tag:blogger.com,1999:blog-54409933146947030972024-03-08T03:58:59.749-08:00madiRAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.comBlogger24125tag:blogger.com,1999:blog-5440993314694703097.post-81153599764763404272012-04-08T20:52:00.001-07:002012-04-19T07:48:20.272-07:00PANCASILA DALAM KONTEKS KETATANEGARAAN REPUBLIK INDONESIA<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div align="center" class="MsoNormal" style="text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"><span style="font-size: large;">PANCASILA DALAM KONTEKS KETATANEGARAAN REPUBLIK INDONESIA</span> </span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Arial","sans-serif";"><br />
</span></b></div><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: "Arial","sans-serif";">KATA PENGANTAR</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Puji syukur kami panjatkan kehadirat Allah S.W.T karena berkat rahmat, hidayah dan isinya jualah sehingga kita masih dalam keadaan sehat walafiat dan kami dapat menyusun makalah tentang “ Pancasila dalam konteks ketatanegaraan Republik Indonesia </span></div><div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Salam dan taslim tak lupa kami panjatkan kepada Rasulullah Muhammad SAW sebagai utusan Allah y telah membawa manusia dari alam kegelapan menuju alam yang terang benderang. </span></div><div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Dalam rangka memahami dan mengerti pokok bahasan ini kami dari penyaji materi berusaha untuk memberikan suatu penyajian yang biasa cepat dicerna demi tuntasnya materi ini dan akan dapat memberikan manfaat yang begitu besar. Dengan pembahasan ini mudah-mudahan kita semua bisa memahami makna serta kedudukan Pancasila yang sebenarnya..</span></div><div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Kepada semua pihak yang secara langsung maupun tidak langsung telah ikut serta dalam memaham materi ini kami dari kelompok penyaji materi mengucapkan banyak terima kasih.</span></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 200%;"><br clear="all" style="page-break-before: always;" /> </span> <br />
<div class="MsoNormal" style="line-height: 200%; margin-right: 63pt;"></div><div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">BAB I</span></b></div><div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">PENDAHULUAN</span></b></div><div class="MsoNormal" style="line-height: 200%;"><br />
</div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l1 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">A.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Latar Belakang </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pancasila dalam kontes ketatanegaraan Republik Indonesia tidak dapat dilepaskan dengan eksistensi pembukaab UUD 1945 yang merupakan deflarasi dan negara Indonesia yang membuat Pancasila sebagai dasar negara,tujuan negara serta bentuk<span id="fullpost"> negara Republik Indonesia. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l1 level1 lfo1; tab-stops: list .25in; text-align: justify; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">B.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Rumusan Masalah </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Negara Indonesia adalah negara demokrasi yang berdasarkan atas hukum. Oleh karena itu segala a spek dalam pelaksanaan dan pengelolaan anggaran negara diatur dalam suatu sistem peraturan perundang-undangan.</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pancasila merupakan suatu asas kerohanian negara sebagai sebab merupakan suatu sumber nilai, norma, dan kaidah baik moral maupun hukum dalam negara Republik Indonesia. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 dalam konteks ketatanegaraan Republik Indonesia memiliki kedudukan yang sangat penting karena merupakan suatu staasfundamentalnorm, dan berada pada bierafkhi tertib hukum tertinggi di negara Indonesia. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><br />
</div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l1 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">C.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Tujuan </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Untuk merupakan Pembahasan materi ini agar kita dapat memahami dan mengerti akan peran pancasila dalam konteks ketatanegaraan republic Indonesia dimana pancasila sebagai dasar negara yang memiliki satu kesatuan yang utuh dengan pembukaan UUD 1945 dan Proklamasi. </span></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 200%;"><br clear="all" style="page-break-before: always;" /> </span> <br />
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">BAB II</span></b></div><div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">PEMBAHASAN </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">A.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Pengantar </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Dalam kedudukan ini pancasila merupakan sumber nilai dan norma dalam setiap aspek Penyelenggaraan negara termasuk sebagai sumber tertib hukum di negara republik Indonesia, oleh karena itu pancasila merupakan sumber hukum dasar negera baik yang tertulis yaitu UUD negara maupun hukum dasar tidak tertib atau canvensi. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">B.