko karena peluang.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Bila dikaitkan dengan pembagian jenis resiko tersebut, maka penyandingan resiko dan peluang dalam DIS ISO/IEC 17025 (2017) versi terbaru dapat diartikan bahwa laboratorium perlu mengidentifikasi adanya peluang - peluang dan menganalisis resiko, baik risiko karena mengambil peluang maupun risiko bila tidak mengambil peluang yang ada. Tahapan penerapan tindakan untuk mengatasi risiko dan peluang, adalah sebagai berikut: </span><br />
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"></span><br />
<a name='more'></a><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">tentukan sumber dalam penentuan risiko dan peluang yang dapat meliputi aspek penting, kewajiban kepatuhan, serta isu - isu internal dan eksternal;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">tentukan tindakan untuk mengatasi risiko dan meningkatkan peluang;</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">tentukan rencana tindakan untuk mengatasi risiko dan peluang tersebut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Berikut ini, contoh penerapan tindakan mengatasi risiko dan peluang</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> di laboratorium</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">:<img alt="" src="data:image/png;base64,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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Berdasarkan pemikiran berbasis resiko, laboratorium diharapkan menjadi lebih proaktif ketimbang reaktif, senantiasa mencegah dan mengurangi efek yang tidak dikehendaki, dan selalu mempromosikan perbaikan sistem yang berkelanjutan. Ketika manajemen resiko diterapkan, secara otomatis tindakan pencegahan akan dilakukan. Pentingnya laboratorium memahami dan mengidentifikasi risiko dari awal dimaksudkan untuk mencegah hal – hal yang tidak diinginkan terjadi. Namun jika risiko yang sudah diidentifikasi tersebut terjadi, maka diharapkan laboratorium sudah memiliki perencanaan untuk penanggulangannya sehingga proses yang ada masih dapat berjalan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"> <span style="mso-tab-count: 1;"> </span>Pemikiran berbasis resiko<i> </i>adalah bagian utama dari pendekatan proses, karena itu laboratorium memastikan bahwa risiko dipertimbangkan dari awal sampai akhir proses. Kunci utama dari pendekatan proses adalah adanya proses dalam laboratorium yang beroperasi sebagai sebuah sistem yang terintegrasi. Memahami kegiatan laboratorium sebagai proses yang berfungsi sebagai sistem yang lengkap, maka akan membantu laboratorium untuk mencapai hasil yang lebih konsisten. Dengan demikian, laboratorium harus mempertimbangkan kegiatan masukan (<i style="mso-bidi-font-style: normal;">input</i>) dan keluaran (<i style="mso-bidi-font-style: normal;">output</i>), serangkaian kegiatan dalam proses, proses bekerja dalam sistem, sasaran dimana sistem harus beroperasi, dan arah dimana sistem harus berjalan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Bagi laboratorium yang telah menerapkan budaya pemikiran berbasis risiko dalam proses bisnisnya, maka penerapan ISO/IEC 17025 sebagaimana laboratorium biasa mengoperasikan bisnisnya. Namun, bagi laboratorium yang masih baru mengenalnya, pemikiran berbasis resiko akan memberikan tantangan tentang pendekatan berbasis risiko untuk sistem manajemen mutu, terutama dalam pergeseran cara mereka berpikir tentang risiko. Namun demikian, hal terpenting adalah selalu melakukan evaluasi dan perbaikan setiap waktu, dan perbaikan tersebut tidak terbatas pada perbaikan proses namun secara keseluruhan. Hal ini termasuk mengevaluasi ulang setiap risiko yang sebelumnya telah diidentifikasi dan perencanaan penanggulangannya agar setiap terjadi perubahan yang ada maka laboratorium dapat meresponnya dengan baik.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Dengan demikian, pemikiran berbasis resiko pada akhirnya, harus menjadi cara berpikir yang melekat di setiap pengambil keputusan kebijakan laboratorium dan diterapkan pada setiap aspek dalam sistem manajemen mutu. Hasil pemikiran berbasis risiko adalah sistem manajemen mutu yang benar – benar sesuai dengan kondisi dan situasi nyata yang dihadapi laboratorium. Namun demikian, tidak selalu dipaksakan untuk menjadi sistem tertentu yang tidak sesuai dengan konteks organisasi.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Mempertimbangkan hal tersebut, saat merencanakan sistem manajemen mutu laboratorium, maka manajer puncak harus:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">menerapkan dan mesosialisasikan budaya pemikiran berbasis risiko di seluruh tingkatan organisasi untuk menentukan serta mengatasi risiko dan peluang terkait </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">pe</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">mberian jaminan bahwa sistem manajemen mutu dapat mencapai hasil yang diharapkan;</span></div>
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<span style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">menyediakan </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">jasa pe</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">layanan laboratorium yang sesuai</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> serta</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> meningkatkan kepuasan pelanggan;</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">mempromosikan dampak dan perbaikan yang diinginkan; serta</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.2pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "wingdings"; font-size: 10.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">mencegah atau mengurangi dampak yang tidak diinginkan.</span></div>
<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Karena itu, laboratorium harus mengintegrasikan tindakan untuk mengatasi risiko dan peluang ke dalam proses sistem manajemen mutu dengan menggunakan siklus <i style="mso-bidi-font-style: normal;">Plan-Do-Check-Act</i>. Perencanaan memerlukan pemantauan dan pengukuran tindakan, pengumpulan, analisis serta evaluasi data dan informasi yang tepat untuk menentukan keefektifan tindakan tersebut. Perencanaan juga harus ditinjau dan diperbaharui secara berkala jika diperlukan saat mengambil tindakan perbaikan atau dalam kaji ulang manajemen. Tindakan ini harus proporsional terhadap dampak potensial pada kesesuaian jasa pelayanan laboratorium. Selain itu, saat merencanakan sistem manajemen mutu, laboratorium harus mempertimbangkan risiko dan peluang dengan mempertimbangkan isu eksternal dan internal serta kebutuhan dan harapan pihak berkepentingan yang relevan dengan tujuan dan arahan strategisnya. Dengan demikian, manajemen resiko harus dilaksanakan di semua tingkatan organisasi laboratorium, mulai dari program strategis, kebijakan dan sasaran mutu sampai ke tingkat operasional.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-17207478458484547102017-05-24T14:33:00.001+07:002017-05-24T14:40:45.999+07:00Prosedur Pengendalian Rekaman Sesuai ISO/IEC 17025<span style="font-family: Arial,Helvetica,sans-serif;">Ditulis Oleh : cak war | Anwar Hadi</span><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Prosedur </span></b><b><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pengendalian Rekaman Sesuai ISO/IEC 17025</span></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Prosedur pengendalian rekaman
ditetapkan, diterapkan dan dipelihara oleh seluruh person</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">e</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">l di semua
tingkatan organisasi </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">laboratorium </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">bertujuan untuk mengendalikan rekaman
teknis dan rekaman mutu yang merupakan bagian dari penerapan sistem manajemen
mutu laboratorium.<span style="color: red;"> </span>Prosedur pengendalian rekaman
meliputi</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">,</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">
antara lain:</span></span><br />
<a name='more'></a><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">)</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Pengumpulan</span></span></div>
<div class="MsoBodyText3" style="margin: 0cm 0cm 0cm 14.2pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt;">Seluruh aktifitas yang merupakan bagian dari penerapan
sistem manajemen mutu yang dilakukan oleh person</span><span lang="EN-US" style="font-size: 12.0pt;">e</span><span style="font-size: 12.0pt;">l di semua tingkatan organisasi laboratorium harus
direkam sebagai bukti bahwa kegiatan telah dilakukan. Dalam hal ini, rekaman
dapat dalam berbagai bentuk media, misalnya dicatat dalam buku harian,
formulir, laporan, <i style="mso-bidi-font-style: normal;">log book, work sheet</i>
atau dalam media elektronik yaitu komputer. Rekaman setiap pengujian dan/atau
kalibrasi harus berisi informasi yang cukup untuk memudahkan, jika mungkin,
diidentifikasi berbagai faktor yang mempengaruhi ketidakpastian dan untuk
memungkinkan pengujian dan/atau kalibrasi diulang dalam kondisi yang mendekati
kondisi aslinya. Rekaman tersebut harus mencakup identitas person</span><span lang="EN-US" style="font-size: 12.0pt;">e</span><span style="font-size: 12.0pt;">l yang bertanggung jawab untuk pengambilan
sampel, pengujian dan/atau kalibrasi, serta laporan hasil dan lain sebagainya
terkait<span style="mso-spacerun: yes;"> </span>kegiatan laboratorium. Namun
dalam hal – hal tertentu, tidak dimungkinkan atau tidak praktis untuk menyimpan
rekaman semua pengamatan asli.</span></span></div>
<div class="MsoBodyTextIndent3" style="margin: 0cm; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt;">2</span><span lang="EN-US" style="font-size: 12.0pt;">)<span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt;">Identifikasi dan pemberian
indek</span></span></div>
<div class="MsoBodyTextIndent3" style="margin: 0cm 0cm 0cm 14.2pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt;">Semua rekaman data yang berhubungan dengan pengujian
dan/atau kalibrasi harus mudah dibaca oleh pihak berkepentingan (misalnya;
asesor, pelanggan, atau auditor) dan harus disimpan serta dipelihara sedemikian
rupa sehingga rekaman tersebut, apabila diperlukan, mudah diperoleh kembali
dengan cepat sampai batas waktu yang ditentukan. Karena itu, seluruh rekaman
harus diidentifikasi dengan pemberian indek yang jelas. Pengamatan, data dan
perhitungan harus direkam pada saat pekerjaan dilaksanakan dan harus dapat
diidentifikasi pekerjaan asalnya.</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="color: black; font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">3)<span style="mso-tab-count: 1;"> </span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">Pengarsipan</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 14.2pt; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Periode waktu pengarsipan rekaman mutu dan rekaman teknis
di laboratorium harus ditentukan. <span style="color: black; mso-themecolor: text1;">Pengarsipan
rekaman mutu dan rekaman teknis di laboratorium minimal 1 (satu) tahun untuk
pengamatan asli data pengujian dan/atau kalibrasi, perhitungan, pengukuran,
salinan dari setiap laporan pengujian atau sertifikat kalibrasi yang telah
diterbitkan. Sedangkan rekaman yang dipelihara minimal 4 (empat) tahun adalah
audit internal, rekaman kalibrasi, kaji ulang manajemen dan hasil uji
profisiensi/uji banding.</span></span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">4</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">)<span style="mso-tab-count: 1;"> </span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">enyimpanan</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 14.2pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Rekaman<span style="letter-spacing: .5pt;"> </span>harus<span style="letter-spacing: .55pt;"> </span>disimpan<span style="letter-spacing: .55pt;"> </span>dalam<span style="letter-spacing: .5pt;"> </span>media<span style="letter-spacing: .55pt;"> </span>yang<span style="letter-spacing: .55pt;"> </span>menjamin<span style="letter-spacing: .5pt;"> </span>kegunaan,<span style="letter-spacing: .45pt;">
</span>kehandalan,<span style="letter-spacing: .5pt;"> </span>keotentikan<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: .55pt;"> </span>kelestariannya<span style="letter-spacing: .55pt;"> </span>sepanjang<span style="letter-spacing: .55pt;">
</span>diperlukan.<span style="letter-spacing: .55pt;"> </span>Karena itu,
fasilitas penyimpanan harus dipelihara dan memberikan kondisi akomodasi dan
lingkungan </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">yang dirancang
sedemikian rupa sehingga </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">memadai untuk<span style="letter-spacing: .8pt;"> </span>melindungi<span style="letter-spacing: .8pt;"> </span>rekaman<span style="letter-spacing: .85pt;"> </span>dari<span style="letter-spacing: .85pt;"> </span>akses<span style="letter-spacing: .85pt;"> </span>oleh<span style="letter-spacing: .85pt;"> </span>pihak<span style="letter-spacing: .8pt;"> </span>yang<span style="letter-spacing: .85pt;"> </span>tidak<span style="letter-spacing: .85pt;"> </span>berhak,<span style="letter-spacing: .85pt;">
</span>dapat mencegah terjadinya kerusakan, penurunan mutu atau deteriorasi dan
untuk mencegah agar rekaman tidak hilang dari<span style="letter-spacing: -.35pt;">
</span>pencurian<span style="letter-spacing: -.3pt;"> </span>maupun<span style="letter-spacing: -.35pt;"> </span>musibah</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> atau bencana alam</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-no-proof: no;">Selain itu, laboratorium</span><span style="font-size: 12.0pt; letter-spacing: .25pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">harus<span style="letter-spacing: .3pt;"> </span>memiliki<span style="letter-spacing: .25pt;"> </span>kebijakan<span style="letter-spacing: .3pt;">
</span>dan<span style="letter-spacing: .25pt;"> </span>pedoman<span style="letter-spacing: .3pt;"> </span>untuk<span style="letter-spacing: .3pt;"> </span>konversi<span style="letter-spacing: .25pt;"> </span>ataupun<span style="letter-spacing: .3pt;"> </span>migrasi<span style="letter-spacing: .2pt;"> </span>rekaman<span style="mso-font-width: 99%;"> </span>dari<span style="letter-spacing: -.3pt;"> </span>satu<span style="letter-spacing: -.3pt;"> </span>sistem<span style="letter-spacing: -.3pt;"> </span>rekaman<span style="letter-spacing: -.25pt;">
</span>ke<span style="letter-spacing: -.3pt;"> </span>sistem<span style="letter-spacing: -.3pt;"> </span>yang<span style="letter-spacing: -.3pt;"> </span>lain.
<span style="mso-bidi-font-weight: bold; mso-font-width: 95%;">Konversi adalah </span>proses<span style="letter-spacing: -.05pt;"> </span>pengalihan<span style="letter-spacing: -.05pt;"> </span>bentuk<span style="letter-spacing: -.05pt;"> </span>dari satu<span style="letter-spacing: -.05pt;"> </span>media ke media<span style="letter-spacing: -.05pt;"> </span>lain atau<span style="letter-spacing: -.05pt;"> </span>satu
format<span style="letter-spacing: -.05pt;"> </span>ke<span style="letter-spacing: -.15pt;"> </span>lain<span style="letter-spacing: -.1pt;"> </span>format</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. S</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">edangkan <span style="mso-bidi-font-weight: bold; mso-font-width: 95%;">migrasi merupakan </span>kegiatan<span style="letter-spacing: -.05pt;"> </span>memindahkan<span style="letter-spacing: -.05pt;"> </span>rekaman<span style="letter-spacing: -.05pt;"> </span>dari<span style="letter-spacing: -.1pt;"> </span>satu<span style="letter-spacing: -.05pt;"> </span>sistem<span style="letter-spacing: -.1pt;"> </span>ke<span style="letter-spacing: -.1pt;"> </span>sistem<span style="letter-spacing: -.05pt;"> </span>lain<span style="letter-spacing: -.1pt;"> </span>dengan<span style="letter-spacing: -.05pt;"> </span>menjaga<span style="letter-spacing: -.1pt;">
</span>otentisitas,<span style="mso-font-width: 99%;"> </span>integritas,<span style="letter-spacing: -.45pt;"> </span>realibilitas,<span style="letter-spacing: -.45pt;"> </span>dan<span style="letter-spacing: -.45pt;"> </span>penggunaannya. </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Karena itu, s</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">istem<span style="letter-spacing: .2pt;"> </span>untuk<span style="letter-spacing: .25pt;"> </span>rekaman<span style="letter-spacing: .2pt;"> </span>elektronik<span style="letter-spacing: .25pt;">
</span>harus<span style="letter-spacing: .2pt;"> </span>dirancang<span style="letter-spacing: .25pt;"> </span></span><span lang="EN-US" style="font-size: 12.0pt; letter-spacing: .25pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">sedemikian rupa </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">sehingga<span style="letter-spacing: .15pt;"> </span>rekaman<span style="letter-spacing: .15pt;">
</span>dapat<span style="letter-spacing: .2pt;"> </span>diakses</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> oleh personel yang berwenang</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">,<span style="letter-spacing: .2pt;"> </span>otentik,<span style="mso-font-width: 99%;"> </span>terpercaya<span style="letter-spacing: 1.05pt;"> </span>dan<span style="letter-spacing: 1.1pt;"> </span>berguna<span style="letter-spacing: 1.1pt;"> </span>walaupun<span style="letter-spacing: 1.05pt;">
</span>mengalami<span style="letter-spacing: 1.1pt;"> </span>perubahan<span style="letter-spacing: 1.1pt;"> </span>sistem,<span style="letter-spacing: 1.0pt;">
</span>sepanjang<span style="letter-spacing: 1.0pt;"> </span>masa penyimpanan.</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">)</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Pembuatan cadangan dan pengaksesan</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 14.2pt; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Rekaman berupa cetakan atau yang disimpan secara
elektronik harus dibuat cadangannya (<i style="mso-bidi-font-style: normal;">back</i></span><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">-</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">up</span></i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">)</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dilindungi dan dipelihara sedemikian rupa
untuk mencegah akses atau amandemen terhadap rekaman tersebut oleh orang yang
tidak berwenang. Karena itu, sedapat mungkin rekaman berupa <i style="mso-bidi-font-style: normal;">file</i> yang disimpan dalam komputer harus
diberi <i style="mso-bidi-font-style: normal;">password</i>. Selain itu, rekaman
tersebut tidak hanya disimpan di <i style="mso-bidi-font-style: normal;">hard disk</i>
saja tetapi harus dibuat <i style="mso-bidi-font-style: normal;">back-up</i>
dalam <i style="mso-bidi-font-style: normal;">compact disk</i> atau <i style="mso-bidi-font-style: normal;">flash disk</i> untuk menghindari hilangnya
data disebabkan kerusakan komputer atau adanya virus yang dapat menghilangkan
atau merusak dokumen dalam <i style="mso-bidi-font-style: normal;">file</i>
komputer. Sehubungan dengan hal tersebut, laboratorium harus<span style="letter-spacing: 2.95pt;"> </span>memiliki kebijakan dan prosedur yang<span style="letter-spacing: 2.95pt;"> </span>mengatur<span style="letter-spacing: 2.9pt;">
</span>siapa<span style="letter-spacing: 2.95pt;"> </span>yang<span style="letter-spacing: 2.95pt;"> </span>dapat<span style="letter-spacing: 2.95pt;">
</span>mengakses<span style="mso-font-width: 99%;"> </span>rekaman<span style="letter-spacing: -.4pt;"> </span>dan<span style="letter-spacing: -.35pt;"> </span>dalam<span style="letter-spacing: -.35pt;"> </span>situasi<span style="letter-spacing: -.35pt;">
</span>bagaimana saat mengakses. <span style="mso-bidi-font-weight: bold;">Dalam
hal ini, akses dapat diartikan suatu </span>hak,<span style="letter-spacing: -.55pt;"> </span>kemungkinan,<span style="letter-spacing: -.5pt;"> </span>cara<span style="letter-spacing: -.5pt;"> </span>menemukan,<span style="letter-spacing: -.5pt;"> </span>menggunakan<span style="letter-spacing: -.55pt;"> </span>atau<span style="letter-spacing: -.5pt;"> </span>menemukan<span style="letter-spacing: -.5pt;">
</span>kembali<span style="letter-spacing: -.5pt;"> </span>informasi dalam
rekaman. Pembatasan<span style="letter-spacing: 2.95pt;"> </span>akses<span style="letter-spacing: 3.0pt;"> </span>dapat<span style="letter-spacing: 3.0pt;"> </span>berlaku<span style="letter-spacing: 3.0pt;"> </span>bagi personel laboratorium maupun personel
diluar<span style="letter-spacing: 2.95pt;"> </span>organisasi laboratorium.<span style="letter-spacing: 2.95pt;"> </span>Rekaman<span style="mso-font-width: 99%;"> </span>dengan<span style="letter-spacing: .3pt;"> </span>pembatasan<span style="letter-spacing: .35pt;">
</span>diberikan<span style="letter-spacing: .35pt;"> </span>identitas<span style="letter-spacing: .3pt;"> </span>secara<span style="letter-spacing: .3pt;"> </span>khusus<span style="letter-spacing: .25pt;">,</span><span style="letter-spacing: .3pt;"> karena </span>peraturan<span style="letter-spacing: -.1pt;"> </span>perundang - undangan<span style="letter-spacing: -.1pt;"> atau adanya kepentingan pelanggan maupun
laboratorium</span>.<span style="letter-spacing: -.05pt;"> </span>Pengelolaan<span style="letter-spacing: -.5pt;"> </span>proses<span style="letter-spacing: -.45pt;">
</span>akses<span style="letter-spacing: -.5pt;"> </span>meliputi<span style="letter-spacing: -.45pt;"> </span>jaminan<span style="letter-spacing: -.45pt;">
</span>bahwa:</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">rekaman<span style="letter-spacing: -.45pt;"> </span>dikelompokkan<span style="letter-spacing: -.45pt;"> </span>menurut<span style="letter-spacing: -.45pt;"> </span>status<span style="letter-spacing: -.45pt;">
</span>akses<span style="letter-spacing: -.4pt;">;</span></span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">rekaman<span style="letter-spacing: -.4pt;"> </span>hanya<span style="letter-spacing: -.4pt;"> </span>diijinkan<span style="letter-spacing: -.35pt;"> </span>pada<span style="letter-spacing: -.4pt;"> </span></span><span lang="EN-US" style="font-size: 12.0pt; letter-spacing: -.4pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">personel </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">yang<span style="letter-spacing: -.4pt;"> </span>memiliki<span style="letter-spacing: -.35pt;">
</span>hak<span style="letter-spacing: -.4pt;"> </span></span><span lang="EN-US" style="font-size: 12.0pt; letter-spacing: -.4pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">akses; dan</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">proses perekaman hanya dilakukan oleh
personel yang berhak </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">m</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">elakukan<span style="letter-spacing: -.9pt;">nya;</span></span><span style="font-size: 12.0pt; letter-spacing: -.9pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">6)</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Koreksi</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 14.2pt; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Bila terjadi kesalahan dalam rekaman, setiap kesalahan
dicoret, tidak diperkenankan dihapus atau dibuat tidak kelihatan/dihilangkan,
sedangkan nilai yang benar atau koreksiannya ditambahkan disisinya. Semua
perbaikan pada rekaman yang demikian ditandatangani atau diparaf oleh person</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">e</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">l yang melakukan koreksi. Sehubungan dengan hal tersebut maka pencil, penghapus
pencil, dan penghapus pena tidak diperkenankan digunakan dalam penerapan
rekaman</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">sistem manajemen mutu di laboratorium.<span style="mso-spacerun: yes;">
</span>Demikian juga pada rekaman yang disimpan secara elektronik, maka
dilakukan tindakan yang sepadan untuk mencegah hilang atau berubahnya data
asli. Berikut ini ilustrasi ketika melakukan koreksi atas kesalahan dalam
rekaman yang harus dilakukan oleh person</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">e</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">l laboratorium.</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> <img alt="" src="data:image/png;base64,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" /></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> 7)</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Perlindungan dan pemeliharaan</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 14.2pt; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Semua rekaman harus dipelihara dan dilindungi keamanan dan
kerahasiaannya dari pihak yang tidak berkepentingan. Sebagai tindakan
pencegahan dan untuk penerapan prinsip kehati - hatian, maka disarankan bahwa
alamat dan nama pemilik barang yang diuji atau peralatan ukur yang akan
dikalibrasi tidak direkomendasikan untuk dipaparkan dipapan tulis laboratorium
atau masih menempel di wadah sampel atau peralatan ukur sehingga pelanggan lain
mengetahuinya. Hal ini untuk menghindari tidak terpeliharanya kerahasiaan hak
kepemilikan pelanggan disebabkan pertanyaan dari pelanggan lain atau
diberikannya informasi tersebut oleh personel laboratorium.</span></span></div>
<div class="MsoBodyTextIndent" style="line-height: normal; margin-left: 0cm; text-align: justify; text-indent: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">8)<span style="mso-tab-count: 1;"> </span>Pemusnahan</span></span></div>
<div class="MsoBodyText3" style="margin: 0cm 0cm 0cm 14.2pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt;">Pemusnahan
adalah </span><span style="font-size: 12.0pt;">proses<span style="letter-spacing: -.5pt;"> </span>meniadakan<span style="letter-spacing: -.45pt;"> </span>rekaman<span style="letter-spacing: -.5pt;">
</span>sampai<span style="letter-spacing: -.45pt;"> </span>tidak<span style="letter-spacing: -.5pt;"> </span>ada<span style="letter-spacing: -.45pt;"> </span>kemungkinan<span style="letter-spacing: -.5pt;"> </span>rekontruksi. Biasanya rekaman disimpan
kemudian dimusnahkan sesuai prosedur yang ditetapkan oleh laboratorium atau
peraturan perundang</span><span style="font-size: 12.0pt;"> </span><span style="font-size: 12.0pt;">-</span><span style="font-size: 12.0pt;"> </span><span style="font-size: 12.0pt;">undangan. Secara umum rekaman dipelihara di laboratorium selama 1 - 4 tahun
kecuali adanya suatu persyaratan khusus yang mengharuskan rekaman dipelihara
lebih lama. Rekaman yang telah melewati masa simpan harus dimusnahkan oleh
personel yang berwenang setelah ditunjuk oleh pihak manajemen laboratorium.
Sebelum dimusnahkan, rekaman harus disalin secara elektronik misalnya di-<i style="mso-bidi-font-style: normal;">scan</i> atau </span><span lang="EN-US" style="font-size: 12.0pt;">di</span><span style="font-size: 12.0pt;">foto untuk keperluan ketertelusuran rekaman. Pemusnahan<span style="letter-spacing: -.55pt;"> </span>rekaman dapat dilakukan dengan menerapkan
prinsip, sebagai berkut:</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">p</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">emusnahan<span style="letter-spacing: -.6pt;"> </span>disahkan</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> oleh</span><span lang="EN-US" style="font-size: 12.0pt; letter-spacing: -.55pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span lang="EN-US" style="font-size: 12.0pt; letter-spacing: -.55pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">personel yang </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">berwenang</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">;</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">r</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ekaman terkait gugatan</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">, pengaduhan atau penyelidikan y</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ang<span style="letter-spacing: .9pt;"> </span>sedang<span style="letter-spacing: .9pt;"> </span>berlangsung<span style="letter-spacing: .9pt;"> </span>tidak<span style="letter-spacing: -.6pt;"> </span>boleh<span style="letter-spacing: -.6pt;"> </span>dimusnahkan</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> hingga terselesaikan</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">;</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">p</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">emusnahan<span style="letter-spacing: 1.6pt;"> </span>rekaman<span style="letter-spacing: 1.6pt;"> </span>harus<span style="letter-spacing: 1.6pt;"> </span>dilakukan<span style="letter-spacing: 1.6pt;"> </span>dengan<span style="letter-spacing: 1.55pt;">
</span>menjamin<span style="letter-spacing: 1.55pt;"> </span>kerahasiaan<span style="letter-spacing: 1.6pt;"> </span>informasi<span style="letter-spacing: 1.5pt;">
</span>yang<span style="mso-font-width: 99%;"> </span>dikandung;</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 1cm; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-synthesis: weight style; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">s</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">emua salinan rekaman<span style="letter-spacing: .45pt;"> </span>yang<span style="letter-spacing: .45pt;"> </span>dinyatakan<span style="letter-spacing: .45pt;"> </span>untuk<span style="letter-spacing: .45pt;"> </span>dimusnahkan<span style="letter-spacing: .45pt;"> </span>termasuk salinan pengamanan</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> (<i style="mso-bidi-font-style: normal;">back-up</i>)
ha</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">rus<span style="letter-spacing: -.45pt;"> </span>dimusnahkan.</span></span></div>
<div class="MsoBodyText" style="line-height: normal; margin: 0cm 0cm 0cm 14.2pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Personel yang telah melakukan pemusnahan rekaman
sebaiknya membuat <i style="mso-bidi-font-style: normal;">log book</i> sebagai
bagian dari pengelolaan rekaman di laboratorium.</span></span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-52892100740100482082017-04-08T18:47:00.001+07:002017-04-08T18:51:05.878+07:00Pemilihan dan Pemutakhiran Metode Pengujian Parameter Kualitas LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
<div align="center" class="MsoBodyText" style="mso-outline-level: 1; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pemilihan dan Pemutakhiran Metode Pengujian
Parameter Kualitas Lingkungan</span></b></div>
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<br /></div>
<div class="MsoBodyText" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">L</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">aboratorium
lingkungan harus menggunakan metode pengujian parameter kualitas lingkungan,
termasuk metode pengambilan sampel, yang memenuhi kebutuhan <span style="mso-bidi-font-style: italic;">pelanggan</span> atau persyaratan peraturan
perundang - undagan. Selain itu, laboratorium harus memastikan bahwa metode
pengujian yang digunakan adalah edisi mutakhir. Dalam penerapannya,
laboratorium dapat </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">menyediakan dokumentasi tambahan untuk langkah - langkah khusus atau
rincian tambahan yang diperlukan</span><span style="mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">untuk memastikan penerapan yang konsisten terhadap metode tersebut.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></div>
<a name='more'></a><span style="mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN;"></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 36.0pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span>Bila pelanggan tidak
menentukan metode yang akan digunakan untuk pengujian, laboratorium harus
memilih metode yang tepat. Pemilihan metode diprioritaskan pada metode yang
diterbitkan dalam standar internasional, regional atau nasional. Jika
diperlukan, laboratorium dapat memilih metode yang dipublikasikan oleh
organisasi teknis yang mempunyai reputasi, dari teks atau jurnal ilmiah yang
relevan, atau instruksi kerja dari pabrik pembuat peralatan. Selain itu, metode
yang dikembangkan, atau modifikasi metode, atau metode yang disadur oleh
laboratorium dapat juga digunakan jika sesuai untuk penggunaan yang maksud dan
jika metode tersebut telah divalidasi. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 36.0pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Sebelum metode pengujian parameter
kualitas lingkungan digunakan, pelanggan harus diinformasikan tentang pemilihan
dan alasan yang mendasar penggunaan metode yang dimaksud. Disamping itu,
laboratorium harus menjamin bahwa dapat menggunakan metode dengan baik dan
benar sebelum melakukan pengujian. Jaminan kepastian penggunaan metode standar
melalui bukti hasil validasi atau verifikasi metode yang memenuhi kesesuaian
kriteria batas keberterimaan. Jika ada perubahan pada metode standar, maka </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">verifikasi harus diu</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN;">lang sejauh
yang diperlukan. </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Rekaman verifikasi harus dipelihara </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: IN;">dan pelanggan harus di</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">konfirmasi
ulang. Begitu juga laboratorium harus memberitahu kepada pelanggan ketika
metode yang diajukan oleh pelanggan sudah tidak sesuai atau kedarluarsa. Dalam
hal ini, r</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">ekaman komunikasi harus dipelihara.</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 36.0pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Bila
diperlukan menggunakan metode non-standar, laboratorium harus menyampaikan
bukti hasil validasi metode dan penerapannya mendapat persetujuan
pelanggan.<span style="mso-spacerun: yes;"> </span>Bila pengembangan metode
diperlukan, harus merupakan kegiatan terencana dan harus ditugaskan kepada
personel yang kompeten dilengkapi dengan sumber daya yang memadai. Saat
pengembangan metode berlangsung, kaji ulang secara berkala harus dilakukan
untuk memverifikasi bahwa kebutuhan pelanggan masih dipenuhi. Setiap perubahan
persyaratan kebutuhkan modifikasi untuk rencana pengembangan metode harus
diakui dan disetujui oleh laboratorium dan pelanggan.</span></div>
<div class="MsoBodyText3" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Jika
laboratorium akan melakukan pemilihan metode pengujian, maka informasi dalam
metode tersebut diidentifikasi. Informasi tersebut setidaknya berisi hal – hal,
sebagai berikut:</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l7 level1 lfo8; tab-stops: list 18.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ruang lingkup dan rentang kerja metode;</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l7 level1 lfo8; tab-stops: list 18.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">uraian dari jenis sampel yang diuji;</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l7 level1 lfo8; tab-stops: list 18.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">standar acuan atau bahan acuan serta
peralatan yang digunakan;</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l7 level1 lfo8; tab-stops: list 18.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kondisi akomodasi dan lingkungan yang
disyaratkan;</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l7 level1 lfo8; tab-stops: list 18.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">uraian prosedur, yang meliputi;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l5 level1 lfo9; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">penanganan, transportasi, penyimpanan dan
persiapan sampel uji;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l5 level1 lfo9; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">uji kinerja dan/atau kalibrasi peralatan yang
digunakan untuk pengujian;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l5 level1 lfo9; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">rekaman data pengamatan dan perhitungan;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l5 level1 lfo9; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">tindakan
keselamatan yang harus dipertimbangkan</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l5 level1 lfo9; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kriteria batas kebertimaan pengendalian mutu
internal;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l5 level1 lfo9; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">penyajian laporan hasil pengujian termasuk
ketidakpastian pengukuran.</span></div>
<div class="MsoBodyText">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Ketika
laboratorium dapat melakukan pengujian dengan menggunakan lebih dari satu
metode, maka pemilihan metode harus didasarkan kepada faktor eksternal seperti,
kebutuhan pelanggan atau peraturan perundang – undangan. Disisi lain, faktor
internal yang harus dipertimbngkan diantaranya, peralatan, kompetensi personel,
waktu dan biaya, keselamatan dan kesehatan kerja. Selain itu, penggunaan metode
standar atau metode non-standar merupakan hal yang harus diperhatikan. Sebagai
pertimbangan, berikut ini keuntungan dan kerugian penggunaan metode standar dan
metode non-standar.</span></div>
<div class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt;">
<br /></div>
<div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Tabel 1: Keuntungan dan kerugian penggunaan metode
standar</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="background: #D9D9D9; border-collapse: collapse; border: none; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: thin-thick-thin-small-gap windowtext 6.0pt; mso-border-insideh: 1.5pt solid windowtext; mso-border-insidev: 1.5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 597px;">
<tbody>
<tr style="height: 14.35pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-bottom: solid 1.5pt; border-color: windowtext; border-left: double 6.0pt; border-right: solid 1.5pt; border-top: double 6.0pt; height: 14.35pt; mso-border-bottom-alt: solid 1.5pt; mso-border-color-alt: windowtext; mso-border-left-alt: thin-thick-thin-small-gap 6.0pt; mso-border-right-alt: solid 1.5pt; mso-border-top-alt: thin-thick-thin-small-gap 6.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.5pt;" valign="top" width="302"><div align="center" class="MsoBodyText" style="tab-stops: 18.0pt; text-align: center;">
<b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Keuntungan</span></b></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: double windowtext 6.0pt; border-top: double windowtext 6.0pt; height: 14.35pt; mso-border-bottom-alt: solid 1.5pt; mso-border-color-alt: windowtext; mso-border-left-alt: solid 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; mso-border-right-alt: thin-thick-thin-small-gap 6.0pt; mso-border-top-alt: thin-thick-thin-small-gap 6.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 221.4pt;" valign="top" width="295"><div align="center" class="MsoBodyText" style="tab-stops: 18.0pt; text-align: center;">
<b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kerugian</span></b></div>
</td>
</tr>
<tr style="height: 174.55pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-bottom: double windowtext 6.0pt; border-left: double windowtext 6.0pt; border-right: solid windowtext 1.5pt; border-top: none; height: 174.55pt; mso-border-bottom-alt: thin-thick-thin-small-gap 6.0pt; mso-border-color-alt: windowtext; mso-border-left-alt: thin-thick-thin-small-gap 6.0pt; mso-border-right-alt: solid 1.5pt; mso-border-top-alt: solid 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.5pt;" valign="top" width="302"><div class="MsoBodyText" style="margin-left: 14.1pt; tab-stops: 14.1pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l12 level1 lfo2; tab-stops: 14.1pt list 36.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">diterima secara nasional atau
internasional</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l12 level1 lfo2; tab-stops: 14.1pt list 36.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">telah divalidasi oleh lembaga
yang kredibel yang menerbitkannya, sehingga minimisasi resiko atau masalah
yang tidak diharapkan</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l12 level1 lfo2; tab-stops: 14.1pt list 36.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">tersedia data presisi dan bias
metode yang dihasilkan dari uji banding antar laboratorium</span></div>
<div align="left" class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l12 level1 lfo2; tab-stops: 14.1pt list 36.0pt; text-align: left; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">direvisi ulang dan
dimutakhirkan secara berkala berdasarkan umpan balik<span style="mso-spacerun: yes;"> </span>pengguna</span></div>
<div align="left" class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l12 level1 lfo2; tab-stops: 14.1pt list 36.0pt; text-align: left; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">hasil pengujian dapat
dibandingkan dengan<span style="mso-spacerun: yes;"> </span>laboratorium lain</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l12 level1 lfo2; tab-stops: 14.1pt list 36.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">f)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">minimisasi pelatihan ulang
terhadap personel yang pindah dari satu laboratorium ke laboratorium lain</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; tab-stops: 14.1pt;">
<br /></div>
</td>
<td style="border-bottom: double windowtext 6.0pt; border-left: none; border-right: double windowtext 6.0pt; border-top: none; height: 174.55pt; mso-border-bottom-alt: thin-thick-thin-small-gap 6.0pt; mso-border-color-alt: windowtext; mso-border-left-alt: solid 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; mso-border-right-alt: thin-thick-thin-small-gap 6.0pt; mso-border-top-alt: solid 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 221.4pt;" valign="top" width="295"><div class="MsoBodyText" style="margin-left: 13.2pt; tab-stops: 13.2pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 13.2pt; mso-list: l4 level1 lfo1; tab-stops: 13.2pt; text-indent: -13.2pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">tahapan sering terlalu komplek
sehingga membutuhkan waktu yang cukup lama</span></div>
<div class="MsoBodyText" style="margin-left: 13.2pt; mso-list: l4 level1 lfo1; tab-stops: 13.2pt; text-indent: -13.2pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">biaya mahal untuk tujuan rutin
pengujian</span></div>
<div class="MsoBodyText" style="margin-left: 13.2pt; mso-list: l4 level1 lfo1; tab-stops: 13.2pt; text-indent: -13.2pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">pemutakhiran metode umumnya
minimal 5 tahun sekali sehingga tidak mewakili teknologi yang berkembang saat
ini</span></div>
<div class="MsoBodyText" style="margin-left: 13.2pt; mso-list: l4 level1 lfo1; tab-stops: 13.2pt; text-indent: -13.2pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">proses kaji ulang yang lambat
dari organisasi yang menerbitkan metode standar</span></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<br /></div>
<div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Tabel 2: Keuntungan dan kerugian penggunaan metode
non-standar terpublikasi</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="background: #D9D9D9; border-collapse: collapse; border: none; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: thin-thick-thin-small-gap windowtext 6.0pt; mso-border-insideh: 1.5pt solid windowtext; mso-border-insidev: 1.5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 610px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-bottom: solid 1.5pt; border-color: windowtext; border-left: double 6.0pt; border-right: solid 1.5pt; border-top: double 6.0pt; mso-border-bottom-alt: solid 1.5pt; mso-border-color-alt: windowtext; mso-border-left-alt: thin-thick-thin-small-gap 6.0pt; mso-border-right-alt: solid 1.5pt; mso-border-top-alt: thin-thick-thin-small-gap 6.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.5pt;" valign="top" width="302"><div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Keuntungan</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.5pt; border-left: none; border-right: double windowtext 6.0pt; border-top: double windowtext 6.0pt; mso-border-bottom-alt: solid 1.5pt; mso-border-color-alt: windowtext; mso-border-left-alt: solid 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; mso-border-right-alt: thin-thick-thin-small-gap 6.0pt; mso-border-top-alt: thin-thick-thin-small-gap 6.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 231.2pt;" valign="top" width="308"><div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kerugian</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="height: 154.65pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-bottom: double windowtext 6.0pt; border-left: double windowtext 6.0pt; border-right: solid windowtext 1.5pt; border-top: none; height: 154.65pt; mso-border-bottom-alt: thin-thick-thin-small-gap 6.0pt; mso-border-color-alt: windowtext; mso-border-left-alt: thin-thick-thin-small-gap 6.0pt; mso-border-right-alt: solid 1.5pt; mso-border-top-alt: solid 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 226.5pt;" valign="top" width="302"><div class="MsoBodyText" style="margin-left: 14.1pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l10 level1 lfo3; tab-stops: list 54.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">mencerminkan perkembangan
teknologi saat ini, contoh; metode <i style="mso-bidi-font-style: normal;">rapid
test</i> atau <i style="mso-bidi-font-style: normal;">test kit</i></span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l10 level1 lfo3; tab-stops: list 18.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">merefleksikan kebutuhan
laboratorium atas persyaratan pelanggan</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l10 level1 lfo3; tab-stops: list 18.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">tapapan pengujian sederhana dan
waktu pengujian yang singkat</span></div>
</td>
<td style="border-bottom: double windowtext 6.0pt; border-left: none; border-right: double windowtext 6.0pt; border-top: none; height: 154.65pt; mso-border-bottom-alt: thin-thick-thin-small-gap 6.0pt; mso-border-color-alt: windowtext; mso-border-left-alt: solid 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; mso-border-right-alt: thin-thick-thin-small-gap 6.0pt; mso-border-top-alt: solid 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 231.2pt;" valign="top" width="308"><div class="MsoBodyText" style="margin-left: 12.6pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l3 level1 lfo4; tab-stops: list 12.6pt 36.0pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">dikembangkan berdasarkan
penelitian namun tidak divalidasi melalui uji banding antar laboratorium</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l3 level1 lfo4; tab-stops: list 12.6pt left 18.0pt list 36.0pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">jarang ada data presisi dan
bias metode</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l3 level1 lfo4; tab-stops: list 12.6pt left 18.0pt list 36.0pt left 210.05pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">sebagian tahapan prosedur
sengaja dihilangkan</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l3 level1 lfo4; tab-stops: list 12.6pt left 18.0pt list 36.0pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">perlu pengembangan lebih lanjut
atau modifikasi untuk memenuhi kebutuhan laboratorium pengujian yang
menerapkannya</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l3 level1 lfo4; tab-stops: list 12.6pt left 18.0pt list 36.0pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">sering tidak diterima secara
luas baik secara nasional maupun internasional</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; tab-stops: 18.0pt;">
<br /></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoBodyText" style="tab-stops: 148.5pt; text-align: center;">
<br /></div>
<div align="center" class="MsoBodyText" style="tab-stops: 148.5pt; text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Tabel 3: Keuntungan dan kerugian penggunaan metode yang
dikembangkan oleh laboratorium</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: thin-thick-thin-small-gap windowtext 6.0pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480; width: 603px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9D9D9; border-bottom: solid 1.5pt; border-color: windowtext; border-left: double 6.0pt; border-right: solid 1.5pt; border-top: double 6.0pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-bottom-alt: solid 1.5pt; mso-border-color-alt: windowtext; mso-border-left-alt: thin-thick-thin-small-gap 6.0pt; mso-border-right-alt: solid 1.5pt; mso-border-top-alt: thin-thick-thin-small-gap 6.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 230.9pt;" valign="top" width="308"><div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Keuntungan</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.5pt; border-left: none; border-right: double windowtext 6.0pt; border-top: double windowtext 6.0pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-bottom-alt: solid 1.5pt; mso-border-color-alt: windowtext; mso-border-left-alt: solid 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; mso-border-right-alt: thin-thick-thin-small-gap 6.0pt; mso-border-top-alt: thin-thick-thin-small-gap 6.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 221.4pt;" valign="top" width="295"><div align="center" class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt; text-align: center;">
<b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kerugian</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
</td>
</tr>
<tr style="height: 100.2pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="background: #D9D9D9; border-bottom: double windowtext 6.0pt; border-left: double windowtext 6.0pt; border-right: solid windowtext 1.5pt; border-top: none; height: 100.2pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-bottom-alt: thin-thick-thin-small-gap 6.0pt; mso-border-color-alt: windowtext; mso-border-left-alt: thin-thick-thin-small-gap 6.0pt; mso-border-right-alt: solid 1.5pt; mso-border-top-alt: solid 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 230.9pt;" valign="top" width="308"><div class="MsoBodyText" style="margin-left: 14.1pt;">
<br /></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 14.1pt; margin-right: -.75pt; margin-top: 0cm; mso-list: l2 level1 lfo5; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">dikembangkan untuk memenuhi
kebutuhan laboratorium pengujian dengan menggunakan sumber daya yang tersedia</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l2 level1 lfo5; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">dikembangkan untuk suatu tujuan
khusus berdasarkan kebutuhan pelanggan</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l2 level1 lfo5; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">lebih murah dan lebih cepat</span></div>
<div class="MsoBodyText" style="margin-left: 14.1pt; mso-list: l2 level1 lfo5; tab-stops: list 18.0pt; text-indent: -14.1pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">mudah dikaji ulang dan
dimutakhirkan</span></div>
</td>
<td style="background: #D9D9D9; border-bottom: double windowtext 6.0pt; border-left: none; border-right: double windowtext 6.0pt; border-top: none; height: 100.2pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-bottom-alt: thin-thick-thin-small-gap 6.0pt; mso-border-color-alt: windowtext; mso-border-left-alt: solid 1.5pt; mso-border-left-alt: solid windowtext 1.5pt; mso-border-right-alt: thin-thick-thin-small-gap 6.0pt; mso-border-top-alt: solid 1.5pt; mso-border-top-alt: solid windowtext 1.5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 221.4pt;" valign="top" width="295"><div class="MsoBodyText" style="margin-left: 12.6pt;">
<br /></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l13 level1 lfo6; tab-stops: list 12.6pt 36.0pt left 135.0pt 148.5pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">kemungkinan diterima secara
nasional atau internasional kecil</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l13 level1 lfo6; tab-stops: list 12.6pt 36.0pt left 135.0pt 148.5pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">jarang ada data presisi dan