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 dalam ilmu hukum mempunyai kedudukan diatas pasal-pasal UU 1945. konsekuensinya keduanya memiliki kedudukan hukum yang berlarian, namun keduanya terjalin dalam suatu hubungan kesatuan yang kuasal dan organisasi. Pkedudaan UUD 1945 terdiri 4 alinea, dan setiap alinea memiliki spesifikasi jikalau ditinjau berdasarkan isinya. </span></div><ol start="1" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 sebagai tertib hukum tertinggi. </span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Kedudukan pembukaan UUD dalam kaitannya dengan tertib hukum indonesia memiliki dua aspek yang sangat fundamental yaitu pertama, memberikan faktor-faktor mutlak bagi terwujudnya tertib hukum indonesia, kedua memasukkan diri dalam tertib hukum Indonesia se bagai tertib hukum tertinggi. </span></div><ol start="2" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 memenuhi syarat adanya tertib hukum Indonesia </span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Dalam alinea keempat pembukaan UUD 1945, termuat unsur-unsur yang menurut ilmu hukum disyaratkan bagi adanya tertib hukum indonesia memiliki (recht orde) atau (Legal Oeder) yaitu suatu kebudayaan dan keseluruhan peraturan-peraturan Hukum.</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";"> Adapun syarat-syarat tertib hukum yang dimaksud adalah meliputi adanya kesatuan subjek, kesatuan asas kesenian, kesatuan dan cara daerah dan kesatuan waktu. Mereka kedudukan pembukaan UUD 1945 dalam tertib hukum Indonesia adalah menjadi dasarnya dan pembukaan UUD 1945 memasukkan diri di dalamnya sebagai ketentuan hukum yang tertinggi. </span></div><ol start="3" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 sebagai pokok kaidah Negara yang fundamental</span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pokok kaidah negara yang fundamental menurut ilmu hukum tata negara memiliki beberapa unsur mutlak antara lain dari segi terjadinya dan dari segi isinya. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Sebagai pokok kaidah negara yang fundamental, dalam hukum mempunyai hakikat kedudukan yang tepat kuat dan tidak berubah, terletak dalam kelangsungan hidup negara yn telah dibentuk. </span></div><ol start="4" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 tetap terletak pada kelangsungan hidup negara Republik Indonesia 17 Agustus 1945</span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Menurut tata hukum suatu peraturan hukum hanya dapat diubah atau dihapus oleh penguasa adalah peraturan hukum y lebih tinggi tingkatannya dari pada penguasa yang menetapkannya. Pembukaan UUD 1945 pada hakikatnya merupakan suatu tertib hukum yang tertinggi di negara Republik Indonesia..</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Selain dari segi yuridis formal bahwa pembukaan UUD 1945 secara hukum tidak dapat diubah, oleh sebab itu proklamasi 17 Agustus 1945 pembukaan UUD 1945 dan negara Republik Indonesia pada hakikatnya merupakan suatu kesatuan yang tidak dapat dipisahkan. </span></div><ol start="5" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in;"><span style="font-family: "Arial","sans-serif";">Pengertian isi pembukaan UUD 1945. </span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .75in; mso-list: l0 level2 lfo3; tab-stops: list .75in; text-indent: -.25in;"><span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Alinea Pertama </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .75in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Dalam alinea ini terkandung suatu pengakuan tentang nilai hak kodrat yang artinya adalah hak yang merupakan karunia dari Tuhan yang Maha Esa, yang melekat pada manusia sebagai makhluk Individu. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .75in; mso-list: l0 level2 lfo3; tab-stops: list .75in; text-indent: -.25in;"><span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Linea kedua </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .75in;"><span style="font-family: "Arial","sans-serif";">Alinea ini sebagai suatu Konsekuensi logis dari pernyataan akan kemerdekaan pada alinea pertama </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .75in; mso-list: l0 level2 lfo3; tab-stops: list .75in; text-indent: -.25in;"><span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Alinea Ketiga</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .75in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Dalam alinea ini termuat pengakuan “ Nilai Religius” Pengakuan Nilai Moral “ dan pengakuan “pernyataan kembali proklamasi”. Adapun isi nilai pokok yang terkandung dalam pembukaan UUD 1945 alinea keempat adalah tentang tujuan negara yaitu tujuan khusus dan tujuan umum, tentang ketentuan diadakannya UUD Negara, tentang bentuk negara tentang dasar filsafat negara.</span></div><ol start="6" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in;"><span style="font-family: "Arial","sans-serif";">Nilai-nilai hukum , hukum kodrat, dan hukum efis yang tercantum dalam pembukaan UUD 1945</span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Dalam pembukaan UUD 1945 alinea I, II, III, terkandung nilai-nilai Hukum kodrat yang oleh karena itu sifatnya yang mutlak dan melekat pada kodrat manusia yang dikatakan sebagai hak kodrat Hukum Tuhan dan hukum etis (alinea III) yang kemudian dijelmakan dalam alinea IV yang merupakan dasar bagi pelaksanaan dan penjabaran hukum positif Indonesia. </span></div><ol start="7" style="margin-top: 0in;" type="1"><li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo3; tab-stops: list .5in;"><span style="font-family: "Arial","sans-serif";">Pokok-pokok pikiran yang terkandung dalam pembukaan UUD 1945 </span></li>