bias metode</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l13 level1 lfo6; tab-stops: list 12.6pt 36.0pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">tidak dimungkinan untuk
diterapkan pada tujuan lain</span></div>
<div class="MsoBodyText" style="margin-left: 12.6pt; mso-list: l13 level1 lfo6; tab-stops: list 12.6pt 36.0pt left 135.0pt 148.5pt; text-indent: -12.6pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">adanya masalah yang tersembunyi
disebabkan dasar teori yang sering tidak dipahami secara penuh</span></div>
<div class="MsoBodyText" style="tab-stops: 135.0pt 148.5pt;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoBodyText" style="tab-stops: 18.0pt 135.0pt 148.5pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 9.35pt; margin-top: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Untuk dapat memenuhi kebutuhan pelanggan serta
menjaga konsistensi dalam pemilihan dan pemutakhiran metode pengujian, maka
laboratorium harus menetapkan prosedur pelaksanaan pemilihan dan pemutakhiran
metode.<b style="mso-bidi-font-weight: normal;"> </b>Prosedur tersebut termasuk
menjelaskan tentang pemilihan dan pemutakhiran metode pengambilan sampel,
penanganan, transportasi, penyimpanan dan penyiapan sampel uji sehingga dapat
menjamin bahwa metode yang digunakan di laboratorium selalu terpelihara
kemutakhirannya. Pelaksanaan pemilihan metode pengujian dikoordinasikan oleh
manajer teknis dengan melakukan pengkajian bersama penyelia. Metode yang
dipilih harus memenuhi kriteria salah satu atau lebih hal – hal, sebagai
berikut:</span></div>
<div class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l9 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">ketersediaan bahan kimia, bahan habis pakai,
bahan acuan bersertifikat dan peralatan yang digunakan;</span></div>
<div class="MsoBodyTextIndent3" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l9 level1 lfo10; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kemudahan penerapan pengendalian mutu
internal;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l9 level1 lfo10; tab-stops: 63.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">fasilitas serta kondisi akomodasi dan
lingkungan pengujian yang memadai;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l9 level1 lfo10; tab-stops: 63.0pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kualifikasi kompetensi personel laboratorium;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l9 level1 lfo10; tab-stops: 63.0pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">sedapat mungkin menggunakan bahan kimia yang
ramah lingkungan.</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 9.35pt; margin-top: 0cm; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Manajer teknis melakukan pemutakhiran dan
memvalidasi metode pengujian bila terjadi kondisi salah satu atau lebih hal -
hal dibawah ini:</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l11 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">metode yang telah diberlakukan di
laboratorium mengalami perubahan dari organisasi yang mempublikasikannya;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l11 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">peralatan yang digunakan mengalami perubahan;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l11 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">penggantian bahan kimia yang digunakan; serta</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 9.35pt; margin-top: 0cm; mso-list: l11 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">fasilitas dan kondisi akomodasi dan
lingkungan pengujian mengalami perubahan.</span></div>
<div class="MsoBodyText" style="text-indent: 36.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Namun, apabila laboratorium mengembangkan
metode pengujian, maka hal - hal berikut ini perlu diperhatikan:</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; mso-list: l2 level2 lfo5; tab-stops: 18.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">survei permulaan dengan mengidentifikasi hal
– hal, dibawah ini:</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">mengapa pengujian ini penting?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">siapa yang akan menggunakan hasilnya, dan
untuk tujuan apa?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah metode pengujian ini baru, atau
merupakan pengganti metode pengujian yang sudah ada?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">seberapa handal metode tersebut?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">berapa kali pengujian ini
dilaksanakan?………..sesekali?………...sering?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah metode memenuhi kebutuhan pelanggan
atau laboratorium?</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l0 level1 lfo12; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">g.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah lebih baik dilakukan subkontrak ke
laboratorium lain?</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; tab-stops: 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">2)<span style="mso-tab-count: 1;"> </span>batasan
pemeriksaan</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">seberapa muda atau sulit pengujian
dilakukan?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">bagaimana kriteria batasan keberterimaaan
pengendalian mutu internal?</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah memerlukan instrumentasi baru dan
kalibrasi tambahan?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah memerlukan tambahan personel, atau
tambahan pelatihan?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah memerlukan tambahan sumber daya
laboratorium?;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; tab-stops: 18.0pt list 36.0pt left 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">f.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">apakah ada tambahan tindakan pencegahan yang
diperlukan untuk keselamatan?;</span></div>
<div class="MsoBodyText" style="margin-left: 18.0pt; tab-stops: 135.0pt 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">3)<span style="mso-tab-count: 1;"> </span>implementasi</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l8 level1 lfo7; tab-stops: list 36.0pt left 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">lengkapi sumber daya yang disyaratkan
termasuk pelatihan personel;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l8 level1 lfo7; tab-stops: list 36.0pt left 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">lakukan validasi metode hingga memenuhi batas
keberterimaan;</span></div>
<div class="MsoBodyText" style="margin-left: 36.0pt; mso-list: l8 level1 lfo7; tab-stops: list 36.0pt left 148.5pt; text-indent: -18.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">lakukan kaji ulang setidak-tidaknya setiap
setahun sekali</span></div>
<div class="MsoBodyText">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Jika
laboratorium memutuskan untuk melakukan pengembangan metode (<i>in-house
methods</i>), maka informasi yang harus dilaporkan setidak - tidaknya, antara
lain:</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">judul metode;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">sumber referensi;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">prinsip dasar metode dan ganggungan yang ada
serta tindakan pencegahannya;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">tindakan keselamatan dan kesehatan kerja;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ruang lingkup penerapan dan rentang kerja
metode;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">uraian dari sampel yang diuji;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">peralatan dan bahan kimia yang digunakan;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">8)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kondisi akomodasi dan lingkungan;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">9)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">tahapan prosedur yang meliputi perlakuan
awal, preparasi, pengujian;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">10)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kriteria batas keberterimaan pengendalian mutu
internal;</span></div>
<div class="MsoBodyText" style="margin-left: 27.0pt; mso-list: l6 level1 lfo14; tab-stops: 27.0pt; text-indent: -27.0pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">11)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">kompetensi analis atau petugas kalibrasi dan
persyaratan pelatihan;</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-8471320241044253282017-03-02T09:26:00.001+07:002017-03-02T09:33:47.690+07:00Analisis Ketidakberpihakan Personel Laboratorium LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
<br />
<pre style="tab-stops: 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> Analisis Ketidakberpihakan </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">P</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">ersonel </span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">L</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">aboratorium Lingkungan</span></b></pre>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Bila laboratorium merupakan bagian
dari suatu organisasi yang melakukan kegiatan selain pengujian parameter kualitas lingkungan, maka tanggung jawab personel inti didalam organisasi yang mempunyai
keterlibatan atau pengaruh pada kegiatan pengujian tersebut harus
ditetapkan untuk mengidentifikasi pertentangan kepentingan yang potensial. Jika
laboratorium merupakan bagian dari suatu organisasi yang lebih besar,
pengaturan organisasi hendaknya dilakukan sedemikian rupa agar bagian yang
mempunyai pertentangan kepentingan, misalnya, pemasaran atau keuangan, tidak
berpengaruh buruk pada kesesuaian ISO/IEC 17025.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
<a name='more'></a><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Bila laboratorium lingkungan</span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">ingin
diakui sebagai laboratorium yang independen dan profesional, maka laboratorium </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">tersebut </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">harus
memiliki pengaturan </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">yang
disepakati oleh seluruh personelnya. Pengaturan tersebut ditetapkan </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">untuk
memastikan agar manajemen dan personelnya bebas dari setiap pengaruh dan
tekanan komersial, keuangan dan tekanan intern dan ekstern yang tidak
diinginkan serta tekanan lainya yang dapat berpengaruh buruk terhadap mutu
kerja mereka. Selain itu, laboratorium harus memiliki kebijakan dan prosedur
untuk menghindari keterlibatan dalam setiap kegiatan yang akan mengurangi
kepercayaan pada kompetensinya, ketidakberpihakannya, integritas pertimbangan
dan operasionalnya dalam kegiatan pengujian parameter kualitas lingkungan. </span><span lang="EN-US" style="font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sehubungan dengan hal tersebut, manajemen
laboratorium perlu melakukan identifikasi pencegahan dari suatu ancaman yang
timbul. Hal ini dibutuhkan untuk memelihara independensi dan profesional
laboratorium setiap saat. </span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Berikut ini jenis ancaman dan tindakan
pencegahannya:</span></div>
<img alt="" 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" 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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Sumber konflik kepentingan yang
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didokumentasikan dalam setiap proses pengambilan sampel, pengujian parameter kualitas lingkungan yang dilaksanakan oleh laboratorium. Selain bersumber dari organisasi
internal laboratorium, sumber konflik kepentingan dapat juga berasal dari
hal-hal berikut ini, diantaranya:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">1) Pemegang saham</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Seluruh pemegang saham laboratorium harus bebas dari konflik kepentingan dan kepada yang bersangkutan
tidak dapat memberikan tekanan dalam bentuk dan cara apapun kepada seluruh
personel laboratorium terkait kegiatan pengambilan sampel, pengujian parameter kualitas lingkungan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">2) Dewan komisaris</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span>S</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">eluruh
anggota dewan komisaris laboratorium lingkungan harus diidentifikasi bebas konflik kepentingan dengan pelanggan yang
menggunakan jasa laboratorium dan kepada yang bersangkutan tidak dapat
memberikan tekanan dalam bentuk dan cara apapun kepada seluruh personel
laboratorium. Bila terdapat anggota yang berpotensi berbenturan kepentingan,
maka yang bersangkutan tidak dilibatkan sebagai anggota tim dalam suatu
pengambilan keputusan.<span style="mso-bidi-font-weight: bold;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">3) Dewan direksi </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span>S</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">eluruh
anggota dewan direksi laboratorium lingkungan harus diidentifikasi bebas konflik kepentingan dengan pelanggan yang
menggunakan jasa laboratorium dan kepada yang bersangkutan tidak dapat
memberikan tekanan dalam bentuk dan cara apapun kepada seluruh personel
laboratorium. Bila terdapat anggota dewan yang berpotensi berbenturan
kepentingan, maka yang bersangkutan tidak dilibatkan sebagai anggota tim dalam
suatu pengambilan keputusan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">4) Tim pengarah atau penasehat laboratorium</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span>J</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">ika
suatu laboratorium memiliki tim pengarah atau penasehat, maka pengarah atau
penasehat teknis maupun manajemen laboratorium tersebut harus memberikan
pertimbangannya secara profesional dibidangnya dan bebas dari konflik
kepentingan serta bebas dari tekanan apapun dalam memberikan arahan atau
petunjuk teknis maupun manajemen ke laboratorium. Bila terdapat anggota yang
berpotensi berbenturan kepentingan, maka yang bersangkutan tidak dilibatkan
sebagai anggota tim dalam suatu pengambilan keputusan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">5) Laboratorium lingkungan lainnya</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Laboratorium lingkungan lainnya yang
memiliki ruang lingkup yang sejenis dapat memiliki potensi ancaman sehinga
dimungkinkan terjadinya persaingan yang kurang sehat. Sehubungan dengan hal
tersebut, perlu adanya forum komunikasi berupa asosiasi atau jaringan
laboratorium sehingga dapat mengurangi terjadinya persaingan yang kurang sehat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">6)<span style="mso-tab-count: 1;"> </span>Personel tidak tetap atau magang</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span>B</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">ila
dalam proses pengambilan sampel dan/atau pengujian parameter kualitas lingkungan melibatkan personel
tidak tetap atau magang, maka manajemen laboratorium menetapkan dan membuat
pernyataan tertulis bahwa personel tidak tetap atau magang harus bebas dari konflik
kepentingan dan bebas dari tekanan komersial, maupun tekanan lain dalam bentuk dan
cara apapun.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">7)<span style="mso-tab-count: 1;"> </span>Subkontraktor</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> </span>Jika
pengambilan sampel dan/atau pengujian parameter kualitas lingkungan, membutuhkan subkontrak
ke laboratorium lainnya, maka subkontrak tersebut harus dilakukan kepada laboratorium
yang kompeten dan bebas dari konflik kepentingan serta bebas dari tekanan
komersial, maupun tekanan lain dalam bentuk dan cara apapun.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">8)<span style="mso-tab-count: 1;"> </span>Pelanggan
laboratorium</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;"><span style="mso-tab-count: 1;"> P</span>elanggan
yang memiliki kepentingan terhadap jasa laboratorium dapat memberikan tekanan
keuangan atau tekanan lainnya yang dapat mempengaruhi mutu data hasil pengujian. Sehubungan dengan hal tersebut, laboratorium harus
mengidentifikasi dan menghindari pelanggan yang memiliki konflik kepentingan
yang mempengaruhi mutu data hasil pengujian parameter kualitas lingkungan.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-56691093826088190542017-02-07T21:49:00.000+07:002019-01-29T11:29:37.374+07:00PERATURAN MENTERI PENDAYAGUNAAN APARATUR NEGARA DAN REFORMASI BIROKRASI REPUBLIK INDONESIA NOMOR 26 TAHUN 2016 TENTANG PENGANGKATAN PEGAWAI NEGERI SIPIL DALAM JABATAN FUNGSIONAL MELALUI PENYESUAIAN/INPASSINGDitulis Oleh : cak war | Anwar Hadi<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">SALINAN</span></b></div>
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<br /></div>
<div align="center" class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PERA<span style="letter-spacing: -.15pt;">T</span>URAN<span style="letter-spacing: -.5pt;"> </span>ME<span style="letter-spacing: .1pt;">N</span>TERI<span style="letter-spacing: -.35pt;"> </span>PENDAYAGUN<span style="letter-spacing: -.15pt;">A</span>AN<span style="letter-spacing: -.45pt;"> </span>APARA<span style="letter-spacing: -.15pt;">T</span>UR<span style="letter-spacing: -.45pt;"> </span>NE<span style="letter-spacing: .1pt;">G</span>ARA<span style="letter-spacing: -.35pt;"> </span>DAN<span style="mso-font-width: 99%;"> </span>REFORMASI<span style="letter-spacing: -.2pt;">
</span><span style="letter-spacing: -.15pt;">B</span><span style="letter-spacing: .1pt;">I</span>RO<span style="letter-spacing: -.15pt;">K</span>RASI<span style="letter-spacing: -.1pt;"> </span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">REPUB<span style="letter-spacing: -.15pt;">L</span><span style="letter-spacing: .1pt;">I</span>K<span style="letter-spacing: -.4pt;"> </span><span style="letter-spacing: .1pt;">I</span>N<span style="letter-spacing: -.15pt;">D</span>ONES<span style="letter-spacing: .1pt;">I</span>A</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">NOMOR<span style="letter-spacing: -.3pt;"> </span>26<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: -.15pt;">T</span>AHUN<span style="letter-spacing: -.15pt;"> </span>2016
</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.15pt;">T</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">E<span style="letter-spacing: .1pt;">N</span><span style="letter-spacing: -.15pt;">T</span>ANG</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PENGANGKA<span style="letter-spacing: -.15pt;">T</span>AN<span style="letter-spacing: -.3pt;"> </span>P<span style="letter-spacing: .1pt;">E</span>GAWAI<span style="letter-spacing: -.2pt;"> </span>NEGE<span style="letter-spacing: -.15pt;">R</span>I<span style="letter-spacing: -.15pt;"> S</span><span style="letter-spacing: .1pt;">I</span><span style="letter-spacing: -.15pt;">P</span>IL<span style="letter-spacing: -.3pt;"> </span>DALAM<span style="letter-spacing: -.35pt;"> </span>JABA<span style="letter-spacing: -.15pt;">T</span>AN<span style="letter-spacing: -.15pt;"> </span><span style="letter-spacing: .1pt;">F</span>UNGS<span style="letter-spacing: .1pt;">I</span>ONAL<span style="mso-font-width: 99%;"> </span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">MELALUI<span style="letter-spacing: -.3pt;"> </span>PENYES<span style="letter-spacing: -.15pt;">U</span>A<span style="letter-spacing: .1pt;">I</span>AN<span style="letter-spacing: -.05pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>NPAS<span style="letter-spacing: .05pt;">S</span><span style="letter-spacing: -.15pt;">I</span>NG</i></span></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
<br />
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">DENGAN<span style="letter-spacing: -.3pt;"> </span>RAHMAT<span style="letter-spacing: -.25pt;">
</span>TUHAN<span style="letter-spacing: -.25pt;"> </span>YANG<span style="letter-spacing: -.3pt;"> </span>MAHA<span style="letter-spacing: -.25pt;"> </span>ESA</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">MEN<span style="letter-spacing: -.15pt;">T</span>ERI<span style="letter-spacing: -.3pt;"> </span>PENDAYAGUNAAN<span style="letter-spacing: -.35pt;"> </span>APARA<span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">U</span>R<span style="letter-spacing: -.45pt;"> </span>NEGARA<span style="letter-spacing: -.4pt;"> </span>DAN<span style="mso-font-width: 99%;"> </span>REFORMASI<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: -.15pt;">B</span><span style="letter-spacing: .1pt;">I</span>RO<span style="letter-spacing: -.15pt;">K</span>RASI<span style="letter-spacing: .1pt;"> </span>REPUB<span style="letter-spacing: -.15pt;">L</span><span style="letter-spacing: .1pt;">I</span>K<span style="letter-spacing: -.4pt;"> </span><span style="letter-spacing: .1pt;">I</span>N<span style="letter-spacing: -.15pt;">D</span>ONES<span style="letter-spacing: .1pt;">I</span><span style="letter-spacing: .05pt;">A</span>,</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Menimbang<span style="mso-tab-count: 1;"> </span>:<span style="mso-tab-count: 1;"> </span>a.<span style="mso-tab-count: 1;"> <span style="font-family: "calibri" , "sans-serif";"></span></span>bahwa<span style="letter-spacing: 3.35pt;"> </span>dalam<span style="letter-spacing: 3.3pt;"> </span>rangka<span style="letter-spacing: 3.3pt;"> </span>pengembangan<span style="letter-spacing: 3.45pt;"> </span>karier,<span style="mso-font-width: 99%;"> </span>profesionalisme<span style="letter-spacing: 1.3pt;"> </span>dan<span style="letter-spacing: 1.35pt;"> </span>peningkatan<span style="letter-spacing: 1.35pt;"> </span>kiner<span style="letter-spacing: -.15pt;">j</span>a<span style="letter-spacing: 1.45pt;"> </span>organisasi,<span style="letter-spacing: 1.4pt;"> </span>serta<span style="mso-font-width: 99%;"> </span>guna</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">memenuhi<span style="letter-spacing: 2.7pt;"> </span><span style="letter-spacing: .1pt;">k</span>ebutuhan<span style="letter-spacing: 2.65pt;"> </span>jabatan<span style="letter-spacing: 2.8pt;">
</span>fungsiona<span style="letter-spacing: .05pt;">l</span>,<span style="letter-spacing: 2.7pt;"> </span>perlu mengangkat<span style="letter-spacing: 3.15pt;"> </span>pegawai<span style="letter-spacing: 3.15pt;"> </span>negeri<span style="letter-spacing: 3.2pt;"> </span>sipil<span style="letter-spacing: 3.2pt;"> </span>yang<span style="letter-spacing: 3.25pt;"> </span>memenuhi<span style="letter-spacing: 3.2pt;">
</span>syarat melalui <span style="letter-spacing: -.05pt;">p</span>enyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">i</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: 1.75pt;"> </span></i>pa<span style="letter-spacing: .1pt;">d</span>a<span style="letter-spacing: .6pt;"> </span><span style="letter-spacing: -.05pt;">k</span>ementerian/
lembaga<span style="letter-spacing: -.05pt;"> </span>dan<span style="letter-spacing: -.05pt;"> </span>pemerintah<span style="letter-spacing: -.05pt;"> </span>daerah;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"></span>b.<span style="letter-spacing: 2.25pt;"><span style="font-family: "calibri" , "sans-serif";"> </span></span>bahwa<span style="letter-spacing: .85pt;">
</span>berdasarkan<span style="letter-spacing: 1.05pt;"> </span>pertimbangan<span style="letter-spacing: .85pt;"> </span>sebagaimana<span style="letter-spacing: .9pt;"> </span>dimaksud dalam<span style="letter-spacing: 2.4pt;"> </span>huruf<span style="letter-spacing: 2.45pt;"> </span>a,<span style="letter-spacing: 2.45pt;"> </span><span style="letter-spacing: .1pt;">p</span>erlu<span style="letter-spacing: 2.45pt;"> </span>menetapkan<span style="letter-spacing: 2.55pt;"> </span>Peraturan<span style="letter-spacing: 2.45pt;"> </span>Menteri<span style="mso-font-width: 99%;"> </span>Pendayagunaan<span style="letter-spacing: 1.2pt;"> </span>Ap<span style="letter-spacing: .1pt;">a</span>ratur<span style="letter-spacing: 1.25pt;"> </span>Negara<span style="letter-spacing: 1.25pt;">
</span>dan<span style="letter-spacing: 1.25pt;"> </span><span style="letter-spacing: .1pt;">R</span>eformasi<span style="letter-spacing: 1.25pt;"> </span>Birokrasi<span style="mso-font-width: 99%;"> </span>tentang<span style="letter-spacing: .6pt;"> </span>Pengangkatan<span style="letter-spacing: .65pt;"> </span>Pegawai<span style="letter-spacing: .65pt;">
</span>Negeri<span style="letter-spacing: .65pt;"> </span><span style="letter-spacing: -.15pt;">S</span>ipil<span style="letter-spacing: .6pt;"> </span>dalam<span style="letter-spacing: .8pt;"> </span>Jabat<span style="letter-spacing: -.15pt;">a</span>n
Fungsional<span style="letter-spacing: -.2pt;"> </span>melalui<span style="letter-spacing: -.15pt;"> </span><span style="letter-spacing: -.05pt;">p</span>enyesuaian<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">i</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span><span style="letter-spacing: .1pt;">ss</span><span style="letter-spacing: -.3pt;">i</span>n<span style="letter-spacing: .05pt;">g</span></i>;</span><br />
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span><br />
<a name='more'></a><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"><br /></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Mengingat<span style="mso-tab-count: 1;"> </span>:<span style="letter-spacing: -.65pt;"><span style="mso-tab-count: 1;"> </span></span>1.<span style="letter-spacing: 1.95pt;"> <span style="mso-tab-count: 1;"></span></span>Undan<span style="letter-spacing: -.05pt;">g</span>-Undang<span style="letter-spacing: 2.85pt;">
</span>Nomor<span style="letter-spacing: 2.9pt;"> </span>5<span style="letter-spacing: 2.9pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.0pt;"> </span>2014<span style="letter-spacing: 3.0pt;"> </span>tentang<span style="letter-spacing: 3.05pt;"> </span>Aparatur Sipil<span style="letter-spacing: 1.2pt;"> </span>Negara<span style="letter-spacing: 1.2pt;"> </span>(Lemb<span style="letter-spacing: -.15pt;">a</span>ran<span style="letter-spacing: 1.25pt;"> </span>Negara<span style="letter-spacing: 1.2pt;"> </span>Republ<span style="letter-spacing: -.15pt;">i</span>k<span style="letter-spacing: 1.25pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun
2014<span style="letter-spacing: 1.25pt;"> </span>Nomor<span style="letter-spacing: 1.25pt;"> </span>6,<span style="letter-spacing: 1.25pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">a</span>mbahan<span style="letter-spacing: 1.25pt;"> </span>Lembaran<span style="letter-spacing: 1.25pt;">
</span>Negara<span style="letter-spacing: 1.25pt;"> </span>Republik <span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: -.4pt;">
</span>Nomor<span style="letter-spacing: -.35pt;"> </span>5<span style="letter-spacing: -.15pt;">4</span>94);</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Undan<span style="letter-spacing: -.05pt;">g</span>-Undang<span style="letter-spacing: 1.8pt;"> </span>Nomor<span style="letter-spacing: 1.85pt;"> </span>23<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ah<span style="letter-spacing: .1pt;">u</span>n<span style="letter-spacing: 1.85pt;"> </span>2014<span style="letter-spacing: 1.85pt;"> </span>tentang Pemerintahan<span style="mso-tab-count: 1;"> </span>Daerah<span style="letter-spacing: 1.4pt;"> </span>(Lembaran<span style="letter-spacing: 1.55pt;"> </span>Negara<span style="letter-spacing: 1.45pt;"> </span>Republik <span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 2.15pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.2pt;"> </span>2<span style="letter-spacing: .1pt;">0</span>14<span style="letter-spacing: 2.2pt;"> </span>Nomor<span style="letter-spacing: 2.2pt;"> </span>244,<span style="letter-spacing: 2.3pt;"> </span><span style="letter-spacing: -.05pt;">T</span><span style="letter-spacing: .1pt;">a</span>mbahan<span style="letter-spacing: 2.2pt;"> </span>Lembaran Negara<span style="letter-spacing: 1.25pt;"> </span>Republik <span style="letter-spacing: 1.3pt;"><span style="mso-spacerun: yes;"> </span></span><span style="letter-spacing: .1pt;">I</span>ndonesia
<span style="letter-spacing: 1.25pt;"><span style="mso-spacerun: yes;"> </span></span>Nomor
<span style="letter-spacing: 1.3pt;"><span style="mso-spacerun: yes;"> </span></span><span style="letter-spacing: .1pt;">5</span>587<span style="letter-spacing: .1pt;">)</span>,
<span style="letter-spacing: 1.3pt;"><span style="mso-spacerun: yes;"> </span></span>sebagaimana
telahbeberapa<span style="letter-spacing: 2.45pt;"> </span>kali<span style="letter-spacing: 2.5pt;"> </span>diubah<span style="letter-spacing: 2.5pt;"> </span>terakhir<span style="letter-spacing: 2.45pt;"> </span>dengan<span style="letter-spacing: 2.5pt;">
</span>Undan<span style="letter-spacing: .1pt;">g</span>-<span style="mso-font-width: 99%;"> </span>Undang<span style="letter-spacing: 2.1pt;"> </span>Nomor<span style="letter-spacing: 2.1pt;"> </span>9<span style="letter-spacing: 2.2pt;"> </span>Tahun<span style="letter-spacing: 2.1pt;"> </span>2015<span style="letter-spacing: 2.1pt;"> </span>tentang<span style="letter-spacing: 2.3pt;"> </span>Perubahan<span style="letter-spacing: 2.05pt;">
</span>Kedua atas<span style="letter-spacing: 2.4pt;"> </span>Undang-Undang<span style="letter-spacing: 2.4pt;"> </span>Nomor<span style="letter-spacing: 2.4pt;"> </span>23<span style="letter-spacing: 2.4pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 2.4pt;"> </span>2014<span style="letter-spacing: 2.55pt;"> </span>tentang Pemerintahan Daerah<span style="letter-spacing: 1.4pt;"> </span>(Lembaran<span style="letter-spacing: 1.55pt;">
</span>Negara<span style="letter-spacing: 1.35pt;"> </span>Republik<span style="mso-font-width: 99%;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.45pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.5pt;"> </span><span style="letter-spacing: -.15pt;">2</span>015<span style="letter-spacing: 3.5pt;"> </span>Nomor<span style="letter-spacing: 3.55pt;"> </span>5<span style="letter-spacing: .05pt;">8</span>,<span style="letter-spacing: 3.5pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 3.5pt;">
</span>Lembaran Negara<span style="letter-spacing: -.25pt;"> </span>Republik<span style="letter-spacing: -.3pt;"> </span><span style="letter-spacing: .1pt;">I</span>n<span style="letter-spacing: -.15pt;">d</span>onesia<span style="letter-spacing: -.25pt;">
</span>Nomor<span style="letter-spacing: -.25pt;"> </span>567<span style="letter-spacing: -.05pt;">9</span>);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 2.8pt;"> </span>Pemerin<span style="letter-spacing: .1pt;">t</span>ah<span style="letter-spacing: 2.85pt;"> </span>Nomor<span style="letter-spacing: 2.85pt;"> </span>4<span style="letter-spacing: 3.0pt;"> </span>Ta<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 2.8pt;"> </span>1966<span style="letter-spacing: 2.85pt;"> </span>tentang Pemberhentian/</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pemberhentian<span style="letter-spacing: 1.6pt;"> </span>Sementara<span style="letter-spacing: 1.65pt;">
</span>Pegawai<span style="letter-spacing: 1.6pt;"> </span>Negeri<span style="mso-font-width: 99%;"> </span>(Lembaran<span style="letter-spacing: .75pt;">
</span>Negara<span style="letter-spacing: .85pt;"> </span>Republik<span style="letter-spacing: .8pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: .75pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .8pt;"> </span>1966<span style="letter-spacing: .8pt;"> </span>Nomor<span style="letter-spacing: -.15pt;"> </span>7,<span style="letter-spacing: .55pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: .5pt;">
</span>Lemb<span style="letter-spacing: .1pt;">a</span>ran<span style="letter-spacing: .55pt;"> </span>Negara<span style="letter-spacing: .55pt;"> </span>Republik<span style="letter-spacing: .55pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: .55pt;"> </span>Nom<span style="letter-spacing: -.15pt;">o</span>r<span style="mso-font-width: 99%;"> </span>2797);</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt 155.2pt 166.15pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 1.65pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.7pt;"> </span>16<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.7pt;"> </span>1994<span style="letter-spacing: 1.7pt;"> </span>tentang Jabatan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Fungsional<span style="letter-spacing: .85pt;"> </span>Pegawai<span style="letter-spacing: .9pt;"> </span>Negeri<span style="letter-spacing: .9pt;"> </span>Sipil<span style="letter-spacing: .85pt;"> </span>(Lembaran
Negara<span style="mso-tab-count: 1;"> </span>Republik<span style="letter-spacing: .6pt;"> </span>Indonesia<span style="letter-spacing: .6pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .75pt;"> </span>1994<span style="letter-spacing: .6pt;"> </span>Nomor<span style="letter-spacing: .65pt;"> </span>22,
<span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 3.6pt;"> </span>Lembar<span style="letter-spacing: .1pt;">a</span>n<span style="letter-spacing: 3.65pt;"> </span>Negara<span style="letter-spacing: 3.6pt;">
</span>Republik<span style="letter-spacing: 3.65pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.6pt;">
</span>Nom<span style="letter-spacing: -.15pt;">o</span>r<span style="mso-font-width: 99%;"> </span>3547),sebagaimana<span style="letter-spacing: .95pt;"> </span>telah<span style="letter-spacing: 1.0pt;"> </span>diubah<span style="letter-spacing: .95pt;"> </span>dengan<span style="letter-spacing: 1.0pt;"> </span>Peraturan Pemerintah<span style="letter-spacing: .7pt;"> </span>Nomor<span style="letter-spacing: .85pt;"> </span>40<span style="letter-spacing: .8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .85pt;"> </span>2010<span style="letter-spacing: .8pt;"> </span><span style="letter-spacing: .1pt;">t</span>entang<span style="letter-spacing: .8pt;"> </span>Perubahan
atas<span style="letter-spacing: .6pt;"> </span>Peraturan<span style="letter-spacing: .6pt;"> </span>Pe<span style="letter-spacing: .1pt;">m</span>erintah<span style="letter-spacing: .6pt;"> </span>Nomor<span style="letter-spacing: .65pt;"> </span>16<span style="letter-spacing: .7pt;"> </span>Tahun<span style="letter-spacing: .6pt;"> </span>1994<span style="letter-spacing: .75pt;"> </span>tentang Jabatan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Fungsional<span style="letter-spacing: .85pt;"> </span>Pegawai<span style="letter-spacing: .9pt;"> </span>Negeri<span style="letter-spacing: .9pt;"> </span>Sipil<span style="letter-spacing: 1.0pt;"> </span>(Lembaran
NegaraRepublik<span style="letter-spacing: .6pt;"> </span>Indonesia<span style="letter-spacing: .6pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .75pt;"> </span>2010<span style="letter-spacing: .6pt;"> </span>Nomor<span style="letter-spacing: .65pt;"> </span>51, <span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 3.6pt;"> </span>Lembar<span style="letter-spacing: .1pt;">a</span>n<span style="letter-spacing: 3.65pt;"> </span>Negara<span style="letter-spacing: 3.6pt;">
</span>Republik<span style="letter-spacing: 3.65pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.6pt;">
</span>Nom<span style="letter-spacing: -.15pt;">o</span>r<span style="mso-font-width: 99%;"> </span>5121);</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt 184.6pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.05pt;">P</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">eraturan<span style="letter-spacing: 1.7pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.7pt;"> </span>97<span style="letter-spacing: 1.85pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.7pt;"> </span>2000<span style="letter-spacing: 1.7pt;"> </span>tentang
Formasi<span style="letter-spacing: 1.75pt;"> </span>Pegawai<span style="letter-spacing: 1.8pt;"> </span>Negeri<span style="letter-spacing: 1.8pt;"> </span>Sipil<span style="letter-spacing: 1.8pt;"> </span>(Lembaran<span style="letter-spacing: 1.8pt;">
</span>Negara<span style="letter-spacing: 1.8pt;"> </span>Republik <span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 2.15pt;">
</span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.2pt;"> </span>2<span style="letter-spacing: .1pt;">0</span>00<span style="letter-spacing: 2.2pt;"> </span>Nomor<span style="letter-spacing: 2.2pt;"> </span>194,<span style="letter-spacing: 2.3pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">a</span>mbahan<span style="letter-spacing: 2.2pt;"> </span>Lembaran
Negara<span style="letter-spacing: 1.2pt;"> </span>Republik <span style="letter-spacing: .1pt;">I</span>ndonesia Nomor <span style="letter-spacing: .1pt;">4</span>015), <span style="letter-spacing: 1.25pt;"><span style="mso-spacerun: yes;"> </span></span>sebagaimana telah<span style="letter-spacing: 1.4pt;"> </span>diubah<span style="letter-spacing: 1.4pt;"> </span>den<span style="letter-spacing: .1pt;">g</span>an<span style="letter-spacing: 1.45pt;"> </span>Peraturan<span style="letter-spacing: 1.4pt;"> </span>Pe<span style="letter-spacing: .1pt;">m</span>erintah
<span style="letter-spacing: 1.4pt;"><span style="mso-spacerun: yes;"> </span></span>Nomor
<span style="letter-spacing: 1.5pt;"><span style="mso-spacerun: yes;"> </span></span>54
<span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.3pt;"> </span>2003 <span style="letter-spacing: 2.35pt;"><span style="mso-spacerun: yes;"> </span></span>te<span style="letter-spacing: .1pt;">n</span>tang
<span style="letter-spacing: 2.35pt;"><span style="mso-spacerun: yes;"> </span></span>Perubahan
<span style="letter-spacing: 2.3pt;"><span style="mso-spacerun: yes;"> </span></span>atas
<span style="letter-spacing: 2.4pt;"><span style="mso-spacerun: yes;"> </span></span>Peraturan
Pemerintah</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Nomor<span style="letter-spacing: 3.45pt;"> </span>97<span style="letter-spacing: 3.4pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.4pt;"> </span>2000<span style="letter-spacing: 3.65pt;"> </span>tentang<span style="letter-spacing: 3.4pt;">
</span>Formasi<span style="mso-font-width: 99%;"> </span>Pegawai<span style="letter-spacing: .3pt;"> </span>Negeri<span style="letter-spacing: .3pt;"> </span>Sipil<span style="letter-spacing: .35pt;"> </span>(Lembaran<span style="letter-spacing: .35pt;">
</span>Negara<span style="letter-spacing: .4pt;"> </span>Republik<span style="letter-spacing: .3pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia
<span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 1.05pt;"> </span>2003<span style="letter-spacing: 1.05pt;"> </span>Nom<span style="letter-spacing: .1pt;">o</span>r<span style="letter-spacing: 1.05pt;"> </span>122,<span style="letter-spacing: 1.05pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 1.2pt;"> </span>Lembaran<span style="letter-spacing: 1.05pt;">
</span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: -.3pt;"> </span>Nomor<span style="letter-spacing: -.15pt;"> </span>4332);</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt 177.55pt 184.15pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.05pt;">P</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">eraturan<span style="letter-spacing: 1.65pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.7pt;"> </span>98<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.7pt;"> </span>2000<span style="letter-spacing: 1.7pt;"> </span>tentang
Pengadaan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pegawai<span style="letter-spacing: 2.45pt;"> </span>Negeri<span style="letter-spacing: 2.45pt;"> </span>Sipil<span style="letter-spacing: 2.45pt;"> </span>(<span style="letter-spacing: -.15pt;">L</span>embaran<span style="letter-spacing: 2.45pt;"> </span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: 3.35pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.3pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.4pt;"> </span>2000<span style="letter-spacing: 3.5pt;"> </span>No<span style="letter-spacing: .1pt;">m</span>or<span style="letter-spacing: 3.35pt;"> </span>195,<span style="letter-spacing: 3.4pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan
Lembaran Negara<span style="letter-spacing: 1.05pt;"> </span>Republik<span style="letter-spacing: .9pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndon<span style="letter-spacing: -.15pt;">e</span>sia<span style="letter-spacing: 1.05pt;"> </span>Nomor<span style="letter-spacing: 1.05pt;"> </span>4016), sebagaimana<span style="letter-spacing: 1.3pt;"> </span>telah<span style="letter-spacing: 1.4pt;"> </span>beberapa<span style="letter-spacing: 1.35pt;"> </span>kali<span style="letter-spacing: 1.35pt;"> </span>diubah,<span style="letter-spacing: 1.4pt;"> </span>terakhir<span style="letter-spacing: 1.4pt;">
</span><span style="letter-spacing: -.05pt;">d</span>engan Peraturan<span style="letter-spacing: 1.65pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.75pt;"> </span>78<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.7pt;"> </span>2013<span style="letter-spacing: 1.8pt;"> </span>tentang Perubahan<span style="letter-spacing: 3.15pt;"> </span>Kedua<span style="letter-spacing: 3.25pt;"> </span>atas<span style="letter-spacing: 3.25pt;"> </span>Peraturan<span style="letter-spacing: 3.25pt;"> </span>Pemerintah<span style="letter-spacing: 3.25pt;"> </span>Nomor<span style="letter-spacing: 3.25pt;"> </span>98 <span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.55pt;"> </span>2000<span style="letter-spacing: 2.55pt;"> </span>tent<span style="letter-spacing: .1pt;">a</span>ng<span style="letter-spacing: 2.55pt;"> </span>Pengadaan<span style="letter-spacing: 2.5pt;"> </span>Pegawai<span style="letter-spacing: 2.55pt;">
</span>Negeri<span style="letter-spacing: 2.55pt;"> </span>Sipil<span style="mso-font-width: 99%;"> </span>(Lembaran<span style="letter-spacing: .9pt;"> </span>Negara<span style="letter-spacing: .95pt;"> </span>Republik<span style="letter-spacing: .95pt;">
</span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: .95pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .95pt;"> </span>2013<span style="letter-spacing: 1.05pt;"> </span>Nomor<span style="mso-font-width: 99%;"> </span>18<span style="letter-spacing: -.05pt;">8</span>,<span style="letter-spacing: 2.35pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 2.4pt;"> </span><span style="letter-spacing: .1pt;">L</span>embaran<span style="letter-spacing: 2.4pt;"> </span>Negara<span style="letter-spacing: 2.4pt;"> </span>Republik<span style="letter-spacing: 2.4pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndones<span style="letter-spacing: .1pt;">i</span>a Nomor<span style="letter-spacing: -.5pt;"> </span>546<span style="letter-spacing: -.05pt;">7</span>);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 1.7pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.7pt;"> </span>99<span style="letter-spacing: 1.85pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.7pt;"> </span>2000<span style="letter-spacing: 1.7pt;"> </span>tentang Kenaikan<span style="letter-spacing: 1.35pt;"> </span>Pangkat<span style="letter-spacing: 1.35pt;"> </span>Pegawai<span style="letter-spacing: 1.35pt;"> </span>Negeri<span style="letter-spacing: 1.4pt;">
</span>Sipil<span style="letter-spacing: 1.4pt;"> </span>(Lembaran<span style="letter-spacing: 1.35pt;"> </span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: 3.35pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.3pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.4pt;"> </span>2000<span style="letter-spacing: 3.4pt;"> </span>Nomor<span style="letter-spacing: 3.4pt;"> </span>196,<span style="letter-spacing: 3.4pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan Lembaran Negara<span style="letter-spacing: .95pt;"> </span>Republik<span style="letter-spacing: 1.0pt;">
</span><span style="letter-spacing: .1pt;">I</span>ndon<span style="letter-spacing: -.15pt;">e</span>sia<span style="letter-spacing: .95pt;"> </span>Nomor<span style="letter-spacing: 1.0pt;"> </span>4017), sebagaimana<span style="letter-spacing: 2.55pt;"> </span>telah<span style="letter-spacing: 2.55pt;"> </span>diubah<span style="letter-spacing: 2.55pt;"> </span>dengan<span style="letter-spacing: 2.55pt;">
</span>Peratu<span style="letter-spacing: .05pt;">r</span>an<span style="letter-spacing: 2.55pt;"> </span>Pemerintah Nomor<span style="letter-spacing: 1.1pt;"> </span>12<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 1.1pt;"> </span>2002<span style="letter-spacing: 1.2pt;"> </span>tentang<span style="letter-spacing: 1.1pt;">
</span>Peruba<span style="letter-spacing: -.15pt;">h</span>an<span style="letter-spacing: 1.1pt;"> </span>atas<span style="letter-spacing: 1.1pt;"> </span>Peraturan
Pemerintah<span style="letter-spacing: 2.15pt;"> </span>Nomor<span style="letter-spacing: 2.2pt;"> </span>99<span style="letter-spacing: 2.2pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.15pt;"> </span>2000<span style="letter-spacing: 2.45pt;"> </span>tentang<span style="letter-spacing: 2.2pt;">
</span>Kenaikan Pangkat<span style="letter-spacing: 1.8pt;"> </span>Pegawai<span style="letter-spacing: 1.85pt;"> </span>N<span style="letter-spacing: .1pt;">e</span>geri<span style="letter-spacing: 1.85pt;"> </span>Sipil<span style="letter-spacing: 1.95pt;">
</span>(Lembaran<span style="letter-spacing: 1.8pt;"> </span>Negara<span style="letter-spacing: 1.85pt;"> </span>Republik <span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.45pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.5pt;"> </span><span style="letter-spacing: -.15pt;">2</span>002<span style="letter-spacing: 3.5pt;"> </span>Nomor<span style="letter-spacing: 3.55pt;"> </span>32,<span style="letter-spacing: 3.5pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 3.5pt;">
</span>Lembaran Negara<span style="letter-spacing: -.25pt;"> </span>Republik<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: .1pt;">I</span>n<span style="letter-spacing: -.15pt;">d</span>onesia<span style="letter-spacing: -.3pt;">
</span>Nomor<span style="letter-spacing: -.2pt;"> </span>4193);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.05pt;">P</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">eraturan<span style="letter-spacing: .45pt;"> </span>Pemerintah<span style="letter-spacing: .5pt;"> </span>Nomor<span style="letter-spacing: .5pt;"> </span>101<span style="letter-spacing: .45pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">a</span>hun<span style="letter-spacing: .5pt;"> </span>2000<span style="letter-spacing: .5pt;"> </span>tentang
Pendidikan<span style="letter-spacing: .1pt;"> </span>dan<span style="letter-spacing: .1pt;"> </span>Pelatihan<span style="letter-spacing: .15pt;"> </span>Jabatan<span style="letter-spacing: .1pt;"> </span>Pegawai<span style="letter-spacing: .15pt;"> </span>Negeri<span style="letter-spacing: .15pt;"> </span>Sipil<span style="mso-font-width: 99%;"> </span>(Lembaran<span style="letter-spacing: .9pt;"> </span>Negara<span style="letter-spacing: .9pt;"> </span>Republik<span style="letter-spacing: .9pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: .95pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .9pt;"> </span>2000<span style="letter-spacing: .9pt;"> </span>Nomor<span style="mso-font-width: 99%;"> </span>198,</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.15pt;">T</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">ambahan<span style="letter-spacing: 2.35pt;"> </span><span style="letter-spacing: .1pt;">L</span>embaran<span style="letter-spacing: 2.4pt;"> </span>Negara<span style="letter-spacing: 2.35pt;"> </span>Republik<span style="letter-spacing: 2.4pt;">
</span><span style="letter-spacing: .1pt;">I</span>ndonesia Nomor<span style="letter-spacing: -.4pt;"> </span>4019);</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt 178.25pt 182.95pt 201.4pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.05pt;">P</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">eraturan<span style="letter-spacing: 2.75pt;"> </span>Pemerin<span style="letter-spacing: .1pt;">t</span>ah<span style="letter-spacing: 2.8pt;"> </span>Nomor<span style="letter-spacing: 2.85pt;"> </span>9<span style="letter-spacing: 2.95pt;"> </span>Ta<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 2.95pt;"> </span>2003<span style="letter-spacing: 2.75pt;"> </span>tentang
Wewenang Pengangkatan,<span style="letter-spacing: 2.55pt;"> </span>Pemindahan,<span style="letter-spacing: 2.6pt;"> </span>dan Pemberhentian<span style="letter-spacing: 1.45pt;"> </span>Pegawai<span style="letter-spacing: 1.45pt;"> </span>Negeri<span style="letter-spacing: 1.45pt;"> </span>Sipil<span style="letter-spacing: 1.45pt;">
</span><span style="letter-spacing: -.15pt;">(</span>Lembaran<span style="letter-spacing: 1.45pt;"> </span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: .75pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: .7pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">a</span>hun<span style="letter-spacing: .75pt;"> </span>2003<span style="letter-spacing: .85pt;"> </span>No<span style="letter-spacing: .1pt;">m</span>or<span style="letter-spacing: .75pt;"> </span>15,<span style="letter-spacing: .85pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ambahan Lembaran</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Negara<span style="letter-spacing: 1.75pt;"> </span>Republik<span style="letter-spacing: 1.75pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndon<span style="letter-spacing: -.15pt;">e</span>sia<span style="letter-spacing: 1.75pt;"> </span>Nomor<span style="letter-spacing: 1.75pt;">
</span>4263) sebagaimana<span style="letter-spacing: 2.65pt;"> </span>telah<span style="letter-spacing: 2.55pt;"> </span>diubah<span style="letter-spacing: 2.65pt;">
</span>dengan<span style="letter-spacing: 2.7pt;"> </span>Pe<span style="letter-spacing: -.15pt;">r</span>aturan<span style="letter-spacing: 2.7pt;">
</span>Pemerintah Nomor<span style="letter-spacing: 1.05pt;"> </span>63<span style="letter-spacing: 1.1pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 1.1pt;"> </span>2<span style="letter-spacing: .1pt;">0</span>09<span style="letter-spacing: 1.2pt;"> </span>tentang<span style="letter-spacing: 1.05pt;">
</span>Perubahan<span style="letter-spacing: 1.1pt;"> </span>atas<span style="letter-spacing: 1.1pt;"> </span>Peraturan Pemerintah</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Nomor<span style="letter-spacing: 2.2pt;"> </span>9<span style="letter-spacing: 2.2pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.35pt;"> </span>2003<span style="letter-spacing: 2.3pt;"> </span><span style="letter-spacing: .1pt;">t</span>entang<span style="letter-spacing: 2.15pt;"> </span>Wewenang Pengangkatan,<span style="letter-spacing: 2.7pt;"> </span>Pemindahan,<span style="letter-spacing: 2.75pt;"> </span>dan<span style="letter-spacing: 2.7pt;"> </span>Pemberhentian<span style="letter-spacing: 2.75pt;"> </span>Pegawai<span style="mso-font-width: 99%;"> </span>Negeri<span style="letter-spacing: 1.8pt;"> </span>Sipil<span style="letter-spacing: 1.9pt;"> </span>(Lembaran<span style="letter-spacing: 1.85pt;"> </span>Negara<span style="letter-spacing: 1.8pt;">
</span>Republik<span style="letter-spacing: 1.85pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 1.85pt;">
</span><span style="letter-spacing: -.15pt;">T</span>ahun 2009<span style="letter-spacing: -.4pt;"> </span>Nomor<span style="letter-spacing: -.35pt;"> </span>164);</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 1.65pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.7pt;"> </span>53<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.85pt;"> </span>2010<span style="letter-spacing: 1.7pt;"> </span>tentang Disiplin<span style="letter-spacing: 2.15pt;"> </span>Pegawai<span style="letter-spacing: 2.2pt;"> </span>Negeri<span style="letter-spacing: 2.15pt;"> </span>Sipil<span style="letter-spacing: 2.2pt;"> </span>(Lembaran<span style="letter-spacing: 2.2pt;"> </span>Negara<span style="letter-spacing: 2.15pt;">