</ol><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; mso-list: l3 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">-<span style="font: 7pt "Times New Roman";"> </span><span style="font-family: "Arial","sans-serif";">Pokok Pikiran I : Negara melindungi segenap bangsa Indonesia dan seluruh tumpah darah Indonesia dengan berdasar atas persatuan dan seluruh tumpah darah Indonesia dengan berdasar atas persatuan dengan mewujudkan keadilan sosial bagi seluruh rakyat Indonesia. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; mso-list: l3 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">-<span style="font: 7pt "Times New Roman";"> </span><span style="font-family: "Arial","sans-serif";">Pokok pikiran II : Negara hendak mewujudkan keadilan sosial bagi seluruh rakyat Indonesia..</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; mso-list: l3 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">-<span style="font: 7pt "Times New Roman";"> </span><span style="font-family: "Arial","sans-serif";">Pokok Pikiran III : Negara yang berkedaulatan rakyat, berdasarkan atas kerakyatan dan permusyawaratan / perwakilan. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; mso-list: l3 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">-<span style="font: 7pt "Times New Roman";"> </span><span style="font-family: "Arial","sans-serif";">Pokok pkiran IV : Negara berdasarkan atas ketuhanan yang maha esa menurut dasar kemanusiaan yang adil dan beradab.</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">C.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Hubungan antara Pembukaan UUD 1945 dengan batang tubuh UUD 1945 </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 mempunyai hubungan yang bersifat kausal organik dengan batang tubuh UUD 1945 yang mencakup beberapa segi yaitu UUD ditentukan akan ada, yang diatur dalam UUD adalah tentang pembentukan pemerintah negara yang memenuhi berbagai persyaratan dan meliputi segala aspek penyelenggaraan negara, Negara Indonesia ialah pembentuk Republik yang berdaulatan rakyat, ditetapkannya dasar kerohanian rakyat. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-indent: -.25in;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">D.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Hubungan antara pembukaan UUD 1945 dengan pancasila </span></b></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; mso-list: l3 level1 lfo4; tab-stops: list .5in; text-indent: -.25in;">-<span style="font: 7pt "Times New Roman";"> </span><span style="font-family: "Arial","sans-serif";">Hubungan Secara Formal </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: justify;"><span style="font-family: "Arial","sans-serif";">Pancasila sebagai substansi esensial dari pembukaan dan mendapatkan kedudukan formal yuridis dalam pembukaan, sehingga baik rumusan maupun yuridisnya sebagai dasar negara adalah sebagaimana terdapat di dalam</span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .5in; mso-list: l3 level1 lfo4; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">-<span style="font: 7pt "Times New Roman";"> </span><span style="font-family: "Arial","sans-serif";"> Berdasarkan urutan-urutan tertib hukum Indonesia Pembukaan UUD 1945 adalah sebagai tertib hukum yang tertinggi, adapun tertib hukum indonesia bersumber pada pancasila, atau dengan kata lain bahwa panasila sebagai sumber tertib hukum Indonesia. </span></div><div class="MsoNormal" style="line-height: 200%; margin-left: .25in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-align: justify; text-indent: -.25in;"><span style="font-family: "Arial","sans-serif";">E.<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Hubungan antara pembukaan UUD 1945 dengan proklamasi 17 Agustus</span></b><span style="font-family: "Arial","sans-serif";"> 1945 suatu kesatuan yang utuh, dan apa yang terkandung dalam pembukaan adalah merupakan amanat dari seluruh rakyat Indonesia tatkala mendirikan negara dan untuk mewujudkan tujuan bersama. </span></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 200%;"> </span> <br />
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">BAB III</span></b></div><div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">PENUTUP</span></b></div><div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 memenuhi syarat adanya tertib hukum Indonesia karena merupakan tertib hukum tertinggi dan ditempatkan sebagai pokok kaidah negara yang fundamental. Pembukaan UUD 1945 tetap berkaitan erat pada kelangsungan hidup negara dimana didalamnya terkandung nilai-nilai hukum Tuhan, Hukum kodrat dan hukum etis. </span></div><div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;"><span style="font-family: "Arial","sans-serif";">Pembukaan UUD 1945 dan batang tubuh UUD 1945 merupakan satu kesatuan y utuh dimana pancasila sebagai substansi esensial dari pembukaan dan mendapatkan kedudukan formal yuridis dalam pembukaan</span>. </span></div><span style="font-family: "Arial","sans-serif"; font-size: 12pt;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" /> </span><br />
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</div></div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com1tag:blogger.com,1999:blog-5440993314694703097.post-30878877459733490142012-04-08T20:47:00.003-07:002012-04-08T20:48:15.248-07:00MAKALAH ILMU GIZI TENTANG “KUKU BIMA ENER-G”<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 18pt;">MAKALAH ILMU GIZI </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 18pt;">TENTANG </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 18pt;">“KUKU BIMA ENER-G”</span></b></div>
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<b>KATA PENGANTAR </b></div>
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Syukur