</span>Republik <span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.45pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.45pt;"> </span>2010<span style="letter-spacing: 3.5pt;"> </span>Nomor<span style="letter-spacing: 3.5pt;"> </span>74,<span style="letter-spacing: 3.6pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">a</span>mbahan<span style="letter-spacing: 3.45pt;"> </span>Lembaran Negara<span style="letter-spacing: -.25pt;"> </span>Republik<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: .1pt;">I</span>n<span style="letter-spacing: -.15pt;">d</span>onesia<span style="letter-spacing: -.25pt;"> </span>Nomor<span style="letter-spacing: -.2pt;"> </span>5135);</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.5in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level1 lfo4; punctuation-wrap: simple; tab-stops: 81.0pt 157.25pt; text-align: justify; text-indent: -27.0pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 1.7pt;"> </span>Pemerintah<span style="letter-spacing: 1.8pt;"> </span>Nomor<span style="letter-spacing: 1.75pt;"> </span>46<span style="letter-spacing: 1.85pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.75pt;"> </span>2011<span style="letter-spacing: 1.75pt;"> </span>tentang Penilaian<span style="letter-spacing: 3.4pt;"> </span>Prestasi<span style="letter-spacing: 3.4pt;"> </span>Kerja<span style="letter-spacing: 3.4pt;"> </span>Pegawai<span style="letter-spacing: 3.45pt;">
</span>Negeri<span style="letter-spacing: 3.4pt;"> </span>Sipil<span style="letter-spacing: 3.4pt;"> </span>(L<span style="letter-spacing: .1pt;">e</span>mbaran
Negara<span style="mso-tab-count: 1;"> </span>Republik<span style="letter-spacing: 3.25pt;"> </span>Indonesia<span style="letter-spacing: 3.25pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.25pt;"> </span><span style="letter-spacing: .1pt;">2</span>011<span style="letter-spacing: 3.3pt;"> </span>Nomor<span style="letter-spacing: 3.25pt;"> </span>121,
<span style="letter-spacing: -.15pt;">T</span>ambahan<span style="letter-spacing: 3.6pt;"> </span><span style="letter-spacing: -.05pt;">L</span>embar<span style="letter-spacing: .1pt;">a</span>n<span style="letter-spacing: 3.65pt;"> </span>Negara<span style="letter-spacing: 3.65pt;"> </span>Republik<span style="letter-spacing: 3.65pt;">
</span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: 3.6pt;"> </span>Nom<span style="letter-spacing: -.15pt;">o</span>r<span style="mso-font-width: 99%;"> </span>5258);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 1.65pt;"> </span>Pemerintah<span style="letter-spacing: 1.7pt;"> </span>Nomor<span style="letter-spacing: 1.7pt;"> </span>21<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.15pt;">T</span>a<span style="letter-spacing: .1pt;">h</span>un<span style="letter-spacing: 1.7pt;"> </span>2014<span style="letter-spacing: 1.7pt;"> </span>tentang Pemberhentian<span style="letter-spacing: 1.4pt;"> </span>Pegawai<span style="letter-spacing: 1.4pt;">
</span>Negeri<span style="letter-spacing: 1.45pt;"> </span>Sipil<span style="letter-spacing: 1.4pt;"> </span>y<span style="letter-spacing: .05pt;">a</span>ng<span style="letter-spacing: 1.45pt;"> </span>Mencapai<span style="letter-spacing: 1.4pt;">
</span>Batas<span style="mso-font-width: 99%;"> </span>Usia<span style="letter-spacing: 2.55pt;"> </span>Pensiun<span style="letter-spacing: 2.6pt;">
</span>bagi<span style="letter-spacing: 2.55pt;"> </span>Pejabat<span style="letter-spacing: 2.6pt;"> </span>Fungsional<span style="letter-spacing: 2.6pt;"> </span>(Lembaran<span style="letter-spacing: 2.6pt;"> </span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: -.3pt;">
</span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: -.15pt;"> </span>2014<span style="letter-spacing: -.2pt;"> </span>Nomor<span style="letter-spacing: -.05pt;"> </span>58);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">13.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: .7pt;"> </span>Presiden<span style="letter-spacing: .75pt;"> </span>Nomor<span style="letter-spacing: .75pt;"> </span>47<span style="letter-spacing: .7pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ah<span style="letter-spacing: .1pt;">u</span>n<span style="letter-spacing: .75pt;"> </span>2009<span style="letter-spacing: .75pt;"> </span>tentang Pembentukan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">dan<span style="letter-spacing: 1.05pt;"> </span>Organisasi<span style="letter-spacing: 1.05pt;"> </span>Ke<span style="letter-spacing: .1pt;">m</span>enterian<span style="letter-spacing: 1.05pt;">
</span>Negara<span style="mso-font-width: 99%;"> </span>sebagaimana<span style="letter-spacing: 1.3pt;"> </span>telah<span style="letter-spacing: 1.35pt;"> </span>beberapa<span style="letter-spacing: 1.35pt;"> </span>kali<span style="letter-spacing: 1.4pt;"> </span>diubah,<span style="letter-spacing: 1.35pt;"> </span>terakhir<span style="letter-spacing: 1.35pt;">
</span>dengan Peraturan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Presiden<span style="letter-spacing: 1.9pt;"> </span>Nomor<span style="letter-spacing: 1.95pt;"> </span>7<span style="letter-spacing: 1.9pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">a</span>h<span style="letter-spacing: .1pt;">u</span>n<span style="letter-spacing: 1.95pt;"> </span>2015<span style="letter-spacing: 2.0pt;"> </span>tentang
Organisasi<span style="letter-spacing: 1.1pt;"> </span>Kementerian<span style="letter-spacing: 1.15pt;"> </span>Negara<span style="letter-spacing: 1.25pt;">
</span>(Lembaran<span style="letter-spacing: 1.15pt;"> </span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: -.15pt;">
</span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: -.15pt;"> </span>20<span style="letter-spacing: -.05pt;">1</span>5<span style="letter-spacing: -.15pt;"> </span>Nomor<span style="letter-spacing: -.05pt;">
</span>8);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">14.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: .7pt;"> </span>Presiden<span style="letter-spacing: .75pt;"> </span>Nomor<span style="letter-spacing: .75pt;"> </span>24<span style="letter-spacing: .7pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ah<span style="letter-spacing: .1pt;">u</span>n<span style="letter-spacing: .75pt;"> </span>2010<span style="letter-spacing: .75pt;"> </span>tentang Kedudukan,<span style="letter-spacing: 1.15pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ugas,<span style="letter-spacing: 1.3pt;"> </span>dan<span style="letter-spacing: 1.2pt;"> </span>Fungsi<span style="letter-spacing: 1.2pt;"> </span>Kementerian<span style="letter-spacing: 1.2pt;"> </span>Negara<span style="letter-spacing: 1.2pt;"> </span>s<span style="letter-spacing: .1pt;">e</span>rta<span style="mso-font-width: 99%;"> </span>Susunan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Organisasi,<span style="letter-spacing: 2.45pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ugas,<span style="letter-spacing: 2.45pt;"> </span><span style="letter-spacing: .05pt;">d</span>an<span style="letter-spacing: 2.6pt;"> </span>Fungsi<span style="letter-spacing: 2.45pt;">
</span>Eselon<span style="letter-spacing: 2.35pt;"> </span>I<span style="mso-font-width: 99%;"> </span>Kementerian Negara<span style="letter-spacing: 2.55pt;"> </span>sebaga<span style="letter-spacing: -.05pt;">i</span>mana<span style="letter-spacing: 2.5pt;"> </span>telah<span style="letter-spacing: 2.6pt;"> </span>beberapa<span style="letter-spacing: 2.5pt;"> </span>kali<span style="mso-font-width: 99%;"> </span>diubah,<span style="letter-spacing: 3.3pt;"> </span>terakhir<span style="letter-spacing: 3.3pt;">
</span>dengan<span style="letter-spacing: 3.3pt;"> </span>Peraturan<span style="letter-spacing: 3.3pt;"> </span>Presiden<span style="letter-spacing: 3.3pt;">
</span>Nomor<span style="letter-spacing: 3.4pt;"> </span>135 <span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 3.05pt;"> </span>2014<span style="letter-spacing: 3.05pt;"> </span>tenta<span style="letter-spacing: .1pt;">n</span>g<span style="letter-spacing: 3.1pt;"> </span>Perubahan<span style="letter-spacing: 3.05pt;">
</span>Ketujuh<span style="letter-spacing: 3.1pt;"> </span><span style="letter-spacing: .05pt;">a</span>tas<span style="letter-spacing: 3.05pt;"> </span>Peraturan
Presiden Nomor<span style="letter-spacing: 2.25pt;"> </span>24<span style="letter-spacing: 2.25pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: 2.25pt;"> </span>2010<span style="letter-spacing: 2.4pt;"> </span>t<span style="letter-spacing: .1pt;">e</span>ntang<span style="letter-spacing: 2.25pt;"> </span>Kedudukan,
<span style="letter-spacing: -.15pt;">T</span>ugas,<span style="letter-spacing: .55pt;"> </span>dan<span style="letter-spacing: .45pt;"> </span>Fungsi<span style="letter-spacing: .6pt;"> </span>Kementerian<span style="letter-spacing: .5pt;"> </span>Neg<span style="letter-spacing: .1pt;">a</span>ra<span style="letter-spacing: .45pt;"> </span><span style="letter-spacing: .05pt;">s</span>erta<span style="letter-spacing: .45pt;"> </span>Susunan Organisasi,<span style="font-family: "calibri" , "sans-serif";"> </span><span style="letter-spacing: -.15pt;">T</span>ugas,<span style="letter-spacing: 2.95pt;"> </span><span style="letter-spacing: -.05pt;">d</span>an<span style="letter-spacing: 2.8pt;"> </span>Fungsi<span style="letter-spacing: 2.8pt;"> </span>Eselon<span style="letter-spacing: 2.85pt;"> </span>I<span style="letter-spacing: 2.9pt;"> </span>Kementeri<span style="letter-spacing: -.15pt;">a</span>n Negara<span style="letter-spacing: .55pt;">
</span>(Lembaran<span style="letter-spacing: .55pt;"> </span>Negara<span style="letter-spacing: .55pt;"> </span>Republik<span style="letter-spacing: .6pt;">
</span><span style="letter-spacing: .1pt;">I</span>nd<span style="letter-spacing: -.15pt;">o</span>nesia<span style="letter-spacing: .55pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .55pt;"> </span>20<span style="letter-spacing: .2pt;">1</span>4 Nomor<span style="letter-spacing: -.5pt;"> </span><span style="letter-spacing: -.05pt;">2</span>7<span style="letter-spacing: -.05pt;">3</span>);</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">15.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Keputusan<span style="letter-spacing: 3.6pt;"> </span>Presiden<span style="letter-spacing: 3.65pt;"> </span>Nomor<span style="letter-spacing: 3.6pt;"> </span>87<span style="letter-spacing: 3.65pt;"> </span><span style="letter-spacing: -.15pt;">T</span><span style="letter-spacing: .1pt;">ah</span>un<span style="letter-spacing: 3.6pt;"> </span>1999<span style="letter-spacing: 3.65pt;"> </span>tentang Rumpun Jabatan<span style="letter-spacing: 3.15pt;"> </span>Fungsional<span style="letter-spacing: 3.15pt;"> </span>Pegawai<span style="letter-spacing: 3.2pt;"> </span>Negeri<span style="letter-spacing: 3.15pt;"> </span>Sipil<span style="mso-font-width: 99%;"> </span>sebagaimana<span style="letter-spacing: 2.15pt;"> </span>telah<span style="letter-spacing: 2.2pt;"> </span>diubah<span style="letter-spacing: 2.15pt;"> </span>dengan<span style="letter-spacing: 2.2pt;">
</span>Peraturan<span style="letter-spacing: 2.2pt;"> </span>Presiden Nomor<span style="letter-spacing: .35pt;"> </span>97<span style="letter-spacing: .35pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .4pt;"> </span>2012<span style="letter-spacing: .4pt;"> </span>tentang<span style="letter-spacing: .4pt;"> </span>Peruba<span style="letter-spacing: -.15pt;">h</span>an<span style="letter-spacing: .35pt;"> </span>atas<span style="letter-spacing: .4pt;"> </span>Keputusan Presiden<span style="letter-spacing: .8pt;"> </span>Nomor<span style="letter-spacing: .9pt;"> </span>87<span style="letter-spacing: .75pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: .85pt;"> </span>1999<span style="letter-spacing: .9pt;"> </span>tentang<span style="letter-spacing: .85pt;"> </span>Rumpun<span style="letter-spacing: .85pt;"> </span>Jabatan
Fungsional Pegawai<span style="letter-spacing: 2.2pt;"> </span>Negeri<span style="letter-spacing: 2.2pt;"> </span>Sipil<span style="letter-spacing: 2.35pt;"> </span><span style="letter-spacing: .1pt;">(</span>Lembaran<span style="letter-spacing: 2.2pt;">
</span>Negara<span style="mso-font-width: 99%;"> </span>Republik<span style="letter-spacing: -.2pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: -.3pt;"> </span><span style="letter-spacing: -.15pt;">T</span>ahun<span style="letter-spacing: -.2pt;"> </span>2012<span style="letter-spacing: -.2pt;"> </span>Nomor<span style="letter-spacing: -.05pt;"> </span>235);</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">MEMU<span style="letter-spacing: -.15pt;">T</span>USKAN:</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Menetapkan<span style="mso-tab-count: 1;"> </span>:<span style="letter-spacing: 1.2pt;"> <span style="mso-tab-count: 1;"> </span></span><span style="letter-spacing: -.05pt;">P</span>ERA<span style="letter-spacing: -.15pt;">T</span>URAN<span style="letter-spacing: .75pt;"> </span>M<span style="letter-spacing: .1pt;">E</span>N<span style="letter-spacing: -.15pt;">T</span>ERI<span style="letter-spacing: .8pt;"> </span>PENDAY<span style="letter-spacing: .1pt;">A</span>GUNAAN<span style="letter-spacing: .65pt;"> </span>APAR<span style="letter-spacing: .05pt;">A</span>T<span style="letter-spacing: -.15pt;">U</span>R NEGARA</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">DAN<span style="letter-spacing: 3.2pt;"> </span>R<span style="letter-spacing: .05pt;">E</span>FORMASI<span style="letter-spacing: 3.1pt;">
</span>B<span style="letter-spacing: .1pt;">I</span>ROKRA<span style="letter-spacing: -.15pt;">S</span>I<span style="letter-spacing: 3.3pt;"> </span><span style="letter-spacing: -.15pt;">T</span>EN<span style="letter-spacing: -.15pt;">T</span>ANG<span style="mso-font-width: 99%;"> </span>PENGANGKA<span style="letter-spacing: -.15pt;">T</span>AN<span style="letter-spacing: 2.25pt;"> </span><span style="letter-spacing: .1pt;">P</span>EGAWAI<span style="letter-spacing: 2.4pt;"> </span>NEGE<span style="letter-spacing: -.15pt;">R</span>I<span style="letter-spacing: 2.35pt;"> </span>S<span style="letter-spacing: .1pt;">I</span><span style="letter-spacing: -.15pt;">P</span><span style="letter-spacing: .1pt;">I</span>L<span style="letter-spacing: 2.25pt;"> </span>DALAM<span style="letter-spacing: 2.2pt;"> </span>JABAT<span style="letter-spacing: -.15pt;">A</span>N<span style="mso-font-width: 99%;"> </span>FUNGS<span style="letter-spacing: .1pt;">I</span>ONAL<span style="letter-spacing: -.7pt;"> </span>MEL<span style="letter-spacing: -.15pt;">A</span>LUI<span style="letter-spacing: -.55pt;"> </span>PENYESU<span style="letter-spacing: -.15pt;">A</span><span style="letter-spacing: .1pt;">I</span>AN<span style="letter-spacing: -.15pt;">/<i>I</i></span><i>NPAS<span style="letter-spacing: .05pt;">S</span><span style="letter-spacing: -.15pt;">I</span>NG</i>.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pasal<span style="letter-spacing: -.05pt;"> </span>1</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Dalam<span style="letter-spacing: -.2pt;"> </span>Peraturan<span style="letter-spacing: -.2pt;"> </span>Mente<span style="letter-spacing: .05pt;">r</span>i<span style="letter-spacing: -.15pt;"> </span>ini<span style="letter-spacing: -.2pt;"> </span>yang<span style="letter-spacing: -.2pt;"> </span>dimaksud<span style="letter-spacing: -.2pt;">
</span>dengan:</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pegawai<span style="letter-spacing: 2.9pt;"> </span>Negeri<span style="letter-spacing: 2.9pt;"> </span>Sipil<span style="letter-spacing: 2.9pt;"> </span>yang<span style="letter-spacing: 2.9pt;"> </span>selanjutnya<span style="letter-spacing: 2.95pt;"> </span>disingkat<span style="letter-spacing: 2.9pt;"> </span>PNS adalah<span style="letter-spacing: .7pt;"> </span>warga<span style="letter-spacing: .7pt;"> </span>negara<span style="letter-spacing: .7pt;"> </span><span style="letter-spacing: .1pt;">I</span>ndonesia<span style="letter-spacing: .8pt;"> </span>yang<span style="letter-spacing: .6pt;"> </span>memenuhi<span style="letter-spacing: .75pt;"> </span>sy<span style="letter-spacing: .05pt;">a</span>rat<span style="mso-font-width: 99%;"> </span>tertentu,<span style="letter-spacing: 2.05pt;">
</span>diangkat<span style="letter-spacing: 2.05pt;"> </span><span style="letter-spacing: -.15pt;">s</span>ebagai<span style="letter-spacing: 2.05pt;">
</span><span style="letter-spacing: .05pt;">p</span>egawai<span style="letter-spacing: 2.05pt;"> </span>Ap<span style="letter-spacing: -.15pt;">a</span>ratur<span style="letter-spacing: 2.1pt;"> </span><span style="letter-spacing: -.05pt;">S</span>ipil<span style="letter-spacing: 2.05pt;"> </span>Negara secara<span style="letter-spacing: .85pt;"> </span>tetap<span style="letter-spacing: .85pt;"> </span>oleh<span style="letter-spacing: .85pt;"> </span>pejabat<span style="letter-spacing: .85pt;">
</span>pembina<span style="letter-spacing: .95pt;"> </span>kepegawaian<span style="letter-spacing: .85pt;"> </span>untuk menduduki<span style="letter-spacing: -.05pt;"> </span>jabatan<span style="letter-spacing: -.05pt;"> </span>pemerintahan.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level2 lfo4; punctuation-wrap: simple; tab-stops: 126.45pt 169.85pt 204.75pt; text-align: justify; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Jabatan<span style="letter-spacing: 3.3pt;"> </span>Fungsional<span style="letter-spacing: 3.35pt;"> </span>adalah<span style="letter-spacing: 3.4pt;">
</span>sekelompok<span style="letter-spacing: 3.35pt;"> </span>jabatan<span style="letter-spacing: 3.35pt;"> </span>yang berisi</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">fungsi<span style="letter-spacing: 3.3pt;"> </span>dan<span style="letter-spacing: 3.45pt;"> </span>tugas<span style="letter-spacing: 3.35pt;">
</span>berkaitan<span style="letter-spacing: 3.55pt;"> </span>dengan<span style="letter-spacing: 3.35pt;"> </span>p<span style="letter-spacing: .1pt;">e</span>layanan
fungsional yang<span style="letter-spacing: 1.5pt;"> </span>berdasarkan<span style="letter-spacing: 1.5pt;"> </span>pada<span style="letter-spacing: 1.5pt;"> </span>keahlian<span style="letter-spacing: 1.65pt;"> </span>dan keterampilan<span style="letter-spacing: -1.3pt;"> </span>tertentu.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level2 lfo4; punctuation-wrap: simple; tab-stops: 126.45pt 167.35pt; text-align: justify; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pejabat<span style="letter-spacing: 1.75pt;"> </span>Fungsional<span style="letter-spacing: 1.8pt;"> </span>adalah<span style="letter-spacing: 1.85pt;">
</span><span style="letter-spacing: -.05pt;">p</span>egawai<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.05pt;">A</span>paratur<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: -.05pt;">S</span>ipil<span style="letter-spacing: 1.8pt;"> </span>Negara yang</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">menduduki<span style="letter-spacing: 1.25pt;"> </span>Jabatan<span style="letter-spacing: 1.4pt;"> </span>Fungsional<span style="letter-spacing: 1.4pt;"> </span>pada<span style="letter-spacing: 1.5pt;"> </span>instansi<span style="mso-font-width: 99%;"> </span>pemerinta<span style="letter-spacing: -.05pt;">h</span>.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pejabat<span style="letter-spacing: 1.95pt;"> </span>Pembina<span style="letter-spacing: 2.15pt;"> </span>Kepegawaian<span style="letter-spacing: 2.0pt;"> </span>adal<span style="letter-spacing: .1pt;">a</span>h<span style="letter-spacing: 2.1pt;"> </span>pejabat<span style="letter-spacing: 2.0pt;">
</span>yang mempunyai</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">kewenangan<span style="letter-spacing: .2pt;"> </span>menetapkan<span style="letter-spacing: .2pt;"> </span>pengangkatan,
pemindahan,<span style="letter-spacing: 2.95pt;"> </span>dan<span style="letter-spacing: 2.95pt;"> </span><span style="letter-spacing: .1pt;">p</span>emberhentian<span style="letter-spacing: 3.0pt;"> </span>pegawai<span style="letter-spacing: 3.05pt;">
</span><span style="letter-spacing: -.05pt;">A</span>paratur<span style="letter-spacing: 2.95pt;"> </span><span style="letter-spacing: -.05pt;">S</span>ipil<span style="mso-font-width: 99%;"> </span>Negara<span style="letter-spacing: 1.55pt;"> </span>dan<span style="letter-spacing: 1.55pt;"> </span>pembi<span style="letter-spacing: -.15pt;">n</span>aan<span style="letter-spacing: 1.6pt;"> </span><span style="letter-spacing: .05pt;">m</span>anajemen<span style="letter-spacing: 1.55pt;"> </span><span style="letter-spacing: -.05pt;">A</span><span style="letter-spacing: -.15pt;">p</span>aratur<span style="letter-spacing: 1.65pt;">
</span><span style="letter-spacing: -.05pt;">S</span>ipil<span style="letter-spacing: 1.55pt;"> </span>Negara di<span style="letter-spacing: .2pt;"> </span>instansi<span style="letter-spacing: .25pt;"> </span>pemerintah<span style="letter-spacing: .2pt;"> </span>sesuai<span style="letter-spacing: .2pt;"> </span>dengan<span style="letter-spacing: .2pt;"> </span>ketentuan<span style="letter-spacing: .2pt;">
</span>peraturan perundan<span style="letter-spacing: -.05pt;">g</span>-undangan.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pejabat<span style="letter-spacing: 1.9pt;"> </span>yang<span style="letter-spacing: 1.9pt;"> </span>berwenang<span style="letter-spacing: 1.9pt;">
</span>adalah<span style="letter-spacing: 1.9pt;"> </span>pejabat<span style="letter-spacing: 1.9pt;"> </span>yang<span style="letter-spacing: 1.95pt;"> </span>mempunyai
kewenangan melaksanakan<span style="letter-spacing: 2.45pt;"> </span>proses<span style="letter-spacing: 2.5pt;"> </span>pengangkatan, pemindahan,<span style="letter-spacing: 2.95pt;"> </span>dan<span style="letter-spacing: 2.95pt;"> </span><span style="letter-spacing: .1pt;">p</span>emberhentian<span style="letter-spacing: 3.0pt;"> </span>pegawai<span style="letter-spacing: 3.05pt;"> </span><span style="letter-spacing: -.05pt;">A</span>paratur<span style="letter-spacing: 2.95pt;">
</span><span style="letter-spacing: -.05pt;">S</span>ipil<span style="mso-font-width: 99%;"> </span>Negara<span style="letter-spacing: .5pt;"> </span>sesuai<span style="letter-spacing: .5pt;"> </span>den<span style="letter-spacing: -.15pt;">g</span>an<span style="letter-spacing: .55pt;"> </span>ketentuan<span style="letter-spacing: .55pt;">
</span>pera<span style="letter-spacing: -.15pt;">t</span>uran<span style="letter-spacing: .55pt;"> </span>perundang-<span style="mso-font-width: 99%;"> </span>undanga<span style="letter-spacing: -.05pt;">n</span>.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: 0.1pt;">I</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">nstansi<span style="letter-spacing: 1.85pt;"> </span>Pembina<span style="letter-spacing: 1.75pt;"> </span>adalah<span style="letter-spacing: 1.9pt;"> </span>kemente<span style="letter-spacing: .1pt;">r</span>ia<span style="letter-spacing: .1pt;">n</span>/lembaga<span style="letter-spacing: 1.9pt;">
</span>yang menyelenggarakan<span style="letter-spacing: 1.35pt;"> </span>urusan<span style="letter-spacing: 1.3pt;"> </span>pemerintah<span style="letter-spacing: .1pt;">a</span>n<span style="letter-spacing: 1.35pt;"> </span>di<span style="letter-spacing: 1.3pt;"> </span>bidang<span style="letter-spacing: 1.25pt;">
</span>sesuai dengan<span style="letter-spacing: -.1pt;"> </span>Jabatan<span style="letter-spacing: -.05pt;"> </span>Fungsional.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l0 level2 lfo4; punctuation-wrap: simple; tab-stops: 126.45pt 237.15pt; text-align: justify; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: 0.1pt;">I</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">nstansi<span style="letter-spacing: 3.0pt;"> </span>Pusat<span style="letter-spacing: 2.95pt;"> </span>ada<span style="letter-spacing: -.15pt;">l</span>ah<span style="letter-spacing: 3.15pt;"> </span>k<span style="letter-spacing: -.05pt;">e</span>menterian,<span style="letter-spacing: 3.05pt;"> </span>l<span style="letter-spacing: -.15pt;">e</span>mbaga<span style="letter-spacing: 3.0pt;"> </span>pemerintah nonkementerian, kesekretariatan<span style="letter-spacing: 2.9pt;"> </span>lembaga<span style="letter-spacing: 2.95pt;">
</span>negara,<span style="letter-spacing: 2.95pt;"> </span>dan kesekretariatan<span style="letter-spacing: -.1pt;"> </span>lembaga nonstruktural.</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: 0.1pt;">I</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">nstansi<span style="letter-spacing: .45pt;"> </span>Daerah<span style="letter-spacing: .45pt;"> </span>adalah<span style="letter-spacing: .55pt;"> </span>perangkat<span style="letter-spacing: .5pt;">
</span>da<span style="letter-spacing: .1pt;">e</span>rah<span style="letter-spacing: .55pt;"> </span>provinsi<span style="letter-spacing: .45pt;"> </span>dan perangkat
daerah<span style="letter-spacing: 3.75pt;"> </span>kabupaten/kota<span style="letter-spacing: 3.8pt;"> </span>yang<span style="letter-spacing: 3.75pt;"> </span>meliputi<span style="mso-font-width: 99%;"> </span>sekretariat<span style="letter-spacing: 3.3pt;">
</span>daerah,<span style="letter-spacing: 3.35pt;"> </span>sekretariat<span style="letter-spacing: 3.3pt;"> </span>dewan<span style="letter-spacing: 3.45pt;"> </span>perwakilan<span style="letter-spacing: 3.3pt;"> </span>rakyat daerah,<span style="letter-spacing: -.05pt;"> </span>dinas<span style="letter-spacing: -.05pt;"> </span>daerah,<span style="letter-spacing: -.05pt;"> </span>dan<span style="letter-spacing: -.05pt;"> </span>lembaga
teknis daerah.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: 2.95pt;"> </span></i>adalah<span style="letter-spacing: 2.75pt;"> </span>proses<span style="letter-spacing: 2.95pt;">
</span>pengangkatan<span style="letter-spacing: 2.75pt;"> </span>PNS dalam<span style="letter-spacing: .95pt;"> </span>Jabatan<span style="letter-spacing: .9pt;"> </span>Fungsional<span style="letter-spacing: .95pt;"> </span>guna<span style="letter-spacing: .9pt;"> </span>memenuhi<span style="letter-spacing: .9pt;"> </span>kebutuhan organisasi sesuai<span style="letter-spacing: 3.45pt;"> </span>dengan<span style="letter-spacing: 3.45pt;">
</span>ketentuan<span style="letter-spacing: 3.5pt;"> </span>peraturan
perundangan<span style="letter-spacing: -.2pt;"> </span>dalam<span style="letter-spacing: -.15pt;"> </span>jangka<span style="letter-spacing: -.15pt;">
</span>waktu<span style="letter-spacing: -.15pt;"> </span>tertentu.</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pasal<span style="letter-spacing: -.05pt;"> </span>2</span></div>
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<br /></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(1) </span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.05pt;">P</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">enyesuaia<span style="letter-spacing: -.05pt;">n</span><span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: .95pt;"> </span></i>ke<span style="letter-spacing: .45pt;"> </span>dalam<span style="letter-spacing: .45pt;"> </span>J<span style="letter-spacing: .1pt;">a</span>batan<span style="font-family: "calibri" , "sans-serif";"> </span>Fungsional
keterampilan<span style="letter-spacing: .95pt;"> </span>atau<span style="letter-spacing: .85pt;"> </span>keahlian<span style="letter-spacing: .95pt;">
</span>pada<span style="letter-spacing: 1.05pt;"> </span>ke<span style="letter-spacing: -.15pt;">m</span>enterian/lembaga dan<span style="letter-spacing: -.2pt;"> </span>pemerintah<span style="letter-spacing: -.15pt;"> </span><span style="letter-spacing: -.05pt;">d</span>aerah<span style="letter-spacing: -.1pt;"> </span>ditujukan<span style="letter-spacing: -.15pt;">
</span>bagi:</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PNS<span style="letter-spacing: 2.0pt;"> </span>yang<span style="letter-spacing: 2.0pt;"> </span>telah<span style="letter-spacing: 2.0pt;"> </span><span style="letter-spacing: -.15pt;">d</span>an<span style="letter-spacing: 2.0pt;"> </span>masih<span style="letter-spacing: 2.05pt;"> </span>menjal<span style="letter-spacing: -.15pt;">a</span>nkan<span style="letter-spacing: 2.0pt;"> </span>tugas<span style="letter-spacing: 2.0pt;"> </span>di<span style="mso-font-width: 99%;"> </span>bidang</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Jabatan<span style="letter-spacing: 1.4pt;"> </span><span style="letter-spacing: .1pt;">F</span>ungsional<span style="letter-spacing: 1.45pt;"> </span>yang<span style="letter-spacing: 1.4pt;"> </span><span style="letter-spacing: .1pt;">a</span>kan<span style="letter-spacing: 1.4pt;"> </span>diduduki
berdasarkan<span style="letter-spacing: -.15pt;"> </span>keputusan<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: -.05pt;">P</span>ejabat<span style="letter-spacing: -.1pt;"> </span>yang<span style="letter-spacing: -.15pt;"> </span>berwenang.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PNS<span style="letter-spacing: .55pt;"> </span>yang<span style="letter-spacing: .55pt;"> </span>masih<span style="letter-spacing: .45pt;"> </span>menjalankan<span style="letter-spacing: .55pt;"> </span>tugas<span style="letter-spacing: .55pt;"> </span>jabatan<span style="letter-spacing: .55pt;"> </span>sesuai dengan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">formasi<span style="letter-spacing: 3.65pt;"> </span>Jabatan<span style="letter-spacing: 3.6pt;"> </span>Fungsional<span style="letter-spacing: 3.65pt;"> </span>dan<span style="letter-spacing: 3.6pt;"> </span>telah<span style="mso-font-width: 99%;"> </span>mendapatkan<span style="letter-spacing: -.2pt;">
</span>kenaikan<span style="letter-spacing: -.2pt;"> </span>pangkat<span style="letter-spacing: -.15pt;"> </span>setingkat<span style="letter-spacing: -.15pt;"> </span>lebih<span style="letter-spacing: -.15pt;"> </span>tinggi.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pejabat<span style="letter-spacing: .75pt;"> </span>pimpinan<span style="letter-spacing: .8pt;"> </span>tinggi,<span style="letter-spacing: .8pt;"> </span>admistrator<span style="letter-spacing: .8pt;"> </span>dan<span style="letter-spacing: .8pt;"> </span>pengawas
yang<span style="letter-spacing: .25pt;"> </span>memiliki<span style="letter-spacing: .3pt;"> </span>kesesuaian<span style="letter-spacing: .3pt;"> </span>antara<span style="letter-spacing: .3pt;"> </span>jabatan<span style="letter-spacing: .4pt;"> </span>terakhir<span style="letter-spacing: .3pt;"> </span>yang diduduki dengan<span style="letter-spacing: .85pt;"> </span>Jabatan<span style="letter-spacing: .8pt;"> </span>Fungsional<span style="letter-spacing: .85pt;"> </span>yang<span style="letter-spacing: .8pt;"> </span>akan
diduduk<span style="letter-spacing: -.05pt;">i</span>ny<span style="letter-spacing: -.05pt;">a</span>.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PNS<span style="letter-spacing: 3.05pt;"> </span>yang<span style="letter-spacing: 3.05pt;"> </span>dibeba<span style="letter-spacing: .1pt;">s</span>kan<span style="letter-spacing: 3.05pt;"> </span>sementara<span style="letter-spacing: 3.2pt;"> </span>d<span style="letter-spacing: .1pt;">a</span>ri<span style="letter-spacing: 3.05pt;"> </span>jabatannya,<span style="mso-font-width: 99%;"> </span>karena<span style="letter-spacing: 2.15pt;"> </span>dalam<span style="letter-spacing: 2.2pt;"> </span>jangka<span style="letter-spacing: 2.2pt;"> </span>waktu<span style="letter-spacing: 2.2pt;"> </span>5<span style="letter-spacing: 2.2pt;"> </span>(lima)<span style="letter-spacing: 2.2pt;"> </span>tahun<span style="letter-spacing: 2.2pt;"> </span>sejak
diangkat<span style="letter-spacing: 2.2pt;"> </span>dalam<span style="letter-spacing: 2.3pt;"> </span>ja<span style="letter-spacing: -.15pt;">b</span>atan<span style="letter-spacing: -.05pt;">/</span>pangkat<span style="letter-spacing: 2.25pt;">
</span>terakhir<span style="letter-spacing: 2.25pt;"> </span>tidak<span style="letter-spacing: 2.25pt;"> </span>dapat memenuhi<span style="mso-tab-count: 1;"> </span>Ang<span style="letter-spacing: .1pt;">k</span>a<span style="letter-spacing: 2.35pt;"> </span>Kredit<span style="letter-spacing: 2.35pt;">
</span>unt<span style="letter-spacing: .1pt;">u</span>k<span style="letter-spacing: 2.4pt;"> </span>kenaikan jabata<span style="letter-spacing: -.05pt;">n/</span>pangkat<span style="letter-spacing: -.25pt;"> </span>setingkat<span style="letter-spacing: -.2pt;"> </span>lebih<span style="letter-spacing: -.25pt;"> </span>tinggi.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pelaksanaan<span style="letter-spacing: .3pt;"> </span>Peny<span style="letter-spacing: .1pt;">e</span>suaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: 1.1pt;"> </span></i>harus<span style="letter-spacing: .3pt;"> </span>didasarkan pada<span style="letter-spacing: 1.65pt;"> </span>kebutuhan<span style="letter-spacing: 1.65pt;"> </span>Jabatan<span style="letter-spacing: 1.65pt;"> </span>Fungsional<span style="letter-spacing: 1.7pt;"> </span>didasarkan<span style="letter-spacing: 1.65pt;"> </span>pada
kebutuhan</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">pegawai<span style="letter-spacing: 2.7pt;"> </span>sebagaimana<span style="letter-spacing: 2.75pt;"> </span>yang<span style="letter-spacing: 2.75pt;"> </span>ada<span style="letter-spacing: 2.85pt;"> </span>dalam<span style="letter-spacing: 2.7pt;"> </span>e-<span style="mso-font-width: 99%;"> </span>Formasi.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level1 lfo3; punctuation-wrap: simple; tab-stops: 106.5pt; text-align: justify; text-indent: -22.5pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Dikecualikan<span style="letter-spacing: 3.75pt;"> </span>seba<span style="letter-spacing: .1pt;">g</span>aimana<span style="letter-spacing: 3.75pt;"> </span>tersebut<span style="letter-spacing: 3.75pt;"> </span>d<span style="letter-spacing: .1pt;">a</span>lam<span style="letter-spacing: 3.75pt;"> </span>ayat<span style="letter-spacing: 3.75pt;"> </span>(1)<span style="letter-spacing: 3.75pt;"> </span>dan ayat<span style="letter-spacing: 1.1pt;">
</span>(2)<span style="letter-spacing: 1.15pt;"> </span>bagi<span style="letter-spacing: 1.15pt;"> </span>Jabat<span style="letter-spacing: -.15pt;">a</span>n<span style="letter-spacing: 1.15pt;"> </span>Fungsional<span style="letter-spacing: 1.2pt;"> </span>yang<span style="letter-spacing: 1.0pt;"> </span>masih<span style="letter-spacing: 1.15pt;"> </span>dalam<span style="letter-spacing: 1.15pt;">
</span>ma<span style="letter-spacing: -.15pt;">s</span>a Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng</i>.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level1 lfo3; punctuation-wrap: simple; tab-stops: 106.5pt 186.75pt; text-align: justify; text-indent: -22.5pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Untuk<span style="letter-spacing: 2.75pt;"> </span>menjamin<span style="letter-spacing: 2.85pt;"> </span><span style="letter-spacing: .1pt;">k</span>eseimbangan<span style="letter-spacing: 2.8pt;"> </span>anta<span style="letter-spacing: .1pt;">r</span>a<span style="letter-spacing: 2.8pt;"> </span>beban<span style="letter-spacing: 2.8pt;"> </span>kerja<span style="letter-spacing: 2.8pt;"> </span>dan jumlah<span style="mso-tab-count: 1;"> </span>PNS
yang akan<span style="mso-spacerun: yes;"> </span>disesuaikan</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng</i>,
pelaksan<span style="letter-spacing: .1pt;">a</span>annya harus mempertimbangkan<span style="letter-spacing: -.4pt;"> </span>kebutuhan<span style="letter-spacing: -.35pt;">
</span>organisasi.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PNS<span style="letter-spacing: 1.25pt;"> </span>yang<span style="letter-spacing: 1.3pt;"> </span>melaksanakan<span style="letter-spacing: 1.3pt;"> </span>Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng </i>sebagaimana<span style="letter-spacing: 3.4pt;"> </span>dimaksud<span style="letter-spacing: 3.4pt;"> </span>pada<span style="letter-spacing: 3.4pt;"> </span>ayat<span style="letter-spacing: 3.4pt;"> </span>(1),<span style="letter-spacing: 3.3pt;"> </span>harus<span style="letter-spacing: 3.45pt;"> </span>memenuhi
syarat<span style="letter-spacing: -.25pt;"> </span>sebagai<span style="letter-spacing: -.3pt;"> </span>berikut:</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Jabatan<span style="letter-spacing: -.05pt;"> </span>Fungsional<span style="letter-spacing: -.05pt;"> </span>Keterampilan</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 63.0pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level3 lfo3; punctuation-wrap: simple; tab-stops: 148.0pt 214.75pt 263.7pt 318.45pt 362.05pt 401.75pt; text-align: justify; text-indent: -22.5pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Berijazah</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">paling</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">rendah</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">SL<span style="letter-spacing: -.15pt;">T</span>A</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">atau</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">sederajat<span style="letter-spacing: -.05pt;">/</span>Diploma<span style="letter-spacing: 2.4pt;"> </span><span style="letter-spacing: .1pt;">I</span>/Diplo<span style="letter-spacing: -.15pt;">m</span>a<span style="letter-spacing: 2.4pt;"> </span>I<span style="letter-spacing: .1pt;">I</span>/Diploma<span style="letter-spacing: 2.5pt;">
</span>III<span style="letter-spacing: 2.5pt;"> </span>se<span style="letter-spacing: -.15pt;">s</span>uai<span style="letter-spacing: 2.4pt;"> </span>dengan
persyaratan<span style="letter-spacing: 2.5pt;"> </span>kualifikasi<span style="letter-spacing: 2.55pt;"> </span>pendidikan<span style="letter-spacing: 2.55pt;"> </span>dari<span style="letter-spacing: 2.5pt;"> </span>jabatan yang<span style="letter-spacing: -.1pt;"> </span>akan<span style="letter-spacing: -.05pt;"> </span>diduduki;</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">pangkat<span style="letter-spacing: 3.75pt;"> </span>paling<span style="letter-spacing: 3.8pt;"> </span>rendah<span style="mso-spacerun: yes;">
</span>Pengatur<span style="letter-spacing: 3.8pt;"> </span>Mud<span style="letter-spacing: -.05pt;">a</span>,<span style="letter-spacing: 3.8pt;"> </span>golongan
ruang<span style="letter-spacing: .65pt;"> </span>I<span style="letter-spacing: .1pt;">I</span>/a<span style="letter-spacing: .7pt;"> </span>sesuai<span style="letter-spacing: .7pt;"> </span>dengan<span style="letter-spacing: .65pt;"> </span>persyaratan<span style="letter-spacing: .75pt;"> </span>k<span style="letter-spacing: .1pt;">e</span>pangkatan
dari<span style="letter-spacing: -.1pt;"> </span>jabatan<span style="letter-spacing: -.1pt;"> </span>yang<span style="letter-spacing: -.15pt;"> </span>akan<span style="letter-spacing: -.1pt;"> </span>diduduki;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 63.0pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level3 lfo3; punctuation-wrap: simple; tab-stops: 148.0pt; text-align: justify; text-indent: -22.5pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">memiliki<span style="letter-spacing: 2.15pt;"> </span>pengalaman<span style="letter-spacing: 2.1pt;"> </span>dalam<span style="letter-spacing: 2.15pt;"> </span>pelaksanaan<span style="letter-spacing: 2.1pt;"> </span>tugas<span style="letter-spacing: 2.15pt;"> </span>di<span style="mso-font-width: 99%;"> </span>bidang<span style="letter-spacing: 1.05pt;"> </span>Jabatan<span style="letter-spacing: 1.05pt;"> </span>Fungsional<span style="letter-spacing: 1.1pt;"> </span>yang<span style="letter-spacing: 1.05pt;"> </span>akan<span style="letter-spacing: 1.05pt;"> </span>diduduki paling<span style="letter-spacing: -.1pt;"> </span>kurang<span style="letter-spacing: -.05pt;"> </span>2<span style="letter-spacing: -.15pt;"> </span>(dua)<span style="letter-spacing: -.05pt;">
</span>tahun;</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">mengikuti<span style="letter-spacing: 2.4pt;"> </span>dan<span style="letter-spacing: 2.4pt;"> </span>lulus<span style="letter-spacing: 2.4pt;"> </span>uji<span style="letter-spacing: 2.4pt;"> </span>kompetensi<span style="letter-spacing: 2.4pt;"> </span>di<span style="letter-spacing: 2.4pt;"> </span>bidang Jabatan<span style="letter-spacing: -.1pt;"> </span>Fungsional yang<span style="letter-spacing: -.05pt;"> </span>akan<span style="letter-spacing: -.05pt;"> </span>diduduki;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 63.0pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level3 lfo3; punctuation-wrap: simple; tab-stops: 148.0pt; text-align: justify; text-indent: -22.5pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">nilai<span style="letter-spacing: 1.5pt;"> </span>prestasi<span style="letter-spacing: 1.55pt;"> </span>kerja<span style="letter-spacing: 1.65pt;">
</span>paling<span style="letter-spacing: 1.5pt;"> </span>kurang<span style="letter-spacing: 1.55pt;"> </span>b<span style="letter-spacing: .1pt;">e</span>rnilai<span style="letter-spacing: 1.55pt;"> </span>baik dalam<span style="letter-spacing: -.2pt;"> </span>1<span style="letter-spacing: -.2pt;"> </span>(satu)<span style="letter-spacing: -.2pt;"> </span>tahun<span style="letter-spacing: -.2pt;"> </span>terakhir;<span style="letter-spacing: -.15pt;"> </span>dan</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">usia<span style="letter-spacing: -.2pt;"> </span>paling<span style="letter-spacing: -.2pt;"> </span>tinggi:</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">3<span style="letter-spacing: 2.3pt;"> </span>(tiga)<span style="letter-spacing: 2.35pt;"> </span>tahun<span style="letter-spacing: 2.3pt;"> </span>sebelum<span style="letter-spacing: 2.3pt;"> </span>batas<span style="letter-spacing: 2.3pt;"> </span>usia<span style="letter-spacing: 2.45pt;"> </span>pensiun dalam<span style="letter-spacing: -.1pt;"> </span>jabatan<span style="letter-spacing: -.15pt;"> </span>terakhir<span style="letter-spacing: -.1pt;"> </span>bagi<span style="letter-spacing: -.1pt;"> </span>pejabat<span style="letter-spacing: -.15pt;"> </span>pelaksana.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2<span style="letter-spacing: 2.1pt;"> </span>(dua)<span style="letter-spacing: 2.15pt;"> </span>tahun<span style="letter-spacing: 2.15pt;">
</span>se<span style="letter-spacing: -.15pt;">b</span>elum<span style="letter-spacing: 2.15pt;"> </span>bat<span style="letter-spacing: .05pt;">a</span>s<span style="letter-spacing: 2.15pt;"> </span>usia<span style="letter-spacing: 2.05pt;"> </span>pensiun
dalam<span style="letter-spacing: 2.0pt;"> </span>jabatan<span style="letter-spacing: 2.05pt;"> </span>ter<span style="letter-spacing: .1pt;">a</span>k<span style="letter-spacing: .05pt;">h</span>ir<span style="letter-spacing: 2.05pt;"> </span>bagi<span style="letter-spacing: 2.1pt;"> </span>administ<span style="letter-spacing: .1pt;">r</span>ator<span style="letter-spacing: 2.0pt;"> </span>dan pengawas.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">S<span style="letter-spacing: -.05pt;">y</span>arat<span style="letter-spacing: -.1pt;"> </span>lain<span style="letter-spacing: -.1pt;"> </span>yang<span style="letter-spacing: -.1pt;"> </span>ditentukan<span style="letter-spacing: -.1pt;"> </span>oleh<span style="letter-spacing: -.1pt;"> </span><span style="letter-spacing: .15pt;">I</span>nstansi<span style="letter-spacing: -.2pt;">
</span>Pembina.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 22.5pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level2 lfo3; punctuation-wrap: simple; text-indent: 0in;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Jabatan<span style="letter-spacing: -.05pt;"> </span>Fungsional<span style="letter-spacing: -.05pt;"> </span>Keahlian</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 63.0pt; margin-right: 1.3pt; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l1 level3 lfo3; punctuation-wrap: simple; tab-stops: 148.0pt; text-align: justify; text-indent: -22.5pt;">
<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">berijazah<span style="letter-spacing: 2.15pt;"> </span>paling<span style="letter-spacing: 2.2pt;"> </span>re<span style="letter-spacing: -.15pt;">n</span>dah<span style="letter-spacing: 2.2pt;"> </span>strata<span style="letter-spacing: 2.2pt;"> </span>satu<span style="letter-spacing: 2.2pt;"> </span>(S<span style="letter-spacing: -.15pt;">-</span><span style="letter-spacing: -.05pt;">1</span>)/Diploma<span style="mso-font-width: 99%;"> </span><span style="letter-spacing: .1pt;">I</span>V<span style="letter-spacing: 2.45pt;"> </span>(D<span style="letter-spacing: -.15pt;">-</span><span style="letter-spacing: .1pt;">I</span>V)<span style="letter-spacing: 2.5pt;"> </span>atau<span style="letter-spacing: 2.55pt;"> </span>beri<span style="letter-spacing: -.15pt;">j</span>azah<span style="letter-spacing: 2.45pt;"> </span>paling<span style="letter-spacing: 2.45pt;">
</span>rendah<span style="letter-spacing: 2.55pt;"> </span>strata<span style="letter-spacing: 2.45pt;"> </span>dua (S2)<span style="letter-spacing: -.2pt;">
</span>atau<span style="letter-spacing: -.25pt;"> </span>yang<span style="letter-spacing: -.2pt;"> </span>sederajat<span style="letter-spacing: -.2pt;">
</span>dari<span style="letter-spacing: -.15pt;"> </span>pendidikan<span style="letter-spacing: -.25pt;"> </span>tinggi<span style="letter-spacing: -.15pt;">
</span>yang terakreditasi<span style="letter-spacing: .95pt;"> </span>sesuai<span style="letter-spacing: 1.0pt;"> </span>dengan<span style="letter-spacing: 1.0pt;"> </span>persyaratan<span style="letter-spacing: .95pt;"> </span>kualifikasi<span style="mso-font-width: 99%;"> </span>pendidikan<span style="letter-spacing: -.15pt;"> </span>dari<span style="letter-spacing: -.05pt;"> </span>jabatan<span style="letter-spacing: -.1pt;">
</span>yang<span style="letter-spacing: -.1pt;"> </span>akan<span style="letter-spacing: -.1pt;"> </span>diduduki;</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">pangkat<span style="letter-spacing: 2.55pt;"> </span>paling<span style="letter-spacing: 2.55pt;"> </span>r<span style="letter-spacing: -.15pt;">e</span>ndah<span style="letter-spacing: 2.6pt;"> </span>Penata<span style="letter-spacing: 2.55pt;">
</span>Mu<span style="letter-spacing: -.15pt;">d</span>a,<span style="letter-spacing: 2.55pt;"> </span>golongan ruang<span style="mso-tab-count: 1;"> </span>II<span style="letter-spacing: .1pt;">I</span>/a<span style="letter-spacing: .65pt;"> </span>s<span style="letter-spacing: -.15pt;">e</span>suai<span style="letter-spacing: .75pt;"> </span>dengan<span style="letter-spacing: .65pt;"> </span>persyaratan kepangkatan<span style="letter-spacing: -.1pt;"> </span>dari<span style="letter-spacing: -.05pt;"> </span>jabatan<span style="letter-spacing: -.1pt;"> </span>yang<span style="letter-spacing: -.1pt;"> </span>akan<span style="letter-spacing: -.1pt;"> </span>diduduki;</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">memiliki<span style="letter-spacing: 2.15pt;"> </span>pengalaman<span style="letter-spacing: 2.1pt;"> </span>dalam<span style="letter-spacing: 2.15pt;"> </span>pelaksanaan<span style="letter-spacing: 2.1pt;"> </span>tugas<span style="letter-spacing: 2.15pt;"> </span>di<span style="mso-font-width: 99%;"> </span>bidang<span style="letter-spacing: 1.05pt;"> </span>Jabatan<span style="letter-spacing: 1.05pt;"> </span>Fungsional<span style="letter-spacing: 1.1pt;"> </span>yang<span style="letter-spacing: 1.05pt;"> </span>akan<span style="letter-spacing: 1.05pt;"> </span><span style="letter-spacing: .05pt;">d</span>iduduki
paling<span style="letter-spacing: -.1pt;"> </span>kurang<span style="letter-spacing: -.05pt;"> </span>2<span style="letter-spacing: -.15pt;"> </span>(dua)<span style="letter-spacing: -.05pt;"> </span>tahun;</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">mengikuti<span style="letter-spacing: 2.4pt;"> </span>dan<span style="letter-spacing: 2.4pt;"> </span>lulus<span style="letter-spacing: 2.4pt;"> </span>uji<span style="letter-spacing: 2.4pt;"> </span>kompetensi<span style="letter-spacing: 2.4pt;"> </span>di<span style="letter-spacing: 2.4pt;"> </span>bidang Jabatan<span style="letter-spacing: -.05pt;"> </span>Fungsional yang<span style="letter-spacing: -.05pt;"> </span>akan<span style="letter-spacing: -.05pt;"> </span>diduduki;</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">nilai<span style="letter-spacing: 1.5pt;"> </span>prestasi<span style="letter-spacing: 1.55pt;"> </span>kerja<span style="letter-spacing: 1.65pt;">
</span>paling<span style="letter-spacing: 1.5pt;"> </span>kurang<span style="letter-spacing: 1.55pt;"> </span>b<span style="letter-spacing: .1pt;">e</span>rnilai<span style="letter-spacing: 1.55pt;"> </span>baik dalam<span style="letter-spacing: -.2pt;"> </span>1<span style="letter-spacing: -.2pt;"> </span>(satu)<span style="letter-spacing: -.2pt;"> </span>tahun<span style="letter-spacing: -.2pt;"> </span>terakhir;<span style="letter-spacing: -.15pt;"> </span>dan</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">usia<span style="letter-spacing: -.2pt;"> </span>paling<span style="letter-spacing: -.2pt;"> </span>tinggi:</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">3<span style="letter-spacing: 2.25pt;"> </span>(tiga)<span style="letter-spacing: 2.35pt;"> </span>tahun<span style="letter-spacing: 2.3pt;"> </span>sebelum<span style="letter-spacing: 2.3pt;"> </span>batas<span style="letter-spacing: 2.45pt;"> </span>usia<span style="letter-spacing: 2.3pt;"> </span>pensiun dalam<span style="letter-spacing: -.1pt;"> </span>jabatan<span style="letter-spacing: -.15pt;"> </span>terakhir<span style="letter-spacing: -.1pt;"> </span>bagi<span style="letter-spacing: -.1pt;"> </span>pejabat<span style="letter-spacing: -.15pt;"> </span>pelaksana.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2<span style="letter-spacing: 2.1pt;"> </span>(dua)<span style="letter-spacing: 2.15pt;"> </span>tahun<span style="letter-spacing: 2.15pt;">
</span>se<span style="letter-spacing: -.15pt;">b</span>elum<span style="letter-spacing: 2.15pt;"> </span>batas<span style="letter-spacing: 2.15pt;">
</span>usia<span style="letter-spacing: 2.05pt;"> </span>pensiun dalam<span style="letter-spacing: 2.0pt;"> </span>jabatan<span style="letter-spacing: 2.0pt;">
</span>ter<span style="letter-spacing: .1pt;">a</span><span style="letter-spacing: -.05pt;">k</span>hir<span style="letter-spacing: 2.05pt;"> </span>bagi<span style="letter-spacing: 2.05pt;"> </span>administ<span style="letter-spacing: .1pt;">r</span>ator<span style="letter-spacing: 2.1pt;"> </span>dan pengawas.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1<span style="letter-spacing: 1.55pt;"> </span>(satu)<span style="letter-spacing: 1.6pt;"> </span>tahun<span style="letter-spacing: 1.6pt;"> </span>sebelum<span style="letter-spacing: 1.6pt;"> </span>batas<span style="letter-spacing: 1.6pt;"> </span>usia<span style="letter-spacing: 1.6pt;"> </span>pensiun dalam<span style="letter-spacing: .95pt;"> </span>jabatan<span style="letter-spacing: 1.0pt;"> </span>tera<span style="letter-spacing: .1pt;">k</span>hir<span style="letter-spacing: 1.0pt;"> </span>bagi<span style="letter-spacing: 1.0pt;"> </span>administra<span style="letter-spacing: .1pt;">t</span>or<span style="letter-spacing: 1.1pt;"> </span>yang akan<span style="mso-tab-count: 1;"> </span>menduduki<span style="letter-spacing: 1.8pt;"> </span>Jabatan<span style="letter-spacing: 1.85pt;">
</span>Fungsional<span style="letter-spacing: 1.85pt;"> </span>ahli<span style="mso-font-width: 99%;"> </span>madya.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1<span style="letter-spacing: 1.6pt;"> </span>(sat<span style="letter-spacing: -.05pt;">u</span>)<span style="letter-spacing: 1.65pt;"> </span>tahun<span style="letter-spacing: 1.65pt;"> </span>sebelum<span style="letter-spacing: 1.65pt;">
</span>batas<span style="letter-spacing: 1.6pt;"> </span>usia<span style="letter-spacing: 1.65pt;"> </span>pensiun dalam<span style="letter-spacing: 2.8pt;"> </span>jabatan<span style="letter-spacing: 2.85pt;"> </span>terakhir<span style="letter-spacing: 2.85pt;"> </span>bagi<span style="letter-spacing: 2.85pt;"> </span>pejabat<span style="letter-spacing: 2.85pt;"> </span>pimpinan tinggi.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Syarat<span style="letter-spacing: -.1pt;"> </span>lain<span style="letter-spacing: -.05pt;"> </span>yang<span style="letter-spacing: -.1pt;"> </span>ditentukan<span style="letter-spacing: -.1pt;"> </span>oleh<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: .1pt;">I</span>nstansi<span style="letter-spacing: -.15pt;">
</span>Pembina.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(6)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; letter-spacing: -0.15pt;">T</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">ata<span style="letter-spacing: 1.05pt;"> </span>cara<span style="letter-spacing: 1.15pt;"> </span>Peny<span style="letter-spacing: .1pt;">e</span>suaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng,<span style="letter-spacing: 2.0pt;"> </span></i>pelaksanaan<span style="letter-spacing: 1.1pt;"> </span>uji<span style="mso-font-width: 99%;"> </span>kompetensi</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">dan<span style="letter-spacing: 3.3pt;"> </span>penetapan<span style="letter-spacing: 3.35pt;"> </span>kebutuhan<span style="letter-spacing: 3.35pt;"> </span>dalam<span style="letter-spacing: 3.35pt;">