Alhamdulillahi Rabbil Alamin,penulis panjatkan puji dan syukur Allah SWT dengan
sepenuh hati yang meliputi rasa syukur Allah SWT dengan sepenuh hati yang
meliputi rasa syukur dan rahmat,nikmat dan hidayah.sehingga penulis
mendapatkan kekuatan dan kesebaran untuk
menyelesaikan makalah ini sampai pada waktu yang di tentukan.</div>
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Makalah
ini di buat untuk memenuhi tugas dan dosen dengan mata kuliah ILMU GIZI.</div>
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Selesainya
makalah ini tidak lepas dari bantuan dan dorongan dari berbagai pihak oleh karena
itu,melalui kesempatan yang sangat berbahagia ini,dengan segala ketulusan
hati,penulis menyampaikan pengharagaan yang setinggi-tingginya di sertai rasa
terima kash yang sebesar-besarnya kepada
pihak yang telah bersedia membantu kearah penyelesaian makalah ini.</div>
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Akhir
kata,kami mengharapkan kritik dan berbagai pihak,terutama dosen Ilmu Gizi demi
menyempurnakan makalah ini. </div>
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Tim
Penulis </div>
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<b style="mso-bidi-font-weight: normal;">BAB I</b></div>
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<b style="mso-bidi-font-weight: normal;">PENDAHULUAN </b></div>
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A. Latar Belakang </div>
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Sejalan
dengan jamanmodernisasi,maka banyak pula minuman yang muncul sampai-sampai
mengakui bahwa minuman yang mereka produksi sangat bermanfaat bagi
tubuh,misalnya salah satu minuman yang
menjadi buah bibir masyarakat luas tentang minuman KUKU BIMA ENER-G sebagai
suplemen makanan yang bermanfaat untuk memulihkan stamina.</div>
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Dimana
KUKU BIMA ENER-G ini mengandung ginseng dan royal jelly yang membantu
metabolisme tubuh dan menyegarkan tubuh.</div>
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B. Tujuan </div>
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Adapun
tujuan dari penulisan makalah ini yakni :</div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; tab-stops: list .5in;">Untuk mengetahui secara detail tentang nilai gizi
dari pada KUKU BIMA ENER-G </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; tab-stops: list .5in;">Untuk mengetahui secara detail tentang komposisi dari
pada KUKU BIMA ENER-G</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; tab-stops: list .5in;">Untuk Mengetahui manfaat dan khasiat daripada KUKU
BIMA ENER-G </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; tab-stops: list .5in;">Untuk mengetahui perhatian dan peringatan bagi yang
mengkomsumsi KUKU BIMA ENER-G</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; tab-stops: list .5in;">Untuk mengetahui tata cara atau aturan pemakai KUKU
BIMA ENER-G</li>
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<b style="mso-bidi-font-weight: normal;">BAB II</b></div>
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<b style="mso-bidi-font-weight: normal;">PEMBAHASAN </b></div>
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<b style="mso-bidi-font-weight: normal;">A</b>. Nilai gizi daripada<b style="mso-bidi-font-weight: normal;"> KUKU BIMA ENER-G</b></div>
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<b style="mso-bidi-font-weight: normal;"> </b>Adapun
nilai Gizi yang dikandung oleh <b style="mso-bidi-font-weight: normal;">KUKU BIMA
ENER-G </b>antara lain :</div>
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<br /></div>
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<br /></div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Serbuk ginseng …………………………………..300 mg</div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Royal jelly…………………………………………30 mg </div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Honey……………………………………………..100 mg</div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Taurine…………………………………………...1000 mg </div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>1.3.7 trimethylxanthine……………………………..50 mg</div>
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</span></span>Vitamin B2………………………………………….5 mg</div>
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</span></span>Vitamin B3…………………………………………20 mg</div>
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</span></span>Vitamin B6………………………………………….5 mg </div>
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</span></span>Vitamin B12………………………………………...5 mg</div>
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Jadi,secara umum nilai Gizi yang dikandung oleh KUKU BIMA ENER-G sekitar
1515 mg</div>
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B. Komposisi
daripada KUKU BIMA ENER-G</div>
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Adapun komposisi daripada KUKU BIMA
ENER-G antara lain : </div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>SERBUK GINSENG </div>
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Didalam
minuman KUKU BIMA ENER-G ini mengadung serbuk ginseng yang sangat bermanfaat
bagi tubuh adapun fungsi dari serbuk ini diantaranya sebagai berikut :</div>
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1.<span style="font: 7pt "Times New Roman";">
</span>Sebagai pemberi energi </div>
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2.<span style="font: 7pt "Times New Roman";">
</span>meningkatkan stamina dalam tubuh </div>
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3.<span style="font: 7pt "Times New Roman";">
</span>mengatasi keletihan fisik maupun mental </div>
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4.<span style="font: 7pt "Times New Roman";">
</span>membantu proses pemulihan tenaga </div>
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5.<span style="font: 7pt "Times New Roman";">
</span>serta menjaga daya tahan tubuh </div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Royal jelly </div>
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Selain
serbuk ginseng,KUKU BIMA ENER-G ini juga mengandung royal jelly adalah :</div>
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1.<span style="font: 7pt "Times New Roman";">
</span>Royal Jelly merupakan bahan kualitas untuk menjaga
keseimbangan metabolisme tubuh</div>
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2.<span style="font: 7pt "Times New Roman";">
</span>meningkatkan kekebalan tubuh </div>
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3.<span style="font: 7pt "Times New Roman";">
</span>sebagai anti biotic memacu pungsi seksual</div>
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4.<span style="font: 7pt "Times New Roman";">
</span>meningkatkan kecerdasan dans angat baik untuk merawat
kulit dan kecantikan </div>
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5.<span style="font: 7pt "Times New Roman";">
</span>serta sebagai stimulasi bagi penderita kelelahan atau
depresi </div>
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Hormon remaja
yang terdapat royal jelly sangat bermanfaat untuk merawat jaringan tubuh tetap
dalam keadaan mudah</div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Honey berfungsi sebagai memperbaiki keasaman
tubuh seperti menghilangkan kelesuan,mengantuk dan sifat pelupa disamping itu
juga menurunkan kadar kolesterol dalam darah,serta penyerapan zat lain yang
dibutuhkan </div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Taurin </div>
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Taurin
ini berfungsi sebagai ion kalium natrium,kalsium dan magnesium keluar masuk
sel,sehingga ikut berperan dalam pengantaran info sel saraf </div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Vitamin B2 </div>
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Vitamin
B2 penting bagi tubuh yakni sebagai pernapasan jaringan,menjaga keutuhan
jaringan saraf,etitel dan kornea mata.gejala kekerangan vitamin B2 antara
lain;luka-luka pada sudut mata dan pada kornea mata tanpa tumbuh
pembuluh-pembuluh darah halus</div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Vitamin B3 </div>
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Vitamin B3 atau di kenali juga dengan
nama niasian di perlukan oleh badan kita
untuk peredaran darah dan kulit yang sehat.</div>
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Niasin adalah penting dalam
menghsilkan tenaga daripada gula darah [ blood sugar] dan dalam pembuatan lemak
ia membantu dalam fungsi system saraf.dalam metabolisme karbohidrat,lemak dan
system saraf,dalam metabolisme karbohdirat,lemak dan protein dan dalam
pengeluaran nasid hodroklorik untuk system penhadaman ia juga terlibat dalam
pengeluaran cairan empedu dan perut yang normal dan sintesis hormone seks. </div>
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Niacin
meredahkan paras kolesterol dan memperbaiki peredaran darah.ia memnatu dalam
penyakit mental seperti SCHIZOPHREMIA dan ia juga sebagai penambah ingatan.</div>
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</div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Vitamin B6</div>
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Vitamin
B6 penting untuk metabolisme protein dan lemak kekurangan vitamin B6 dapat
menyebabkan anemia {kurang darah} cheilosis dan dermatitis(radang kulit)</div>
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<span style="font-family: Wingdings;">Ø<span style="font: 7pt "Times New Roman";">
</span></span>Vitamin B12</div>
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Vitamin
B12 penting untuk pembentukan sel darah merah kekeurangan dari vitamin B12
menyebabkan anemia perniciosa </div>
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<br /></div>
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C. Manfaat Dan
Khasiat </div>
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Adapun manfaat dan khasiat yang
dimiliki oleh KUKU BIMA ENER-G antara lain sebagai suplemen yang bermanfaat
Untuk membantu memulihkan stamina,membantu metabolisme tubuh dan menyegarkan
badan.</div>
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<br /></div>
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D. Perhatian dan
peringatan </div>
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Perhatian dan
peringatan yang harus diketahui oleh para konsumen KUKU BIMA ENER-G ini antara lain : </div>
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1. Feniketonurik : produk ini mengandung
fenilanin </div>
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2. Produk ini tidak di anjurkan untuk anak-anak wanita
hamil dan menyusui serta penderita hipertensi</div>
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<br /></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
E.Aturan
pemakaian </div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Adapun aturan pemakaian untuk KUKU BIMA ENER-G antara lain
:</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
1 sachet di campur dengan 200 ml air dingin,
serta maximum 3 sachet setiap hari bagi orang dewasa .</div>