</span>rang<span style="letter-spacing: -.15pt;">k</span>a Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: 2.25pt;"> </span></i>diatur<span style="letter-spacing: 2.2pt;"> </span>lebih<span style="letter-spacing: 2.3pt;"> </span>lanjut<span style="letter-spacing: 2.25pt;"> </span>oleh<span style="letter-spacing: 2.3pt;"> </span>Pimpinan
<span style="letter-spacing: .1pt;">I</span>nstansi<span style="letter-spacing: -.1pt;"> </span>Pembina<span style="letter-spacing: -.05pt;"> </span>J<span style="letter-spacing: -.15pt;">a</span>batan<span style="letter-spacing: -.05pt;">
</span>Fungsional.</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pasal<span style="letter-spacing: -.05pt;"> </span>3</span></div>
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<br /></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pengangkatan<span style="letter-spacing: .65pt;"> </span>Pegawai<span style="letter-spacing: .7pt;"> </span>Negeri<span style="letter-spacing: .75pt;"> </span>Sipil<span style="letter-spacing: .7pt;"> </span>dalam<span style="letter-spacing: .85pt;"> </span>Jabatan
Fungsional<span style="letter-spacing: 3.15pt;"> </span>berdasarkan<span style="letter-spacing: 3.15pt;"> </span>angka<span style="letter-spacing: 3.15pt;">
</span>kredit<span style="letter-spacing: 3.25pt;"> </span>kumulatif<span style="letter-spacing: 3.2pt;"> </span>untuk <span style="letter-spacing: -.05pt;">P</span>enyesuaia<span style="letter-spacing: -.05pt;">n</span><span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng</i>.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Angka<span style="letter-spacing: 1.2pt;"> </span>kredit<span style="letter-spacing: 1.25pt;"> </span>ku<span style="letter-spacing: .1pt;">m</span>ulatif<span style="letter-spacing: 1.25pt;"> </span>untuk<span style="letter-spacing: 1.25pt;">
</span>Peny<span style="letter-spacing: .1pt;">e</span>suaian<span style="letter-spacing: .15pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng
</i>dalam<span style="letter-spacing: 1.3pt;"> </span>Jabatan<span style="letter-spacing: 1.3pt;"> </span>Fungsional<span style="letter-spacing: 1.3pt;"> </span>sebagaimana<span style="letter-spacing: 1.3pt;"> </span>dimaksud<span style="letter-spacing: 1.3pt;"> </span>pada ayat<span style="letter-spacing: 2.45pt;">
</span>(1),<span style="letter-spacing: 2.45pt;"> </span>tercantum<span style="letter-spacing: 2.45pt;"> </span>dalam<span style="letter-spacing: 2.45pt;">
</span>Lampiran<span style="letter-spacing: 2.45pt;"> </span>I<span style="letter-spacing: 2.55pt;"> </span>dan<span style="letter-spacing: 2.45pt;"> </span>Lampiran<span style="letter-spacing: 2.45pt;"> </span><span style="letter-spacing: .1pt;">I</span>I<span style="mso-font-width: 99%;"> </span>yang<span style="mso-tab-count: 1;"> </span>merupakan<span style="letter-spacing: .7pt;"> </span>bagian<span style="letter-spacing: .8pt;"> </span>tidak<span style="letter-spacing: .75pt;"> </span>terpisahkan<span style="letter-spacing: .75pt;"> </span>dari<span style="mso-font-width: 99%;"> </span>Peratu<span style="letter-spacing: -.05pt;">r</span>an<span style="letter-spacing: -.4pt;"> </span>Menteri<span style="letter-spacing: -.3pt;"> </span>ini.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PNS<span style="letter-spacing: .65pt;"> </span>yang<span style="letter-spacing: .7pt;"> </span>dib<span style="letter-spacing: -.15pt;">e</span>baskan<span style="letter-spacing: .65pt;"> </span>sementara<span style="letter-spacing: .7pt;">
</span>dan<span style="letter-spacing: .65pt;"> </span>bel<span style="letter-spacing: -.15pt;">u</span>m<span style="mso-font-width: 99%;"> </span>diberhentikan dari<span style="letter-spacing: 2.1pt;"> </span>Jabatan<span style="letter-spacing: 2.1pt;">
</span>Fungsional<span style="letter-spacing: 2.1pt;"> </span>dapat<span style="letter-spacing: 2.1pt;"> </span>diangkat</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">kembali<span style="letter-spacing: .45pt;"> </span>ke<span style="letter-spacing: .45pt;"> </span>dalam<span style="letter-spacing: .55pt;"> </span>Jabatan<span style="letter-spacing: .45pt;"> </span>Fungsional<span style="letter-spacing: .55pt;"> </span>sesuai<span style="letter-spacing: .45pt;"> </span>dengan jabatan<span style="letter-spacing: 2.65pt;"> </span>yang<span style="letter-spacing: 2.65pt;"> </span>didu<span style="letter-spacing: .1pt;">d</span>uki<span style="letter-spacing: 2.7pt;"> </span>dan<span style="letter-spacing: 2.65pt;"> </span>angka<span style="letter-spacing: 2.65pt;">
</span>kr<span style="letter-spacing: .1pt;">e</span>dit<span style="letter-spacing: 2.65pt;"> </span>terakhir<span style="letter-spacing: 2.65pt;"> </span>yang
dimiliki.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Penghitungan<span style="letter-spacing: .2pt;"> </span>angka<span style="letter-spacing: .25pt;"> </span>kredit<span style="letter-spacing: .3pt;"> </span>untuk<span style="letter-spacing: .25pt;"> </span>kena<span style="letter-spacing: -.15pt;">i</span>kan<span style="letter-spacing: .2pt;"> </span>pangkat<span style="letter-spacing: .25pt;"> </span>ba<span style="letter-spacing: -.15pt;">g</span>i<span style="mso-font-width: 99%;"> </span>PNS<span style="letter-spacing: .85pt;"> </span>sebagaimana<span style="letter-spacing: .85pt;"> </span>d<span style="letter-spacing: -.15pt;">i</span>maksud<span style="letter-spacing: .85pt;"> </span>pada<span style="letter-spacing: .85pt;"> </span>ay<span style="letter-spacing: .05pt;">a</span>t<span style="letter-spacing: .9pt;"> </span><span style="letter-spacing: -.15pt;">(</span>3)<span style="letter-spacing: .85pt;"> </span>paling<span style="letter-spacing: .85pt;"> </span>kurang</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2<span style="letter-spacing: 3.4pt;"> </span>(dua)<span style="letter-spacing: 3.45pt;"> </span>tahun<span style="letter-spacing: 3.45pt;"> </span>s<span style="letter-spacing: .1pt;">e</span>telah<span style="letter-spacing: 3.55pt;"> </span>ditetapkan<span style="letter-spacing: 3.5pt;"> </span><span style="letter-spacing: .1pt;">s</span>urat<span style="letter-spacing: 3.45pt;"> </span>keputusan Penyesuaia<span style="letter-spacing: -.05pt;">n</span><span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: .8pt;"> </span></i>PNS<span style="letter-spacing: .3pt;"> </span>yang<span style="letter-spacing: .3pt;"> </span>ber<span style="letter-spacing: .1pt;">s</span>angkutan<span style="letter-spacing: .3pt;"> </span>dalam
Jabatan<span style="letter-spacing: -.05pt;"> </span>Fungsional yang<span style="letter-spacing: -.05pt;"> </span>diduduki.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pasal<span style="letter-spacing: -.05pt;"> </span>4</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kementerian/lembaga<span style="letter-spacing: .5pt;"> </span>dan<span style="letter-spacing: .55pt;"> </span>pemerin<span style="letter-spacing: .1pt;">t</span>ah<span style="letter-spacing: .55pt;"> </span>daerah<span style="letter-spacing: .6pt;"> </span>dal<span style="letter-spacing: .1pt;">a</span>m<span style="mso-font-width: 99%;"> </span>melakukan<span style="letter-spacing: .05pt;"> </span>penga<span style="letter-spacing: .1pt;">n</span>gkatan<span style="letter-spacing: .15pt;"> </span>PNS<span style="letter-spacing: .05pt;"> </span>dalam<span style="letter-spacing: .2pt;"> </span>Jabatan<span style="letter-spacing: .05pt;"> </span>Fungsio<span style="letter-spacing: .1pt;">n</span>al<span style="mso-font-width: 99%;"> </span>melalui</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: 2.95pt;"> </span></i>sesuai<span style="letter-spacing: 2.6pt;"> </span>dengan<span style="letter-spacing: 2.55pt;"> </span>ketentuan
peraturan<span style="letter-spacing: -.15pt;"> </span>perundang-undanga<span style="letter-spacing: -.05pt;">n</span>.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">(2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pelaksanaan<span style="letter-spacing: 2.5pt;"> </span>p<span style="letter-spacing: .1pt;">e</span>ngangkatan<span style="letter-spacing: 2.5pt;">
</span>P<span style="letter-spacing: .1pt;">e</span>nyesuaian<span style="letter-spacing: .15pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span><span style="letter-spacing: .1pt;">n</span>g </i>sebagaimana<span style="letter-spacing: 3.65pt;"> </span>dimaksud<span style="letter-spacing: 3.65pt;"> </span>pada<span style="letter-spacing: 3.65pt;"> </span>ayat<span style="letter-spacing: 3.7pt;"> </span>(1)<span style="letter-spacing: 3.55pt;"> </span>hasilnya<span style="letter-spacing: 3.65pt;">
</span>dilaporkan kepada:</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Menteri<span style="letter-spacing: 1.7pt;"> </span>Pendayagunaan<span style="letter-spacing: 1.7pt;"> </span>Aparatur<span style="letter-spacing: 1.75pt;">
</span>Negara<span style="letter-spacing: 1.7pt;"> </span>dan<span style="letter-spacing: 1.7pt;"> </span>Reformasi<span style="mso-font-width: 99%;">
</span>Birokrasi<span style="letter-spacing: 3.25pt;"> </span>dalam<span style="letter-spacing: 3.3pt;"> </span>bentuk<span style="letter-spacing: 3.3pt;"> </span>rekapitulasi<span style="letter-spacing: 3.3pt;"> </span>tersebut<span style="letter-spacing: 3.35pt;">
</span>dalam <span style="letter-spacing: -.05pt;">L</span>ampiran<span style="letter-spacing: 2.4pt;"> </span>III yang merupakan bagian tidak
terpisahkan dari Peraturan Menteri ini.</span></div>
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<span style="mso-fareast-font-family: "Bookman Old Style"; mso-font-width: 99%;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kepala<span style="letter-spacing: .8pt;"> </span>Badan<span style="letter-spacing: .8pt;"> </span>K<span style="letter-spacing: .1pt;">e</span>pegawaian<span style="letter-spacing: .8pt;"> </span>Negara<span style="letter-spacing: .1pt;">/</span>Kantor<span style="letter-spacing: .8pt;"> </span>Regional Badan<span style="letter-spacing: 3.7pt;"> </span>Kepegawaian<span style="letter-spacing: 3.75pt;"> </span>Negara<span style="letter-spacing: 3.75pt;"> </span>dalam<span style="letter-spacing: 3.75pt;">
</span>be<span style="letter-spacing: -.15pt;">n</span>tuk<span style="letter-spacing: 3.7pt;"> </span>rekapitulasi<span style="mso-font-width: 99%;"> </span>dan surat<span style="letter-spacing: .2pt;"> </span>keput<span style="letter-spacing: -.15pt;">u</span>san<span style="letter-spacing: .2pt;"> </span>pengangkatan<span style="letter-spacing: .2pt;"> </span>dalam<span style="letter-spacing: .25pt;"> </span>Jabatan
Fungsional<span style="letter-spacing: -.3pt;"> </span>melalui<span style="letter-spacing: -.25pt;"> </span>Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>n<span style="letter-spacing: .05pt;">g</span></i>.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pasal<span style="letter-spacing: -.05pt;"> </span>5</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pengangkatan<span style="letter-spacing: 2.55pt;"> </span>PNS<span style="letter-spacing: 2.55pt;"> </span>dalam<span style="letter-spacing: 2.55pt;"> </span>Jabatan<span style="letter-spacing: 2.4pt;">
</span>Fungsional<span style="letter-spacing: 2.55pt;"> </span>mel<span style="letter-spacing: -.15pt;">a</span>lui<span style="mso-font-width: 99%;"> </span>Penyesuaian<span style="letter-spacing: .1pt;">/</span><i><span style="letter-spacing: -.3pt;">I</span>n<span style="letter-spacing: .1pt;">p</span><span style="letter-spacing: -.15pt;">a</span>s<span style="letter-spacing: .1pt;">s</span><span style="letter-spacing: -.15pt;">i</span>ng<span style="letter-spacing: 1.15pt;"> </span></i>dilaksanakan<span style="letter-spacing: 3.65pt;"> </span>sampai<span style="letter-spacing: 3.55pt;"> </span>dengan
Desember<span style="letter-spacing: -.65pt;"> </span>2018.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Pasal<span style="letter-spacing: -.05pt;"> </span>6</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Peraturan<span style="letter-spacing: 1.25pt;"> </span>Menteri<span style="letter-spacing: 1.35pt;"> </span>ini<span style="letter-spacing: 1.35pt;"> </span>mulai<span style="letter-spacing: 1.35pt;">
</span>ber<span style="letter-spacing: .1pt;">l</span>aku<span style="letter-spacing: 1.3pt;"> </span>pada<span style="letter-spacing: 1.5pt;"> </span>tang<span style="letter-spacing: .1pt;">g</span>al<span style="mso-font-width: 99%;"> </span>diundangkan.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Agar<span style="letter-spacing: 2.65pt;"> </span>setiap<span style="letter-spacing: 2.65pt;"> </span>o<span style="letter-spacing: -.15pt;">r</span>ang<span style="letter-spacing: 2.65pt;"> </span>mengetahuinya,<span style="letter-spacing: 2.65pt;"> </span>memerintahkan pengundangan<span style="letter-spacing: 1.35pt;"> </span>Peraturan<span style="letter-spacing: 1.4pt;"> </span>Menteri<span style="letter-spacing: 1.45pt;"> </span>ini<span style="letter-spacing: 1.4pt;"> </span><span style="letter-spacing: .1pt;">d</span>engan<span style="letter-spacing: 1.4pt;"> </span>penempatannya dalam<span style="letter-spacing: -.25pt;"> </span>Berita<span style="letter-spacing: -.2pt;"> </span>Negara<span style="letter-spacing: -.2pt;"> </span>Republik<span style="letter-spacing: -.25pt;">
</span><span style="letter-spacing: .1pt;">I</span>ndonesia.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Ditetapkan<span style="letter-spacing: -.4pt;"> </span>di<span style="letter-spacing: -.4pt;"> </span>Jakarta</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">pada<span style="letter-spacing: -.2pt;"> </span>tanggal<span style="letter-spacing: -.15pt;"> </span>7<span style="letter-spacing: -.2pt;"> </span>Desember<span style="letter-spacing: -.15pt;">
</span>2016</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">MEN<span style="letter-spacing: -.15pt;">T</span>ERI<span style="letter-spacing: 3.5pt;"> </span>PENDAYAGUNAAN<span style="letter-spacing: 3.4pt;"> </span>APARATUR NEGARA<span style="letter-spacing: -.2pt;"> </span>DAN<span style="letter-spacing: -.15pt;"> </span>REFORMASI<span style="letter-spacing: -.05pt;"> </span><span style="letter-spacing: -.15pt;">B</span><span style="letter-spacing: .1pt;">I</span>ROKRA<span style="letter-spacing: -.15pt;">S</span>I<span style="mso-font-width: 99%;"> </span>REPUBL<span style="letter-spacing: .1pt;">I</span>K<span style="letter-spacing: -.65pt;"> </span><span style="letter-spacing: .1pt;">I</span>NDON<span style="letter-spacing: -.15pt;">E</span>S<span style="letter-spacing: .1pt;">I</span>A,</span></div>
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<br /></div>
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<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">t</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">td</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">ASMAN<span style="letter-spacing: -.5pt;"> </span>ABNUR</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Diundangkan<span style="letter-spacing: -.15pt;"> </span>di<span style="letter-spacing: -.05pt;"> </span>Jakarta</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">pada<span style="letter-spacing: -.2pt;"> </span>tanggal<span style="letter-spacing: -.2pt;"> </span>21<span style="letter-spacing: -.2pt;"> </span>Desember<span style="letter-spacing: -.15pt;"> </span>2016</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">D<span style="letter-spacing: .1pt;">I</span>REK<span style="letter-spacing: -.15pt;">T</span>UR<span style="letter-spacing: -.15pt;"> </span>JENDERAL</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">PERA<span style="letter-spacing: -.15pt;">T</span>URAN<span style="letter-spacing: -1.5pt;"> </span>PERU<span style="letter-spacing: .1pt;">N</span>DANG-UNDANGAN<span style="mso-font-width: 99%;"> </span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">KEMEN<span style="letter-spacing: -.15pt;">T</span>ER<span style="letter-spacing: .1pt;">I</span>AN<span style="letter-spacing: -.3pt;"> </span>HUKUM<span style="letter-spacing: -.3pt;"> </span>DAN<span style="letter-spacing: -.25pt;"> </span>HAK<span style="letter-spacing: -.35pt;"> </span>ASASI<span style="letter-spacing: -.2pt;"> </span>MANU<span style="letter-spacing: -.15pt;">S</span><span style="letter-spacing: .1pt;">I</span>A
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">REPUBL<span style="letter-spacing: .1pt;">I</span>K<span style="letter-spacing: -.65pt;"> </span><span style="letter-spacing: .1pt;">I</span>NDON<span style="letter-spacing: -.15pt;">E</span>S<span style="letter-spacing: .1pt;">I</span>A,</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">ttd</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">W<span style="letter-spacing: .1pt;">I</span>DODO<span style="letter-spacing: -.55pt;"> </span>EKA<span style="letter-spacing: -.15pt;">T</span>JAHJANA</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">BER<span style="letter-spacing: .1pt;">I</span><span style="letter-spacing: -.15pt;">T</span>A<span style="letter-spacing: -.35pt;"> </span>NEGARA<span style="letter-spacing: -.35pt;"> </span>REPUBL<span style="letter-spacing: .1pt;">I</span>K<span style="letter-spacing: -.45pt;"> </span><span style="letter-spacing: .1pt;">I</span>NDONE<span style="letter-spacing: -.15pt;">S</span>IA<span style="letter-spacing: -.3pt;"> </span><span style="letter-spacing: -.15pt;">T</span>AHUN<span style="letter-spacing: -.3pt;"> </span>2016<span style="letter-spacing: -.3pt;"> </span>NO<span style="letter-spacing: .1pt;">M</span>OR<span style="letter-spacing: -.3pt;"> </span>1962</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Salinan<span style="letter-spacing: -.2pt;"> </span>sesuai<span style="letter-spacing: -.2pt;"> </span>dengan<span style="letter-spacing: -.2pt;"> </span>aslinya<span style="mso-font-width: 99%;"> </span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">KEMEN<span style="letter-spacing: -.15pt;">T</span>ER<span style="letter-spacing: .1pt;">I</span>AN<span style="letter-spacing: -.2pt;"> </span>PANRB</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kepala<span style="letter-spacing: -.3pt;"> </span>Biro<span style="letter-spacing: -.2pt;"> </span>Hukum,<span style="letter-spacing: -.2pt;"> </span>Komunikasi<span style="letter-spacing: -.25pt;"> </span>dan<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: .1pt;">I</span>n<span style="letter-spacing: -.15pt;">f</span>ormasi<span style="letter-spacing: -.2pt;"> </span>Publik,</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">ttd<span style="mso-font-width: 99%;"></span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Herman<span style="letter-spacing: -.3pt;"> </span>Suryatman</span></div>
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" /><br />
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" /><br />
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" 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<br />www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-50514984920331990842017-01-19T08:21:00.000+07:002019-01-29T11:29:58.983+07:00Manajemen Ketidakberpihakan Laboratorium LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Manajemen Ketidakberpihakan Laboratorium Lingkungan</span></b></h2>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Ketidakberpihakan merupakan kehadiran objektivitas. Sedangkan objektivitas adalah ketiadaan atau dapat diselesaikannya konflik kepentingan yang dapat mengakibatkan pengaruh buruk terhadap kegiatan laboratorium lingkungan. Istilah lain yang dapat digunakan untuk menyampaikan unsur ketidakberpihakan adalah kemandirian, kebebasan dari konflik kepentingan, kebebasan dari bias, kebebasan dari prasangka, netralitas, keadilan, keterbukaan pikiran, tidak berat sebelah, sikap tidak terpengaruh dan keseimbangan. Sehubungan dengan hal tersebut, manajemen puncak laboratorium lingkungan harus memiliki komitmen terhadap ketidakberpihakan dalam kegiatan pengambilan sampel, pengujian parameter kualitas lingkungan. Komitmen tersebut harus dapat diakses publik sehingga ketidakberpihakannya dalam melaksanakan kegiatan pengambilan sampel, pengujian parameter kualitas lingkungan, serta mengelola konflik kepentingan dapat ditunjukkan.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Laboratorium lingkungan harus mengidentifikasi semua sumber konflik kepentingan potensial yang timbul dari kegiatan laboratorium, pelanggan atau pihak berkepentingan. Konflik kepentingan dapat ditimbulkan dari kegiatan pengambilan sampel, pengujian parameter kualitas lingkungan serta pelaporan hasil, termasuk setiap konflik yang timbul dari hubungan kerjanya. Bila konflik kepentingan telah teridentifikasi, maka laboratorium harus menganalisis, mengevaluasi, memantau dan mendokumentasikan setiap resiko terkait konflik kepentingan yang timbul dari penyediaan jasa laboratorium pengujian kualitas lingkungan termasuk setiap konflik yang timbul dari hubungan kerjanya. </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Memiliki hubungan kerja bukan berarti laboratorium lingkungan memiliki konflik kepentingan. Hubungan yang mengancam ketidakberpihakan laboratorium lingkungan dapat<span style="mso-spacerun: yes;"> </span>disebabkan oleh kepemilikan saham laboratorium, penentu kebijakan dari dewan komisaris atau dewan direktur,<span style="mso-spacerun: yes;"> </span>manajemen,<span style="mso-spacerun: yes;"> </span>personel, sumberdaya bersama, keuangan, kontrak, pemasaran dan pembayaran insentif dari pelanggan baru, dan sebagainya.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Laboratorium lingkungan harus mensyaratkan semua personelnya untuk mengungkapkan seluruh situasi yang mungkin menimbulkan konflik kepentingan pada kegiatan laboratorium. Karena itu, laboratorium harus menggunakan berbagai informasi sebagai masukan untuk mengidentifikasi ancaman terhadap ketidakberpihakan yang timbul akibat dari kegiatan personel atau organisasi laboratorium lingkungan.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Ancaman ketidakberpihakan, mencakup antara lain:</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">a) <span style="mso-tab-count: 1;"></span><b style="mso-bidi-font-weight: normal;">ancaman swa-kepentingan (<i style="mso-bidi-font-style: normal;">self-interest threats</i>)</b>: ancaman yang timbul dari personel laboratorium yang bertindak untuk kepentingannya sendiri. Kepentingan yang terkait dengan kegiatan pengambilan sampel, pengujian parameter kualitas lingkungan serta pelaporan yang merupakan ancaman pada ketidakberpihakan adalah swa-kepentingan keuangan; </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">b)<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">ancaman swa-interpretasi (<i style="mso-bidi-font-style: normal;">self-review treats</i>):</b> ancaman yang timbul dari personel laboratorium yang melakukan interpretasi hasil pengujian. Interpretasi hasil pengujian oleh personel laboratorium yang kurang kompeten atau interpretasi yang tidak didasarkan pada alasan ilmiah menjadi ancaman dalam swa-interpretasi;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> c) <span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">ancaman keakraban atau kepercayaan (<i style="mso-bidi-font-style: normal;">familiarity or trust threats</i>):</b> ancaman yang timbul dari personel laboratorium yang terlalu akrab atau terlalu percaya dengan pelanggan, pihak berwenang atau pihak berkepentingan dibandingkan dengan hasil pengujian parameter kualitas lingkungan;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> d) <span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">ancaman intimidasi (<i style="mso-bidi-font-style: normal;">intimidation threats</i>):</b> ancaman yang diperoleh personel laboratorium yang merasa dipaksa secara terbuka atau rahasia terhadap pengaturan hasil pengujian parameter kualitas lingkungan sehingga dapat mengurangi kepercayaan dalam kemandirian pertimbangan dan integritasnya.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-67836032108093026012016-12-22T15:55:00.001+07:002019-01-29T11:51:31.283+07:00PERSYARATAN TEKNIS PENERAPAN METODE PENGUJIAN KUALITAS AIR DAN AIR LIMBAH SECARA RAPID TEST KIT OLEH LABORATORIUM LINGKUNGAN YANG TEREGISTRASIDitulis Oleh : cak war | Anwar Hadi<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">PENERAPAN METODE PENGUJIAN
KUALITAS AIR DAN AIR LIMBAH<br /> </span></b></h2>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">SECARA <i>RAPID TEST KIT</i>
OLEH LABORATORIUM LINGKUNGAN YANG TEREGISTRASI</span></b></h2>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">1. Latar
Belakang</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Beberapa tahun
terakhir telah banyak ditawarkan </span><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">portable water rapid test ki</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">t </span></i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">yaitu</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> peralatan yang dapat digunakan untuk pengujian air dan
air limbah di lapangan (<i style="mso-bidi-font-style: normal;">on site</i>) secara
cepat, baik untuk parameter fisika, kimia maupun mikrobiologi. </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Dalam perkembangannya, peralatan <i style="mso-bidi-font-style: normal;">rapid test kit</i> tersebut dapat juga
digunakan di laboratorium dengan alasan:</span><br />
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">biaya pengujian
lebih ekonomis jika jumlah contoh uji sedikit;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">semua reagen yang dibutuhkan berada dalam satu <i style="mso-bidi-font-style: normal;">kit</i>;</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">ramah lingkungan karena limbah
yang dihasilkan lebih sedikit; </span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">tahapan perlakuan awal dan
preparasi contoh uji (<i style="mso-bidi-font-style: normal;">sample pretreatment
and preparation</i>) lebih sederhana sehingga dapat menghindari kontaminasi
atau kehilangan analit (<i style="mso-bidi-font-style: normal;">lost and
contamination</i></span><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;"> of </span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">analyte</span></i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">);</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">pengujian membutuhan waktu hanya
beberapa menit;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">hasil pengujian tertelusur ke sistem
satuan internasional dan dapat dibandingkan dengan metode standar; serta</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-theme-font: minor-latin;">dapat dilakukan
oleh analis yang memiliki pengalaman minimal di laboratorium pengujian, namun
tetap membutuhkan pemahaman dalam menerapkan internal pengendalian mutu.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Metode <i style="mso-bidi-font-style: normal;">rapid test kit</i> merupakan metode standar yang dimodifikasi oleh
pabrikan pembuat peralatan, sehingga berdasarkan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">SNI
</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">ISO/IEC 17025</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">,</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> metode tersebut harus divalidasi oleh laboratorium yang
menerapkannya. Penggunaan metode yang telah divalidasi oleh laboratorium akan menghasilkan
data pengujian yang dipercaya (<i style="mso-bidi-font-style: normal;">reliable</i>)
sehingga </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">dapat dipertanggungjawabkan secara ilmiah maupun
hukum. Data <i style="mso-bidi-font-style: normal;">reliable </i>yang dihasilkan
oleh laboratorium yang handal dapat digunakan sebagai indikasi adanya
pencemaran lingkungan serta sebagai alat bukti dalam penegakan hukum
lingkungan. Selain itu, data kualitas lingkungan dapat mendukung pengelolaan
lingkungan hidup yang efektif dan efisien karena dapat digunakan sebagai dasar
perencanaan, evaluasi, maupun pengawasan yang sangat berguna bagi para
pengambil keputusan, perencana, penyusun program, baik di tingkat pusat maupun
di tingkat daerah dalam menentukan kebijakan lingkungan hidup.</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.
Istilah dan Definisi</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Berikut ini, istilah dan definisi yang digunakan
dalam pedoman ini:</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.1 <span style="mso-bidi-font-weight: bold;">Akurasi</span></span></b><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></i></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kedekatan antara hasil pengukuran dan
nilai sebenarnya dari besaran ukur.</span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.2<span style="mso-tab-count: 1;"> </span>Bahan acuan bersertifikat </span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">(<i style="mso-bidi-font-style: normal;">Certified Reference Material, CRM</i>)</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">suatu bahan
acuan yang nilai dari salah satu atau lebih sifat-sifatnya ditetapkan dengan
prosedur teknis yang valid serta tiap-tiap nilai tersebut akurasinya memiliki
keterlelusuran dan ketidakpastian dengan tingkat kepercayaan tertentu dan
disertifikasi oleh badan sertifikasi.</span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.3<span style="mso-tab-count: 1;"> </span>Daya ulang/</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Repitabilitas<span style="mso-bidi-font-weight: bold;"> </span></span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">(<i>repeatibility</i>)</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kedekatan antara hasil-hasil pengukuran
yang berurutan untuk besaran ukur yang sama yang dilakukan pada kondisi yang sama.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Catatan:<span style="mso-tab-count: 1;"> </span>kondisi tersebut harus spesifik, misalnya
waktu, suhu, kelembaban saat pengukuran dilaksanakan.</span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.4<span style="mso-tab-count: 1;"> </span>Ketertelusuran </span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">sifat dari
hasil pengukuran atau nilai dari standar acuan yang dapat dihubungkan ke acuan
tertentu, biasanya berupa standar nasional atau internasional melalui rantai
perbandingan yang tidak terputus dimana dalam setiap tahap perbandingan
tersebut mempunyai ketidakpastian tertentu</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.5<span style="mso-tab-count: 1;"> </span>Laboratorium lingkungan teregistrasi</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">laboratorium yang mempunyai sertifikat akreditasi
laboratorium pengujian parameter kualitas lingkungan dari Komite Akreditasi
Nasional sesuia SNI ISO/IEC 17025 dan mempunyai identitas registrasi dari
Kementerian Lingkungan Hidup dan Kehutanan berdasarkan PERMENLH No. 06 Tahun
2009. </span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.6 <i>Level
of Linearity</i></span></b><b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> (LoL) </span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">batas kadar tertinggi analit
pada kurva kalibrasi regresi linear dari suatu metode pengujian</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.7 <i>Level
of Quantitation (LoQ) </i></span></b><b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">atau<i>
</i></span></b><b><i><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">M</span></i></b><b><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">inimum
</span></i></b><b><i><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Q</span></i></b><b><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">uantitation
</span></i></b><b><i><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">L</span></i></b><b><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">evel
(MQL)</span></i></b><b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kadar analit yang menghasilkan
signal lebih besar dari blanko pada kondisi kegiatan rutin laboratorium</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.8 <i>Method
Detection Limit</i></span></b><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span></i><b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">(MDL)</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kadar <i>analyte</i> yang
ditentukan sesuai tahapan metode pengujian secara menyeluruh sehingga
menghasilkan signal dengan probabilitas 99% bahwa signal tersebut berbeda
dengan blanko</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.9<span style="mso-bidi-font-weight: bold;"><span style="mso-tab-count: 1;"> </span>Pengujian
parameter kualitas lingkungan</span></span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">suatu kegiatan teknis yang terdiri atas penetapan dan
penentuan satu atau lebih parameter kualitas lingkungan sesuai dengan prosedur
yang telah ditetapkan.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.10<span style="mso-tab-count: 1;"> </span><i style="mso-bidi-font-style: normal;">Portable
water rapid test kit</i></span></b></div>
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<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">peralatan yang bersifat <i style="mso-bidi-font-style: normal;">portable (mobile</i>) untuk pengujian kualitas
air secara kuantitatif, dengan tahapan persiapan awal dan/atau preparasi contoh
uji (<i style="mso-bidi-font-style: normal;">sample pretreatment and/or
preparation</i>)<i style="mso-bidi-font-style: normal;"> </i>yang sederhana sehingga
hasil langsung dapat dibaca (<i style="mso-bidi-font-style: normal;">direct
reading</i>) dengan cepat.</span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"></span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.11<span style="mso-tab-count: 1;"> </span><span style="mso-bidi-font-weight: bold;">Presisi</span></span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">tingkat
kedapatulangan suatu rangkaian hasil pengujian diantara hasil-hasil itu sendiri</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">.</span></div>
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<br /></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.12<span style="mso-tab-count: 1;"> </span>Validasi Metode</span></b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">konfirmasi melalui pengujian dan pengadaan bukti yang
objektif bahwa persyaratan tertentu untuk suatu maksud khusus dipenuhi.</span></div>
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<br /></div>
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<b><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">2.13<span style="mso-tab-count: 1;"> </span>Verifikasi Metode</span></b><i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"></span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 9.35pt; margin-top: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">konfirmasi melalui pengujian dan pengadaan bukti yang objektif
bahwa persyaratan tertentu dipenuhi.</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">CATATAN: verifikasi metode
disebut juga revalidasi metode</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">,</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> namun hanya untuk asesmen
sistematik yang terbatas sebagaimana Tabel 1.</span></div>
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</div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">3. Tujuan</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Pedoman teknis <span style="mso-bidi-font-style: italic;">penerapan metode pengujian kualitas air dan air limbah secara <i>rapid
test kit </i>disusun bertujuan untuk memberikan pedoman bagi laboratorium
lingkungan yang teregistrasi dalam menerapkan metode rapid test kit. Pedoman
ini dapat juga digunakan oleh laboratorium pengujian parameter kualitas
lingkungan untuk tujuan mendukung program perlindungan dan pengelolaan
lingkungan hidup</span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">,
</span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">antara
lain untuk<b style="mso-bidi-font-weight: normal;">:</b></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l6 level1 lfo5; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">mengetahui
rona awal lingkungan atau survei pendahuluan (<i style="mso-bidi-font-style: normal;">preliminary survey</i></span><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="color: black; font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"> or </span></i><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">screening test</span></i><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">);</span></div>
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<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">pemantauan
kualitas lingkungan secara rutin;</span></div>
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<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">mengetahui
kinerja instalasi pengolahan air limbah (IPAL);</span></div>
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<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">penelitian
dan pengembangan dibidang lingkungan hidup;</span></div>
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<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">pembuktian
kasus pencemaran lingkungan atau mengetahui status penaatan peraturan
perundang-undangan lingkungan hidup, jika:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">a .<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">baku
mutu dalam peraturan perundang-undang lingkungan hidup tidak mensyaratkan
penggunaan metode uji;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">b .<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">limit
deteksi metode (MDL) kurang dari (BML) baku mutu lingkungan; dan</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">c .<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">metode
pengujian sesuai tujuan dan persyaratan baku mutu lingkungan.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">4.
Ruang Lingkup</span></b></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Penerapan </span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">metode <i style="mso-bidi-font-style: normal;">rapid
test kit</i> oleh laboratorium lingkungan harus divalidasi </span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">untuk mengetahui sejauh mana penyimpangan yang tidak
dapat dihindari pada kondisi normal pengujian dari suatu metode standar yang
dimodifikasi. Selain itu, memvalidasi metode <i style="mso-bidi-font-style: normal;">rapid test kit</i> dapat juga digunakan untuk mengetahui kemampuan
sekaligus keterbatasan laboratorium dalam menerapkan tahapan metode tersebut. Perlu
diperhatikan bahwa validasi metode selalu merupakan keseimbangan antara
kemungkinan biaya, resiko dan teknis. Karena itu, hal-hal yang perlu dipertimbangkan
dalam pelaksanaan validasi metoda, antara lain:</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">keterbatasan biaya, waktu, dan
personil;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level3 lfo7; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kepentingan laboratorium;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level3 lfo7; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kepentingan pelanggan; dan</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l8 level3 lfo7; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">diutamakan untuk pekerjaan yang
bersifat rutin.</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Dalam melakukan validasi metode, teknik
yang digunakan untuk menentukan unjuk kerja suatu metode yaitu asesmen yang
sistematik dari faktor-faktor yang mempengaruhi hasil, yaitu:</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo1; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">perbandingan modifikasi metode standar dengan
metode standar nasional, regional atau internasional, jika perlu;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo1; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">akurasi metode (<i style="mso-bidi-font-style: normal;">method accuracy</i>) dan presisi metode (<i style="mso-bidi-font-style: normal;">method precision</i>) menggunakan bahan acuan bersertifikat (<i style="mso-bidi-font-style: normal;">certified reference materials, CRMs</i>),
jika memungkinkan atau menggunakan <i style="mso-bidi-font-style: normal;">in-house
reference materials</i> yang memiliki ketertelusuran ke sistem satuan
internasional;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: -7.7pt; margin-top: 0in; mso-list: l3 level1 lfo1; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">batas deteksi yang meliputi, batas
deteksi metode (<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">method detection limit,</span></i> M<span style="mso-bidi-font-weight: bold;">DL<i style="mso-bidi-font-style: normal;">),</i></span> batas</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">
</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">kuantifikasi (<i style="mso-bidi-font-style: normal;">limit of quantitation,</i> LoQ), dan batas linearitas (<i style="mso-bidi-font-style: normal;">limit of linearity,</i> LoL);</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo1; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">uji repitabilitas (<i style="mso-bidi-font-style: normal;">repeatability test</i>) dan uji reprodusibilitas (<i style="mso-bidi-font-style: normal;">reproducibility test</i>);</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo1; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">efek matrik dengan menggunakan teknik <i style="mso-bidi-font-style: normal;">spiking</i>; serta</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo1; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">f)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">bagan kendali akurasi (<i style="mso-bidi-font-style: normal;">accuracy control chart</i>) dan presisi (<i style="mso-bidi-font-style: normal;">precision control chart</i>).</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
</div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">5.
Pemilihan Metode <i style="mso-bidi-font-style: normal;">Rapid Test Kit</i></span></b></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Jika
metode pengujian telah ditetapkan untuk penentuan kadar baku lingkungan hidup
dalam peraturan perundang-undangan, maka</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> metode <i style="mso-bidi-font-style: normal;">rapid test kit </i>tidak dapat digunakan
dalam rangka </span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">pembuktian
kasus pencemaran lingkungan atau mengetahui status penaatan peraturan
perundang-undangan lingkungan hidup. Kriteria pemilihan</span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">peralatan </span><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">rapid test kit</span></i><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">,</span></i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> adalah:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo3; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">portable/mobile</span></i><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo3; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">direct reading</span></i><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo3; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">kadar
yang diukur secara kuantitatif;</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo3; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="color: black; font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">tahapan
perlakukan awal dan preparasi contoh uji yang sederhana. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Laboratorium lingkungan yang melakukan pemilihan
metode <i style="mso-bidi-font-style: normal;">rapid test kit </i>harus
mempertimbangkan hal-hal antara lain, sebagai berikut:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">metode <i style="mso-bidi-font-style: normal;">rapid
test kit</i> mengacu ke metode standar nasional, regional atau internasional;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">jaminan bahwa metode rapid test kit yang digunakan
adalah edisi mutakhir dari pabrik pembuat peralatan; </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">tersedianya data validasi metode <i style="mso-bidi-font-style: normal;">rapid test kit</i> termasuk ketertelusuran
ke sistem satuan internasional yang telah dilakukan oleh pabrik pembuat
peralatan, jika memungkinkan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">limit deteksi metode (method detection limit, MDL)
<i style="mso-bidi-font-style: normal;">rapid test kit</i> lebih kecil dari nilai
baku mutu lingkungan sesuai peraturan perundang-undangan lingkungan;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">kelaikan pakai peralatan melalui uji kinerja yang
memadai; </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">f)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">penerapan jaminan mutu dan pengendalian mutu yang
memadai; dan</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l7 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">g)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">sedapat mungkin menggunakan bahan kimia yang
berdampak minimal terhadap keselamatan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">,</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">kesehatan dan lingkungan hidup.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
</div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">6. Tahapan
Validasi Metode</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Langkah awal validasi metode <i style="mso-bidi-font-style: normal;">rapid test kit</i> adalah membuat perencanaan, yang meliputi:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo9; tab-stops: .25in; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">identif</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">i</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">kasi dengan seksama hal-hal kritis tahapan metode
pengujian yang akan divalidasi;</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo9; tab-stops: .25in; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">inventarisasi sumber daya yang
dibutuhkan <span style="mso-no-proof: yes;">sesuai</span> persyaratan yang
ditetapkan, antara lain:</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-layout-grid-align: none; mso-list: l5 level2 lfo8; tab-stops: .5in; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">sistem kalibrasi peralatan <i style="mso-bidi-font-style: normal;">portable water rapid test kit</i> termasuk
cara evaluasi hasil;</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-layout-grid-align: none; mso-list: l5 level2 lfo8; tab-stops: .5in; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">ketersediaan bahan acuan bersertifikat (<i style="mso-bidi-font-style: normal;">certified reference materials, CRMs</i>);
dan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-layout-grid-align: none; mso-list: l5 level2 lfo8; tab-stops: .5in; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">kompetensi personil yang melakukan validasi
metode.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 0in; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Jika sumber daya laboratorium memenuhi persyaratan
metode, maka validasi metode dapat dilakukan dengan melakukan </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Tahoma; mso-hansi-theme-font: minor-latin;">penilaian yang sistematis pada faktor-faktor yang mempengaruhi hasil, yaitu:</span></div>
<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
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/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
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Name="List Table 6 Colorful Accent 6"/>
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/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" Priority="0" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
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<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
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<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
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<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
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<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">7. Laporan
Validasi Metode</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Laporan hasil validasi metode pengujian
<i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">portable
water rapid test ki</span>t</i> harus dilaporkan secara akurat, jelas, tidak
membingungkan dan objektif. Analis yang melaksanakan validasi metode pengujian bertanggung
jawab menyerahkan data hasil validasi metode kepada penyelia laboratorium untuk
dilakukan verifikasi terhadap data validasi metode tersebut. Verifikasi data
dilakukan melalui kegiatan salah satu atau lebih, hal-hal sebagai berikut:</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">membandingkan data hasil validasi
metode dengan batas keberterimaan yang telah ditentukan; </span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">jika memungkinkan, melakukan
penghitungan alternatif;</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">pembandingan dengan hasil pengujian
sebelumnya yang serupa; dan</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; tab-stops: .25in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">meninjau dokumen, rekaman dan/atau
prosedur terkait.</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Apabila hasil verifikasi data
memperlihatkan adanya ketidaksesuaian dengan batas keberterimaan, maka terhadap
data tersebut harus diulang. Namun, jika hasil verifikasi data menunjukkan
kesesuaian dengan batas keberterimaan yang ditentukan, maka data tersebut
divalidasi. Validasi data dilakukan untuk mengetahui apakah pemakaian atau
aplikasi data dimaksud telah dipenuhi sesuai tujuan tertentu. Bila hasil
validasi data menunjukkan kesesuaian dengan pemakaian atau aplikasi dimaksud,
maka manajer teknis menandatangani laporan hasil validasi metode<span style="mso-bidi-font-style: italic;">.</span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">8. Penerapan Pengendalian Mutu di Lapangan</span></b></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">Sebelum peralatan <i style="mso-bidi-font-style: normal;">rapid test kit</i> digunakan untuk pengujian baik di lapangan maupun di
laboratorium, maka berikut ini persyaratan pengendalian mutu yang harus
dilakukan:</span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">uji kinerja peralatan <i style="mso-bidi-font-style: normal;">rapid test kit</i></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"> </span></i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">khususnya secara spektrofotometri,</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">
</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">meliputi akurasi panjang gelombang (<i style="mso-bidi-font-style: normal;">wave length accuracy</i>) dan <i style="mso-bidi-font-style: normal;">photometric check</i> untuk mengetahui</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">
</span><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">absorption
sensitivity, </span></i><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">dengan hasil memenuhi batas
keberterimaan;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">uji akurasi melalui <i style="mso-bidi-font-style: normal;">spiking</i> dengan <i style="mso-bidi-font-style: normal;">in-house reference materials</i> atau <i style="mso-bidi-font-style: normal;">stock solution traceable to international unit system, </i>dengan batas
keberterimaan 85% - 110%; dan</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">uji presisi dengan melakukan replikasi
contoh uji, dengan batas kebert</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">e</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">rimaan </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">%RPD ≤
0,5 x<span style="mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><span style="mso-text-raise: -2.0pt; position: relative; top: 2.0pt;">
</span><span style="mso-text-raise: -2.0pt; position: relative; top: 2.0pt;">.</span></span></span></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;"><img alt="" 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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt;">9.