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<br /></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Pembahasan umum </b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
Meski
zaman makin maju dan modern,jamu tradisonal tetap mendapat tempat di
masyarkat.Apalagi industri jamu selalu mengembangkan kualitasnya sebagaimana
yang dilakukan PT Jamu Sido Muncul.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
Perusahaan
itu mengeluarkan produk terbarunya, yakni Kuku Bima TL Plus. Peluncurannya
ditandai oleh penyiaran iklan di berbagai stasiun televisi swasta di Tanah
air.iklan diperankan oleh bintang iklan dan artis Sonia Wibisono</div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
Dengan
demikian Sonia merupakan bintang iklan baru Sido muncul setelah sebelumnya
kelaurga petenis putrid nasional Wynne
Prakusya dan pelawak timbul</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
Menurut
Yuyn, public PT Jamu Sido Muncul lewat
muncul lewat peluncuran iklan Kuku Bima plus Tribulus terbaru diharapkan dapat
memepertegas keberadaan produk tersebut yang aman,berkhasiat dan tradisional </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">Penelitian </b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
“ Iklan dibuat
untuk menginformasikan kepada pemirsa televise bahwa dalam proses produksi dan
pengembangannya KUKU BIMA TL Tribulus telah melalui berbagai penelitian dan
pengujian di laboratorium Sido Muncul yang menggunakan teknologi
modern,”jelasnya,kemarin. </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Proses pembuatan
produk itu,lanjut dia,dimulai dari pemilihan bahan-bahan alami berkhasiat dan
higenis yang terdiri atas pasak bumi,kuda laut,ginseng dan tribulus
terrestris.semua sudah melalui standarisasi bahan sehingga mutu dan kualitasnya
dapat dipertanggungjawabkan.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Selain
itu,tambah dia,Kuku Bima TL Plus Trilabus sudah melalui berbagai uji kahsiat
bekerja sama dengan Universitas diponegoro semarang.dari uji khasiat itu
diperoleh hasil positif dalam peningkatan akdar hormone dan derajat ereksi
hingga 80%.itu membuktikan Kuku Bima Tl Plus Tirlabus memang berkhasiat
membantu mengatasi masalah seksual.</div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Jakarta-
penjualan Kuku Bima Energ,salah satu produk PT Sido Muncul hingga akhir 2007
diprediksi meningkat 300
persen.peningkatan ini diapcu oleh strategi komunikasi perusahaan dalam memilih
ikon ternama.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
“Penjualan Kuku
Bima kami meningkat hingga 300 persen,”kata Presiden Direktur PT Sido Muncul
Irwan HIdayat di sela pembuatan iklan Kuku Bima Energi terbaru di Jakarta,jumat
(9/11/2007).Jika ditotal sejak peluncurannya pada 2003,Kuku Bima Energi telah
membukukan penjualan naik hingga 500 persen.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Meski demikian
kata dia,pihaknya hanya mengalokasikan belanja iklan sebesar Rp. 90 miliar
sejak 2004 hingga 2007,Angka ini,terang dia.lebih kecil dibanding biaya
strategi komunikasi merek-merek minuman energi lain.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Menurut
dia,untuk menggenjot penjualan produk Kuku Bima,Pihaknya berupaya menampilkan
strategi komunikasi dengan tema yang berhubungan langsung dengan relita
kehidupan.Dia memberikan contoh iklan terbaru Kuku Bima Energi mengenai KTP
bagi pendatang Jakarta “setiap orang memang wajib memiliki KTP,namun setiap
orang juga berhak tinggal dimanapun dan kapanpun </div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;">BAB III</b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;">PENUTUP</b></div>
<div class="MsoNormal" style="line-height: 150%;">
1. Kesimpulan :</div>
<div class="MsoNormal" style="line-height: 150%;">
Adapun
kesimpulan yang kami dapat petik dari penulisan makalah ini tentang KUKU BIMA
ENER-G yakni minuman ini cukup layak untuk di komsumsi oleh orang dewasa akrena
minuman ini ternyata banyak mengandung nila gizi untuk kesehatan tubuh.</div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
2. Saran :</div>
<div class="MsoNormal" style="line-height: 150%;">
Sebaiknya
apra konsimen harus benar-benar paham tentang perhatian dan peringatan dari
apda KUKU BIMA ENER-G</div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;">DAFTAR PUSTAKA</b></div>
<div class="MsoNormal" style="line-height: 200%;">
Arimose 1990,<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Ilmu Kesehatan dan Gizi</i></b>,Jakarta
Arimose</div>
<div class="MsoNormal" style="line-height: 200%;">
Depertemen pendidikan Nasional
1995 <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">kesehatan dan Gizi</i></b>,Jakarta
Rineka Cipta Alguroba jogja,Wordpress.com</div>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kaseng,Ernawati & Adnan.2001. <b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">Biology</i></b> : Jakarta : WIDYA UTAMA</span></div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-32644838769152146982012-04-08T20:43:00.002-07:002012-04-21T08:59:46.800-07:00INDIVIDU KELUARGA DAN MASYARAKAT<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;">INDIVIDU KELUARGA DAN MASYARAKAT</b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l3 level1 lfo3; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">A.<span style="font: 7pt "Times New Roman";"> </span></b><b style="mso-bidi-font-weight: normal;">Arti masyarakat</b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Menurut WJS.Poerwodarminto
masyarakat menurut arti kata adalah pergaulan hidup manusia,sehimpunan orang
yang hidup bersama dalam suatu tempat dengan ikatan-ikatan dengan aturan-aturan
yang tertentu.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Defenisi Linton pada masyarakat itu timbul dari setiap kumpulan individu-individu
yang telah cukup lama hidup dan bekerja sama. Dalam waktu yang cukup lama itu
,kelompok manusia yang termasuk di atas, yang belum terorganisasikan mengalami
proses yang fundamental : </div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo1; tab-stops: list .5in; text-align: justify;">Adaptasi diorganisasi dari tingkah laku dari
anggota-anggota </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo1; tab-stops: list .5in; text-align: justify;"> timbulnya
secara lambat laun, perasaan kelompok atau lesprik decorps </li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Dalam arti luas yang dimaksud masyarakat ialah keseluruhan
hubungan-hubungan dalam hidup bersama dengan tidak dibatasi oleh lingkungan,
bangsa dan lain-lain dalam arti sempit masyarakat dimaksud sekelompok manusia
yang dibatasi oleh aspek-aspek tertentu yaitu teritorial, bangsa golongan dan
sebagainya. Berdasarkan arti tersebut diatas dapat ditarik satu defenisi yaitu
:</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
‘Masyarakat adalah sekelompok
manusia yang telah lama bertempat tinggal di suatu daerah tertentu dan
mempunyai aturan atau undang-undang yang mengatur tata hidup mereka, untuk
menuju kepada tujuan yang sama </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Masyarakat erat sekali hubungannya dengan antropologi maka masyarakat
diberi defenisi agar berbeda yaitu
masyarakat adalah kesatuan hidup dari makhluk-makhluk manusia yang terikat oleh
suatu sistem adat-istiadat tertentu </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Sekarang ini ruang lingkup penyelidikan antropologi tidak mempunyai
batas-batas yang jelas. Hanya dalam metode-metode penyelidikan ada beberapa
perbedaan. Antropologi sosial
mengarahkan penyelidikan kearah perkotaan sedangkan sosiologi melebarkan
dirinya kepada arah pedesaan </div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Faktor-faktor
yang mendorong manusia untuk hidup bermasyarakat yaitu </div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">Adanya dorongan-dorongan atau hasrat-hasrat yang
merupakan unsur-unsur kejiwaan.</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">faktor-faktor psikis
yang mempengaruhi manusia dalam bergaul dengan manusia lainnya
didalam hidup bermasyarakat</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">faktor hasrat harga diri dengan hasrat hidup dengan
manusia lain </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">hasrat ingin berkuasa </li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">adanya kenyataan manusia itu adalah serba tidak bisa
atau sebagai makhluk lemah</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">karena terjadinya ‘Habit’ pada tiap-tiap diri manusia
</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">adanya dorongan manusia untuk mengembangkan keturunan
</li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-align: justify;">adanya kesamaan keturunan, kesamaan teritorial,
kesamaan cita-cita, kesamaan nasib, kesamaan kebudayaan.</li>
</ol>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l3 level1 lfo3; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">B.<span style="font: 7pt "Times New Roman";"> </span></b><b style="mso-bidi-font-weight: normal;">Masyarakat sebagai tempat antar hubungan
sosial</b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Dalam kehidupan sehari-sehari, kita menemukan kenyataan bahwa manusia
sebagai makhluk sosial ada kecenderungan untuk melakukan kesalahan terhadap
sesama manusia. Dari kenyataan ini kemudian timbullah suatu struktur antar
hubungan yang beraneka ragam </div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Pada setiap masyarakat jumlah kelompok dan kesatuan sosial dan hanya
satu, disamping itu individu sebagai warga masyarakat dapat menjadi bagian dari
berbagai kelompok atau kesatuan sosial yang hidup dalam masyarakat tersebut.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 42.75pt;">
Dalam hubungannya dalam penggolongan-penggolongan maka kelompok ada
beraneka ragam bentuk dan kriterianya.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo4; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
1.<span style="font: 7pt "Times New Roman";">
</span>Kelompok primer </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Kelompok primer adalah kelompok yang ditandai ciri-ciri kenal
mengenal antara anggota-anggotanya serta
kerja sama erat dan bersifat pribadi. </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
Tentang kelompok primer pergaulan Dan kerja sama yang berlangsung dan
secara akrab</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Kesatuan dalam kelompok primer itu, terikat oleh rasa
harmonis dan kecintaan</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
Dalam masyarakat modern terdapat amat banyak kelompok yang tidak saling
mengenal antar hubungan langsung karena itu disebut kelompok sekunder.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo4; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<i style="mso-bidi-font-style: normal;">2.<span style="font: 7pt "Times New Roman";"> </span></i><i style="mso-bidi-font-style: normal;">In Group dan out Group</i></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
In Group atau kelompok dalam adalah setiap kelompok yang dipergunakan oleh
seseorang untuk mengidentifikasikan dirinya sendiri, sedangkan out Group atau
kelompok luar adalah semuanya berada