Acuan normatif</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
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<div class="MsoListParagraphCxSpFirst" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Standard Methods for the Examination of
Water and Wastewater, 22<sup>st</sup> Edition, 2012, American Public Health
Association, Washington DC USA.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">International Standards for
Organization/International Electrotechnical Commission (ISO/IEC) 17025, 2005, <i style="mso-bidi-font-style: normal;">General Requirements for the Competence of
Calibration and Testing Laboratories</i>, ISO, Switzerland.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Hadi, Anwar, “Validasi Metode <i style="mso-bidi-font-style: normal;">Rapid Test kit</i>”, PT Merck Inonesia,
Jakarta, 2015.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Anonim, 1996, Analytical Detection
Limit Guidance & Laboratory Guide for Determining Method Detection Limits,
Wilconsin Department of Natural Resources, Laboratory Certification Program, </span><span lang="EN-US"><a href="http://dnr.wi.gov/regulations/labcert/documents/guidance/-lodguide.pdf"><span lang="IN" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">http://dnr.wi.gov/regulations/labcert/documents/guidance/-lodguide.pdf</span></a></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> (19 Oktober 2015);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">AOAC Guidelines for Single Laboratory
Validation of Chemical Methods for Dietary Supplements and Botanicals,</span><span lang="EN-US"><a href="http://www.aoac.org/imis15_prod/AOAC_Docs/"><span lang="IN" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">http://www.aoac.org/imis15_prod/AOAC_Docs/</span></a></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">StandardsDevelopment/SLV_Guidelines_Dietary_Supplements.pdf(19Oktober
2015);</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Harmonized
Guidelines for Single laboratory Validation of Methods of Analysis (IUPAC
Technical Report), </span><i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Pure Appl. Chem.</span></i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">, Vol. 74, No. 5, Pp. 835–855, 2002 </span><span lang="EN-US"><a href="http://pac.iupac.org/publications/pac/pdf/2002/pdf/7405x0835.pdf"><span lang="IN" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">http://pac.iupac.org/publications/pac/pdf/2002/pdf/7405x0835.pdf</span></a></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"> (20 Oktober 2015)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Guidelines
For Validation Of AnalyticalMethods For Non-Agricultural Pesticide Active
Ingredients And Products </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">http://www.hse.gov.uk/biocides/copr/pdfs/validation.pdf
(20Oktober 2015);</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">8)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: Calibri; mso-hansi-theme-font: minor-latin;">Ricard Boqué, Alicia Maroto, Jordi Riu </span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-theme-font: minor-latin;">and <span style="mso-bidi-font-weight: bold;">F. Xavier Rius, 2002, Validation of Analytical Methods, </span>Department
of Analytical Chemistry and Organic Chemistry University Rovira i Virgili Pl.
Imperial Tàrraco, 1, 43005-Tarragona, Spain, Grasas y Aceites 128 Vol. 53.
Fasc. 1 (2002), 128-143;</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"></span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com4tag:blogger.com,1999:blog-9144324387718019851.post-62211428260015716272016-11-23T06:00:00.000+07:002016-11-23T06:11:08.798+07:00Unit Kompetensi dan Kriteria Unjuk Kerja Pada Jabatan Kerja Pengambil Contoh Uji Air Berdasarkan Keputusan Menteri Ketenagakerjaan Republik Indonesia Nomor 168 Tahun 2016Ditulis Oleh : cak war | Anwar Hadi<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Unit Kompetensi dan Kriteria Unjuk
Kerja Pada Jabatan Kerja Pengambil Contoh Uji Air Berdasarkan Keputusan Menteri
Ketenagakerjaan Republik Indonesia Nomor 168 Tahun 2016</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Pada
tanggal 30 mei 2016, Menteri Ketenagakerjaan Republik Indonesia telah
menerbitkan Keputusan Menteri Nomor 168 Tahun 2016 Tentang Penetapan Standar
Kompetensi Kerja Nasional Indonesia (SKKNI) Kategori Jasa Profesional, Ilmiah dan
Teknis Golongan Pokok Jasa Arsitektur dan Teknik Sipil; Analisis dan Uji Teknis
Pada <b style="mso-bidi-font-weight: normal;">Jabatan Kerja Pengambil Contoh Uji
Air. </b></span>Standar <span lang="EN-US" style="mso-ansi-language: EN-US;">k</span>ompetensi
<span lang="EN-US" style="mso-ansi-language: EN-US;">ini </span>dibutuhkan oleh
beberapa lembaga/institusi yang berkaitan dengan pengembangan sumber daya
manusia, sesuai dengan kebutuhan masing-masing<span lang="EN-US" style="mso-ansi-language: EN-US;">, yaitu</span>:<br />
<br />
<a name='more'></a> </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
1. <span style="mso-tab-count: 1;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">u</span>ntuk institusi pendidikan
dan pelatihan:</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
a. <span style="mso-tab-count: 1;"></span><span lang="EN-US" style="mso-ansi-language: EN-US;">m</span>emberikan informasi untuk
pengembangan program dan penyusunan kurikulum;</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
b. <span lang="EN-US" style="mso-ansi-language: EN-US;">s</span>ebagai acuan dalam
penyelenggaraan pelatihan berbasis kompetensi dan penilaian. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
2. <span style="mso-tab-count: 1;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">u</span>ntuk dunia usaha/industri
dan penggunaan tenaga kerja </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
a. <span lang="EN-US" style="mso-ansi-language: EN-US;">m</span>embantu dalam rekrutmen. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
b. <span lang="EN-US" style="mso-ansi-language: EN-US;">m</span>embantu penilaian unjuk
kerja. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
c. <span lang="EN-US" style="mso-ansi-language: EN-US;">m</span>embantu dalam menyusun
uraian jabatan.</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
d. <span lang="EN-US" style="mso-ansi-language: EN-US;">m</span>embantu dalam mengembangkan
program pelatihan yang spesifik berdasar kebutuhan dunia usaha/industri. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
3. <span style="mso-tab-count: 1;"> </span><span lang="EN-US" style="mso-ansi-language: EN-US;">u</span>ntuk institusi penyelenggara
pengujian dan sertifikasi </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
a. <span style="mso-tab-count: 1;"></span><span lang="EN-US" style="mso-ansi-language: EN-US;">s</span>ebagai acuan dalam
merumuskan paket-paket program sertifikasi sesuai dengan kualifikasi dan
levelnya. </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
b. <span lang="EN-US" style="mso-ansi-language: EN-US;">s</span>ebagai acuan dalam
penyelenggaraan penilaian (asesmen) atau sertifikasi (uji kompetensi)</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Adapun
unit kompetensi dan kriteria unjuk kerja pada jabatan Kerja Pengambil Contoh
Uji Air, meliputi:</span></div>
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" />
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" /> <br />
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cHwqRhXMOZdRTe9IG3E9koaDEec7kSE7nIqkxE5Mp2fDKGhGP8rusPTuwthenZhnaqKYU0nY36AKXfDqcv3xdaE0uVjof9RNaL0vtih7CfxeECUuwVLxie3KBtabE8xrMmYd4WDXE4jNQK1yy+D8MrUiES+6SnTzJSITXdxRpWi6bz8ACeXvLtL+SgMR5wSIUFTPg3Cq3xPSsyVWDJMveCZmhCK8UwtM/dKh7BM3CKesqfjH89eJDmNsV59Ik6Eu8y+tIx2Ul4hPv3NBeviRAeuKp7Ko9D+HDxlev7QEKy5Ip4KbHlCBw5ra6YnZnz0eBlx2m7AUwThXUL2xRNJWlxMXb6vGNZN0qDLqbBhpkEkpsjUMhTVYCckfS5EJ8uzKvufXD99m2sqpkaf/+j4wQyeqhqjPK60Z/vP+LF0fWJYvtRIWYMpTwld44SnxLMhXq0kPCXU0GKeimIil1PFsKaB73CdqrsoEjyZutaLfpzBXDWidMxiXCNOFUS5W7DkdGoZiohrIpdNfZvrlOziVJrZ+j6+YBIkZk/JTYnUdHtP2KOs6X4vDNBz+BElO/GT/mO8eVqYBmGhJyXmSnkqcAc6aVE+CgPXevGdEekmJjOqagjLRCVPifgfd/k4vz/1ukdVbfBXpra1MyFvEy+UZMEwQRBCrys5XejeRVOhlqcCe0b7UqerlPzEgk5oFa6Kp8IrU9uNKqP4NtfaonGJaBryVJvyUTDmXfXIdCfl8ZSYBdE0CrMNinjq7dBoY+3lkHUyrwUy8dQDuTZPST8jo7rDHsXRDVnNU1VjTMclgoKX1uCIkN7QeqpmJb3l7Z6yzow4bans13Ekvp6JpwbWS508MKzr0OUU7TH7nSnWjBFPtdNATDGsqW8ZaiRcF/VNTQQascqcoMYaInr69SITT2UsKY1derQksqvRAcks3VGZHRROKY+nklA0Y7rCAG8sQ0k3W8LwxqmaBsWelJhr6vJ9SSBfifYlEgU+vMecm+Ko74Cncu/7VI2ZTk5YPlqYCc3DLtUOSLRS6w2iHSuEyktXoUjxIw5wpNak932pRM5NbftZZqlU8hOqY/HOfToQSSA0OSxtrblOXhiGYboNEV093sRBSDHMN/IzTTzWJkKkNFkXi80IhBAxOItPHFwU96cQUo6NKCChx4bYbogmaLI/JQTqki4JrbXkin//PdmYQFh9ePh1vp+dkz91lQ7tREog37PkKmICJkOjdK9mjNFs9S3jwOg/Fkp+vaEr7U8hhPbYD+c0OaPEaPvcncTa0y365LGmIKQYb970Hhjnp0K1Thg8vLaMNkII4e6T08NM3PHGjAIfyl1/2NN6fc4506n2lLOHJJpb/RNpTmY7IEaSqqMcah2MkGIMr2VLsu+fx4Z68ybZZPzV6j0y+pzzU43qZ8PhINr5+nbAj4l0PemUzJZlsj+V3dpDCLUfPvy3wgCfO9YTzfiO8z7T9rWzoetVTIOTZ38p7UnBXNFahPZOtV2EyAnvR9thvRf8pC17XBrC/8epsnQZMvh+avNREqABikg2ZUIpjlgdAi/a/wpDKWRrjPlfwCWbR9HbqnuT3wzGfF8HngJkMOK5kAdQjlThOv02cJWQSmDEtXibniqF2Fbjr/rSVQWKpK7vRS4wuOS6YS7btsBTAABg3QE8BQAA1h3AUwAAYN0BPAUAANYdwFMAAGDdATwFAADWHcBTAABg3QE8BQAA1h3AUwtAEhupPmgBjbr5erLPf362NBW3JQrCyRnIt29wbjXBNCPy7iFZL8oZbGzPwDnXq8ZYbKTRDGyIUUGWp/q6dw7gqcUwM2flbjXqlqjitnRBuIUbXHctNxnFwTYb/rVl7NWMsaSRJWZNVTd17+qAwFOLIXLtdSpA7LxtpFGXUVbb0f7yV16p2TZTGO8fyZMwnk9BVgjto1siq1aKGkG4hk0JARaESIeqj0zvt3zfEkUU+typa1mIw8moURPMS8dhQv4lCgGCgiac7Lso53YUSUYfsmezdODy6ndyyFawXi6wkuT9RsOiEN37OF0GoT1K8+J/SSOylGBQNwNn6/8Ju4oRYXJ4SIWqlJxaz976KU/ljJmV+iOGOWQUCxFdyJtZK4hZ4vzCtGPuRGI1DTXqJI2xX8fVmm0NhPHSq8TzqYkQWtlwioJwczclRNquQv/SEUlemb71Hftc07njB9Vqbak4XFYJulJNsCgdZ/tBtSnk8cZCQIF99ujF+NNsHbiC+p3UwxLrFWQFU3m/30uE6HL6Knnxv2ptwnQGJvnPDfT/wjCasZQNBcWgfe5OylsoNWZin9NzQxXP4DN2WLDzwgCeWgxTy1AQJoREjym/UpysTlktDGo022YL4zFnkuOpJkJoVcPJCsLN3ZR45O6kgtEyTyGFEDUOwcpblsXhshn/ZWqCqUWz0nHprVW8Sqa3nqlj9XQ4ONHNq0Y6cHn1u3rr5XhKlvd7XyJEV8pTqfhflTahPANr51JOVyuyqriiSH7e5+60vIVSY6b2GXHaIvrADVayPAeeWgzR1Pw85t+o+sANqsXJ6pTVKjTbmgrjFeKpRkJoZcMpCsLdtqnAfd2ju/FUlvoWXPLuXky7xZbjeGrYI7g0nsqqCVZJxyW3VslVshAqS4nNZ+nA5dXv6q1XFk/F8n5XRSG6Ak/lxP9qtAmTGTiP/l8YxiuAvn1xFsdT15UtlEv9kVjRsJ0RWV0qgKcWQaKpcsyfxUIciXg+qtWok5TVrGm8p1PUbGskjJfsgsVnnfRfzRZCe/Yz30d5LigIwjVqStphDS55l3ToA4zkvTM5kHz2TPzlq452mGlZMcw3eXG4BPVqgigjHWfFYRzlrghGMlfJ8eqNw7pClyquYVGvA5dVv8uotRSsl6oJWjdWQd6vIERnWB+F/CwiPcv/mBP/q9UmTGbgHyJ1yUb6f2EYxpWlov0phJQj/qpiNlZNBkUzot+oYVDZC8sC8NQGYlmveIJLvn98m2pgq8JyHsUiznpjnsx4RRXYrP0NHznzGGFB9TvALQE8tXFYljDeZMyPH2VilvvFrcThShHFKbmIrAghtD3zsAwWUL8D3B7AUwAAYN0BPAUAANYdwFMAAGDdATwFAADWHcBTAABg3QE8BQAA1h3AUwAAYN0BPAUAANYdwFN3A/ERY4nMm6zaUY25VeKWi3uXH1oGSl0gpQTfkXmrdBOrZeqqEOfWzfbOchIYahQfVz4/gafuDJVJIc1YYJNU4tYVNTa8K/PW6CYuUfFuFZih+LhaAwJPLYJRnU5YIjYWpdfHjqwSIcvKlGQV1NJM+jKVuGpRtwjTMgk6r1JkTvvelrXu7Oex2Fu9TJrOHS9Mm0WYntnO82qRtqLgn5c12j8byNSdmBc1Ynttw/yR0RZCrS6/FEoPnZPjLs6MOitU4DW2ahj6ziASOVF1cxyknlV1cxyUCNT9VqabGM+QqZRejtqStIY0DVKh4fdR/FUiNl06hOSUWJrRvArDjHJxGtrX9nyP7hUU/krn5zI5C3hqMVTqhDl5wbzIkb9ViJDJAnLTagW1VCUu9GaLuslJ8TkJusHwabXI3G85rbtZMmmSYl+hV3UibfnTXw5LVAZRrUzdh2oZv8d94wFCCJFHffYNTu8rWTfGi+kp5qk5rCoU5s5sf+pbPaI8Yk9E5wPfjkT+KmXtZN3E0LNTscMq9yXTQNKlyosjxigfQm4skgrrXIJ82cPq5udSATy1GCp1wi7ygnnTWD6pVIQsIyA3rVBQy6jENRJ1Szual6B7wh5Vi8zlte5qZdKyin3TfK/qRNrypxvsJGu0m5kydTUyfhOX74tQJe5/zghCaynLU3NYNbfSkX+NRloha5fljjCW8SoONrVUQgdCAqiWp8qHkBuLhDkE+fI8VTc/lwrgqcVQqRPm5AXzwoS/KkTIEgE5MQ8qFNQSlbgmom7l8dSwR7A+GD6tEZkTSLTuamXSkKzY97HQqzqRtvzpL4dVKoNVMnUVYnuKYU0lI2R4CmGiv7QGR4T0LD8fT81j1SSeCtJfi/FUuaxdVTxV5b4Rpy2V/ToW6/FanqobQukW2HyCfDFPzZqfDW+ghgCeWgSJxEqZTlhGMO/JD89nypjFAnKKYV3nFNR2KP3XqNlYJe4reng4W9Qt87TPStCluxh5kbmc1t0PTyNduoJMmnJsHGcU+yZVUnPlIm3yjoxgn3SLByH13x9+rRRGlJWpGw4HFTJ+x4YWnWIc07QPB0b/McUIYdobjsaRkkxq3hPebyCVF1s1FuGLgjuvbH8qN/bxuxLdRFnssNx9gW/1iLjQk8eaIklai/0pSeanWu0v2lkqKAJdNxDkk3s+9PMKfyXzc7k1yYCnvhCs5nXMgq+o5j4dZOrCMAwjDes3r9b6/eBSATz1JWB5EnQZLKjYd5vTQaYuDMM4AhIF1u67L3cC4CkAALDuAJ4CAADrDuApAACw7gCeAgAA6w7gKQAAsO4AngIAAOsO4CkAALDuAJ4CAADrDuCpBSBpYsx1mlsiJ1IjQlYBkZaRz8ZaRYcBgHsG8NRiuGXiSCGLZYYIWfXF55XZXHMxNgCgDMBTiyGVB5FyYHOqY3l5Oa8gd/u3cvk0cXCU7IoJ7aia6eUunqia0Wc/ZyTihHxHemlMT041VTk2jmd2uEQmbZpvxxhcNNeTAwAWA/DUYhA85fzCtGPueGFYqjpWkJdL46n4hzTMKRwcCcJN/XfvcslcSTyV1S1BmJ5dWKeqYljTyZgfYMrdcOryfZyIh8zocFEm7WO+nflU+gCAhQA8tRimlqEgTAhJdIhKVMdKtdyqeKp4sOdwnWBq9F+Yjpe/eIGnIkUkIb02DXyH61TdFRocQzdo1OGiTJqXb2c+lT4AYCEATy2GiF8+j/k3qkheL6qOlWu5VfBUycECE3f4mOLM1lIZT8XbXhFP+ZahZrLqm3S4RCbt91w7c6r0AQALAXhqESTKJMf8WSKcMsqrjhXk5WJI6mLDt5EI2cmzv2QP/qpDO8oD2mkhhIkmBNTDMIzf90mqZjGI8caMSkJQ7vrDntbrc86ZTrWH4pQZHS6VSXNeS+2cD3/+zwZ6cn/jVAHCAiwO4KntRrLbFRYCtHtpBwC4DYCnthtitShCHUy0c+uWwtXLagcAuA2ApwAAwLoDeAoAAKw7gKcAAMC6A3gKAACsO4CnAADAugN4CgAArDuApwAAwLoDeAoAAKw7gKcAAMC6A3gKAACsO4CnAADAugN4CgAArDuApwAAwLoDeAoAAKw7gKcAAMC6A3gKAACsO4CnAADAugN4CgAArDuApwAAwLoDeAoAAKw7gKcAAMC6A3gKAACsO4CnAADAuqOSpxAAAADcLYCnAADAuuOWPFX1X8BaATwF2HQAT20/wFOATQfw1PYDPAXYdABPbT/AU4BNB/DU9gM8Bdh0AE9tP8BTgE0H8NT2AzwF2HSsmqcCz9Rx5hsIrLKLT8kfsW56wezDVOYEYRjYTBV/+EPnjw+qj8fEeDOOf1aZHUSduTK1nehobTCKG8ea6YUT1zrXiPiDqp0N3SAMPVOLrrHHnJswvHHYXnR654+dzOVVjf/1L3HjMfaY87kwrrZh/R+z5MhR/Me2YTnxz3vMfm+daQQhhPAu2VU000t7taOZVw193OSw+0OVX/7czxkK097QDWQL9P+sZeyLifH3cf1citCivdfup6IxhZeFxyWkcw+r7MdB3oNZr4lzpVMI7ZDE18OX2T6Lq1/Ep0tuzfhaOiA/aoRU5qRjSaz1eOhOyvpvB8lfxJ219hAjqvzv7U7LQnb8xDWPiMqcoDgbag6LfB84TE0NXXs8PuBjz2F7WDM9uS+SbwJ3oJMdyt76YeBbPYJa0c/2GcWYGEM/DDNXTDwtTneYGvXk2jLaCOvmp4vU8cHY1Nsq++tAUyn7dWzqGO1o5jubdRXN9OQpEh2Zto+7fDy1mbqrmR88U8fRGD1n0KOKbnqBdOlGaOyp+0O5X3L3Umzn1AIXn0xdoWf2eKBhhLXB2GKO4j0AACAASURBVD6jim56n2dNOeHxHc28yhszooYy83qmhlE0owLhoKuwxGtXZaeIJ3HEQYHDVJxz5cQ1jwjuMjs7YSsOkLsduAOddOIbJO65PzQIzsx/uf9pZFBg5LXEXfLUyNT2mfPBMX9y/M/VPJU/DHdoB+9o5gfPfKTSDsnzVOF4enhIFGL8aFXy1Kl1cUaxqpvj9MESRXZh/HiPmRE/oJ0WFoGM2qEEz+apa1NrM8dzzMEP5kvLDaQ5GrjWS8ud2vkjTccPbKbuUO2AoLYxfC3xFMLU6PMfHT+6cbaXp7J+CbM8FVzybitr/F/Hlmm5E+kOnLiWabnerCk3GfMDnD78EmMGnqkr2nlf2ykJNCp5Kue1W/DUmwvWxeTITMKfxDAVByRMfW0+arMLz/nJdLwMeY15F2cnSYanrkytrfXPNTzHRLpH3BlPxUFvRExV8VTJYVg772s7WDvva/un/Fs1w1Olx39/wQ8w7miHajlP7RKCEUJR0BQ9QtN5KVqOH7ZY6/c1jLV+X2+fPjtVZZ5KI+ze0E0DLoSyszwzR9Nu5I4UU38w5N0WpoeHZDfitWjdhxDCRB+4wfbyVM4vYdZQCGHaGzj5aCIMc3dgWDvl0raMgePnm7oytXb8eCgsqyt5quC1klPqeGqX7GKEEGob1nXeMBUHSNMvtUNmTqIWNV4lz7Z8/z1TU3TT+2BqO9ITen1x9/GUNzafvXA+yDwVOC96/Ber4rB0z0Jlts3U8nhKPt70/KEhpnwpT+Eusy8tox05fkY8pZujgYYRQnvM/oWpxXgq23gSJU1H5tn3jh9U8lTuSO9CxFC+1SMIZbefAt8xmaai0qXKLGwMT+X8EubirIimw6Y8VTHlrCGjLRTHJoUYRKKy3OSp4amM1z54po7F46cRTyFMz2z3jUEwIj3Lz3i16oBsPGVPxz+evbA9OfhCIiwNyjojwskETTc67xF3yVM3YThxh4/zOwj+W0ZVzRxVHYbjzWOsmddOkafKjo89UbM/JRbwiPQs/2bMD3DV/hSWHjvXF414KgjDwB32qJLZCyjjKfnIdOpf8m4LoR3NHDmsQ7Rzy53EjRSXKrOxMTyV90sg/X0i+ag5T5VPOcFHmJ7ZvrxDdCNtaF6VBRpXprYjOhaMeVc54ONJWO61PYQP+HiSWXx5phbNq8mYHyhdPs7MIrFlJsWSwjAVB2T3p173qJp5gInO4C6zP5R0JulzienWFKvmqeKLvMw7nfhPD/v9h9WHYfX02am6q/XP4zcaxfd92eOZHRT3ESveKyGsm95N3fs+9Vt+Gi0/ozPS930J+1wV3uJJD8/oL+LOKT3yQnpb9Fne5W3Tw0PRMbFU+WLe9yH84I+dP8R/Nz2xD1i0cP5N1qwph3XTm8bhT4JkRu0k24II5dbvghFawhe9oRukPc94TTx7MELRW8WohYk7fEwjTz4exttqhQkgsUbVAfnXzQilUX9slmhJgdWng79nOhP3OXkAp6ZbX4iBVf73dqcB1grgKcCmA3hq+wGeAmw6gKe2H+ApwKYDeGr7AZ4CbDqAp7Yf4CnApgN4avsBngJsOoCnth/gKcCmYyGeAgAAgDvDLXmqOR0C7hHgKcCmA3hq+wGeAmw6gKe2H+ApwKYDeGr7AZ4CbDqAp7Yf4CnApuPuecq3DIKQnIkeJ3BT7s7f3NQylCYnTi1DQQjtc3c6/0WWAjFwhfJRwxOmlqEohrVwf6s9FfjOK4MeltvEdwbGfreut7Er0T5333OqxD/nWwucc73xqOc6uBFcTm87u5phxKmy+ql14zBjxiWaTfL0lglspr9Yolma3ozzY4k8NXGHj2m3SS+FX2OhRSFesYwbcgamlqHcI0+FYehbRrs5Ty0LlQ4WN3D5tBY+msmqI07bhuUH7kAnD4pylGEYhuG1Zew1HvVcBzfF6u4f6QIrnlr+0CAHsy8xR08C3+qRlZpleVgaT0VU3mjYI04JIa1YLehRWzvsKIY1DXyHawTHArviVukYTCcIIdxlbweGeGZTPrKiH+NAzHO4Lh7umJ7Z/m+Zc4nOHS924XUaBThvuSa0oVqUvfXFfds5Yboat9Nck2fq8n2ElI7xWCcYIVXjtp/2SogrRjwV2QoplP8jc0C2A/HQErMgFMn41w62UAugLvKtm9ZNWHXEadswBwZpp6Lmvh1ZlRyZ7meX76djyfzrn4Vuf0wP3qM0Dg2kqZUzxceszSMVvRjJweqh1sFiZiYdQC3KfnHqTh+VTKFM/yfxr5gcHlK8z92p1H7RoZgYr4asi0XRh2CusYzicFWh/LfMbTKWLoF18+Ow0SSn3I2eUvKDauYcvhxLB2Dte9s8Iggh0qHqI9N+Hset9UPLNdt0Di+Hp8IwDF1Om/LUwSk7xCpzgitT22fmOVUMa2IzdafLL4PgkndVzbyKya9F2dBie4phTYNL3iVdfhkE9tmjF+MgflR6pib0FT1TEzMmOlfVzYsLUeVF3JPOL0w75o4XifZ3+VjUWaDcTdgWd9nFG6aqhuXPHk0KsQ7CRH/lXJxRRR8Mn6qJlKKim55nGW3K39rskc7tWC9UPiBIO2B7cRRwZWpql18G4ZWpEcpHYeVgJUNlnVXZ5SXwlLh/EunuG4ft4S4fB5MxP1A000vbKfyrpNvSRV1Oo1to6vJ9VGqKeO2J6dmFdarKIxcVFthPghrE/VPwePXpYViYQi+Hmf6/HLI9TNlwyCgWd7sfDzDwo8o3qUNP+yequNv7p4d4n7u/zzEW2VNB/jaR50zYcJJnf5hzDhOJXIhmXoX+peNOwrTBKjelzZqjwbxz+F546htuv9LwHhu+1NrMGXOqGNaNHCMhxbCmU8tQxINl6vJ9xbCmkd7z6XBwoptXqWkC13rxnSG0FlE6bDHaqWUoKnMmlqEgTAiJA6XAtV70DaF1iBLPRVwerWhmjyaFbxlEuuTeE/ZIGhAxrN8tgyC8S8i+eFxMMyMmhuVLHUi8PnGt7+NuKpSPwvLB5gyVcVZll5fAU7td/t6zeiRSHE82rRIvJu0U/nVT7HYZTwVjU1dRqSlC3zJIFPm6nMojT4c24lQR/i14vPr02D3SFDLYidx/zTgWXRVhiIhiEotF8yd1qMupCLKijn2eYyzycKb52+RGmjPiv7MneT1PzZrD8VJDxE071PiOm45fM2MLzTL7/bxz+J54ynVNbXeXkDazA+GVic3U7B5HOtWkrgtB1XgbXphmZBlKIlyN95hzIz0M3w6NNk7iKffzmH+j6gM38C1DTfSqhda95Lnb8pR4aAx7BOuD4VM1o8wf3YTBmHfVI9OdBA7LHpCZOtHPU8tQRL2JS97dUZk9KR9swVCSsyq7vJR1n+WHqeb3jcM6WZFvOZ7K/quk2zme2mP2O1OsgstMEeSOL8RTXf7rRRpPFT1efXoYFqbQy2Gm/yI87NsXZzPiKdFs0r4Y9ejNHGORbRXkb5MM3cwzyWfEU7VzWD4ncF/36G60oVHppkyzrwYn887h5fBUyvI5r+QRP1SVk8ErHaM9dvFTvOv03EmWtQir7PvnYk2hGG/eJBs6Yrp3u/wyCJOdYPRVJCLeor0X/KSNEDHemIaSbC4kuyEIKcf8mdgE+QPVDggS5Zb6JyRVnFYM8036Jqv55qhvGe1kEa6b40BahCPUfvjw36KHEmc0utDgIj1gj/1wHv89ns+UuyKaQAjTbwf8mJQMNu131lCps8r7m+5QEMPyRdwROy1Z0NW84Sh930cM87/jDREklWBAiPSs3y+kf/37w6+L/v1nerD/MRJEx90np4cKQspJ/1XWFDGEu8UsSm48UZIDRftTCCnG65HYT4k8Xn+6cIA8hSbS9hNCKnO8t4y24v0phBTDui7bn0JIOTaOo/aPDWGorzraYfOxxOULESbG33+Xb5OHh1+nbhrNM8mtSVRfR67H1XgOW34YXPIu6dAHGCFEdP7D02iwBTcphvkm2+zUHehzzmG0Md9PBTZrf8NHDt8/nl1x7B7e7i3tdZ6Is96YJ0t5S3UPntoO3P8L4rvHil5JL9rsRvFU9KWVVC+3EsmDZfWfO0SYxu+qyJyrxTJExUKajHQ2gKduhbufQveOpc7hpTa7WTwFuA3AU4BNB/DU9gM8Bdh0bBxP3c8n3XeF6EO73ACnlqHQZz+X/asJtoenyjJgorcNK0+OkVCVbtKoD7KL5S825Fk9ZyJO2p+kneQdgtiOv5g3ZysM12t7buN4autRQ8S35Oht8lRNBszKk2Mi1KWbNOtDAz8umv5SvMRmP+DvnqdmpiPI6RQ72uAXU+Qc0I6qvbLTZ1GDRJk5kiSW0tv4m+DkAEyNU40oJ+ZFTRpB2zB/ZLSFUKvLL8VHNJ2T4y5GmXfb0ec/7dljnytvZiGUGac6zSK2eXJAixrfakSVvmMoZi/lck3EpwJHhnhDn2SNZL4GyiVt/KPWOCITuxV78yY9t8q5mXSTj/FYRKaX6F6c9pT9Mi61DDnQ6C7l7+PA6n0aYdUk4szuzx//9Kc/Sg0ihHYo/ddc7FaWsxWliAXRtwKE0j3NtO4kubop7iOempGOIKdTvPVdTrFuelP/3Ts3CNPHwuxEmcForiSJJfQ2+t5/MuZd0aWo8x+qMyQe940HCCFEHvXZN1In0y/iom8FZZ5aYt7MgigkJ33KZwJ5eZtPLnl3l/KRSPPUzA812UuFXJM4148cmc5PBtmNskYyPFVI2qgxTpRb89YPry2jrZycPhEpKaFnp7lW+XOTKyZpT6H/ltFsCksh7ypwmIq7bPgTo62KdZ/jVCbi1GQayUFccSGZ+yHN2SrMohuX72PN9ELvnfMhCGHdNyMdQU6nCKOnEKZG/4XpeKndGyTK2ON5kiSW0Nv4O1rf5jolu+IzttduUJPtMXH5vviGUCIjOcMgvjllnlpi3syCKNj8YpjLBPq9YHPP4UeU7AiaHrqTuuylfK6J4CnxelsKEDI8VbB2jXFyt6L8q5vkcuXPLfueO/qvlMKSz2dID3Y5Leepi/hXORFn1mSbg6cyOVsls8i3uaZiavT5j44fAE/VpyOUEvnEHT6mOE2hms5OlPnLYK4kiSX0VpqsUbJbckBJGoFiWNOS2ZbEUy+twREhPcvPx1MVY79V3syCKCQnfcpnAhVsfmMZivxdWEViR2muiRRPDayXQkkmzxpFa9cYJ42n0l8L8VT+3BnxVEXeVXSwbc2Ip/KJODMzjeaKp9KcrZJZFHXUHfYojiz5pfNUTTpCmk5hTcNgzLvKA9ppIYSJ9uwH1hUP6hPe12ckyvjuXEkSC/dW+t7/V6v3yOhzzk81qp8Nh4OKbI9jQ4tOMY7jjBnzjXFg9B9TjBCmvaEbpBsQqGLs6fN2vryZxVE0TlWaRWrz5471RDO+47zPtH3t7G8/D2Q3SYkdxVwTxXjzpvfAOD+lrShWHceJKZTuiR+qcmsqjBNvyghrj72S/an8uUGabnKZ2Z9KOlOed+XZItOQHGi0FW8eIekHYpj/VZ2IUzXZkv4QSv9HtsGyS8Q5W4Xsqz906AOlQzsYIaRq/HuWfOY64nTJX37ODWGAyv/e7rQZWBFPr0uziZJGGEoxwj1ixTw1p82TbZEwzD/JAYAK3D1PrSgdYY2aDdzXvWjZjxDRziz3Xmlq1e/75rS5WFbEEYJ2Nrxn6wA2AfcRTwHuFuApwKYDeGr7AZ4CbDqAp7Yf4CnApmNDeKqygM/dlCTabABPATYdG8FTtQV81ukrj/UE8BRg03EfPOU7g+hzYVU3x0GmlFBZRlhtRlXmE56MgiogQrWnKuuMBu7wLHaKJtIsSpCty1B3ZClqY+HFS2DekYJCucRFs1Ot+659uxpUylospPlxxzx147A9TM9sf+pbPaI8Yk9y0veFjLBp3RfA9altgPA2dUavTK2jm+MgnLjmkcgxrGg7/er6Nh9DVcbCyymBeVcKCgtIEWzpaqDa8rfX/Lhjnsp1VP5VTPpiRlhdRlVZ7SxABnWeKr9PRlw/j75NnXEjFXnqQ3VZysE4VzA1aTyjbFEVQTcShygrLzpXRc9wbkkP831Bx6KxVsQbc57at5ho3PGnqxxOsZat6CrRGGus+VEja3F7zY/7iqeC9Nd8PJXPwpsVT1WmtgHC29fFCsPQs9m+milylUNalkas+7xqvQTbL+hGRFef1NTCnFccoqy86DzVSVOzoKaSHknq3NxaEfHsbVL7lhyZjsWoqpkXqxyOXNBX7mrNRYuaH3Kfc7IWt9f8uGOeCsO40FOUouUV96dQLgtvXJVRFYxKM7Bu2bEtxS15KnCHvYNu73Xt9+JlqgAoQa4sZamSwT53pzW1MOcVh5BGlJQXnac6qTSMxpIeOWmnsrFXaEU0LQuaSkSoKvt1vMLhJCbNddWfR/Mj12dZ1uL2mh93zlOAu8X8PDVxrXON6meWG4Q3DjOarPsECpVTpXV9pZLB9YxamPOIQ5SUFy3Xq6hVzphP0kOKp+bTimhcFlSOTV69XOVw5O0UqavzaX6kfS7IWtxe8wN4astR6amqOqPZwKA6fU+uM5qqAlSXpcwXTI3bP+KvspIJijG8jCLoE/7dXOIQJeVF56tOGobhXJIectGn8ZxaEd/96etZZUHFMJP9KX3gTivMuIzhSCb9zZe7yp6xh801P6wbq1zWIjnrFpofCHhquwGemhsreg13K62IJby13HxZC+Cp7Qd4ak6srMLoLbQiksrvt+/LNshaAE9tP8BTgE0H8NT2AzwF2HQAT20/1sxTVS8QmyWguMVCWIUdnPkyZtL+pO34b1midEj5SLxXmG+TaLPr5a0bgKe2H+vlKX9okIOKPd1G93aTfeU59p7L+lM8/a5ScADlAJ7afqzQU7mU8vSjBClbIq67KaVHoOjNd6ZowkTwVJyKgTMf+BSzYZKgKY2eajJmGvTnT/9vpsGkNkS+mI0Isp47uRyg6KuLYkFcwBIAPLX9WJmncinlxvCiQd3N5B15sQhVTf5HSTZMYd1XPCa5RHDJu7P6U7aQzP7Qd+xzTeeOH4TFXJyqgriAZQB4avuxMk/lb8VilnhJ3c2EF+SPeqKvqKvzP0qyYQpsUjwm+8HqjP7M5CmkEKLGuTLFXJyKgriAZQB4avux+ngq+rSmUd3NGfFURf5HMRumIp7KHBPYTH0gS5LV9Wd2PMXd4JJ39+L6zLk8EoF8QdzVWP6LA/DU9mOFnsqllAdl+1O5upvjd1zIfRh//z2zP/XZLUtBj7euC9kwSWHR5AdjeJ07xhheJ5dAWH14+HVNf+jXJNdgySWePRP7WV91tMNMHslXHdopK4hrWBdRNtKqfPBFAHhq+wGeAmw6gKe2H+ApwKYDeGr7AZ4CbDqAp7Yf4CnApgN4avsBngJsOoCnth/gKcCmYyGeAgAAgDvDLXmqOR0C7hHgKcCmA3hq+wGeAmw6gKe2H+ApwKYDeGr7AZ4CbDqWyVOBOzyLK4Zq3K4uopsgLqyksqhKeHhlajsIzaudGKGpmFmURr+CgiKLQkjuVxX+tJn+4hZmqXDwxLXO4/Q6nTte/v++MzD2uzWZtElZLXpsRCpO+9x9LxSdqjPaqsfYSIezmeznklF70dv65W5RZvYoB/t93axbMqrUXGtn/lJ56srUOro5DsKJax4RrJtekwoVon9x1R3P1PAK6nwUsaLCR4ujsmOBb/XIrei73MGeqalHpjsRucRYM7NEJfwyiw6SotvhiNOWkA0IHNbOt5ZFtfGbPWnuRTKl6qK398tdo2bO39ntUKPmWtuHJfLUiOvnUVg0x7BHnBJCxBQPPPNRWzvsKIY1zSoxRvXZ41qJuMveDpKU+pGsMkS5K5W6lDQbkzqLOne8uIfXaaVM521cebFF2VvfLWo/Nqfd7LWSmo6pKoAiVCux1h9muhqkpksrQUr9iWKWj3UDjPSVMs4q6an7Qo/VSCrYoQEdBDZTdzXzSgwca6YX3jhsXzOvwrwXgnhEmBweUlw2xqggZmRzlKktHKYNkgON7qaST43sMJXNHsf7yemqbl6OM34ZjHNynak1shd1nkt+mfiZs/5R55fMBMNE444/naU+mhyAMD051VTFGFzUTXXDHDKKERJiO8K4RhdHU/GfaQhTP+uq7oKcmmt6bt6esX9HdWqucjFU1JbVeMLV7E95NttXM6KxNRhxenDKDrHKnODK1PaZeU4Vw5rklRjjxVqLsqHF9hTDmgaXvEu6/DII7LNHL8ZJse+kRGLytE/rVl9cCKkj4RjnF6Ydc8cLw8AzdaXLx0HgmTqWa0/L2o9NkL/WyyHbw10+DiZjfpBTrbTHg7Ku7nN3Ut4fwSaVA5SMk3VWXYf9t4x2ctNC/KNB2HLjsD2smZ5n6irZxbrpfTD1E9MLCp30HbaHKRuKOwdVj7HC5oHDVNxlw58YbUWB3nx2EGbHRH/lXJxRRR8Mnwq1rGDMu4puel7qF/9DXq4zsUbhohLLF0Q+a/0iFWS3GFW1wV9nqY9+HPMDTLkbTl2+L8xeaYHTc0MVlHfGDuXOJNXb47tg5qwr90hOzfUReyLmeeDbZzRrz1SdtUZ9bNYcXipPBe6wd9DtvW5clXDE6TfcfqXhPTZ8qbWZM+Y0El5ECeJi4oKVk/LzgWfqWD0dDk508ypMxcxc68V3RlQvJHVeaiiVORPLUBAmhMSPiMC1XsT6jKkMW077sQny1zLYCcmORFKtLO/qPnen5f0R90P5WTnjZJxV1dnAfd3rHvTKi0g2Wl4FDlOx1u8/6va/Z6pqDLium15JJxPdOBHaVI+xwubp8F1OBU/NZwffMojkmL0n7JE0xYhh/Z76pUSuM7ZG4aISTxXOqvXL1DIUUdE+9C1DVZ+cnsxQH/V8h+tU3UUIYdobukGdBUactog+cIO457mZKSug1s+6co/kpof8qzjy9xJ11ho115sZc3hZPDVxrXON6meWG1TulhUx4vQb7rqmtrtLSJvZgej0JK/EKA1MGoY/NAhOtuGF9UeWoZCe5QdpvenKJ8nnMf9GjXypEmPoh5MxP8AqcwLpxpifp6RrvRyyTrYkQerRaXlXxV1d2Z/qs7LGkZxV0s/Atc50qp1b7qRiJ7jZNlBgM3WXEMqcK8tQIyeWdPLaYXu427cvzuJ4qm6MRZtHYqG2lcRTc9pBiqeGPYL1wfCpmllaSuMtkeuM/lu8aNrn4lm1fpHiqZ8MsqsN/jpLffR3y1CJPkieKhUWENyXGDDDUwip+uDNQG8TY+jnWWMuj+TUXG8cVoynCuqsM+Kpujm8JJ7KalGLEMjl+7Wb4vH7PuVk8ErHaI9d/FRSzwNhlX3/PK49/eaNOEQ85W4c1u3yyyBMXz99RQ8PxZK494KftGN9yGTRnqzMEVKO+TOhIfkHqh0Q8Zga9E8IlsYhaT82YV55mS0W3um6HSH1yQ/PY9VKyw/cgZ7panLVI/7qKNMfxRhe8i5GCLVP+HcVZ+WMkzqrvJs5d4UjSXky2UqY+VbjytR2kMocsViIX4kUhkYM878YbcX7U2VjnGFzzxaCwuRAoy2EyAnvz2MHuZhNrjoOQqj98OG/JX5JdEoTuc4YxYuSk77oVtsYvi0/q8Iv0mac2IQN/Jnqo87rntbrc86ZTrXz4c//WWEBzYiuTw2DRuN6YxoPTvqnXYwQpo+H6V2wR/eU8llX75GcmqtX3J9CeXXW4LJCzTXpTOUcRhv5/VRgs/Y3fOTw/ePZLxbv8u3e+r1JvGdPrQvWrrBC089oUiT7X2FBl33LsbE8FX1pJR6M9RglVL16keq7vFZT3Len1gHTVHy94fp91UiqBM4xU0SRCHHzYSLW7F8GNpenAE0BngJsOoCnth/gKcCmA3hq+wGeAmw61oSnZmT3rDdu3/nopduKsy5Wz1OyBSq2qxu/XrgbmyyIxlvgmzGxA+dcr3vDcC85lRmsCU+t42uyObBA5+d/6TM37iKeWqr77sAmd4cNmNjXlrE3i4Pu+W3pffPUzJyvW+bZLYa5cq+wbn4c5tOj0k9CsuldyQGYGqcaEV+LRF8Gi29MpA/HcJfZH2sT0xbI71sK8u67SR688fdThNI9zbTSsKLOv8LUgfS1dBObRLmBVcj2RE48VHVzHEQfAWFCO6r2l4FBpE/JUV2f65m0ZmI3nRsn5sWtRz2qS/QrSWwUduZuJkdP+sSsJKey5lW7n6bNjsTXUMQw/3v2fV24O5JXoffLUzcL5nytDnPkXtlJVrPv5FL5CilLkzHvilnrcop10xP3ZN+xzzWdO35QkiNWSEwzR6VZgeiW+X23R9F9ybrvfZSAFnrvnA9BmIQV1f5NTC1s28gm2dyxCk/mehJ9156k9dnPKdZNb+q/e+cGYRiOON1Jv6KumZN1PFW0zC3mRmmOYcNRh+mUKCT65S2Qfjie/6Z8MHyay6ksnFsVNEzG/EDp8nFw45z1+PimyX0dFO6OpLn75Sl/wZyv1WGe3KtQSjsghYOyKUu+zXVKdnH0CW8QJV0RosaPx9LMskxiGrPfLyu/bzGUuC/9o29zTcXU6PMfHUkHoty/sqmZPWlmk3zuWGU3Mz3JfohPDGvscJ1gavRfmI4n8dTENY9IzZys46miZW4xNxYbdXWiX8ECv8e9zefoHRtaLqeycG71zeiZImlX5Hs2uq8Ld0eCNYinFsj5Wh3myb0KpXgqm8pXSFm6sQxFJNPk2gkueXdPN8dBeWZZHE8NewTrrwYnS8jvWwKK7ivsowfusEdxmvJa4V/Z1FE8NdMmhdyxesQ9GTtMzSvGhPEnlEI0rqWyX8fmEUFN5mRDy8w/NxYcdXWiX5C3gF8bT2VyKgvn1uDaMtqxtFyj/Nlp4e5IcL88JURFFsn5WhUa515FaXHRL9dyKt+/P/y6mLL0q9V7ZPQ556ca1c/4n+J2nj0TjXzV0Q4zOWKKYb7JJqZNK7MC58jvWw7y2D5lzwAAIABJREFU7kvzJTv0gdKhHYwQUjX+PaMVGWSiz7Kpx8mH2pU2SZ/ncu5YeRcnY34g9SSzu4fQ3tPBeVd5QDutdCPS6hGEEGrRJ481pX5O1qSu5iwz/9wYDgcVOYYNRp3MybJEPxFCxhZgjjfmBxghRHrW7xe5/alcTmXh3Jua2RE4rN3l4yCMg9OZ9/VVxgJWGlGJg6su9OV+P7WaV06JylUYSg+WWVj0Vcuae2qr3u7dHrebG+sJoQ7gjLguBJeaoc4CwFNluE3uVSME7utetK+EENHkJ0YFlpCYttaeWpmpNw7zz421hVDOwLIETaPTqi0APLX9AE8BNh3AU9sP8BRg0/FF8VTp5//p9z53lhlQkaawquyE1XuqNG+muaZrGNambmxEJg1gpfiieCqs3ZO+s8yAmjSFlfThLjxVzA6pqYBUghmpG7DX/oXjfnlqZhWpxdML2ob5I6MthFpdfim+QOmcHHcxkqv3ZD9ymysrxXMGPYpR/PlCcm5FOa+oewih0jQFWRsXk6Y1e2ZghTxVmTfzt7IKSA1sskdpnK0ih1HLzaQBbBzuO55Kqx5UVJFaKL3gcd94gBBC5FGffYMpdwvfTEpJA5WFj2qyUqJiTbYX+kODqCfMEFkFof9WpICUnVv5WV15KaGFsTKeqsmbGZUo9teUOMt9wYjSDyAlnlpWJg1g87AWPFVXRWqh9IKJy/dFMYV44ZDLQZHrNVUWPqrJSsmtR6Rf4yNLzvWr0hTKSwktjJXxVG3eTKaWScaltTaReEpkCKe5NcvLpAFsGtaCp+qqSN0yvUDkWqe0kuEphIn+0hocEdKz/Hw8NVe1pTSeSn8txlO5c+vjqTnTQRpgtfFUVd5MJp6aWeIsx1N7zH4X1TKR133LzaQBbA7WgadqqkgtlF5wbGjRKcZx/DGh+cY4MPqPKRaVGkexqMUOpf8qzpqz2lKcEBDVGvq/ZftTuXP/WZGmUFFKaGEbr4ynavJmiDF8W1IBqbLEmWQT/6NltBFCCHefnB4qCCmU7kUemCuT5tnPM8qyATYG68BTc+XrbVN6wR1hhTwFANwJ7penblNFaovSC+4IwFOATcd9x1OA1QM8Bdh0AE9tP8BTgE0H8NT2AzwF2HQAT20/wFOATQfw1PYDPAXYdABPbT8qPDVxrfPosyaRWSkhcIdn8YddGrcrcuX8TG2CsnbCMNyUWpvVqBF+kCUuqnLIG+eWy5W41gc1Xw41qQ+2JABPbT/KPeWZmnpkuhORnoI1UyKYK1Pr6OY4EF+x4uryR2mxgFDo9mfbkQ9bs9uvOWYIPyxV4mLTDHVnOhbAU9uPck+5L3RmC/opzLYR18+d9H/Vd47MU8HY1Nsqs4O84ESQyTpAbcO6nlOU4la6GuklWtT4ViNEY0ySWPhHrOgQIf7qXaqImbaMCrpguQKckn5ZpnDpKzsNuGqHLAaVL7C2z52385TdjbMjSIeqj0wvWxw3yPz31eAklqMQcXFNJ3MTIKlpoh5qHUy5m/6lUIU3aifpCcL05FRTFWNwMWetXOCpLccMT/lvGe1k8u9SeDbbV2vkZbI5xkhEXk0EJ+YRpZAuNIeuxjS45F1RwnfEKdHMi7zEgmdqeEczrwKHqVg3valnnujmqKwgaJ6po7xOqQBnGlhFMh5J4dKZOhzJoOJrOb8w7Zg7npR90bDsrhjpVehfOu6koFRhZf4ryVGkVQvLO5kdfmAzdYeyn4aiFA3lbkESo9DJj2N+gCl3k7Kvc04A4KntR42nAvd1r3vQG5Z90x+4w95BN1vuMY/Mum/imkdEZc60geDEPKIU8YXm1NUIPYcfUbKDotRLvyCxcGVquyr7dcQPMNrRzAtTP0mkdbIt53kqjUDjApx5/bK0cGm9Doc8KOZMLENBmBASB0pzlt0Vcc0ONb7jpuPnlSqG1/J/JZ4K3IFOWtWdzA4//cuIUwXJumCyzTKd9HyH61TdRSKv1g3mnADAU9uPck8FrnWmU+3cEg9e/YW07pu41nlcQK1WPriMpy6GswUnbuYRpYgvhObS1ZhOLUMR6oPJATmJhcAzdUw6tPuYn+7hDqW66YU31QVBJeMJYQypAGdhoyopXHpdq8MhDyqJ3T6P+TdqVMH4NmV3A/d1j+7S59/nlSrk/4q1qsrssSgHqcwSC0nOF9HTrxeZeKqqCm8iWKTK5WfmUiUJgae+BJR6KrdiSwqmxnd4/n9lKL7v084st0kZ1K//9D/nKpV6K12N33zriWZ8x3mfafsae8Ye5gq4WlPP1DBWmT11mIp2NFFsLtMyc6aXsfCDvP7NFeCU9Db6TCpc+uwH1o3+ntfhENIO8qDivTCpXCvVDghqXHY3uORd0qEPMBIbXp8yxXGfvnye+a8QdxR7Rr1TbbdeLESaA4FvCyUf9VDr4DRSK1bhlTrpvO5pvT7nnOlUOx/+/J/z1spFwFPbjW3w1C1ehCU7IGGYPrTXCpv2dm8BJPqroRTPzgHgqe3H5nvqNroaYeAOezSOQFTtrHQT7h5xq0FtKsQqWPgCE7HbMA+Ap7Yf4CnApgN4avsBngJsOoCnth+r8lSzPI+aAqILHgz4cgA8tf1Yoadm7wTPKCC6wMGALwjAU9uP1fOUlOfhfowTL+TKFNmiquWZLjOrjQY+1Bb9UgE8tf1YOU+leR5pZbBgzLuZSl83ZfkoaJ5qo1Bb9MsF8NT2Y8U8lcnzyH4iSgzrd6k8Ikn/U57pUl9tFGqLfrkAntp+rH7dl+R5hIHDVNKz0iR+uajqrEyX+mqjUFv0Cwbw1PZjZZ4aFfI8iGGNE2EQhPaY45UVVa3KdKmtNnrSf1VRUBZqi249gKe2H+ApwKYDeGr7AZ4CbDqAp7Yf4CnApgN4avsBngJsOoCnth/gKcCmA3hq+wGeAmw6gKe2H+ApwKYDeGr7UeGpujqjkvbuvHVGP0qlN2dCrsi0Ikyr+zNPAdRiTc15qmxKWYp3g5pRh7WVU5ujaL157DlnUVXgqe1Huafq6ozeOKwr0nqjOihVSpjldUbnKr251Dqd815iHuXfYk3Nuaps3llJzhjVo55RObUx6krR3Or0agBPbT/KPVVXZ1QcwKn42rusokmE8jqj2QpRCKG6WpJ+Wo4FIYQUyv8Rn4XlCiXZXiXYobSNEELKiXkhqyl4hVKgxf6UFkCtHWvnyBA1HfSBm5Z+aSTkEB2cJEDS505ylqhMkb1athER1XoFLYroAKwNxk5u+PVeQFGpi0UkKKaWoXRODFHP4sh0Jyn1pPF4dXnUuqKqUqGgMAyBp74EzPBUXZ3RwLfPqCrn62VRWmd0dmXNokbCW5s90rntS4oLof+WUTWqASN1yTN1jHXT++ywPayZXnhl6iem9yGnplBSCnTe4qalYyVHpvOTQXajapqNhRymlqHQvmOfazp3/CAtAhp6tigyWnCMZRCEMNFfORdnVNEHw6cFLQoS3/b54c/ygghkFpOgqKzrNWlUHjUvtpEoagS+fUYVMZciAE9tP2o8VVdnNEJlkbgwrKgzGtRX1ixqJBCEdwnZF6W6peCurJBfGIaeqeE9Ztu820JYN0cDXTe9gppCSSnQeYubFscaRZdSDNhYyEEUFSVEjYIUedVTnkTtWwaRypDuPWGPCloU8VXK+1DjBXHpxSQocnVSo2hxn7vTRuVR82Ib8kI1P+uAp7Yf5Z6qqTOaVuicuOYRwVF1qRLU8lSzWpLRwcGYd9Uj053MiqdCUceYUNo9fXaq7nRoVzevimVEp4VSoPPWtiwZK0KIHA2slzp5YFjX0s05W8ghOji45N093RwHc8VTwx7B+mD4tEKLorSKagMvLChBkcRTgzcDvU2MoZ8u5RqUR82LbUA89WWj1FN1dUblV4GiynZ5w6V1Rkexhmdd0cpYI0GKDjij0T8HFzX7U2EYLf3QHnOuHbYXLTaFTFWmjOjgbaYUaJP+KJT/jVMFl7BGOLV6D4zzU9pCqEV7r91xtFPWSMghvdSzZ5HIhLShVrI/JczbTvandHMcSDtNCLUfPvy36CqWXxx+0oeS+qbDt1Hl1JNnf2koQYEzrJHOoQcn/dMuRgjTx8O0TuoRf3VEUH151ORPktiG+d+wP/XlAjw1F4Ix39dLeOrOcQdvQpshuOT7xyU8dYcAntp+gKfmQHDJdaMsurljTGO1+Nr3rXeByZgfP8pGN3cP4KntB3gKsOkAntp+gKcAmw7gqe3Hyjw1T57EWqCYTVKfX5LDHWT5lCHzUlXCPIk7KwDkzQCWihV6aq48ibVAcXN63bJ85sCd5+IULw95M4Al4S54qi5PAhONO/60QYpG8t69RY1vNaJKL6qr0y/mg28Z7c7JcRcnL79j6mmS6jFvlk8p6owjGhllEoxQHHfkepjyVJPEnRVUaYW8GcASsXqeqs6TIEemYzGqaubF7BSNySXvikS8EadEMz80Sr+YD/mPJ+NKqL81u9a8WT7VZpONM/hr9M1ncMm7qhZ9thrf5PVGbpq4s4IqrZA3A1gi7iCeKs+TSLNMVJX9Op6douE5/IiSHRR9NzhplH4xH3LJKOJ53qZ81Oxa82f5VJlNNs6T0xPpc1DFsKZpQs8sIzdN3FlBlVbImwEsEavnqYo8CSRl7b56OTtF4ybJ1xHwG6VfzIcknnppDY4I6Vm+iKcuml3rFlk+FWaTjTP4K1MfZFLB5b2bmckoTdJfblZQpRXyZgBLxMo8NarMkxCZKMkWjD5wp5WJHVKKxnPHeqIZ33HeZ9q+dva3nwcz0y/2+c/PKNppSBBh6FvGgdF/TLFICUqyfP5AtYNZ1/rjn/70x6jPc2T5lEBs7KTGCaTNI4RV9v3zyLBy3PfZNSus0SRx5+tkb+hWKTJVw4C8GcCycC+eus2rqESBJAzTpNnZmIy5rjflqbVAU+MENlMfGG9e3d1L1TVIkSkF8NT24x48FavZzbeYCNxhj8YPX1U7q5ObSU8av9AfNQ1k1gJzGOfaMtpzRWqLYS1SZEoBPLX9AE8BNh3AU9sP8BRg0wE8tf0ATwE2HcBT24+N9tT9pIbIqXMV6R2NO3ZPWYG3wZxZQXeYYAg8tf0AT90CS+XH9coKXCLu7CkCPLX9WJmnsmloUbHSytpNCLUo+y8z+e5pJLR+SX0SHxJP7JIEsTRhENOTU02VPmWqKcNVj+Q7JvVQ62DK3VQDIP58iXSo+si0n8ehRH3enKhnVZMVeOuuhoE70AlGiFC6p5lXaUodOTLdSea/r14m4gRRH6p73oBPi1YKMvmJ4+U7C3hq+7FCT6UZXhcXrKto5qf4++xi7aY4iWwy5gdKl4+DG+esx8c3dblgtpc8sQsJYh/H/ABT7oZTl+9jzfQWK3sVhuJ7pR3KfhoKYfXMuu89p0Qzr0L/0nEn4ezcurSeVZxCmGYFLlihS5g+GnXovXM+BGly3GTMDxTtlZ35r1ijpRUrUGXPG8R9RSslNSni/MSlOwt4avuxap5Kv5pW2cVQLlyQrd2UJGeIwlbDl7puemFYmwsWZngqkyDm+Q7XqbqL4mITi5W9iocjbuYRp0qWpya+wzWyQ43vuOlIWgXleXNyPSvmXOWyAhes0BXBt7mmYmr0+Y+O72VqaiiGdS3/N0h5SlR8qOx5A54qWilbFCTK0lmqs4Cnth93Ek9FGfOfHFZZuylNIhOfL4rPzeuT+LI8lUkQ+90yVPkDyAXLXoVhGNf+/PWiJJ6KTg3c1z26mxbvK8+ti+OpjCRDmhW4hK6mfXaHPYrp+Q+sQ4xhPt0x+q9YOO8x+53IXkKVPW8aT2WsJL6bl/ITl+4s4Kntx4p5KtmfEsWdKmo3pUlk3A3DwGHtLh8HYVT1D5XmglnT5NNtSveiP0qZfc7rntbrc86ZTrXz4c//2aDsVf1NGPj2GcUo2nmRy1h99YB2SIc+wAghovMfnlYVxVIM802mntVlUigsyQr8ih4eLtrVyZgfKB3awSjaBUslnxBS/+fgefa/0bMBIdx9cnqo1GcFzsjuLlppeC3nJz48/HrZzgKe2n6smKfmSj27cVi3y53REjLyku2VUIoI1gFb+3ZvASzqLOCp7cfKPJXoJcyxSvFMHS8nYW3iDh/H2YCYiMLO94/1qWe1VljUWcBT2w/wFGDTATy1/QBPATYdwFPbj1V5qllpo8A51xtv1sx1MODLAfDU9uNe99GvLWOv8abyXAcDviAAT20/Vs9TUmkj92MhbwYhhBDlbiax45+FPImPbnLwHqWN8zwWquwE2BAAT20/Vs5TaWmjtE6UlDcjXtLnEjtEDSWUzZPIfhTaKM+DoEUqOwE2BMBT248V85Rc2ijMZlCIvJm2zCkRotyKXJ5EGU/NyPNYrLITYEMAPLX9WP26LyltFAaVeTM3Ti6xoyRPIsdT8+R5AE9tNYCnth8r81TynadU2sgaS3kze8zxxvwAI4RIz/r9Qkrs+PeHX0ffiEp5Ev9MD/Y/zpHnkavsBIS1dQCe2n6ApwCbDuCp7Qd4CrDpAJ7afoCnAJsO4KntB3gKsOkAntp+gKcAmw7gqe0HeAqw6QCe2n6ApwCbDuCp7UeFpyaudR6ly0UlrXIIfKtH6vTesp+YI4SwbnrL09SUylguUCcuKWy1QZ9UTaUSVVXqoE1VQ6UEyY1B0d3AU9uPck95pqYeme5EJKZgzcwRVTDm+/vHJ512rS7liNOd6G4J3GHvm4XVhDNYThnLucWR1wHLFC++n5rSSwXw1Paj3FPuCz3WqC6Zx/7QoN9a/iWnzXjKM7WuaCGp41AoOYn/hfzLV1JdUsMcMooRwgd8/DEtbi7JWkUdSwIrudpo89gt4am00kGxoCkmGnekcpjVkgzJAFvU+FYjan2dVBxnPjZD3Dg50Ogu5e/TwErkOSJMaEfVXtlpwOVlSpY6zwuDCqTSOAihrHYFalH2i7OA8kR9udNst/8yKPNyuV8gnvrSMMNT/ltGO3JRozAYm4+O+XgSFzWq56k47zguJCP0EkL/LaPZkpO2l9aSPD03VFE+94wdCvEDKTSLk5CLRbEyrTVEXICvsqApOTIdi1FVMy9mSzJMLnl3N+4w0cwPdXVSoyqbTe/6wGEq7rLhT4y28us+l1Osm97Uf/fODcL074WCnYVBXU0tQ6F9xz7XdO74gVCpz/b51soT9eVOTS/f7aKXK/wCPPWlocZTgfu61z3oDbNFFeJqVDFqajTl4ylphkXZxVLJyVCqJTnitEX0gRskC5xkBotKWdU8NRdJhWk8VV7QNNqA8y1DVdmv49mSDJ7DjyjZQQhh+njoTmrrpM4k+kJPhfVcTvP7U57DdYKp0X9hOl7690LBzsKg7IllKEghRE0CpUKfF1CeqC93Os11u8TL5QYEnvrSUO6pwLXOdCoqfwQ201+U7V80iad2ZBYrj6eSOTe1DEXcQknLMk+1VPbrWJTzq+GpebdaUjG/soKmUejxk0F2tVcvZ0sy3FiGourmOGb2+jqp8/FUZD3bKomnIojCLWI47ajcabZgZ35QiQuCS97d081xUNLnhZUn6sudpt1+X/ByhV+Ap740lHoqKxQlJAZGnCrZKVp/myXv++R3gmX7U1L7CCGkaEakd0ANg8YteL7VIwgh1KJPHmtyHfCkyGhabbT5fZRc9Ii/yhY0FVINyVaOPnCnYjOlXpLhuWM90YzvOO8zbV87+9vPg6o6qVKVzaa7+J4tigyTA422ENqh9F9FB076rKs8oJ0WQphoz35g3ejvvJ8t2EmODS0zqNQFcc3UvClKh9nwYVBf7pTZIy51mzv+NO/lol8yczIC8NT2AzxVhdtEZ8l+UBimNcfXCVvwdq8I4KntB3iqHK4c6zWGWODEAYN2Nly4YOpScbtBrT2Ap7Yf4CnApgN4avsBngJsOoCnth/gKcCmA3hq+7EqT0E9ZMBdAXhq+7FCT0E9ZMCdAHhq+7F6noJ6yIDVAnhq+7FynoJ6yIAVA3hq+7FinoJ6yICVA3hq+7H6dR/UQwasFsBT24+VeQrqIQPuCMBT2w/wFGDTATy1/QBPATYdwFPbD/AUYNMBPLX9AE8BNh0L8RQAAADcGW7JU83pEHCPAE8BNh3AU9sP8BRg0wE8tf0ATwE2HcBT2w/wFGDTsVSeSktNqBq3GySvxzlfKnOiRIsrU9tBqHm5izDKUy2rMSel2q8UNw4zmhUUEXkeF2nt3ztBhYMl+QGiiyziDHxnYOx36zrpSzIJ7+OCozNrq9RUJG9uyZVg6yoglN4awv7vq+6aFaPKxSK3oXLyLJGnbhzWFdoaU8tQUuqph+hfXLTDMzV8Cw36yql/FzPPHxrkYM67q+ZeXT7KHRzYrL3PbC+pRpl1l/DLzHkcFc4K3IFOHmSKKt8Ct7EkoB41M+1OJ2F8zWoX12qZLXvdF5W7II1rK444JYS0VGYHYeCZj9raYUcxrGnytMdEH7jBqCBX5KWl4siBRnfTmrEIxWfFPJUrVpcWqlaSB0ssY9Q2zB8ZbSHU6vLLIG1Q1c1xIEYXFUdDmJ7Z/m9xHKFQ/ltWIMmLcv0RJrSjaq/s9Anmp0Uio3P/kaTFSc3mxntLVDt4Gkk+lT8YmszjEadtwxwYpJ2W3szoTE3SXzE1Tr+JbSU7a6YlG0pNTbOHiaDeK+hhRQdg7XtbVLskHao+Mu3nFDURuso1O5e/stNYhLEzZLm8rAE1opyYFzXdy01g3zLanZPjLs5YoKTS8i3mnu8MIvkKVTfHgbScypk6dtmo3MVinkwtQ4kvitq5Z96yeSoMwzDw7TOqyknzNRhxenDKDrHKnODK1PaZeU4Vw5rYTN3p8ssguORdVTOvwoJc0cRhKu6y4U9J8diKYrx9xz7XdO74gSRmFEq1fBMZo8d94wFCCJFHffYNpnycV1MKol7gLrt4w1TVsHzpOVAQSHI5xbrpTf1379wglGaG+OGtzR7pYoGcVIXzTA3vc3daHO+tw4waB4dhGIaezfbVkhq2DXlKzLxkYuV1pj6NeVeMKLJGrEhVPuQKSzaVmhKHYaK/ci7OqKIPhk8LelhEuiGJZl6F/qXjTsI0+q66etqsORrc0l/RYapuXlywrqK9HM6S5ZrkDfih2jj5CezKPR/2iGz/xL+3nHs3DtvD9MwWpUOVR+yJGEjg22c0a+rUZYmLg/gGDz2bdSv0yFKsgqfCecpVjzj9htuvNLzHhi+1NnPGSXVslEAxrOk0L1d0k6zpXE6REoUnEQdJxyCFEDV+Aqc8FbgDnbSyMkYTl+8LdhdNjfJqSv7UMpToCROPMb27igJJnsN1gqnRf2E6XpanCMK7hOxHD6vAtV58Z9AWQihapRfGuzKeqhJFachTu13+3rN6RDwVizpT1zbXKdkVNXtfu0mJ8PIhV1myodSUbxkEpbfE3hP2qKCHFbcTxU071PiOm46f8lT51eVmmf3+lv6aWoYitaQa7CRrrqIsl58zYI1x8hPYzfc8Lfie+veWcy83PeRfxa3xe4nLEhfLqzw3ueUrL7o8nppahqLq5jgIJ655RHBUM3YWRpx+w93/v73zeW0cyeJ4/RUNOvu25Na3nHTyJXvoSxbWhzr40occFgItEOxCHwKGEejUMHRAEAILJqGahmbYYNosDGEa7YihmRCMmWYnBKFhZhiCMUtjTOE9lH6USiXJdmyrpH6fW3f8o6RnPz891fd9g6Gxv6/rB86IskXPRk473e/IjCuasWJn5JXVUySgd6R7aA59yvJU2xn5A1PX+DC3LG/OnSD2RF+cpsQ3vDJ5SjIgiTEL3FdYk3xEqE+67ehTpdvelCYWu5LxTGsiDfDcs1oss1B/aLa1LvHF8nfp6z5vGvp3d4lPxTlTyRulX7bokNcfNSWWDwP3dc48rAQaXNt4P/mdk7976mWvBr0145XUUzeudaAZ79yysVyfhROYszzpB5irp955g5e6bntTsZ5a97MX11M0+adYT2VCVlJP5b7pBuupWeCdR5fN2HaDMCkUfcOi395Wb3BlaujQuf02GiR0MY4vX5HWdr65wNlxRT+OnK6GWH9qLz38SNPNQeDH3rD9fvR078G1dI2t8dTYR+gpxn9mP7YnlhG+snUSPXFwy09Ten8e/f/wQ3yry/9EunsIaXqv/yY9IOlJB3daz3BnDyFNN/rvnS5CiH9HizjsBZ/g42N2GW+/Jb0D/geWO941W57yANPAOzPYMWj4lRvM2EVcFK74gq4ggNL7fbo1/A83Z8oZ0wfP/od1SQg5NfCxGT2sRy7N1CHrlnuTdyYj+FFT0tsjU886iBtJ5tDnOowIoYMXL/4Svo43XdA70tU7+JmGENJN8v51GNzMoKuWNfyQftl5MDDXixffhRH6dyhvLNdH7gSaZ647yDk5sg/w8IN1ZF2+whr7Vt5HE+uTD2EmEEsfS9h+RWGhN8n2pzIho3dhiK3vfkn1p34iki948qZsRbmf8Nw/FD4NUIpKI0UnQ7MVFmsznxxpy94IXo8t3cPa3MuWO/QI7PgEKgrkqeZTbaRocG2HvQ+EdOPMC7b2LYtuX65wu3nHLxtPQF3hMn6HJ1BdIE81H4gUUHcgTzUfiBRQdyBPNR+IFFB3Ks1T4T3aldqK+R1NOnLMt/UVZ21P4rPjPDX3LHbXMPeI2LZ+TIJVjpqOz828TnbNQw+UUnU9tfLtjzzo1LP1RolIN4aC9dTqSfnBsw5z7rhB6JuPInnqIdmJM77h5E6fYxGQhnunxj6KN1Yku072sHMzDXWFrDr7Y3tauYIjUVZctq08xZXDyWiKuFbiiqaI+NDax0ZHSz2GTsdX4ZbodNy5k4AQe3BR6EHD3EzUyFPjHxzjhIwnGXXYN7fkSMMkWMwD8lwzhpPwuu/naFMJnQxNTbiC2KZWrhBFxWVbrKdid3VOkBQHQiya6MhpP8XOty7bncs/JvzTzXTx4FkHLevdleQksOt9WhRlGq90AAAGtklEQVR6oKGokKeQput6uAFfUIf1hrfExO19FO9xjxQngfc20jiJnY5tauUKUVRctos8xbYmF+ep5Br/nuBW6sHi5b/0JIR9yaLQAw1FhTz1nAT/88nf2uYgENVhU89qswkti+R/2Ki5tm65U26HburrsTWtXCGKisu2nKcOndGnUD+xRD3VJR9vi+qpxWKRJ2GLVWm5oQeaSrV5Kt6ee0L60ZZfQR02cW3DviSEOCY2HPJVByGE0J+wccSuoOzBZU/XUMty70hXQwgd9Mg/19QrPRZFxWVbzFOLB886QAghrfv16XErFvzHvafU1ms6HZ1hDYX9KYRaGB9Gj5mFB4WQhu3vRAlby7q+I0caQkg/IW/+nhd6y/vISRSB5lB1PVVC3KxZZIYQKIii4rKdRGqxWCzo2Gnr9odhD6obYLMonqfYRBT2bppunHvBMrNiKkFdcdnO8tRiymZRtJPZngCwCRTPU8AGgEgBdQfyVPOBSAF154vKU6rYBOVIQHINvgqIRCpFPawaRgoAUnxReWqhhk1QgQRkK2uoZ6QAIKHaPNUAm6DJeGBjDUVOXIIxV9bOK08CwnrP/M4GLTM2G+WIVPrfFxZikKeAulN1PVVzmyDKvLlGk8XUtfR2z7EEIwnZc+OEKB19z1Yuc38qEqmscd1X5IdMA/es3Nqan48+X0g2TBWGXa4BrB41BjPwTQAhuPn9gXUGkKxBBQbgSuSp+toECTuhs8ZcWTuveWpr9RJWQjFFIpXV81SRH/LvQ6PDWQeZw0neNoOUAdoa+8LV20quzmCGtXoUGxtAUrCuCgzAlchT9bUJSuqp5J/Zekp4bnE9le/+VCRSWa+PnueHfE/M89AsoORzn5OnhJEGLN+h7HCIx+Sp1QZURCsRBjPM0kv9YcxflQsdgPEFN5hhlp7o8OPmZnIILt/8HZ5yA/DMAJJ4wXG7IOwS5DRG0j7kvioG4CrkqVrbBEXfwNBd6jdZf0p47k9+KAGxvV9uy62EkpOVJ1JhnzyUtxe0LFJ5fsjFf2Ik9lkhmASSkQb3OcMhHllPrTCgIryOngmDGdw/xKVyGT/TAeBWmxlrsaGZHDTj8p24PS5hAJ4ZQCJtF+Q3RqjoQx4eVtUG4CrkKbAJWoflRSrlkZI6d9LAtY+69nWhvYm8nsqMNMgbDrGJPLXkgIrEdDf1ecsslctTmQ4At9pMt2FDMzmSt4hcvlPFSJkB+FwcQCJtF+Q3RqKCJ/pp9j57ShiAV5unwCboESwtUpFGqtAPeRZ45wY2z7yAljRNpXlKMtKAIQ6H2GA9VTqgIvHZ5gYzSJaaPCXbAUhWm+02bGgmB824fKfrqRID8MwAEmm7IL8xQkUfci5AVRqAV11PAdtHHqkCP+T0j2r+r0je/b7re3YtHI80ePIMd2TDIbh5CWt9q5ceUMFdR/v8YAb3Z19YauvlZT+8KnfH/xIcm3uXTjiYwb0ZSrsNG5jJMUm7fHPu2Z5fYgBOZQNIvHuhXRAhbYy4D7wP+Yvjv4b/X7EBOOSp5tPcSO1say5QMZCnmk9DI7WlARWAikCeaj4QKaDuQJ5qPhApoO5Anmo+9YqUZIs/KtPWrCRnAVPSGgJ5qvnUPVJlexdWkrOAKWktgTzVfLYXKRre49cxPjSGvy9SshWfplQUbwaxGJWXy0pNQ9N5RNyCiC/GWW0Hu2WeWMzm6GY4U9I+OYkqtWkilJWuJyUc+UK361UL5Knms7VIxeavk0/jXyknbwxlK6OLtIrinuCnya5L9JwEs2VMQ+ee1cKX49G5YZLxlC6k2g62D15YgGz+hLCHGyWbGJ/m+teitHAE2DmQp5rPFiM1HRGjrWHrkvx7PKXp/aHRLsRERRHnKSaKfE6C+TKmoWymhq63w33kUm0Hn1OSBUjmT0jzFA0Gpr6X618rCEeAnQN5qvlsPVI0cG2sYeKPnbRshRGrKP5L8F7b+RhuAUdMV1FuGhpJOu5I99Ac+jRf20HFBWR0M9k81XZGPrt6bRX710KeqhDIU81na5Ga+eSo1cEdDWXGqiCEDl8PzruJioKMp/OpZ+us9fP1K6OFUOsluUrLVrgqKVTSJHKcfj8UhXATXJHWdkZzP/YZvSvXzSQPfog0kkjD9qmxL/GvTdbDCUe+72PYXLpbIE81H4gUUHcgTzUfiBRQdyBPNR+IFFB3IE81H4gUUHcelacAAAB2BuQpAABUZ+U8BQAAoAiQpwAAUB3IUwAAqA7kKQAAVAfyFAAAqgN5CgAA1YE8BQCA6kCeAgBAdSBPAQCgOv8HS1oVBh9uRfQAAAAASUVORK5CYII=" 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" /><br />
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" 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Sumber: <span style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="mso-ansi-language: EN-US;">Keputusan Menteri
Ketenagakerjaan Republik Indonesia Nomor 168 Tahun 2016</span></span><br />
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<b style="mso-bidi-font-weight: normal;">Keputusan
Menteri Ketenagakerjaan Republik Indonesia Nomor 168 Tahun 2016 Tentang<span lang="EN-US" style="mso-ansi-language: EN-US;"> SKKNI </span>Pengambil Contoh Uji
Air</b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
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Pengambilan contoh dan pengujian parameter kualitas
air merupakan<span style="mso-ansi-language: EN-US;"> </span>suatu pekerjaan yang
tidak mudah karena polutan air mempunyai sifat yang dinamis serta bermigrasi
seiring dengan pengaruh situasi dan kondisi setempat. Karakteristik fisik
matrik air, jumlah polutan yang ada,<span style="mso-ansi-language: EN-US;"> </span>kecepatan
lepasnya polutan ke lingkungan, sumber effluen, sifat kimia/fisika/biologi dari
polutan, dan intervensi manusia sangat mempengaruhi cara serta kecepatan
migrasi polutan air. Umumnya mekanisme migrasi polutan air terjadi melalui
angin, hujan, air permukaan, air tanah, air laut, dan intervensi manusia berupa
pipa limbah cair, drainase dan lain-lain. </div>
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<span style="mso-spacerun: yes;"></span></div>
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Disamping faktor migrasi terhadap ruang dan waktu,
kadar polutan air umumnya rendah yaitu parts-per-million (ppm), parts-per-billion
(ppb), atau bahkan parts-per-trillion (ppt) merupakan problem analitik yang sering
muncul ketika dianalisis di laboratorium. Rendahnya kadar polutan air
menyebabkan mudah mengalami degradasi, deteriorasi maupun kontaminasi dari
berbagai sumber baik saat pengambilan sampel, perlakuan sampel di lapangan,
transportasi, penyimpanan, preparasi, maupun analisis di laboratorium.
Sementara itu, untuk mendapatkan contoh air yang homogen sebagaimana kondisi
yang sesungguhnya merupakan permasalahan yang sering muncul karena pengambilan
contoh uji air dituntut representatif yaitu contoh uji yang diambil harus
mewakili kumpulannya. Dengan contoh uji air yang representatif, maka data hasil
pengujian dapat menggambarkan kualitas lingkungan yang mendekati kondisi
sesungguhnya pada daerah dan waktu tertentu.<span style="mso-spacerun: yes;">
</span></div>
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<br /></div>
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Untuk mengatasi permasalahan yang kompleks
tersebut, bukan saja dibutuhkan peralatan pengambilan contoh uji yang memenuhi
syarat serta personel yang kompeten, namun juga prosedur pengambilan contoh uji
serta sensitivitas dan selektifitas metode pengujian analitik termasuk pengendalian
mutu dan jaminan mutu baik di lapangan maupun di laboratorium. Selain itu,
perencanaan dan pengambilan contoh uji yang representatif harus merupakan
bagian integral dari suatu kegiatan pengujian parameter kualitas air. Jika
pengambilan contoh uji tidak memenuhi kesesuaian terhadap kaidah-kaidah yang
berlaku, maka langkah selanjutnya berupa pengawetan, transportasi, penyimpanan,
preparasi, maupun pengujian di laboratorium akan sia-sia serta membuang waktu
dan biaya. Filosofi jaminan mutu mempunyai makna bahwa setiap tahapan kegiatan
tidak asal betul saja melainkan harus betul sejak awal diterapkan pada setiap
proses, mulai perencanaan pengambilan contoh uji hingga penyusunan laporan
pengujian termasuk interpretasi data hasil pengujian.<span style="mso-spacerun: yes;"> </span></div>
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Untuk mendapatkan petugas pengambil contoh uji air
yang kompeten, maka perlu didukung sistem pendidikan dan pelatihan secara
nasional yang memenuhi standar kompetensi. Standar Kompetensi Kerja Nasional Indonesia
(SKKNI) petugas pengambil contoh uji air ini disusun sebagai acuan dalam
pengembangan sumber daya manusia bidang lingkungan hidup. Selain itu, standar
ini diharapkan dapat memiliki ekuivalensi atau kesetaraan dengan
standar-standar yang relevan dan berlaku secara </div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
internasional.</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Sehubungan
dengan hal tersebut, maka pada tanggal 30 Mei 2016 telah ditetapkan </span>Keputusan
Menteri Ketenagakerjaan Republik Indonesia Nomor 168 Tahun 2016 Tentang Penetapan
Standar Kompetensi Kerja Nasional Indonesia Kategori Jasa Profesional, Ilmiah
Dan Teknis Golongan Pokok Jasa Arsitektur Dan Teknik Sipil; Analisis Dan Uji
Teknis Pada Jabatan Kerja Pengambil Contoh Uji Air<span lang="EN-US" style="mso-ansi-language: EN-US;">. SKKNI tersebut secara nasional menjadi acuan
dalam penyusunan jenjang kualifikasi nasional, penyelenggaraan pendidikan dan
pelatihan profesi, uji kompetensi dan sertifikasi profesi.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com3tag:blogger.com,1999:blog-9144324387718019851.post-75010778380608723862016-09-28T06:01:00.001+07:002016-09-28T06:07:05.036+07:00Pengendalian Mutu Non-numerical Pengujian Parameter Kualitas LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
<div align="center" class="MsoBodyText" style="tab-stops: .25in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Pengendalian Mutu <i style="mso-bidi-font-style: normal;">Non-numerical</i><span style="mso-bidi-font-style: normal;"> Pengujian Parameter Kualitas Lingkungan</span><i style="mso-bidi-font-style: normal;"><br /></i></span></b></div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Secara umum pengendalian mutu <i style="mso-bidi-font-style: normal;">non-numerical</i> merupakan pemeriksaan sistem manajemen</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mutu secara menyeluruh. </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">enerapan
pengendalian mutu <i style="mso-bidi-font-style: normal;">non-numerical</i> </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">dilakukan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">melalui
pendekatan <i style="mso-bidi-font-style: normal;">a hazard analysis</i>.
Pendekatan ini merupakan cara yang sangat sistematik untuk memastikan semua
pengendalian yang diperlukan dengan menetapkan seluruh tahapan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> ktitis pengambilan sampel dan pengujian.
Identifikasi tahapan kritis dilakukan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pada
setiap proses operasional, mulai perencanaan pengambilan sampel hingga </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pe</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">laporan
hasil pengujian</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">.</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoBodyText" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
<a name='more'></a><div style="text-align: justify;">
<br /></div>
<div class="MsoBodyText" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Setiap tahapan yang relevan dalam proses pengujian harus
diidentifikasi sumber-sumber penyebab yang memungkinkan timbulnya bahaya dan
harus diidentifikasi kemungkinan pengendaliannya serta mencegah </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">atau mengurangi </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">terulangnya
kembali. Setelah didapatkan cara pengendalian yang baik untuk dapat diterapkan
dengan didasarkan efektifitas dan efisien</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">si</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">, maka pengendalian
tersebut harus diterapkan dan melakukan pelatihan bagi personil terkait. </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">C</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">ontoh </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">identifikasi bahaya saat </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pengambilan
sampel air limbah industri dapat dilihat dalam </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">T</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">abel </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">1.</span></div>
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<br /></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Seluruh rekaman pengendalian mutu <i style="mso-bidi-font-style: normal;">non-numerical</i> harus dipelihara.</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Untuk mengetahui
efektifitas pengendalian bahaya tersebut, maka laboratorium harus memantau
penerapannya. Secara umum, pengendalian mutu <i style="mso-bidi-font-style: normal;">non-numerical</i> meliputi</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">, antara lain</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">:</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">kaji ulang dokumen dan kaji ulang
manajemen termasuk rapat manajemen reguler;</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">audit
internal</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">
yang terencana dan sistematik</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">penyeliaan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> yang memadai kepada analis
laboratorium</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">verifikasi
dan validasi data hasil pengujian;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">e)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pemantauan
unjuk kerja peralatan dan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">evaluasi hasil </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">kalibrasi;</span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">f)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pemantauan
kondisi akomodasi dan lingkungan pengujian; </span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">g)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pemeriksaan
tanggal kedalu</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">w</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">arsa
bahan habis pakai dan bahan kimia</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">;</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">h)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pengelolaan sampel uji sesuai
persyaratan; dan</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">i)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">kompetensi
personil laboratorium.</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
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<br /></div>
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<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Identifikasi
tahapan kritis metode pengujian merupakan hal yang terpenting dalam menerapkan
pendekatan </span><i style="mso-bidi-font-style: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">a
hazard analysis</span></i><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">.</span></i><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> Umumnya, identifikasi tahapan kritis metode pengujian
dilakukan oleh penyelia laboratorium atau manajer teknis. Hal ini
disebabkan<span style="mso-spacerun: yes;"> </span>identifikasi tahapan kritis
membutuhkan pengalaman dan pemahaman detail<span style="mso-spacerun: yes;">
</span>tahap demi tahap prosedur pengujian. </span></div>
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<img alt="" 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" />
</div>
<div style="text-align: justify;">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Sedangkan,
contoh identifikasi tahapan kritis metode pengujian besi (Fe) dalam air dan air
limbah secara spektrofotometri serapan atom (SSA) sesuai SNI 6989.4: 2009 sebagaimana
Tabel 2.</span></div>
<img alt="" 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" 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<br />www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-11266487417325954852016-09-08T10:33:00.002+07:002016-09-08T10:36:34.294+07:00Pembuatan Larutan Bahan Kimia Secara VolumetriDitulis Oleh : cak war | Anwar Hadi<br />
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<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0in;
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font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Pembuatan Larutan Bahan Kimia Secara Volumetri</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 153.0pt; text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Pengenceran larutan kimia dari kadar tinggi ke kadar
rendah dapat dilakukan secara volumetri dengan mengunakan peralatan gelas yaitu
pipet dan labu ukur. Hal yang perlu diperhatikaan saat melakukan pengenceran
secara volumetri adalah peralatan gelas yang digunakan harus kelas A dan
memiliki sertifikat kalibrasi dengan ketertelusuran ke sistem satuan
internasional. Namun demikian, pipet dan labu tersebut perlu dilakukan
verifikasi oleh laboratorium lingkungan untuk mengetahui variasi pengisian
larutan dalam peralatan gelas dan pemuaian karena adanya perbedaan suhu.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<a name='more'></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Jika kadar larutan Kadmium 1003 mg/L ± 1 mg/L dengan
tingkat kepercayaan 95%, k = 2, memiliki massa jenis 999,95 g/L ± 0,09 g/L
diencer 10 kali, maka gunakan pipet 10 mL dan labu ukur 100 mL yang telah
diverifikasi dengan hasil sebagai berikut, sebagai berikut:</span><br />
<img alt="" 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" 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" 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" /> <br />
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/>www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-13620140377364212052016-08-15T10:38:00.000+07:002016-08-20T20:36:43.852+07:00Revisi ISO/IEC 17025 diterbitkan akhir tahun 2016???Ditulis Oleh : cak war | Anwar Hadi<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
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<![endif]--><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 107%;">Dengan diterbitkannya ISO 9001: 2015 yang telah diadopsi identik
oleh Badan Standardisasi Nasional (BSN) menjadi <span style="mso-spacerun: yes;"> </span>SNI ISO 9001: 2015, maka penerapan sistem manajemen
mutu terkait produk dan pelayanan harus menyesuaikannya dengan standar baru
tersebut. Bersamaan dengan hal tersebut, ISO/IEC 17025 yang saat ini sedang
dalam proses revisi oleh <i style="mso-bidi-font-style: normal;">The
International Organization for Standardization (ISO)</i> dan <i style="mso-bidi-font-style: normal;">the International Electrotechnical
Commission (IEC) </i>juga harus mempertimbangkan perubahan sistem manajemen
mutu berdasarkan ISO 9001</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 107%;">: 2015</span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt; line-height: 107%;"> tersebut</span>.</div>
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<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">ISO/IEC 17025 yang direncanakan terbit
akhir tahun 2016 disiapkan oleh Komite ISO Penilaian Kesesuaian (CASCO) merupakan
edisi ketiga dan menggantikan edisi kedua (ISO/IEC 17025: 2005), yang telah
direvisi secara teknis. Edisi pertama (1999) dari standar ini diterbitkan
sebagai hasil dari pengalaman yang luas dalam pelaksanaan ISO/IEC Guide 25 dan
EN 45001, yang keduanya telah direvisi. Standar tersebut berisi semua
persyaratan laboratorium pengujian dan kalibrasi yang harus dipenuhi jika
laboratorium ingin mendemonstrasikan bahwa mereka mengoperasikan sistem
manajemen, secara teknis kompeten, dan mampu menghasilkan </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">data yang </span><span style="mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">valid
secara teknis. Edisi pertama mengacu ISO 9001: 1994 dan ISO 9002: 1994. Ketika
standar-standar tersebut digantikan oleh ISO 9001: 2000, keselarasan dari
ISO/IEC 17025 diperlukan. Dalam edisi kedua standar </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">ISO/IEC 17025</span><span style="mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">, klausul yang diamademen atau
ditambahkan hanya bila dianggap perlu untuk penyelarasan dengan ISO 9001: 2000.
Begitu juga pada edisi ketiga, perlu harmonisasi dengan ISO 9001: 2015</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Standar ISO/IEC 17025 ini telah
dikembangkan dengan tujuan untuk mempromosikan keyakinan dalam pengoperasian
laboratorium. Standar ini berisi persyaratan untuk laboratorium agar
laboratorium mampu mendemonstrasikan operasinya secara kompeten, dan mampu
menghasilkan data yang valid. Penerimaan hasil antar negara difasilitasi jika
laboratorium sesuai dengan standar ini dan jika laboratorium memperoleh
akreditasi dari badan yang telah menandatangani perjanjian saling pengakuan
dengan badan yang setara di negara-negara lain yang menggunakan standar tersebut.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">The ISO-ILAC-IAF Joint Working Group
(JWG) menyatakan bahwa pemenuhan laboratorium terhadap persyaratan ISO/IEC
17025 berarti laboratorium memenuhi persyaratan kompetensi teknis dan
persyaratan sistem manajemen yang diperlukan dan memberikan hasil pengujian dan
kalibrasi valid secara teknis. Dengan kata lain, laboratorium yang telah
terakreditasi ISO/IEC 17025 juga memenuhi prinsip-prinsip ISO 9001 tentang Sistem
Manajemen Mutu – Persyaratan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;">
<span style="mso-bidi-font-family: "Courier New"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: no;">Standar ISO/IEC 17025 yang sedang
dalam proses revisi mensyaratkan laboratorium untuk merencanakan dan
melaksanakan tindakan mengatasi risiko dan peluang. Mengatasi resiko dan
peluang dengan menetapkan dasar untuk meningkatkan efektivitas sistem
manajemen, mencapai hasil yang lebih baik dan mencegah efek negatif.
Laboratorium bertanggung jawab untuk memutuskan mana risiko dan peluang perlu
ditangani. Penggunaan standar tersebut akan memfasilitasi kerjasama antara
laboratorium dengan lembaga lainnya, dan membantu dalam pertukaran informasi
dan pengalaman, dan dalam harmonisasi standar dan prosedur.</span></div>
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" />www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-52617661089039830972016-07-18T13:47:00.000+07:002016-07-18T13:54:31.767+07:00Penentuan Akurasi Melalui Perbandingan Dua Metode PengujianDitulis Oleh : cak war | Anwar Hadi<br />
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Penentuan
Akurasi Melalui Perbandingan Dua Metode Pengujian</span></b></div>
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<br /></div>
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<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">P</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">enentuan akurasi </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dapat dilakukan
dengan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">membandingkan dua metode yang
secara prinsip berbeda terhadap pengujian sampel yang sama. </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Penentuan dengan cara
ini tidak dapat membuktikan metode pengujian mana yang lebih akurat, bila
dibandingkan dengan metode pengujian lainnya. Penentuan perbandingan metode
pengujian ini hanya menyatakan bahwa 2 kelompok hasil pengujian memiliki
akurasi berbeda nyata atau tidak. </span></div>
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<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<a name='more'></a><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Suatu sampel
dilakukan pengulangan pengujian sehingga menghasilkan masing-masing simpangan
baku dan rerata dari dua metode pengujian yang digunakan. Dengan menggunakan
evaluasi statistika yaitu uji-F dan uji-t</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> maka diperoleh kesimpulan kedua simpangan
baku dan rerata tersebut memiliki </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">per</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">beda</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">an</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> nyata atau tidak. Sebagai ilustrasi, </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Tabel 1 menunjukkan
hasil </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">penentuan kadar seng (Zn) </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dengan</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> menggunakan metode pengujian titrasi EDTA
dan spektrofototmeter serapan atom</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> sebagai
berikut:</span></div>
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" /><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Berdasarkan
uji-F, simpangan baku tersebut dinyatakan tidak </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ber</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">beda nyata sehingga </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">dapat dilanjutkan
dengan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">uji-t. Dari Tabel </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">1</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> tersebut</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dapat dihitung simpangan baku gabungan
dengan menggunakan persamaan, dibawah ini</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">:</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<img alt="" src="data:image/png;base64,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/><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Dengan
derajat kebebasan df = (n<sub>1</sub> + n<sub>2</sub>) – 2 = 14 pada tingkat
kepercayaan 95%</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> maka diperoleh t<sub>tabel</sub>
= 2,145. </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">D</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">ata </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">tabel t dapat
diperoleh dengan menggunakan excel dengan mengetik pada salah satu cell
=TINV(0.05, 14). Nilai</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> t<sub>hitung</sub>
< t<sub>tabel</sub> </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">atau 0,28 < 2,145, </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">maka dapat
disimpulkan bahwa dengan tingkat kepercayaan 95% dua kumpulan data pengulangan
pengujian yang dihasilkan dari dua metode pengujian yang secara prinsip berbeda
terhadap pengujian sampel yang sama memiliki rerata yang tidak beda nyata. Dengan
kata lain, kedua hasil tidak memiliki <i style="mso-bidi-font-style: normal;">bias</i>
yang berarti sehingga dapat disimpulkan bahwa hasil pengujian tersebut memiliki
akurasi yang dapat dipertahankan secara ilmiah.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com2tag:blogger.com,1999:blog-9144324387718019851.post-55046796130341291532016-06-02T11:06:00.004+07:002016-06-02T11:07:32.912+07:00Prinsip Sistem Manajemen Mutu Laboratorium Lingkungan Berdasarkan ISO/IEC 17025: 2005 dan ISO 9000: 2015Ditulis Oleh : cak war | Anwar Hadi<br />
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table.MsoNormalTable
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<![endif]-->
<br />
<div align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Prinsip Sistem Manajemen Mutu Laboratorium
Lingkungan</span></b></div>
<div align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Berdasarkan ISO/IEC 17025: 2005 dan ISO 9000:
2015</span></b></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Untuk memimpin dan mengoperasikan sebuah organisasi laboratorium lingkungan
dengan berhasil, maka perlu mengarahkan dan mengendalikannya dengan cara
sistematis dan transparan. Keberhasilan organisasi laboratorium dapat tercapai
melalui implementasi dan pemeliharaan sistem manajemen mutu yang didesain untuk
selalu terus menerus memperbaiki keefektifan dan efisiensi kinerjanya sambil
mempertimbangkan kebutuhan semua pihak berkepentingan. Berdasarkan ISO 9000:
2015 tentang sistem manajemen mutu – dasar-dasar dan kosakata (<i style="mso-bidi-font-style: normal;">quality management systems – fundamentals
and vocabulary</i>), prinsip manajemen mutu yang dapat digunakan oleh
organisasi ke arah perbaikan kinerja, adalah:</span></div>
<div class="MsoNormal" style="margin-left: .25in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></b></div>
<a name='more'></a><br />
<div class="MsoNormal" style="margin-left: .25in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">a) <span style="mso-tab-count: 1;"> </span>Fokus pelanggan</span></b></div>
<div class="MsoNormal" style="margin-left: .25in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>organisasi hendaknya memahami pelanggan atau pihak lain
berkepentingan untuk kebutuhan saat ini dan yang akan datang, serta memenuhi
persyaratan dan berusaha melebihi harapan pelanggan. Manfaat utama menerapkan
fokus pelanggan, diantaranya:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.75pt;"> </span>nilai<span style="letter-spacing: -.7pt;"> </span>pel<span style="letter-spacing: -.05pt;">a</span>nggan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.9pt;"> </span>kepuasan<span style="letter-spacing: -.85pt;">
</span>pelangga<span style="letter-spacing: -.05pt;">n</span>;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memperbai<span style="letter-spacing: .05pt;">k</span>i<span style="letter-spacing: -.8pt;"> </span>loyalitas<span style="letter-spacing: -.8pt;"> </span>p<span style="letter-spacing: -.05pt;">e</span>langgan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.75pt;"> </span>bisnis<span style="letter-spacing: -.7pt;">
</span>b<span style="letter-spacing: -.05pt;">e</span>rulang;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.85pt;"> </span>reputasi<span style="letter-spacing: -.8pt;">
</span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memperluas<span style="letter-spacing: -.7pt;"> </span>basis<span style="letter-spacing: -.7pt;"> </span>p<span style="letter-spacing: -.05pt;">e</span>la<span style="letter-spacing: -.05pt;">n</span>ggan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l26 level1 lfo13; mso-pagination: none; punctuation-wrap: simple; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya
penda<span style="letter-spacing: .05pt;">p</span>atan dan <span style="mso-font-width: 95%;">pangsa</span><span style="mso-font-width: 99%;"> </span>pasar.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Adapun tindakan<span style="letter-spacing: -.55pt;"> </span>yang<span style="letter-spacing: -.55pt;"> </span>dilakukan untuk dapat fokus pelanggan,<span style="letter-spacing: -.55pt;"> </span>mencakup antara lain:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l4 level1 lfo14; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengenali<span style="letter-spacing: 2.85pt;"> </span>pelanggan<span style="letter-spacing: 2.95pt;"> </span>langsung atau<span style="letter-spacing: 2.9pt;"> </span>tidak<span style="mso-font-width: 99%;"> </span>langsung<span style="letter-spacing: -.55pt;">
</span>s<span style="letter-spacing: -.05pt;">e</span>bagai<span style="letter-spacing: -.5pt;"> </span>penerima<span style="letter-spacing: -.5pt;">
</span>nilai<span style="letter-spacing: -.5pt;"> </span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l4 level1 lfo14; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memah<span style="letter-spacing: .05pt;">a</span>mi<span style="letter-spacing: .15pt;"> </span>kebutuhan<span style="letter-spacing: .2pt;"> </span><span style="letter-spacing: -.05pt;">d</span>an<span style="letter-spacing: .2pt;"> </span>harapan<span style="letter-spacing: .1pt;"> </span>saat<span style="letter-spacing: .2pt;"> </span>ini<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: -.35pt;"> </span>yang<span style="letter-spacing: -.35pt;"> </span>akan<span style="letter-spacing: -.35pt;"> </span>datang<span style="letter-spacing: -.35pt;">
</span><span style="letter-spacing: -.05pt;">d</span>ari<span style="letter-spacing: -.35pt;"> </span>pelangg<span style="letter-spacing: -.05pt;">a</span>n;</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menghubungkan<span style="letter-spacing: 2.25pt;"> </span>s<span style="letter-spacing: -.05pt;">a</span>saran<span style="letter-spacing: 2.3pt;"> </span>organisasi<span style="mso-font-width: 99%;"> </span>dengan<span style="letter-spacing: -.55pt;"> </span>ke<span style="letter-spacing: -.05pt;">b</span>utuhan<span style="letter-spacing: -.5pt;">
</span>dan<span style="letter-spacing: -.55pt;"> </span>harapan<span style="letter-spacing: -.5pt;"> </span>pelanggan;</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengomun<span style="letter-spacing: .05pt;">i</span>kasikan<span style="letter-spacing: -.55pt;">
</span>ke<span style="letter-spacing: -.05pt;">b</span>utuhan<span style="letter-spacing: -.55pt;"> </span>dan<span style="letter-spacing: -.55pt;"> </span>harapan<span style="mso-font-width: 99%;"> </span>pelanggan<span style="letter-spacing: -.8pt;">
</span>keseluruh<span style="letter-spacing: -.75pt;"> </span>or<span style="letter-spacing: -.05pt;">g</span>anisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l4 level1 lfo14; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">merencanakan,<span style="letter-spacing: .65pt;"> </span>mendesain,<span style="mso-font-width: 99%;"> </span>mengemba<span style="letter-spacing: .05pt;">n</span>gkan,<span style="letter-spacing: 1.6pt;"> </span>menghasilkan,<span style="mso-font-width: 99%;"> </span>meny<span style="letter-spacing: .05pt;">a</span><span style="letter-spacing: -.05pt;">m</span>pa<span style="letter-spacing: .05pt;">i</span>kan,<span style="letter-spacing: 2.25pt;"> </span>dan<span style="letter-spacing: 2.3pt;"> </span>mendukung<span style="letter-spacing: 2.25pt;"> </span>jasa pelayanan laboratorium dan pelaporan
hasil pengujian untuk<span style="letter-spacing: 2.1pt;"> </span>mem<span style="letter-spacing: .05pt;">e</span>nuhi<span style="letter-spacing: 2.1pt;"> </span>kebut<span style="letter-spacing: -.05pt;">u</span>han<span style="letter-spacing: 2.15pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>harapan<span style="letter-spacing: -.95pt;"> </span>pelanggan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l4 level1 lfo14; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengukur<span style="letter-spacing: 3.0pt;"> </span>dan<span style="letter-spacing: 3.0pt;"> </span>memantau<span style="mso-spacerun: yes;"> </span>kepuasan<span style="mso-font-width: 99%;"> </span>pelanggan
serta mengambil<span style="letter-spacing: 2.8pt;"> </span>tindakan<span style="letter-spacing: 2.75pt;"> </span>ya<span style="letter-spacing: .05pt;">n</span>g<span style="mso-font-width: 99%;"> </span>sesuai;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l4 level1 lfo14; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menentukan
dan<span style="letter-spacing: 1.55pt;"> </span>mengambil<span style="letter-spacing: 1.55pt;"> </span>tindakan<span style="mso-font-width: 99%;"> </span>terhadap<span style="letter-spacing: 2.6pt;"> </span>kebutuhan dan<span style="letter-spacing: 2.65pt;"> </span>harapan<span style="letter-spacing: 2.65pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>sesuai<span style="letter-spacing: 2.95pt;"> </span>pihak<span style="letter-spacing: 2.95pt;"> </span>be<span style="letter-spacing: -.1pt;">r</span>kepentingan<span style="letter-spacing: 2.95pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>relevan
serta<span style="letter-spacing: 1.65pt;"> </span>dapat<span style="letter-spacing: 1.65pt;"> </span>memp<span style="letter-spacing: .05pt;">e</span>ngaruhi<span style="mso-font-width: 99%;"> </span>kepuasan<span style="letter-spacing: -1.05pt;">
</span><span style="letter-spacing: -.05pt;">p</span>elanggan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l4 level1 lfo14; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memelihara<span style="letter-spacing: 1.05pt;"> </span>secara<span style="letter-spacing: .9pt;"> </span>aktif<span style="letter-spacing: 1.0pt;"> </span>hubungan<span style="letter-spacing: .9pt;">
</span>dengan<span style="mso-font-width: 99%;"> </span>pelanggan untuk<span style="letter-spacing: 2.15pt;"> </span>mencapai<span style="letter-spacing: 2.2pt;">
</span>sukses<span style="mso-font-width: 99%;"> </span>berkelanjut<span style="letter-spacing: -.05pt;">a</span>n.</span></div>
<div class="MsoNormal" style="margin-left: .25in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">b)<span style="mso-tab-count: 1;"> </span>Kepemimpinan</span></b></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Pembentukan<span style="letter-spacing: 3.0pt;"> </span>kesatu<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: 3.05pt;"> </span>tujuan<span style="letter-spacing: 3.0pt;">
</span>dan<span style="letter-spacing: 3.0pt;"> </span>arah<span style="mso-font-width: 99%;"> </span>serta<span style="letter-spacing: .35pt;"> ket</span>erikatan<span style="letter-spacing: .4pt;"> personil laboratorium </span>m<span style="letter-spacing: .05pt;">e</span>m<span style="letter-spacing: .05pt;">u</span>ngkink<span style="letter-spacing: -.05pt;">a</span>n<span style="mso-font-width: 99%;"> </span>organisasi<span style="letter-spacing: .4pt;"> </span>menyelaraskan <span style="letter-spacing: .35pt;"><span style="mso-spacerun: yes;"> </span></span>strat<span style="letter-spacing: -.05pt;">e</span>gi,<span style="mso-font-width: 99%;"> </span>kebijakan,<span style="letter-spacing: .15pt;"> </span><span style="letter-spacing: -.05pt;">d</span>an<span style="letter-spacing: .25pt;"> </span>sumber<span style="letter-spacing: .25pt;"> </span>daya<span style="letter-spacing: .25pt;"> </span>untuk<span style="letter-spacing: .2pt;"> </span>mencapai<span style="mso-font-width: 99%;"> </span>sasarannya. Sehubungan dengan hal tersebut,
pimpinan<span style="letter-spacing: 1.8pt;"> </span><span style="letter-spacing: .05pt;">d</span>iseluruh<span style="letter-spacing: 1.8pt;"> </span>ti<span style="letter-spacing: -.05pt;">n</span>gkatan organisasi laboratorium<span style="letter-spacing: 1.8pt;"> </span>menetapkan<span style="mso-font-width: 99%;"> </span>kesatuan<span style="letter-spacing: .45pt;"> </span>tujuan<span style="letter-spacing: .5pt;"> </span>dan<span style="letter-spacing: .5pt;"> </span>arah<span style="letter-spacing: .45pt;"> </span>serta<span style="letter-spacing: .5pt;"> </span>menciptak<span style="letter-spacing: -.05pt;">a</span>n<span style="mso-font-width: 99%;"> </span>kondisi<span style="letter-spacing: 1.95pt;"> </span>d<span style="letter-spacing: -.05pt;">i</span>mana
personil<span style="letter-spacing: 2.0pt;"> </span>dilibatk<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: 2.0pt;"> </span>dalam<span style="mso-font-width: 99%;"> </span>mencapai<span style="letter-spacing: -.55pt;">
</span>sasaran<span style="letter-spacing: -.55pt;"> </span>mutu<span style="letter-spacing: -.55pt;"> </span>organisasi. Beberapa<span style="letter-spacing: -.5pt;"> </span>manfaat<span style="letter-spacing: -.5pt;">
</span>utama<span style="letter-spacing: -.5pt;"> yang </span>potensial dalam
kepemimpinan,<span style="letter-spacing: -.55pt;"> </span>adalah:</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="mso-tab-count: 1;"> </span>keefektifan<span style="mso-tab-count: 1;"> </span>dan<span style="mso-tab-count: 1;"> </span><span style="mso-font-width: 95%;">efisiensi</span><span style="mso-font-width: 99%;"> </span>dalam<span style="letter-spacing: -.5pt;"> </span>men<span style="letter-spacing: .05pt;">c</span>apai<span style="letter-spacing: -.5pt;"> </span>sasar<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.5pt;"> </span>mutu<span style="letter-spacing: -.45pt;"> </span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l16 level1 lfo15; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">koordinasi <span style="letter-spacing: 2.5pt;"><span style="mso-spacerun: yes;"> </span></span>yang
<span style="letter-spacing: 2.6pt;"><span style="mso-spacerun: yes;"> </span></span>lebih
<span style="letter-spacing: 2.65pt;"><span style="mso-spacerun: yes;"> </span></span>baik
<span style="letter-spacing: 2.6pt;"><span style="mso-spacerun: yes;"> </span></span>dari
<span style="letter-spacing: 2.65pt;"><span style="mso-spacerun: yes;"> </span></span>proses<span style="mso-font-width: 99%;"> </span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l16 level1 lfo15; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: .2pt;"> </span>komunikasi<span style="letter-spacing: .2pt;">
</span>antar<span style="letter-spacing: .25pt;"> </span>ti<span style="letter-spacing: -.05pt;">n</span>gkat<span style="letter-spacing: .2pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>fungsi<span style="letter-spacing: -.85pt;"> </span>orga<span style="letter-spacing: -.05pt;">n</span>isasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l16 level1 lfo15; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">membangun<span style="letter-spacing: 1.85pt;"> </span>serta<span style="letter-spacing: 1.7pt;"> </span>meningkatkan<span style="mso-font-width: 99%;"> </span>kapabilit<span style="letter-spacing: -.05pt;">a</span>s<span style="letter-spacing: .25pt;"> </span>organisasi<span style="letter-spacing: .25pt;"> </span><span style="letter-spacing: -.05pt;">t</span>ermasuk<span style="letter-spacing: .35pt;"> personil</span>nya<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: -.5pt;"> </span>menghasikan<span style="letter-spacing: -.5pt;"> </span>h<span style="letter-spacing: -.05pt;">a</span>sil<span style="letter-spacing: -.45pt;"> </span>yang<span style="letter-spacing: -.5pt;"> </span>diinginkan.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Tindakan<span style="letter-spacing: -.55pt;"> </span>yang<span style="letter-spacing: -.55pt;">
dilakukan dalam kepemimpinan,</span><span style="letter-spacing: -.5pt;"> </span>termasuk:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l13 level1 lfo16; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengomun<span style="letter-spacing: .05pt;">i</span>kasikan<span style="letter-spacing: .05pt;">
</span>misi,<span style="letter-spacing: .1pt;"> </span>visi,<span style="letter-spacing: .05pt;"> </span>strategi,<span style="mso-font-width: 99%;">
</span>kebijakan,<span style="letter-spacing: -.35pt;"> </span><span style="letter-spacing: -.05pt;">d</span>an<span style="letter-spacing: -.3pt;"> </span>proses<span style="letter-spacing: -.3pt;"> </span>o<span style="letter-spacing: -.1pt;">r</span>ganisasi<span style="letter-spacing: -.3pt;"> </span>ke<span style="letter-spacing: -.4pt;"> </span>seluruh<span style="mso-font-width: 99%;"> tingkatan </span>organisasi laboratorium;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l13 level1 lfo16; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menciptak<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: 2.35pt;"> </span>dan<span style="letter-spacing: 2.35pt;"> </span>mendukung<span style="letter-spacing: 2.4pt;"> </span>model<span style="letter-spacing: 2.35pt;"> </span>nil<span style="letter-spacing: -.05pt;">a</span>i,<span style="mso-font-width: 99%;"> </span>keadilan,
<span style="letter-spacing: -.05pt;">d</span>an<span style="letter-spacing: .85pt;">
</span>etika,<span style="letter-spacing: .8pt;"> </span>untuk<span style="letter-spacing: .85pt;"> </span>perilaku<span style="letter-spacing: .9pt;">
</span><span style="letter-spacing: -.05pt;">d</span>i<span style="mso-font-width: 99%;"> </span>seluruh<span style="letter-spacing: -.7pt;"> </span>tin<span style="letter-spacing: -.05pt;">g</span>katan<span style="letter-spacing: -.65pt;">
</span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .1pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l13 level1 lfo16; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">membangun<span style="letter-spacing: 1.15pt;"> </span>budaya<span style="letter-spacing: 1.15pt;">
</span>saling<span style="letter-spacing: 1.1pt;"> </span>perc<span style="letter-spacing: -.05pt;">a</span>ya<span style="letter-spacing: 1.15pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>integritas;</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menggalakkan<span style="letter-spacing: 1.75pt;"> </span>komitmen<span style="letter-spacing: 1.85pt;">
</span>mutu<span style="letter-spacing: 1.75pt;"> </span>di<span style="mso-font-width: 99%;"> </span>keseluruhan tingkatan<span style="letter-spacing: -1.2pt;"> </span>organisasi;</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memastikan<span style="letter-spacing: .3pt;"> </span>pimpinan<span style="letter-spacing: .25pt;">
</span>diseluruh<span style="letter-spacing: .25pt;"> </span>tingkatan<span style="mso-font-width: 99%;"> </span>merupakan contoh<span style="letter-spacing: 1.0pt;"> </span><span style="letter-spacing: -.05pt;">p</span>ositif<span style="letter-spacing: 1.0pt;"> </span>untuk seluruh personil di semua tingkatan<span style="letter-spacing: -.85pt;"> </span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l21 level1 lfo17; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">melengkapi<span style="letter-spacing: .8pt;"> </span>personil<span style="letter-spacing: .8pt;"> </span>dengan<span style="letter-spacing: .85pt;"> </span>sumber<span style="letter-spacing: .8pt;"> </span>daya,<span style="mso-font-width: 99%;"> </span>pelatihan, dan<span style="letter-spacing: 1.75pt;"> </span>kewenangan<span style="letter-spacing: 1.75pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>diperlukan untuk<span style="letter-spacing: .55pt;"> </span>bertind<span style="letter-spacing: -.05pt;">a</span>k<span style="letter-spacing: .6pt;"> </span>secara<span style="mso-font-width: 99%;"> </span>bertanggung<span style="letter-spacing: -.95pt;"> </span>jawab; </span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menginspirasikan,<span style="letter-spacing: .05pt;"> </span>menggalakkan,<span style="letter-spacing: .1pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>mengenali<span style="letter-spacing: -.5pt;"> </span>kontribusi<span style="letter-spacing: -.5pt;"> </span>da<span style="letter-spacing: -.1pt;">r</span>i<span style="letter-spacing: -.5pt;"> personil</span>.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">c)<span style="mso-tab-count: 1;"> </span>Keterlibatan personil<span style="mso-tab-count: 1;"> </span></span></b></div>
<div class="MsoNormal" style="margin-left: .25in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Kompetensi,<span style="letter-spacing: 1.2pt;"> </span>pemberd<span style="letter-spacing: .05pt;">a</span>yaan<span style="letter-spacing: 1.2pt;"> </span>dan<span style="letter-spacing: 1.2pt;"> </span>pelibatan<span style="mso-font-width: 99%;">
</span>personil pada<span style="letter-spacing: .5pt;"> </span>semua<span style="letter-spacing: .6pt;"> </span>tingkatan<span style="letter-spacing: .55pt;">
</span><span style="letter-spacing: -.05pt;">o</span>rganisasi<span style="mso-font-width: 99%;"> laboratorium </span>sangat <span style="letter-spacing: -.05pt;">p</span>enting<span style="letter-spacing: .75pt;"> </span><span style="letter-spacing: -.05pt;">g</span>una<span style="letter-spacing: .8pt;"> </span>me<span style="letter-spacing: .05pt;">n</span>ingkatkan<span style="mso-font-width: 99%;">
</span>kapabilit<span style="letter-spacing: -.05pt;">a</span>s<span style="letter-spacing: 2.15pt;"> </span>organisasi<span style="letter-spacing: 2.15pt;"> </span>dalam<span style="letter-spacing: 2.2pt;"> </span>me<span style="letter-spacing: .05pt;">n</span>ciptakan<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: -.6pt;"> </span>meny<span style="letter-spacing: .05pt;">a</span><span style="letter-spacing: -.05pt;">m</span>paikan<span style="letter-spacing: -.6pt;">
</span>nilai. Untuk<span style="letter-spacing: 1.2pt;"> </span>dap<span style="letter-spacing: -.05pt;">a</span>t<span style="letter-spacing: 1.2pt;"> </span>mengelola<span style="letter-spacing: 1.2pt;"> </span>organis<span style="letter-spacing: -.05pt;">a</span>si<span style="letter-spacing: 1.25pt;"> </span>s<span style="letter-spacing: -.05pt;">e</span>cara<span style="mso-font-width: 99%;"> </span>efektif<span style="letter-spacing: 1.05pt;"> </span>d<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: 1.1pt;"> </span>efisien,<span style="letter-spacing: 1.05pt;"> </span>sangatl<span style="letter-spacing: -.05pt;">a</span>h<span style="letter-spacing: 1.1pt;"> </span>penting<span style="mso-font-width: 99%;"> </span>menghargai<span style="letter-spacing: .3pt;"> </span>dan<span style="letter-spacing: .35pt;"> </span>melibatkan<span style="letter-spacing: .35pt;"> </span>seluruh<span style="letter-spacing: .3pt;"> </span>personil<span style="letter-spacing: .3pt;"> </span>di<span style="mso-font-width: 99%;"> </span>semua<span style="letter-spacing: .45pt;"> </span>tingkatan organisasi.<span style="letter-spacing: .4pt;"> </span>Pengakuan,<span style="mso-font-width: 99%;">
</span>pemberday<span style="letter-spacing: .05pt;">a</span>an,<span style="letter-spacing: 1.9pt;"> </span>se<span style="letter-spacing: -.1pt;">r</span>ta<span style="letter-spacing: 1.95pt;"> </span>peningkatan<span style="mso-font-width: 99%;"> </span>kompetensi<span style="letter-spacing: .95pt;"> </span>akan<span style="letter-spacing: 1.0pt;"> </span>memfasilitasi<span style="letter-spacing: 1.0pt;"> </span>keterlibatan personil dalam<span style="letter-spacing: 1.05pt;"> </span>pencapaian<span style="letter-spacing: 1.1pt;"> </span>sasa<span style="letter-spacing: -.1pt;">r</span>an
mutu<span style="mso-font-width: 99%;"> </span>organisasi. Beberapa<span style="letter-spacing: -.5pt;"> </span>manfaat<span style="letter-spacing: -.5pt;">
</span>utama<span style="letter-spacing: -.5pt;"> keterlibatan personil, </span>adalah:</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: .45pt;"> </span>pemah<span style="letter-spacing: .05pt;">a</span>man<span style="letter-spacing: .45pt;"> </span>akan<span style="letter-spacing: .45pt;"> </span>sasaran<span style="mso-font-width: 99%;"> </span>mutu organisasi<span style="letter-spacing: 2.5pt;"> </span><span style="letter-spacing: -.05pt;">ol</span>eh personil<span style="letter-spacing: 2.55pt;"> </span>dalam<span style="mso-font-width: 99%;"> </span>organisasi
serta<span style="letter-spacing: .4pt;"> </span>meningkatnya<span style="letter-spacing: .45pt;"> </span>motivasi<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: -1.05pt;"> </span>penc<span style="letter-spacing: -.05pt;">a</span>paiannya;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">melibatkan
pelibatan personil dalam kegiatan peningkatan;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya
pengembangan <span style="mso-font-width: 95%;">personil,</span><span style="mso-font-width: 99%;"> </span>inisia<span style="letter-spacing: -.05pt;">t</span>if,<span style="letter-spacing: -.55pt;"> </span>dan<span style="letter-spacing: -.6pt;"> </span>kreatifitas;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.75pt;"> </span>kepuasan<span style="letter-spacing: -.75pt;">
</span>personil;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: .95pt;"> </span>kepercayaan<span style="letter-spacing: 1.0pt;"> </span>dan<span style="letter-spacing: 1.0pt;"> </span>kolaborasi<span style="mso-font-width: 99%;"> </span>di<span style="letter-spacing: -.65pt;"> </span>keseluru<span style="letter-spacing: -.05pt;">h</span>an<span style="letter-spacing: -.6pt;"> </span>organis<span style="letter-spacing: -.05pt;">a</span>si;</span></div>
<div class="MsoNormal" style="margin-left: 31.5pt; mso-list: l20 level1 lfo18; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: .55pt;"> </span>perhati<span style="letter-spacing: .05pt;">a</span>n<span style="letter-spacing: .55pt;"> </span>untuk<span style="letter-spacing: .55pt;"> </span>berbagi<span style="letter-spacing: .55pt;"> </span>nilai<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: -.45pt;"> </span>budaya<span style="letter-spacing: -.45pt;">
</span>di<span style="letter-spacing: -.45pt;"> </span>keseluru<span style="letter-spacing: -.05pt;">h</span>an<span style="letter-spacing: -.45pt;"> </span>organis<span style="letter-spacing: -.05pt;">a</span>si.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Tindakan<span style="letter-spacing: -.55pt;"> </span>yang<span style="letter-spacing: -.55pt;"> </span>dilakukan
untuk keterlibatan personil,<span style="letter-spacing: -.5pt;"> </span>termasuk:</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengomun<span style="letter-spacing: .05pt;">i</span>kasikan<span style="letter-spacing: 1.65pt;">
</span>ke personil<span style="letter-spacing: 1.75pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>mendorong pema<span style="letter-spacing: .05pt;">h</span>aman<span style="letter-spacing: 2.3pt;"> </span><span style="letter-spacing: .05pt;">p</span>entingnya<span style="mso-font-width: 99%;">
</span>kontribusi<span style="letter-spacing: -.75pt;"> </span>i<span style="letter-spacing: -.05pt;">n</span>dividual<span style="letter-spacing: -.65pt;">
</span>mereka;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mendorong
kolaborasi di seluruh organisasi;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memfasilitasi<span style="letter-spacing: .2pt;"> </span>disk<span style="letter-spacing: -.05pt;">u</span>si<span style="letter-spacing: .2pt;"> </span>t<span style="letter-spacing: -.05pt;">e</span>rbuka<span style="letter-spacing: .25pt;"> </span>serta<span style="letter-spacing: .15pt;"> </span>saling<span style="mso-font-width: 99%;"> </span>berbagi<span style="letter-spacing: -.65pt;"> </span>pe<span style="letter-spacing: -.05pt;">n</span>getahuan<span style="letter-spacing: -.6pt;">
</span>d<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.6pt;"> </span>pengalaman;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memberd<span style="letter-spacing: .05pt;">a</span>yakan personil<span style="letter-spacing: 1.9pt;"> </span>untuk<span style="letter-spacing: 1.9pt;"> </span>me<span style="letter-spacing: -.05pt;">n</span>entukan<span style="mso-font-width: 99%;"> </span>hambatan<span style="letter-spacing: 1.7pt;"> </span><span style="letter-spacing: .05pt;">k</span>inerja<span style="letter-spacing: 1.7pt;"> </span>serta<span style="letter-spacing: 1.7pt;"> </span>meng<span style="letter-spacing: .05pt;">a</span>mbil<span style="letter-spacing: 1.7pt;"> </span>inisiatif<span style="mso-font-width: 99%;"> </span>tanpa<span style="letter-spacing: -.4pt;"> </span>rasa<span style="letter-spacing: -.4pt;"> </span><span style="letter-spacing: -.05pt;">t</span>akut;</span></div>
<div class="MsoNormal" style="margin-left: 31.5pt; mso-list: l10 level1 lfo19; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengenali<span style="letter-spacing: 2.3pt;"> </span>dan<span style="letter-spacing: 2.35pt;"> </span>mengakui<span style="letter-spacing: 2.4pt;"> </span>akan<span style="letter-spacing: 2.35pt;"> </span>k<span style="letter-spacing: -.05pt;">o</span>ntribusi,<span style="mso-font-width: 99%;"> </span>pembelajaran,<span style="letter-spacing: -.5pt;"> </span>dan<span style="letter-spacing: -.5pt;"> </span>peni<span style="letter-spacing: -.05pt;">n</span>gkatan<span style="letter-spacing: -.5pt;"> </span>dari personil;</span></div>
<div class="MsoNormal" style="margin-left: 31.5pt; mso-list: l10 level1 lfo19; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memberi<span style="letter-spacing: 1.9pt;"> </span><span style="letter-spacing: .05pt;">k</span>esempatan<span style="letter-spacing: 1.95pt;"> </span>evaluasi<span style="letter-spacing: 1.95pt;">
</span>mandiri<span style="mso-font-width: 99%;"> </span>kinerja<span style="letter-spacing: -.55pt;"> </span>terh<span style="letter-spacing: -.05pt;">a</span>dap<span style="letter-spacing: -.5pt;"> </span>sasaran<span style="letter-spacing: -.6pt;">
</span>personil;</span></div>
<div class="MsoNormal" style="margin-left: 31.5pt; mso-list: l10 level1 lfo19; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">melakukan<span style="letter-spacing: .5pt;"> </span>survei<span style="letter-spacing: .55pt;"> </span>penilaian<span style="letter-spacing: .45pt;"> </span>kepuas<span style="letter-spacing: -.05pt;">a</span>n
personil,<span style="letter-spacing: 2.1pt;"> </span>mengomunikasikan<span style="letter-spacing: 2.15pt;"> </span>hasilnya,<span style="letter-spacing: 2.1pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>mengambil<span style="letter-spacing: -.55pt;"> </span><span style="letter-spacing: .05pt;">t</span>indakan<span style="letter-spacing: -.5pt;"> </span>yang<span style="letter-spacing: -.5pt;"> </span>sesuai</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">d)<span style="mso-tab-count: 1;"> </span>Pendekatan proses</span></b></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Sehubungan dengan sistem
manajemen mutu laboratorium terdiri<span style="letter-spacing: 1.85pt;"> </span>dari<span style="letter-spacing: 1.85pt;"> </span>pr<span style="letter-spacing: -.05pt;">o</span>s<span style="letter-spacing: -.05pt;">e</span>s<span style="letter-spacing: 1.85pt;"> </span>yang<span style="letter-spacing: 1.9pt;"> </span>saling<span style="letter-spacing: 1.85pt;">
</span>terkait, maka<span style="mso-font-width: 99%;"> me</span>mah<span style="letter-spacing: .05pt;">a</span>mi<span style="letter-spacing: 1.2pt;"> </span>hasil
penerapan<span style="letter-spacing: 1.65pt;"> </span>sistem m<span style="letter-spacing: .05pt;">e</span>m<span style="letter-spacing: .05pt;">u</span>ngkinkan<span style="letter-spacing: 1.7pt;"> </span><span style="letter-spacing: -.05pt;">o</span>rganisasi<span style="mso-font-width: 99%;"> </span>mengoptim<span style="letter-spacing: .05pt;">a</span>lkan<span style="letter-spacing: -.65pt;"> </span>sistem<span style="letter-spacing: -.6pt;">
</span>dan<span style="letter-spacing: -.6pt;"> </span>kinerja<span style="letter-spacing: -.05pt;">ny</span>a. Hasil<span style="letter-spacing: 2.95pt;"> </span>yang<span style="letter-spacing: 3.0pt;"> </span>konsis<span style="letter-spacing: -.05pt;">t</span>en<span style="letter-spacing: 2.95pt;"> </span>dapat<span style="mso-font-width: 99%;"> </span>diperkirakan<span style="letter-spacing: 1.6pt;"> </span>tercapai<span style="letter-spacing: 1.65pt;"> </span>lebih<span style="letter-spacing: 1.7pt;"> </span>efektif<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: 1.1pt;"> </span>efisien bila<span style="letter-spacing: 1.1pt;"> </span>k<span style="letter-spacing: -.05pt;">e</span>giatan<span style="letter-spacing: 1.1pt;"> </span>dip<span style="letter-spacing: -.05pt;">a</span>hami<span style="letter-spacing: 1.1pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>dikelola<span style="letter-spacing: 2.5pt;"> </span>se<span style="letter-spacing: -.05pt;">b</span>agai<span style="letter-spacing: 2.55pt;"> </span>proses<span style="letter-spacing: 2.55pt;">
</span>saling<span style="letter-spacing: 2.5pt;"> </span>terkait<span style="letter-spacing: 2.55pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>berfungsi<span style="letter-spacing: -.55pt;"> </span>s<span style="letter-spacing: -.05pt;">e</span>bagai<span style="letter-spacing: -.55pt;"> </span>sist<span style="letter-spacing: -.05pt;">e</span>m<span style="letter-spacing: -.55pt;"> </span>koheren. Beberapa<span style="letter-spacing: -.5pt;"> </span>manfaat<span style="letter-spacing: -.5pt;"> </span>utama<span style="letter-spacing: -.5pt;"> pendekatan proses</span><span style="letter-spacing: -.55pt;"> </span>adalah:</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatkan<span style="letter-spacing: .95pt;"> </span>kemampuan agar<span style="letter-spacing: 1.0pt;"> </span>fok<span style="letter-spacing: -.05pt;">u</span>s<span style="mso-font-width: 99%;"> </span>pa<span style="letter-spacing: .05pt;">d</span>a<span style="letter-spacing: 2.25pt;"> </span>proses inti dan<span style="letter-spacing: 2.2pt;"> </span>peluang<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: -.9pt;"> </span>peni<span style="letter-spacing: -.05pt;">n</span>gkatan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l18 level1 lfo20; punctuation-wrap: simple; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">hasil<span style="letter-spacing: 1.15pt;"> </span>yang<span style="letter-spacing: 1.2pt;"> </span>konsisten
dan dapat<span style="letter-spacing: 1.2pt;"> </span>di<span style="letter-spacing: -.05pt;">p</span>rediksi<span style="mso-font-width: 99%;"> </span>melalui sistem<span style="letter-spacing: 2.35pt;"> </span>yang<span style="letter-spacing: 2.4pt;"> </span>prosesnya<span style="mso-font-width: 99%;"> </span>diselarask<span style="letter-spacing: -.05pt;">a</span>n;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l18 level1 lfo20; punctuation-wrap: simple; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengoptim<span style="letter-spacing: .05pt;">a</span>lkan<span style="letter-spacing: 1.8pt;"> </span>kinerja<span style="letter-spacing: 1.8pt;"> </span>melalui<span style="mso-font-width: 99%;"> </span>manajemen
proses<span style="letter-spacing: .65pt;"> </span>yang<span style="letter-spacing: .65pt;"> </span>efektif,<span style="mso-font-width: 99%;"> </span>penggunaan<span style="letter-spacing: 1.9pt;"> </span>sumber<span style="letter-spacing: 1.95pt;">
</span>daya<span style="letter-spacing: 1.9pt;"> </span>yang<span style="letter-spacing: 2.0pt;"> </span>efisie<span style="letter-spacing: -.05pt;">n</span>,<span style="mso-font-width: 99%;"> </span>serta<span style="letter-spacing: -.7pt;"> </span>peng<span style="letter-spacing: -.05pt;">u</span>rangan<span style="letter-spacing: -.65pt;">
</span>hambatan<span style="letter-spacing: -.65pt;"> </span>lintas<span style="letter-spacing: -.1pt;">-</span>fungsi;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memberi<span style="letter-spacing: 1.75pt;"> </span><span style="letter-spacing: .05pt;">k</span>esempatan<span style="letter-spacing: 1.75pt;"> </span>organisasi<span style="letter-spacing: 1.7pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>dapat<span style="letter-spacing: 1.9pt;"> </span>meyakinkan<span style="letter-spacing: 1.9pt;"> </span>pi<span style="letter-spacing: -.05pt;">h</span>ak<span style="letter-spacing: 1.9pt;"> </span>berkep<span style="letter-spacing: -.05pt;">e</span>ntingan<span style="mso-font-width: 99%;"> </span>akan<span style="letter-spacing: -.5pt;"> </span>konsis<span style="letter-spacing: -.05pt;">t</span>ensi,<span style="letter-spacing: -.5pt;"> </span>keef<span style="letter-spacing: -.05pt;">ek</span>tifan<span style="letter-spacing: -.5pt;">
</span>dan<span style="letter-spacing: -.5pt;"> </span>efisiensi</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Tindakan<span style="letter-spacing: -.55pt;"> </span>yang<span style="letter-spacing: -.55pt;">
dilakukan, meliputi</span>:</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menetapkan<span style="letter-spacing: 1.95pt;"> </span>sasaran<span style="letter-spacing: 1.85pt;">
</span>dari<span style="letter-spacing: 1.95pt;"> </span>sis<span style="letter-spacing: -.05pt;">t</span>em<span style="letter-spacing: 1.95pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>proses<span style="letter-spacing: -.5pt;"> </span>yang<span style="letter-spacing: -.45pt;"> </span>perlu<span style="letter-spacing: -.45pt;">
</span>untuk<span style="letter-spacing: -.55pt;"> </span>pencapaia<span style="letter-spacing: -.05pt;">n</span>nya;</span></div>
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<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menetapkan<span style="letter-spacing: -.15pt;"> </span>kewenang<span style="letter-spacing: -.05pt;">a</span>n,<span style="letter-spacing: -.1pt;"> </span>tanggung<span style="letter-spacing: -.15pt;">
</span>jawab,<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: -.5pt;"> </span>akunta<span style="letter-spacing: -.05pt;">b</span>ilitas<span style="letter-spacing: -.5pt;"> </span>un<span style="letter-spacing: -.05pt;">t</span>uk<span style="letter-spacing: -.5pt;"> </span>mengelola<span style="letter-spacing: -.5pt;">
</span>proses;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l22 level1 lfo21; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memah<span style="letter-spacing: .05pt;">a</span>mi<span style="letter-spacing: .55pt;"> </span>kemamp<span style="letter-spacing: .05pt;">u</span>an<span style="letter-spacing: .45pt;"> </span>organisasi<span style="letter-spacing: .5pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>menentukan
hambatan<span style="letter-spacing: 1.95pt;"> </span>sumber<span style="letter-spacing: 2.0pt;"> </span>daya<span style="mso-font-width: 99%;"> </span>sebelum<span style="letter-spacing: -1.2pt;"> </span>m<span style="letter-spacing: .05pt;">e</span>lakukannya;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l22 level1 lfo21; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menetapkan<span style="letter-spacing: 1.5pt;"> </span>saling<span style="letter-spacing: 1.5pt;"> </span>ket<span style="letter-spacing: -.05pt;">e</span>rgantungan<span style="letter-spacing: 1.45pt;"> </span>proses<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: 1.1pt;"> </span>meng<span style="letter-spacing: .05pt;">a</span>nalisa<span style="letter-spacing: 1.1pt;"> </span>dampak<span style="letter-spacing: 1.15pt;">
</span>modifik<span style="letter-spacing: -.05pt;">a</span>si<span style="letter-spacing: 1.1pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>proses
individual,<span style="letter-spacing: 1.1pt;"> </span>pada<span style="letter-spacing: 1.1pt;"> </span>sistem<span style="letter-spacing: 1.15pt;">
</span>secara<span style="mso-font-width: 99%;"> </span>keseluruha<span style="letter-spacing: -.05pt;">n</span>;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l22 level1 lfo21; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengelola<span style="letter-spacing: .5pt;"> </span>berbagai<span style="letter-spacing: .55pt;">
</span><span style="letter-spacing: -.05pt;">p</span>roses<span style="letter-spacing: .55pt;"> </span>dan<span style="letter-spacing: .45pt;"> </span>saling<span style="mso-font-width: 99%;"> </span>keterkaitan<span style="letter-spacing: -.05pt;">n</span>ya<span style="letter-spacing: 2.3pt;"> </span>seba<span style="letter-spacing: .05pt;">g</span>ai<span style="letter-spacing: 2.3pt;"> </span>sistem<span style="letter-spacing: 2.35pt;">
</span>untuk<span style="mso-font-width: 99%;"> </span>mencapai<span style="letter-spacing: 1.4pt;"> </span>sasaran<span style="letter-spacing: 1.4pt;">
</span>mutu<span style="letter-spacing: 1.45pt;"> </span>organisasi<span style="letter-spacing: 1.4pt;"> </span>secara<span style="mso-font-width: 99%;"> </span>efektif<span style="letter-spacing: -.45pt;"> </span>dan<span style="letter-spacing: -.4pt;"> </span><span style="letter-spacing: -.05pt;">e</span>fisien;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l22 level1 lfo21; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memastikan<span style="letter-spacing: 1.05pt;"> </span>ketersedi<span style="letter-spacing: -.05pt;">a</span>an<span style="letter-spacing: 1.1pt;"> </span>informasi<span style="letter-spacing: 1.05pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>perlu
un<span style="letter-spacing: -.05pt;">t</span>uk<span style="letter-spacing: 2.05pt;"> </span>mengoperasikan<span style="letter-spacing: 2.05pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>memperbai<span style="letter-spacing: .05pt;">k</span>i<span style="letter-spacing: 2.4pt;"> </span>proses,<span style="letter-spacing: 2.3pt;">
</span>serta<span style="letter-spacing: 2.4pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>memantau, me<span style="letter-spacing: .05pt;">n</span>ganalisa,<span style="letter-spacing: .05pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>mengevalu<span style="letter-spacing: .05pt;">a</span>si<span style="letter-spacing: -.65pt;"> </span>kine<span style="letter-spacing: -.1pt;">r</span>ja<span style="letter-spacing: -.65pt;"> </span>k<span style="letter-spacing: -.05pt;">e</span>seluruhan<span style="letter-spacing: -.65pt;"> </span>sistem;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l22 level1 lfo21; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengelola<span style="letter-spacing: -.3pt;"> </span>risiko<span style="letter-spacing: -.3pt;"> </span>yang<span style="letter-spacing: -.25pt;"> </span>dapat<span style="letter-spacing: -.3pt;"> </span>memp<span style="letter-spacing: .05pt;">e</span>ngaruhi<span style="mso-font-width: 99%;"> </span>keluaran<span style="letter-spacing: 2.95pt;"> </span><span style="letter-spacing: -.05pt;">p</span>roses<span style="letter-spacing: 3.0pt;"> </span>dan<span style="letter-spacing: 2.95pt;"> </span>hasil<span style="letter-spacing: 3.0pt;"> </span>keseluruhan<span style="mso-font-width: 99%;"> sistem manajemen mutu</span><span style="letter-spacing: -.05pt;">.</span></span></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">e)<span style="mso-tab-count: 1;"> </span>Peningkatan</span></b></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Organisasi<span style="mso-tab-count: 1;"> </span>yang sukses memiliki<span style="mso-tab-count: 1;"> </span><span style="mso-font-width: 95%;">f<span style="letter-spacing: -.05pt;">o</span>kus</span><span style="mso-font-width: 99%;"> </span>berkelanjut<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: -.8pt;"> </span>pada<span style="letter-spacing: -.75pt;"> </span>peningkatan.
Peningkatan<span style="letter-spacing: 2.95pt;"> </span>penting<span style="letter-spacing: 3.0pt;"> </span>bagi<span style="letter-spacing: 3.0pt;"> </span>organisasi<span style="letter-spacing: 3.0pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>memelihara<span style="letter-spacing: -.25pt;"> </span>tingkat<span style="letter-spacing: -.2pt;">
</span>kine<span style="letter-spacing: -.1pt;">r</span>ja<span style="letter-spacing: -.2pt;"> </span>saat<span style="letter-spacing: -.25pt;"> </span>ini,<span style="letter-spacing: -.25pt;"> </span><span style="letter-spacing: -.05pt;">d</span>an<span style="letter-spacing: -.2pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>bereaksi<span style="letter-spacing: -.15pt;"> </span>te<span style="letter-spacing: -.1pt;">r</span>hadap<span style="letter-spacing: -.15pt;"> </span>per<span style="letter-spacing: -.05pt;">u</span>bahan<span style="letter-spacing: -.15pt;"> </span>kondisi<span style="letter-spacing: -.15pt;">
</span>intern<span style="letter-spacing: -.05pt;">a</span>l<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: .75pt;"> </span>ekste<span style="letter-spacing: -.1pt;">r</span>nal,<span style="letter-spacing: .75pt;"> </span>serta<span style="letter-spacing: .7pt;"> </span>menciptak<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: .75pt;"> </span>peluang<span style="mso-font-width: 99%;"> </span>baru.
Beberapa<span style="letter-spacing: -.5pt;"> </span>manfaat<span style="letter-spacing: -.5pt;"> </span>utama prinsip peningkatan<span style="letter-spacing: -.5pt;">, meliputi</span>:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l15 level1 lfo22; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: 1.65pt;"> </span>kinerja<span style="letter-spacing: 1.7pt;">
</span>proses,<span style="letter-spacing: 1.65pt;"> </span>k<span style="letter-spacing: -.05pt;">a</span>pabilitas<span style="mso-font-width: 99%;"> </span>organisasi,<span style="letter-spacing: -.75pt;"> </span>serta<span style="letter-spacing: -.6pt;"> </span>kepu<span style="letter-spacing: -.05pt;">a</span>san<span style="letter-spacing: -.6pt;"> </span>pelang<span style="letter-spacing: -.05pt;">g</span>an;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l15 level1 lfo22; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: .7pt;"> </span>fokus<span style="letter-spacing: .7pt;"> </span>investigasi<span style="letter-spacing: .75pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>menentukan
akar penyebab<span style="letter-spacing: .1pt;"> </span>diikuti <span style="letter-spacing: -.05pt;">t</span>indakan<span style="mso-font-width: 99%;"> </span>pencegaha<span style="letter-spacing: -.05pt;">n</span>,<span style="letter-spacing: -.55pt;"> </span>dan<span style="letter-spacing: -.55pt;"> </span>tindakan<span style="letter-spacing: -.55pt;">
</span>perbaikan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l15 level1 lfo22; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: 1.9pt;"> </span>kem<span style="letter-spacing: .05pt;">a</span>m<span style="letter-spacing: .05pt;">p</span>uan<span style="letter-spacing: 1.95pt;"> </span>meng<span style="letter-spacing: .05pt;">a</span>ntisipasi<span style="mso-font-width: 99%;">
</span>dan<span style="letter-spacing: .9pt;"> </span>bereaksi<span style="letter-spacing: .9pt;"> </span>pada<span style="letter-spacing: .9pt;"> </span>r<span style="letter-spacing: -.05pt;">e</span>siko<span style="letter-spacing: .95pt;"> </span>serta<span style="letter-spacing: .85pt;"> </span>peluang<span style="mso-font-width: 99%;"> </span>internal<span style="letter-spacing: -.55pt;"> </span>dan<span style="letter-spacing: -.55pt;"> </span>eksternal;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l15 level1 lfo22; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mendorong<span style="letter-spacing: .05pt;"> </span>pertimbangan<span style="letter-spacing: .1pt;"> </span>peningka<span style="letter-spacing: -.05pt;">t</span>an<span style="letter-spacing: .05pt;"> </span>baik<span style="mso-font-width: 99%;"> </span>secara<span style="letter-spacing: -.6pt;"> </span>bert<span style="letter-spacing: -.05pt;">a</span>hap<span style="letter-spacing: -.55pt;"> </span>maupun<span style="letter-spacing: -.55pt;">
</span>terobosan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l15 level1 lfo22; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: 1.9pt;"> </span>penggunaan<span style="letter-spacing: 1.95pt;"> </span>pembelajaran<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: -.9pt;"> </span>peni<span style="letter-spacing: -.05pt;">n</span>gkatan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l15 level1 lfo22; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.65pt;"> </span>dorongan<span style="letter-spacing: -.65pt;">
</span>untuk<span style="letter-spacing: -.65pt;"> </span>beri<span style="letter-spacing: -.05pt;">n</span>ovasi.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.7pt; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Beberapa tindakan<span style="letter-spacing: -.55pt;"> </span>yang<span style="letter-spacing: -.55pt;"> dilakukan</span><span style="letter-spacing: -.5pt;"> </span>termasuk:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l6 level1 lfo23; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mempr<span style="letter-spacing: .05pt;">o</span>mo<span style="letter-spacing: .05pt;">s</span>ikan<span style="letter-spacing: .4pt;"> </span>pene<span style="letter-spacing: -.05pt;">t</span>apan<span style="letter-spacing: .4pt;"> </span>peningkatan<span style="mso-font-width: 99%;"> </span>sasaran<span style="letter-spacing: -.5pt;"> </span>di<span style="letter-spacing: -.5pt;"> </span>seluruh<span style="letter-spacing: -.45pt;">
</span>tingkatan<span style="letter-spacing: -.45pt;"> </span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l6 level1 lfo23; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mendidik<span style="letter-spacing: 2.2pt;"> </span>dan<span style="letter-spacing: 2.25pt;"> </span>melatih<span style="letter-spacing: 2.2pt;"> </span>personil<span style="letter-spacing: 2.25pt;">
</span>di<span style="letter-spacing: 2.25pt;"> </span>seluruh<span style="mso-font-width: 99%;"> </span>tingkatan<span style="letter-spacing: 2.7pt;">
</span><span style="letter-spacing: -.05pt;">o</span>rganisasi<span style="letter-spacing: 2.75pt;"> </span><span style="letter-spacing: -.1pt;">t</span>entang<span style="letter-spacing: 2.7pt;"> </span>bagaimana<span style="mso-font-width: 99%;">
</span>memakai<span style="letter-spacing: 1.0pt;"> </span>peralatan<span style="letter-spacing: 1.0pt;"> </span>dasar<span style="letter-spacing: 1.0pt;"> </span>serta<span style="letter-spacing: 1.0pt;"> </span>metodologi<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: -.6pt;"> </span>mencapai<span style="letter-spacing: -.6pt;"> </span>penin<span style="letter-spacing: -.05pt;">g</span>katan<span style="letter-spacing: -.6pt;"> </span>sasa<span style="letter-spacing: -.1pt;">r</span>an;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l6 level1 lfo23; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memastikan<span style="letter-spacing: 2.1pt;"> </span>personil<span style="letter-spacing: 2.15pt;">
</span>berkompeten<span style="letter-spacing: 2.15pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>mempr<span style="letter-spacing: .05pt;">o</span>mo<span style="letter-spacing: .05pt;">s</span>ikan<span style="letter-spacing: 1.35pt;"> </span>ser<span style="letter-spacing: -.05pt;">t</span>a<span style="letter-spacing: 1.35pt;"> </span>menye<span style="letter-spacing: .05pt;">l</span>esaikan<span style="mso-font-width: 99%;"> </span>proyek<span style="letter-spacing: -.6pt;"> </span>peningkatan<span style="letter-spacing: -.55pt;"> </span>de<span style="letter-spacing: -.05pt;">n</span>gan<span style="letter-spacing: -.55pt;"> </span>suks<span style="letter-spacing: -.05pt;">e</span>s;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l6 level1 lfo23; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">membangun<span style="letter-spacing: 1.95pt;"> </span>dan<span style="letter-spacing: 1.95pt;"> </span>menyebarkan<span style="letter-spacing: 1.95pt;"> </span>proses<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: 2.65pt;"> </span>menerapkan<span style="letter-spacing: 2.65pt;"> </span>proyek<span style="letter-spacing: 2.7pt;"> </span>penin<span style="letter-spacing: -.05pt;">g</span>katan<span style="letter-spacing: 2.65pt;">
</span>di<span style="mso-font-width: 99%;"> </span>seluruh<span style="letter-spacing: -.9pt;"> </span>org<span style="letter-spacing: -.05pt;">a</span>nisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l6 level1 lfo23; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menelusuri,<span style="letter-spacing: 1.5pt;"> </span>meninjau,<span style="letter-spacing: 1.55pt;">
</span>serta<span style="letter-spacing: 1.55pt;"> </span>mengaudit<span style="mso-font-width: 99%;"> </span>perencana<span style="letter-spacing: -.05pt;">a</span>n,<span style="letter-spacing: 1.6pt;"> </span>penera<span style="letter-spacing: -.05pt;">p</span>an,<span style="letter-spacing: 1.65pt;"> </span>penyelesaian,<span style="mso-font-width: 99%;"> </span>dan<span style="letter-spacing: -.5pt;"> </span>hasil<span style="letter-spacing: -.45pt;"> </span>p<span style="letter-spacing: -.1pt;">r</span>oyek<span style="letter-spacing: -.45pt;"> </span>peningkatan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l6 level1 lfo23; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengintegrasikan<span style="letter-spacing: .45pt;"> </span>pertimbangan<span style="mso-font-width: 99%;"> </span>peningkatan<span style="letter-spacing: -.05pt;"> </span>ke dalam<span style="letter-spacing: .05pt;"> </span>pengembangan baru<span style="mso-font-width: 99%;"> </span>atau<span style="letter-spacing: 2.35pt;"> </span>modifikasi<span style="letter-spacing: 2.4pt;"> </span>prod<span style="letter-spacing: -.05pt;">u</span>k<span style="letter-spacing: 2.35pt;"> </span>dan<span style="letter-spacing: 2.4pt;"> </span>jasa,<span style="letter-spacing: 2.4pt;"> </span>serta<span style="mso-font-width: 99%;"> </span>proses;</span></div>
<div class="MsoNormal" style="margin-left: 31.5pt; mso-list: l6 level1 lfo23; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengenali<span style="letter-spacing: -.6pt;"> </span>dan<span style="letter-spacing: -.6pt;"> </span>mengakui<span style="letter-spacing: -.6pt;"> </span>peningkat<span style="letter-spacing: -.05pt;">a</span>n</span></div>
<h2 style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: .05pt; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; tab-stops: .25in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-style: normal;"> </span></h2>
<h2 style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: .05pt; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; tab-stops: .25in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-style: normal;">f)
<span style="mso-tab-count: 1;"> </span>Pen<span style="letter-spacing: -.05pt;">g</span>ambilan<span style="letter-spacing: 2.15pt;"> </span>keputusan<span style="mso-font-width: 99%;"> </span>berdasarkan<span style="letter-spacing: -.95pt;"> </span>bukti</span><span style="font-family: "calibri" , "sans-serif"; font-size: 12.0pt; font-style: normal; font-weight: normal;"></span></h2>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Fakta,<span style="letter-spacing: 1.1pt;"> </span>bukti, dan analisis<span style="letter-spacing: 1.1pt;"> </span>da<span style="letter-spacing: -.05pt;">t</span>a<span style="mso-font-width: 99%;"> dapat menyebabkan </span>objek<span style="letter-spacing: -.05pt;">t</span>ifitas<span style="letter-spacing: 3.0pt;">
</span>dan<span style="letter-spacing: 3.0pt;"> </span>keyakinan<span style="mso-font-width: 99%;"> </span>yang<span style="letter-spacing: -.45pt;"> </span>lebih<span style="letter-spacing: -.4pt;"> </span>besar<span style="letter-spacing: -.4pt;"> </span>dalam<span style="letter-spacing: -.4pt;"> </span>membuat<span style="letter-spacing: -.4pt;">
suatu </span>k<span style="letter-spacing: .05pt;">e</span>putusan. Sehubungan
dengan hal tersebut, apapun keputusan yang dibuat oleh organisasi didasarkan<span style="letter-spacing: .8pt;"> </span>pada<span style="letter-spacing: .85pt;"> </span>analisis<span style="letter-spacing: .85pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>evaluasi<span style="letter-spacing: 1.1pt;"> </span>data<span style="letter-spacing: 1.15pt;"> </span>ser<span style="letter-spacing: -.05pt;">t</span>a<span style="letter-spacing: 1.1pt;"> </span>informasi
yang tersedia sehingga lebih<span style="mso-font-width: 99%;"> </span>memungki<span style="letter-spacing: .05pt;">n</span>kan untuk hasil<span style="mso-font-width: 99%;"> </span>yang<span style="letter-spacing: -.85pt;"> </span>diharapkan.
Pengambilan<span style="letter-spacing: 1.2pt;"> </span>keputus<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: 1.2pt;"> </span>merupakan<span style="mso-font-width: 99%;"> </span>suatu<span style="letter-spacing: 1.25pt;"> </span>pr<span style="letter-spacing: -.05pt;">o</span>ses yang kompleks<span style="letter-spacing: 1.3pt;"> </span>d<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: 1.2pt;"> </span>melibatkan<span style="letter-spacing: 1.95pt;"> </span>berbagai<span style="letter-spacing: 1.95pt;"> </span>sumber<span style="letter-spacing: 1.35pt;"> </span>masukan.<span style="mso-font-width: 99%;">
Karena itu, merupakan hal </span>penting untuk<span style="letter-spacing: .95pt;">
</span>mema<span style="letter-spacing: .05pt;">h</span>ami hubungan sebab<span style="letter-spacing: .9pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>akibat<span style="letter-spacing: 1.3pt;"> </span>serta<span style="letter-spacing: 1.25pt;"> </span>potensi<span style="letter-spacing: 1.3pt;"> </span>k<span style="letter-spacing: -.05pt;">o</span>nsekuensi<span style="letter-spacing: 1.3pt;"> </span><span style="letter-spacing: -.1pt;">y</span>ang<span style="letter-spacing: 1.3pt;"> </span>tidak<span style="mso-font-width: 99%;"> </span>diinginkan.<span style="letter-spacing: .95pt;"> </span>Beberapa<span style="letter-spacing: -.5pt;">
</span>manfaat<span style="letter-spacing: -.5pt;"> </span>utama<span style="letter-spacing: -.5pt;"> dalam pengambilan keputusan berdasarkan bukti,
antara lain</span>:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l12 level1 lfo24; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatkan<span style="letter-spacing: .9pt;"> </span>proses<span style="letter-spacing: .95pt;"> </span>untuk<span style="letter-spacing: .9pt;"> </span>mengambil<span style="mso-font-width: 99%;"> </span>keputusan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .1pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l12 level1 lfo24; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatkan<span style="letter-spacing: 1.0pt;"> </span>penilaian<span style="letter-spacing: .9pt;">
</span>kinerja<span style="letter-spacing: .9pt;"> </span>pr<span style="letter-spacing: -.05pt;">o</span>ses<span style="letter-spacing: 1.0pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>kemampuan<span style="letter-spacing: -.8pt;">
</span>pencapaian<span style="letter-spacing: -.8pt;"> </span>sasaran;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l12 level1 lfo24; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatkan<span style="letter-spacing: 1.65pt;"> </span>keefek<span style="letter-spacing: -.05pt;">t</span>ifan<span style="letter-spacing: 1.7pt;"> </span>dan<span style="letter-spacing: 1.7pt;"> </span>efisiensi<span style="mso-font-width: 99%;"> </span>operasional;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l12 level1 lfo24; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatkan<span style="letter-spacing: 2.55pt;"> </span>kem<span style="letter-spacing: .05pt;">a</span>mpuan<span style="letter-spacing: 2.6pt;"> </span>meninjau,<span style="mso-font-width: 99%;">
</span>mendebat, dan<span style="letter-spacing: .55pt;"> </span>merubah<span style="letter-spacing: .6pt;"> </span>opini<span style="letter-spacing: .6pt;"> </span>serta<span style="mso-font-width: 99%;"> </span>keputusan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l12 level1 lfo24; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatkan<span style="letter-spacing: 1.3pt;"> </span>kemampuan<span style="mso-font-width: 99%;">
</span>mempertun<span style="letter-spacing: .05pt;">j</span>ukkan<span style="letter-spacing: 1.3pt;"> </span>ke<span style="letter-spacing: -.05pt;">e</span>fektifan<span style="letter-spacing: 1.35pt;"> </span>k<span style="letter-spacing: -.05pt;">e</span>putusan<span style="mso-font-width: 99%;"> </span>yang<span style="letter-spacing: -.35pt;"> </span>diamb<span style="letter-spacing: .05pt;">i</span>l<span style="letter-spacing: -.35pt;"> </span>saat<span style="letter-spacing: -.3pt;"> </span>lalu.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Tindakan<span style="letter-spacing: -.55pt;"> </span>yang dilakukan untuk pengambilan
keputusan berdasarkan bukti,<span style="letter-spacing: -.5pt;"> </span>termasuk:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l7 level1 lfo25; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menentukan,<span style="letter-spacing: 2.1pt;"> </span>mengukur,<span style="letter-spacing: 2.15pt;">
</span>dan<span style="letter-spacing: 2.15pt;"> </span>meninjau<span style="mso-font-width: 99%;"> </span>indikator kunci<span style="letter-spacing: 1.85pt;"> </span>guna<span style="letter-spacing: 1.8pt;"> </span>menunjukkan<span style="mso-font-width: 99%;"> </span>kinerja<span style="letter-spacing: -.9pt;"> </span>org<span style="letter-spacing: -.05pt;">a</span>nisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l7 level1 lfo25; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">membuat<span style="letter-spacing: 2.45pt;"> </span><span style="letter-spacing: .05pt;">s</span>emua<span style="letter-spacing: 2.5pt;"> </span>data<span style="letter-spacing: 2.5pt;"> </span>yang<span style="letter-spacing: 2.45pt;"> </span>dibutuhkan<span style="mso-font-width: 99%;"> </span>tersedia<span style="letter-spacing: -.4pt;"> </span>ba<span style="letter-spacing: -.05pt;">g</span>i<span style="letter-spacing: -.4pt;"> </span>personil<span style="letter-spacing: -.35pt;"> </span>yang<span style="letter-spacing: -.4pt;"> </span>relevan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l7 level1 lfo25; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memastikan<span style="letter-spacing: .8pt;"> </span>data<span style="letter-spacing: .8pt;"> </span>dan<span style="letter-spacing: .8pt;"> </span>informasi<span style="letter-spacing: .8pt;">
</span>akurasinya<span style="mso-font-width: 99%;"> </span>mencukupi,<span style="letter-spacing: -.6pt;"> </span>dipercaya,<span style="letter-spacing: -.5pt;"> </span>dan<span style="letter-spacing: -.55pt;"> </span>aman;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l7 level1 lfo25; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menganalisis,<span style="letter-spacing: .6pt;"> m</span>e<span style="letter-spacing: .05pt;">n</span>gevaluasi<span style="letter-spacing: .6pt;"> </span>data<span style="letter-spacing: .65pt;"> dan</span><span style="mso-font-width: 99%;"> </span>informasi menggunakan<span style="letter-spacing: .2pt;"> </span>meto<span style="letter-spacing: .05pt;">d</span>e<span style="letter-spacing: .25pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>tepat;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l7 level1 lfo25; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">memastikan
personil yang kompet<span style="letter-spacing: .05pt;">e</span>n<span style="letter-spacing: 1.35pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>menganalisis
dan<span style="letter-spacing: 1.95pt;"> </span>mengevalu<span style="letter-spacing: .05pt;">a</span>si<span style="letter-spacing: 1.95pt;"> </span>data<span style="mso-font-width: 99%;"> </span>sebagaimana<span style="letter-spacing: -1.2pt;">
</span>diperluka<span style="letter-spacing: -.05pt;">n</span>;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l7 level1 lfo25; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">membuat<span style="letter-spacing: 2.45pt;"> </span>keputusan<span style="letter-spacing: 2.25pt;"> </span>dan<span style="letter-spacing: 2.35pt;"> </span>mengambil<span style="mso-font-width: 99%;"> </span>tindakan berdas<span style="letter-spacing: -.05pt;">a</span>rkan<span style="letter-spacing: 1.55pt;"> </span>bukti,<span style="letter-spacing: 1.55pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>diseimbangkan<span style="letter-spacing: 2.5pt;"> </span>dengan<span style="letter-spacing: 2.45pt;">
</span>pengalaman<span style="letter-spacing: 2.55pt;"> </span>serta<span style="mso-font-width: 99%;"> </span>intuisi.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify; text-indent: -.25in;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">g) <span style="mso-tab-count: 1;"> </span>Manajemen
relasi</span></b></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-font-width: 99%; mso-hansi-theme-font: minor-latin;">Dalam
</span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">rangka<span style="letter-spacing: .6pt;"> </span>mengoptimalkan<span style="letter-spacing: .6pt;"> </span>dampak pihak berkepentingan yang
mempengaruhi kinerja<span style="letter-spacing: 1.8pt;"> </span>organisasi dan
untuk<span style="letter-spacing: .2pt;"> mencapai </span>sukses<span style="letter-spacing: .2pt;"> </span>berkelanjutan,<span style="letter-spacing: .25pt;"> maka </span><span style="letter-spacing: -.05pt;">o</span>rganisasi<span style="mso-font-width: 99%;"> harus </span>mengelola<span style="letter-spacing: .8pt;"> </span>hubungan<span style="letter-spacing: .8pt;"> </span>dengan<span style="letter-spacing: .85pt;"> </span>pihak<span style="mso-font-width: 99%;"> </span>berkepenti<span style="letter-spacing: -.05pt;">n</span>gan<span style="letter-spacing: .6pt;"> </span>tersebut,<span style="letter-spacing: .65pt;"> </span>seperti<span style="mso-font-width: 99%;">
pelanggan, regulator, atau </span>penyedia jasa dan perbekalan. Beberapa<span style="letter-spacing: -.5pt;"> manfaat </span>utama<span style="letter-spacing: -.45pt;"> prinsip manajemen relasi, </span><span style="letter-spacing: -.05pt;">a</span>dalah:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l5 level1 lfo26; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -11.6pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: .6pt;"> </span>kinerja<span style="letter-spacing: .6pt;"> </span>organisasi<span style="letter-spacing: .65pt;"> </span>d<span style="letter-spacing: -.05pt;">a</span>n<span style="letter-spacing: .6pt;"> </span>pihak<span style="mso-font-width: 99%;"> </span>berkepenti<span style="letter-spacing: -.05pt;">n</span>gan<span style="letter-spacing: .45pt;"> </span>yang<span style="letter-spacing: .55pt;"> </span>relevan<span style="letter-spacing: .55pt;">
</span>dengan<span style="mso-font-width: 99%;"> </span>menanggapi<span style="letter-spacing: 1.8pt;"> </span>peluang<span style="letter-spacing: 1.85pt;">
</span>dan<span style="letter-spacing: 1.8pt;"> </span>hambat<span style="letter-spacing: .05pt;">a</span>n<span style="letter-spacing: 1.85pt;"> </span>yang<span style="mso-font-width: 99%;"> </span>terkait d<span style="letter-spacing: -.05pt;">e</span>ngan
masing-masing<span style="letter-spacing: 2.05pt;"> </span>pih<span style="letter-spacing: -.05pt;">a</span>k<span style="mso-font-width: 99%;"> </span>berkepenti<span style="letter-spacing: -.05pt;">n</span>gan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .1pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l5 level1 lfo26; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -11.6pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">pemahaman<span style="letter-spacing: 1.35pt;"> </span>bersama<span style="letter-spacing: 1.3pt;">
</span>diantara<span style="letter-spacing: 1.3pt;"> </span>pihak<span style="mso-font-width: 99%;"> </span>berkepenti<span style="letter-spacing: -.05pt;">n</span>gan<span style="letter-spacing: -.45pt;"> </span>akan<span style="letter-spacing: -.45pt;"> </span>s<span style="letter-spacing: -.05pt;">a</span>saran<span style="letter-spacing: -.45pt;">
</span>dan<span style="letter-spacing: -.45pt;"> </span>nilai;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l5 level1 lfo26; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -11.6pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">meningkatnya<span style="letter-spacing: -.35pt;"> </span>kapabilit<span style="letter-spacing: -.05pt;">a</span>s<span style="letter-spacing: -.3pt;"> </span>menciptakan<span style="letter-spacing: -.3pt;"> </span>nilai<span style="mso-font-width: 99%;"> </span>bagi<span style="letter-spacing: .5pt;"> </span>pih<span style="letter-spacing: -.05pt;">a</span>k<span style="letter-spacing: .5pt;"> </span><span style="letter-spacing: -.05pt;">b</span>erkepentin<span style="letter-spacing: -.05pt;">g</span>an<span style="letter-spacing: .55pt;"> </span>dengan<span style="letter-spacing: .45pt;"> </span>berbagi<span style="mso-font-width: 99%;"> </span>sumber
<span style="letter-spacing: .05pt;">d</span>aya<span style="letter-spacing: 1.25pt;">
</span>dan<span style="letter-spacing: 1.35pt;"> </span>kompetensi,<span style="letter-spacing: 1.3pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>mengelola<span style="letter-spacing: -.5pt;"> </span>risiko<span style="letter-spacing: -.45pt;">
</span>berk<span style="letter-spacing: -.05pt;">a</span>i<span style="letter-spacing: -.05pt;">t</span>an<span style="letter-spacing: -.45pt;"> </span>dengan<span style="letter-spacing: -.5pt;"> </span>mutu;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l5 level1 lfo26; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -11.6pt;">
<span style="font-family: "wingdings"; font-size: 11.0pt;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengelola<span style="letter-spacing: 2.3pt;"> </span>dengan<span style="letter-spacing: 2.35pt;">
</span>baik<span style="letter-spacing: 2.35pt;"> </span>rantai<span style="letter-spacing: 2.35pt;"> </span><span style="letter-spacing: -.05pt;">p</span>asokan<span style="mso-font-width: 99%;"> </span>yang<span style="letter-spacing: 1.35pt;"> </span>me<span style="letter-spacing: .05pt;">n</span>yediakan<span style="letter-spacing: 1.35pt;">
</span>ali<span style="letter-spacing: -.1pt;">r</span>an pelayanan jasa<span style="mso-font-width: 99%;"> laboratorium </span>yang<span style="letter-spacing: -.55pt;"> </span>stabil.</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; punctuation-wrap: simple; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Tindakan<span style="letter-spacing: -.55pt;"> </span>yang<span style="letter-spacing: -.55pt;"> </span>dilakukan,
mencakup:</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: .05pt; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l24 level1 lfo27; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengelola<span style="letter-spacing: 1.8pt;"> </span>hubungan yang baik antara pihak<span style="mso-font-width: 99%;"> </span>berkepenti<span style="letter-spacing: -.05pt;">n</span>gan<span style="letter-spacing: 2.1pt;"> </span>dengan<span style="letter-spacing: -.9pt;"> </span>organisasi;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l24 level1 lfo27; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menentukan
dan m<span style="letter-spacing: .05pt;">e</span>mbuat proritas<span style="letter-spacing: .05pt;"> </span>relasi<span style="mso-font-width: 99%;"> </span>dengan<span style="letter-spacing: .2pt;"> </span>pi<span style="letter-spacing: -.05pt;">h</span>ak<span style="letter-spacing: .2pt;"> </span>berkep<span style="letter-spacing: -.05pt;">e</span>ntingan<span style="letter-spacing: .2pt;"> </span>yang<span style="letter-spacing: .25pt;"> </span>perlu<span style="mso-font-width: 99%;"> </span>untuk<span style="letter-spacing: -.7pt;"> </span>dik<span style="letter-spacing: -.05pt;">e</span>lola;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l24 level1 lfo27; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">membangun<span style="letter-spacing: .25pt;"> </span>relasi<span style="letter-spacing: .2pt;"> </span>yang<span style="letter-spacing: .2pt;"> </span>dapat<span style="mso-font-width: 99%;"> </span>menye<span style="letter-spacing: .05pt;">i</span>mb<span style="letter-spacing: .05pt;">a</span>ngkan<span style="letter-spacing: .65pt;"> </span>akan<span style="letter-spacing: .6pt;"> </span>perolehan<span style="letter-spacing: .65pt;"> </span>jangka<span style="mso-font-width: 99%;"> </span>pendek
<span style="letter-spacing: -.05pt;">d</span>engan<span style="letter-spacing: 1.0pt;"> </span>pertimbangan<span style="letter-spacing: 1.0pt;"> </span>jangka<span style="mso-font-width: 99%;"> </span>panjang;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; mso-line-break-override: restrictions; mso-list: l24 level1 lfo27; mso-pagination: none; punctuation-wrap: simple; text-align: justify; text-autospace: none; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengumpu<span style="letter-spacing: .05pt;">l</span>kan<span style="letter-spacing: 2.5pt;"> </span>dan<span style="letter-spacing: 2.5pt;"> </span>membagi<span style="letter-spacing: 2.5pt;">
</span><span style="letter-spacing: .05pt;">i</span>nformasi,<span style="mso-font-width: 99%;"> </span>keahlian,<span style="letter-spacing: 2.95pt;">
</span>serta<span style="mso-spacerun: yes;"> </span>sumber<span style="letter-spacing: 3.05pt;"> </span>daya<span style="letter-spacing: 3.0pt;"> </span>ke<span style="mso-spacerun: yes;"> </span>pihak<span style="mso-font-width: 99%;"> </span>berkepenti<span style="letter-spacing: -.05pt;">n</span>gan<span style="letter-spacing: -1.15pt;"> </span>relevan;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mengukur<span style="letter-spacing: 1.55pt;"> </span>kinerja<span style="letter-spacing: 1.55pt;">
</span>dan<span style="letter-spacing: 1.55pt;"> </span>memberikan<span style="letter-spacing: 1.65pt;"> </span>umpan<span style="mso-font-width: 99%;"> </span>balik
ke<span style="letter-spacing: 1.7pt;"> </span>pihak<span style="letter-spacing: 1.7pt;"> </span>berkep<span style="letter-spacing: -.05pt;">e</span>ntingan<span style="mso-font-width: 99%;"> </span>relevan,<span style="letter-spacing: 2.7pt;"> </span>sebagaimana<span style="letter-spacing: 2.75pt;"> </span>diperluka<span style="letter-spacing: -.05pt;">n</span>,<span style="letter-spacing: 2.7pt;"> </span>untuk<span style="mso-font-width: 99%;"> </span>mendorong<span style="letter-spacing: -.8pt;">
</span>inisiatif<span style="letter-spacing: -.75pt;"> </span><span style="letter-spacing: -.05pt;">p</span>eni<span style="letter-spacing: -.05pt;">n</span>gkatan;</span></div>
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<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">menetapkan<span style="letter-spacing: 2.4pt;"> </span>kegia<span style="letter-spacing: -.05pt;">t</span>an<span style="letter-spacing: 2.35pt;"> </span>kerjasama<span style="mso-font-width: 99%;"> </span>pengembangan<span style="letter-spacing: 1.9pt;"> </span>dan<span style="letter-spacing: 1.9pt;"> </span>p<span style="letter-spacing: -.05pt;">e</span>ningkatan<span style="letter-spacing: 1.95pt;"> </span><span style="letter-spacing: -.05pt;">b</span>ersama<span style="mso-font-width: 99%;"> dengan </span>pihak<span style="letter-spacing: 1.1pt;"> </span>berke<span style="letter-spacing: -.05pt;">p</span>entingan;</span></div>
<div class="MsoBodyText" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-line-break-override: restrictions; mso-list: l24 level1 lfo27; punctuation-wrap: simple; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "wingdings"; mso-ansi-language: IN; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">mendorong<span style="letter-spacing: .2pt;"> </span>dan<span style="letter-spacing: .1pt;"> </span>mengakui<span style="letter-spacing: .05pt;"> </span>peningka<span style="letter-spacing: -.05pt;">t</span>an<span style="letter-spacing: .1pt;"> </span>dan<span style="mso-font-width: 99%;"> </span>pencapaian<span style="letter-spacing: -.45pt;"> yang dilakukan </span>oleh<span style="letter-spacing: -.4pt;"> </span>pihak berkepentingan.</span></div>
<div class="MsoNormal" style="margin-left: 31.5pt; text-align: justify; text-indent: -13.5pt;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Keberhasilan penggunaan
prinsip manajemen oleh suatu organisasi laboratorium akan menghasilkan manfaat
bagi pihak yang berkepentingan seperti perbaikan kinerja, penciptaan nilai dan
peningkatan stabilitas. Hal ini disebabkan pendekatan sistem manajemen mutu
mengajak organisasi laboratorium untuk menganalisis persyaratan pelanggan,
menetapkan proses yang memberi sumbangan bagi pencapaian produk yaitu data
hasil pengujian yang dituangkan dalam sertifikat atau laporan yang diterima
pelanggan dan menjaga proses-proses ini terkendali sebagaimana disyaratkan oleh
ISO/IEC 17025: 2005. Dengan demikian, sistem manajemen mutu dapat meyakinkan
organisasi laboratorium dan pelanggannya bahwa sistem tersebut mampu memberikan
data hasil pengujian yang konsisten memenuhi persyaratan hingga mencapai
kepuasan pelanggan dan melampaui harapan pelanggan.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com0tag:blogger.com,1999:blog-9144324387718019851.post-37303141007329912622016-05-11T10:19:00.001+07:002016-05-11T10:31:23.409+07:00Penentuan Limit Deteksi Metode Pengujian TSS/TDS secara GravimetriDitulis Oleh : cak war | Anwar Hadi<br />
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<b><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Penentuan Limit Deteksi Metode Pengujian TSS/TDS secara Gravimetri</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Penentuan batas deteksi metode pengujian merupakan kemampuan sekaligus
keterbatasan laboratorium dalam menerapkan suatu metode pengujian tertentu pada
kadar rendah metode tersebut. Penentuan batas deteksi bertujuan untuk menghindari
penulisan laporan hasil pengujian tidak terdeteksi (<i style="mso-bidi-font-style: normal;">Not Detectable</i>, <i style="mso-bidi-font-style: normal;">ND</i>) yang
merupakan informasi tidak informatif jika tidak mencantumkan nilai batas
deteksi metode. </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Method Detection Level</span></i><span style="font-family: "calibri" , "sans-serif"; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"> adalah kadar <i style="mso-bidi-font-style: normal;">analyte</i> yang
ditentukan sesuai tahapan metode pengujian secara menyeluruh sehingga
menghasilkan signal dengan probabilitas 99% bahwa signal tersebut berbeda
dengan blanko. Nilai MDL dapat dihitung dengan menggunakan rumus:</span></span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span> </span><br />
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"> MDL = t<sub>(0.01; n-1)</sub>sd</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 40.5pt; mso-add-space: auto; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">dimana: </span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">t<sub>(0.01; n-1)<span style="mso-tab-count: 1;"> </span></sub>=
tabel t dengan tingkat kepercayaan 99% dan derajat kebebasan n-1 </span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: 0.5in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"> sd<span style="mso-tab-count: 1;"> </span>= standar deviasi </span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small; mso-bidi-font-weight: bold;">Minimum pengujian dalam penentuan MDL adalah 7 kali pengulangan dengan
minimum 3 hari yang berbeda, karena itu MDL dapat dinyatakan dengan: </span></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: 0.5in;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">MDL = 3,143sd</span></div>
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<span style="font-size: small; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Pengulangan pengujian dilakukan dalam rentang
waktu minimal 3 hari bertujuan untuk melihat variabilitas hasil pengujian
terhadap waktu serta kondisi akomodasi dan lingkungan yang berbeda. MDL dapat
diterima bila data hasil pengulangan pengujian memenuhi batas keberterimaan
sebagai berikut:</span></div>
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<span style="font-size: small;">1) <span style="mso-tab-count: 1;"></span>simpangan baku relatif yang dinyatakan dalam prosentase (<i style="mso-bidi-font-style: normal;">relative standard deviation, %RSD</i>) yang
merupakan perbandingan antara simpangan baku dengan rerata hasil pengulangan
pengujian harus memenuhi batasan keberterimaan yang disyaratkan oleh metode
pengujian yang sedang diverifikasi;</span></div>
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<span style="font-size: small; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">2) <span style="mso-tab-count: 1;"></span>u</span><span style="font-size: small;">ji perolehan kembali (<i style="mso-bidi-font-style: normal;">recovey test, %R</i>) yang merupakan perbandingan nilai terukur dengan
nilai target yang diperoleh dari hasil pengujian harus memenuhi batas
keberterimaan yang disyaratkan oleh metode pengujian yang sedang diverifikasi. </span></div>
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<span style="font-size: small; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">3)<span style="mso-tab-count: 1;"> </span><i>the
signal to noise ratio</i> (S/N) </span><span style="font-size: small;">yang
dinyatakan dalam perbandingan antara rerata hasil pengulangan pengujian dengan
simpangan baku harus berkisar antara 2,5 – 10. S/N merupakan evaluasi kesalahan
acak (<i style="mso-bidi-font-style: normal;">random error</i>) yang terjadi pada
pengujian tertentu dan perkiraan presisi yang diharapkan dari sejumlah
pengulangan pengujian. </span></div>
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<span style="font-size: small; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">4)<span style="mso-tab-count: 1;"> </span>pemilihan
kadar <i>spike</i> dalam penentuan MDL harus sedemikian rupa sehingga hasil
yang diperoleh memenuhi batas keberterimaan sebagai berikut:</span></div>
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<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 1in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">MDL < kadar <i>spike</i>
< 10MDL</span></div>
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<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: "calibri" , "sans-serif"; font-size: small; mso-ansi-language: IN; mso-ascii-theme-font: minor-latin; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">5)<span style="mso-tab-count: 1;"> </span>Bila secara statistika MDL yang dihasilkan telah
memenuhi batas keberterimaan maka MDL tersebut harus dibandingkan dengan nilai
baku mutu lingkungan hidup. Jika MDL yang dihasilkan lebih kecil dari nilai
baku mutu lingkungan hidup maka laboratorium dapat menggunakan metode tersebut
untuk pengujian parameter kualitas lingkungan. Namun, bila MDL yang dihasilkan
lebih besar dari nilai baku mutu lingkungan hidup maka laboratorium harus
mencari metode pengujian lainnya hingga diperoleh nilai MDL dibawah nilai baku
mutu lingkungan hidup.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Dalam prakteknya, p</span><span style="font-size: small; mso-bidi-font-weight: bold;">engujian TSS secara
gravimetri, tidak dapat diterapkan dengan menguji 7 kadar “spike” kedalam
sampel. Limit deteksi ditentukan dengan mempertimbangkan sensitivitas timbangan
analitik yang digunakan. </span><span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Jika metode pengujian
mensyaratkan penggunaan timbangan analitik, yaitu:</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">k</span><span style="font-size: small; mso-bidi-font-weight: bold;">apasisitas <span style="mso-tab-count: 1;"> </span>: 200 gram</span></div>
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<span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">s</span><span style="font-size: small; mso-bidi-font-weight: bold;">ensitivitas<span style="mso-tab-count: 1;"> </span>: 0,0001 gram = 0,1 mg </span><span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">(resolusi)</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">maka penentuan limit deteksi
didasarkan pada skala terkecil pembacaan timbangan analitik tersebut. Dalam
prakteknya, penimbangan residu sampel pada resolusi timbangan, yaitu 0,1 mg
merupakan hal yang tidak mungkin dilakukan karena ketidakstabilan yang terjadi.
Karena itu, untuk mendapatkan kestabilan penimbangan residu sampel maka berat
minimal adalah 10 kali resolusi timbangan yaitu 1 mg. Jika volume sampel yang
digunakan maksimum yaitu 1 Liter, maka TSS terkecil yang dapat dilaporkan
adalah 1,0 mg/L. </span></div>
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<span style="font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: small; line-height: 107%;">Pendekatan
tersebut berdasarkan sensitivitas (resolusi peralatan) atau <i style="mso-bidi-font-style: normal;">instrumental detection limit (IDL)</i>
peralatan yang digunakan. Untuk mencapai deteksi limit yang lebih kecil, maka
laboratorium harus menggunakan timbangan analitik yang memiliki resolusi lebih
kecil atau minimal 5 desimal (0,00001 gram atau 0,01 mg).</span></div>
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<span style="font-size: small;"><img alt="" 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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: justify;">
<span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Sehubungan dengan b</span><span style="font-size: small; mso-bidi-font-weight: bold;">atasan pelaporan </span><span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">sesuai metode </span><span style="font-size: small; mso-bidi-font-weight: bold;">adalah 2,5 mg/L sebagaimana LoQ metode APHA 2540 D (<i>Total Suspended
Solids Dried at 1030C -1050C</i>)</span><span lang="EN-US" style="font-size: small; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> dengan menggunakan
timbangan analitik resolusi 0,1 mg, maka pelaporan hasil pengujian yang dapat disampaikan
kepada pelanggan adalah 2,5 mg/L. Jika diperoleh hasil pengujian kurang dari
2,5 mg/L, maka dilaporkan sebagai < LoQ dengan mencantumkan LoQ metode = 2,5
mg/L.</span></div>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com6tag:blogger.com,1999:blog-9144324387718019851.post-72675027870926673002016-04-11T15:09:00.000+07:002016-04-11T15:11:22.544+07:00BATAS KEBERTERIMAAN PRESISI BERDASARKAN HORRAT VALUEDitulis Oleh : cak war | Anwar Hadi<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" Priority="0" SemiHidden="true"
UnhideWhenUsed="true" Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="0" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
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mso-para-margin-right:0in;
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mso-para-margin-left:0in;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
table.MsoTableGrid
{mso-style-name:"Table Grid";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-unhide:no;
border:solid windowtext 1.0pt;
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mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-border-insideh:.5pt solid windowtext;
mso-border-insidev:.5pt solid windowtext;
mso-para-margin:0in;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";
mso-fareast-font-family:"MS Mincho";}
</style>
<![endif]-->
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">BATAS
KEBERTERIMAAN PRESISI BERDASARKAN HORRAT VALUE</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Nilai %RPD
dimungkinkan nol karena pengulangan hanya dilakukan secara duplikat atau duplo,
namun untuk %RSD tidak mungkin nol karena minimal 3 pengulangan pengujian memiliki
variasi ketidakstabilan dari berbagai sumber yang ada. Batasan reprodusibilitas
dalam dan antar laboratorium menggunakan persamaan HORRAT, yaitu perbandingan
antara nilai %RSD perhitungan dengan nilai %RSD prediksi, yang dirumuskan:</span></div>
<a name='more'></a><img alt="" src="data:image/png;base64,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" /><br />
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Batas keberterimaan
HORRAT, adalah 0,3 – 1,5 untuk reprodusibilitas dalam laboratorium, sedangkan
reprodusibiltas antar laboratorium memiliki batas keberterimaan 0,5 – 2.</span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Jika hasil pengujian
simplo dan duplo untuk p</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">engujian </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">COD</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dalam air limbah </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">berturut-turut adalah</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9,9 m</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">g/L</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dan</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">10,3</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">m</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">g/L</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> diperoleh nilai %RPD
= 4,0%, maka nilai 0,5 x %CV<sub>Horwitz</sub> adalah: </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlUAAAA2CAIAAABhm/s4AAAGP0lEQVR4nO3d24GjuBKAYSWwCSkgJbEbhALYk4aeTiYEwz4YQekGUtttxNT/PU03BtxlqNINj1kBANDH3P0GAAC4AfUPAKAR9Q8AoBH1DwCgEfUPAKAR9Q8AoBH1DwCgEfUPAKAR9Q8AoBH1DwCgEfUPAKAR9Q8AoBH1DwCgEfUPAKAR9Q8AoBH1DwCgEfUPwKcEZ1y4+00Anah/GBW8X+5+D+viPXl2Lou3FD88CvUPY4JzYV28Naad7F6bbVkmgzNm3zG4yiuaXsc01i9b/Q3ueck2OPv3Px8I3ToSvX/tX8kZa6c4+UDzTWL37TN5fS7/c8aFvf+3ePu8jwfaUP8w4uh2tRNc3FJm6BCCfFUtzbdOG18sOxlTdET77RF7N3TrQPReRxRnbJ7ipGL17B7bI/uHsng70r4Bvo/6hwGLdzGlNdPlsSHPkcEl/Y79YLEbsW3aejqit5PMKh1VT7ybBzii8X7o1t7obcc5Dtw+hdyy7WuKzlx793hm8Vv6gJjcPfVvHzc5uz3E4MrltEKWAw7tUSKRJ6xf9uarPOtx95v60WdxHc+RYK7rKsMjXy7CeZLE3Z7nk/q0LK9hyxjHbbPsFlm/7Oc4ztVaVPGJ/Pq10PU1HTpDt3ZGLx5GFrDGKdJ3FbwVP/Xsfv73vKEv/vFVR50eTQhQ6I76d7Qrj3+VBtJOHAwqBoUaU0SvBNWeEFm8zXPXzDP7HfEczOFJe9/UJ532gbWjuWCyvkYj1xxJ2b0aHnm/aCsg4tf1nPV+/bszdNmxjbH+/72hWzujF7eO9f/WvHL19f/OgvFzHfHP7+fhhACtvl//0lqSNGmlgSv1KFfByTJWP0RwtRspuZvzcjd1m7EnnoO3fTKvljQGejoxJ1NE6Y5HDyZZEFO+WfknynWf73Yvnhu6tTN6Zf+vb/4v7f71zf9V/5y3+3+X8a/cz2MJAYp9vf5lTbLWPH4cQ+q5YOuXe/Viby5zS16d9AUmn8ToiedIMEtZNPzeXWqPCMuZoH33fEjqSFzpllqD//idPOOb61++HLpjZPLt0K3d0QvO+iU7Y/UUx2u2inrcSye7n/vArXMV/2prdiAhQLev1798nKk67pSOC4kMUr8RK8Md9Yt98bbjzpWJcPLq1xPPRjDXzsRWdIbDWDyGI3ic4OIZv9F3Uuz/5dANL4j8ycWXR+/ipL95fb8/bNKO/34KY6z3LntFd0KAcnPWv912A5RzcWVqkfkoXuxZ67Gv/CXr3m5bYCiW56SyYA3EsxLMtRHPZHMWsV8eDRY574eJe97Q/f5Iei16twzfnxXW3g8oOVpt+2tVrPViMjWZfL1KCNDu7vpXLDW53OOyiu13XtxxbwXWp/4q+6eLB6Y2GM9Kjj+N5yNi8EOE7lEq8c9+1bi/2wkB2s06/yfly99PV2PKBdo2m+Toq3/700+PuEVG41l5luCsA/MnN5QJ3bOU8e/pwZ8lBGh38/rPrpZYsaTNuVYBlAOWlcu92UB0eRr07dUzxrhj3f9wjewdUu0eIxqMZzEP0oynbAA86ts2Cd3kxsc/t92K7Wkhq3yEFwkByt30/J/4roqL6zCbRImP9drtUbP0KeH0R9nt2x+5LuYR8mXvxcNEjXdz2gvt8Lm82B/P1mReGc88Rf2h2YLQPUVjHY8ctK6tX7pKCNBtmu9/kZVJLvuS5aaY3s4KV3FNiw5b5eT19NR8InFNb8J9NCZ93nhbj+b8fmMu3odFPJu8LVg1xhjnql8VMiyP51Uw19N4ZgH6s3M4oZtXNf5FE7b+dTtrf0KAXpN9/+fk32icNu2dXF4em5rBO+dje3RrbLqwLiFkC9GsX7avtfqtv3ryYM6M0E2ODwifME/961uccisxAb/VPTnqFdeMuiDWnQfvrHUh3q5p+csP+tF3OnswZ0XoJscHhI+Zp/7Nryx/8rmibXwzWVDvnA/B2/iE0r55L5vbfls/EADwNdS/PnLiIJ/wM8VjtnEf58Ii5gzD9p/YxCkjW/tSLwDAN1D/AAAaUf8AABpR/wAAGlH/AAAaUf8AABpR/wAAGlH/AAAaUf8AABpR/wAAGlH/AAAaUf8AABpR/wAAGlH/AAAaUf8AABpR/wAAGlH/AAAaUf8AABr9ByGnz2wbuOGWAAAAAElFTkSuQmCC" /></span><br />
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sehubungan dengan
%RPD ≤ 0,5 x %CV<sub>Horwitz</sub> atau 4,0% ≤ 5,6%, maka<span style="mso-spacerun: yes;"> </span>repitabilitas pengujian COD</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dalam air limbah</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> memenuhi batas
keberterimaan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Namun
demikian, jika p</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">engujian </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">COD</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dalam air limbah dilakukan secara </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">tri</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">plo</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">, dengan hasil berturut-turut,</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">9,9 m</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">g/L</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">, 10,3 m</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">g/L</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">, dan 8,9 m</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">g/L</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> sehingga diperoleh %RSD = 7,4%, maka nilai %CV<sub>Horwitz</sub>
adalah:<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> <img alt="" src="data:image/png;base64,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" /> </span><br />
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Batas keberterimaan
reprodusibilitas dalam laboratorium, dihitung sebagai berikut:</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<img alt="" src="data:image/png;base64,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" /><br />
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sehubungan dengan
nilai HORRAT = 0,7 berada pada rentang batas keberterimaan antara 0,3 – 1,5,
maka reprodusibilitas dalam laboratorium tersebut memenuhi batas keberterimaan presisi.</span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Batas keberterimaan %CV<sub>Horwitz</sub>
dapat juga digunakan sebagai </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">batasan awal
(<i style="mso-bidi-font-style: normal;">starting point</i>) ketika batasan
repitabilitas melalui bagan kendali (<i style="mso-bidi-font-style: normal;">control
chart</i>) belum ditentukan oleh laboratorium </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">lingkungan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">yang melakukan pengujian</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> parameter kualitas
lingkungan</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">. Berdasarkan persamaan Horwitz
tersebut</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> dapat diketahui bahwa semakin
rendah k</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">adar</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> suatu analit yang diuji</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> maka batasan %RSD semakin besar. </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Begitu juga
sebaliknya</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">, semakin rendah k</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">adar</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> analit yang diuji</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">,</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> maka semakin memiliki tingkat kesulitan
pengujian yang lebih tinggi sehingga presisi yang baik sulit dicapai.</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Tabel dibawah ini
merupakan batas keberterimaan presisi berdasarkan %CV<sub>Horwitz</sub> untuk
kadar tertentu.</span></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Tabel: </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Batas
keberterimaan presisi </span><span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">berdasarkan
persamaan Horwitz</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 31.25pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 480; width: 534px;">
<tbody>
<tr style="height: 11.65pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td rowspan="2" style="background: #D9D9D9; border: solid windowtext 1.0pt; height: 11.65pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Kadar analit dalam sampel</span></div>
</td>
<td colspan="3" style="background: #D9D9D9; border-left: none; border: solid windowtext 1.0pt; height: 11.65pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 259.8pt;" valign="top" width="346"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Batas keberterimaan presisi</span></div>
</td>
</tr>
<tr style="height: 27.35pt; mso-yfti-irow: 1;">
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.35pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="top" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Repitabilitas</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">(0,5%CV<sub>Horwitz</sub>)</span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.35pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="top" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Repro.
dalam lab.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">(0,67%CV<sub>Horwitz</sub>)</span></div>
</td>
<td style="background: #D9D9D9; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.35pt; mso-background-themecolor: background1; mso-background-themeshade: 217; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="top" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">Repro.
antar lab. </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">(%CV<sub>Horwitz</sub>)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">100%
(1/1)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1,0</span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1,3</span><span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">.0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">10%
(1/10)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1,4</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1,9</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2,8</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1%
(1/100)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2,7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">4</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">.0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/1000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">2,8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">3,8</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">5,7</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/10.000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">4,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">5,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">8</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">,0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/100.000</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">5,7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">7,5</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">11</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">,3</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/1.000.000
(1 ppm)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">8,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">10,7</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">16</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">,0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/10.000.000
(0,1 ppm)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">11,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">15,1</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">22,6</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/100.000.000
(0,01ppm)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">16,0</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">21,3</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">32</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">,0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 140.7pt;" valign="bottom" width="188"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">1/1.000.000.000
(1 ppb)</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 74.8pt;" valign="bottom" width="100"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">22,6</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 93.2pt;" valign="bottom" width="124"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: black; font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">30.2</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 91.8pt;" valign="bottom" width="122"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">45</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; font-size: 11.0pt;">,3</span></div>
</td>
</tr>
</tbody></table>
www.infolabling.comhttp://www.blogger.com/profile/15631084433258578779noreply@blogger.com27tag:blogger.com,1999:blog-9144324387718019851.post-82727594554371634012016-03-25T22:35:00.000+07:002016-04-07T14:32:33.513+07:00Ketertelusuran Pengukuran (Metrological Traceability) melalui Standar Acuan dan Bahan Acuan Untuk Pengujian Parameter Kualitas LingkunganDitulis Oleh : cak war | Anwar Hadi<br />
<div align="center" class="MsoBodyText" style="mso-outline-level: 1; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Ketertelusuran
Pengukuran (<i style="mso-bidi-font-style: normal;">Metrological Traceability</i>)
melalui</span></b></div>
<div align="center" class="MsoBodyText" style="mso-outline-level: 1; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Standar Acuan dan Bahan Acuan</span></b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> Untuk Pengujian Parameter Kualitas Lingkungan</span></b></div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Standar
acuan (<i style="mso-bidi-font-style: normal;">refernce Standard</i>) ialah suatu
standar, yang umumnya memiliki mutu metrologi tertinggi pada suatu lokasi
tertentu, yang pengukurannya dilakukan pada lokasi tersebut. Karena itu,
laboratorium harus mempunyai program dam prosedur untuk kalibrasi standar acuan
yang dimilikinya. Standar acuan harus dikalibrasi oleh suatu badan yang dapat
memberikan ketertelusuran. Standar acuan pengukuran yang demikian yang dimilikii
oleh laboratorium harus digunakan hanya untuk kalibrasi saja dan tidak untuk
keperluan lainnya, kecuali bila dapat diperhatikan bahwa unjuk kerja sebagai
standar acuan tidak akan menjadi tidak absah. Standar acuan harus dikalibrasi
sebelum dan sesudah setiap penyetelan.</span></div>
<div class="MsoBodyText">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"></span></div>
<a name='more'></a><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Bahan acuan
(<i style="mso-bidi-font-style: normal;">reference material</i>) yaitu suatu
bahan atau zat yang salah satu atau lebih sifat-sifatnya telah diukur dan
diperoleh datanya akurat. Sedangkan b<span style="mso-bidi-font-weight: bold;">ahan
acuan bersertifikat</span> (<i style="mso-bidi-font-style: normal;">certified
reference material</i></span><i style="mso-bidi-font-style: normal;"><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">, CRM</span></i><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">) merupakan suatu bahan acuan yang salah satu
atau lebih sifat-sifatnya, diberi sertifikat dengan prosedur teknis yang telah
baku, disertai dengan atau dapat ditelusuri ke suatu sertifikat atau dokumen
lain yang diterbitkan oleh badan sertifikasi.</span></div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
<span lang="FI" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">Bahan acuan memiliki sifat homogen dan cukup
stabil, dengan hirarki tergantung dari tingkat akurasi dan posisinya dalam mata
rantai </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">ketertelusuran</span><span lang="FI" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">:</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoBodyText" style="margin-left: .25in; mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">bahan acuan primer bersertifikat</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoBodyText" style="margin-left: 0.25in; text-align: justify;">
<span lang="FI" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">suatu bahan acuan
primer yang nilai dari salah satu atau lebih sifat-sifatnya ditetapkan dengan
prosedur teknis yang valid serta tiap-tiap nilai tersebut akurasinya memiliki
keterlelusuran dan ketidakpastian dengan tingkat kepercayaan tertentu dan disertifikasi
oleh badan sertifikasi, misalnya <i style="mso-bidi-font-style: normal;">National
Institute of Standards and Technology</i> (</span><span lang="NO-BOK" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: NO-BOK; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">NIST) Amerika, <i style="mso-bidi-font-style: normal;">Federal Institute for Materials Research and
Testing</i> (BAM) Jerman, <i style="mso-bidi-font-style: normal;">Laboratory of
Government Chemist</i> (LGC) <i style="mso-bidi-font-style: normal;">Inggris,
Institute for Reference Materials and Measurement, European Commission</i>
(IRMM), Eropa, atau <i style="mso-bidi-font-style: normal;">Korea Research
Institute of Standards and Science</i> (KRISS) Korea, dan lain sebagainya.
Secara teknis, bahan acuan primer bersertifikat dapat didefinisikan sebagai
suatu bahan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">yang
ditetapkan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">dan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">secara luas </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">di</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">akui memiliki kualitas metrologi
tertinggi </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">serta</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> nilai</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> benar
bahan acuan tersebut</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;"> diterima tanpa mengacu </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">ke bahan acuan </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">lain</span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">nya</span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">;</span></div>
<div class="MsoBodyText" style="margin-left: 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">bahan acuan sekunder bersertifikat </span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoBodyText" style="margin-left: 0.25in; text-align: justify;">
<span lang="FI" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">suatu bahan acuan
sekunder bersertifikat yang nilai dari salah satu atau lebih sifat-sifatnya
ditetapkan dengan prosedur teknis yang valid serta tiap-tiap nilai tersebut
akurasinya memiliki keterlelusuran dan ketidakpastian dengan tingkat
kepercayaan tertentu dan disertifikasi oleh produsen yang kompeten. Salah satu
bukti kompetensi produsen adalah bahwa tersertifikasinya produsen tersebut
sesuai ISO 34 ”Persyaratan umum kompetensi produsen bahan acuan”. Dengan
demikian, bahan acuan sekunder bersertifikat merupakan bahan acuan dengan nilai
yang ditetapkan berdasarkan bahan acuan primer bersertifikat atau melalui nilai
konsensus dalam program <i>Interlaboratory Certification.</i></span><span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;"></span></div>
<div class="MsoBodyText" style="margin-left: 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-weight: bold; mso-hansi-theme-font: minor-latin;">bahan acuan internal (<i style="mso-bidi-font-style: normal;">in-house reference materals, IRM</i>) merupakan bahan acuan </span><span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">yang d</span><span lang="SV" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: SV; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">iturunkan dari bahan
acuan sekunder bersertifikat atau dibuat oleh laboratorium secara gravimetri
atau volumetri. Bahan acuan internal dapat digunakan sebagai larutan induk,
larutan baku atau larutan kerja dalam pembuatan kurva kalibrasi.</span></div>
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" /><br />
<div style="text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Selain itu,
laboratorium harus mempunyai prosedur untuk pengelolaan standar acuan dan bahan
acuan yang meliputi antara lain penanganan, transportasi, penyimpananan dan
penggunaan standar acuan dan bahan acuan dengan aman untuk mencegah kontaminasi
dan deteriorasi serta untuk melindungi keutuhannya. Prosedur tambahan mungkin
diperlukan bila standar acuan dan bahan acuan digunakan diluar laboratorium
yang permanen untuk pengujian, kalibrasi, atau pengambilan sampel.</span></div>
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<br /></div>
<div class="MsoBodyTextIndent" style="margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="font-family: "calibri" , "sans-serif"; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Sebelum bahan acuan atau standar
acuan yang dibeli dari pemasok digunakan untuk melakukan pengujian atau
kalibrasi, maka harus dilakukan inspeksi atau verifikasi untuk memastikan bahwa
standar acuan atau bahan acuan tertelusur ke Sistem Satuan Internasional dengan
dibuktikan adanya sertifikat. Semua bahan acuan yang dimiliki laboratorium
disimpan dan dipelihara sedemikian rupa pada fasilitas yang dapat memfasilitasi
kebenaran unjuk kerjanya. Penggunaan bahan acuan bersertifikat harus digunakan
oleh personil yang berwenang hanya untuk kalibrasi peralatan instrumen,
pengecekan antara untuk memelihara kepercayaan pada status kalibrasi, validasi
atau verifikasi metode, uji banding antar laboratorium atau uji profisiensi,
dan pengendalian mutu internal.<span style="mso-tab-count: 1;"> </span></span></div>
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<br /></div>
<div class="MsoBodyText" style="text-align: justify;">
<span lang="EN-US" style="font-family: "calibri" , "sans-serif"; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-hansi-theme-font: minor-latin;">Gambar 2 memberikan ilustrasi ketertelusuran
metrologi hasil pengujian parameter kualitas lingkungan ke sistem satuan
internasional melalui rantai perbandingan yang tidak terputus. Peralatan ukur
dikalibrasi dengan standar acuan, sedangkan instrumentasi yang digunakan
dikalibrasi dengan bahan acuan bersertifikat. Jika akurasi dan presisi hasil
pengujian parameter kualitas lingkungan memenuhi batas keberterimaan yang telah
ditetapkan, maka data hasil pengujian tersebut merupakan data yang <i style="mso-bidi-font-style: normal;">reliable</i> atau data yang dapat dipertanggungjawabkan
kebenarannya secara ilmiah.</span></div>
<img alt="" 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" 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