diluar kelompok dalam. Kelompok luar
diartikan oleh individu merupakan lawan kelompok dalam </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo4; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
3.<span style="font: 7pt "Times New Roman";">
</span>Gemeinschaft dan Gesellschaft</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Gemeinschaft adalah bentuk kehidupan bersama dimana terdapat unsur
terikat </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Pengikat berupa hubungan batin yang murni yang bersifat alamiah dan kekal
Gesellschaft dapat diartikan sebagai bentuk ikatan bersama berupa ikatan lahir yang bersifat pokok dalam
jangka waktu tertentu </div>
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4.<span style="font: 7pt "Times New Roman";">
</span>Format Group dan
In formal Group</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Formal Group adalah suatu kelompok sosial yang didalamnya terdapat kata
aturan yang tegas yang sengaja dibuat dalam rangka untuk mengatur hubungan para
anggotanya sedangkan informal Group adalah kelompok sosial yang tidak mempunyai
struktur dan organisasi pasti
(permanent)</div>
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5.<span style="font: 7pt "Times New Roman";">
</span>Community </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Community adalah kelompok yang memperhitungkan keanggotaanya berdasarkan
hubungan anggotanya dengan lingkungan setempat (Lokal). Community yang
merupakan kelompok teritorial terkecil yang dapat menampung semua aspek
kehidupan sosial memiliki aspek sosial yang lengkap. Selanjutnya community
kelompok lokal yang merupakan masyarakat
berkat adanya institusi, status dan minat sehingga community itu disebut sebagai sebuah
masyarakat yang lengkap</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo4; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
6.<span style="font: 7pt "Times New Roman";">
</span>Masyarakat desa dan Masyarakat kota </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Salah satu perbedaan yang ada
dalam masyarakat Modern adalah antar desa dan kota
hal ini karena pada umumnya desa selalu menerima pengaruh dari kota sementara itu
masyarakat primitif masyarakat yang berada sepenuhnya bersifat pedesaan dan
masyarakat yang selalu merupakan masyarakat kekotaan. Perbedaan antara kota dan desa adalah tidak tetap karena yang dimaksud
dengan desa itu tak akan pernah memiliki sifat pedesaan secara terus
menerus secara sosial kota adalah suatu cara hidup (way of life)
kekotaan atau urban menunjukkan suatu cara hidup, berkenaan dengan pengetahuan
tentang barang dan orang serta sejumlah tata krama yang timbul dalam lingkungan
yang Kosmopolitan.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo4; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
7.<span style="font: 7pt "Times New Roman";">
</span>Kerumunan dan Publik</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Ada kelompok yang tidak
terorganisir yang kiranya perlu kita
singgung seperti kerumunan dan publik salah satu kriteria dari kerumunan
(Crowd) adalah kehadirannya yang bersifat fisik artinya kerumunan itu diukur
dengan jarak yang masih dapat dilihat dan suaranya masih didengar telinga
eksistensi kerumunan itu tidak seperti keluarga, atau community melainkan lebih
banyak ditentukan oleh waktu, sehingga kerumunan merupakan kelompok sosial yang
bersifat sementara implikasinya adalah
interaksi dalam kelompok tidak terawasi sehingga bersifat spontan tidak
bisa diramalkan dan tidak berbentuk
(Amorphous).</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 19.95pt; text-align: justify;">
Berbeda dengan kerumunan bahwa publik kelompok yang cerai berai atau
tidak terkumpul. Selanjutnya individu yang menjadi anggota publik nampak
lebih sadar terhadap diri dan kepentingannya daripada terhadap kelompoknya.
Dengan demikian kalau publik didasarkan kepada tindakan-tindakan perorangan
yang bersifat mengambil keputusan</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; mso-list: l3 level1 lfo3; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">C.<span style="font: 7pt "Times New Roman";"> </span></b><b style="mso-bidi-font-weight: normal;">Kesimpulan</b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
Manusia adalah sebagai makhluk individu dalam arti tak dapat dipisahkan
antara jiwa dan raganya oleh karena itu dalam proses perkembangan perlu
keterpaduan antara perkembangan jasmani dan rohaninya </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
Sebagai makhluk sosial seorang individu tidak dapat berdiri sendiri
melainkan saling membutuhkan antara yang satu dengan yang lainnya dan
mengadakan hubungan sosial dalam masyarakat </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
keluarga dalam berbagai fungsi yang dijalankan didalamnya sebagai wahana
dimana seorang individu mengalami proses sosialisasi manusia </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .25in; text-align: justify;">
manusia sebagai individu, merupakan bagian dalam keluarga yang merupakan
bagian yang tak terpisahkan. </div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-78022568773095379112012-04-08T20:36:00.001-07:002012-04-21T08:58:52.076-07:00Makalah Proses Kerja Teknologi Informasi dan Komunikasi<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt;">Makalah Proses Kerja Teknologi Informasi dan Komunikasi</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 16pt;">KATA PENGANTAR </span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
Puji syukur kami
panjatkan kehadirat Allah SWT,yang telah memberikan hikmat dan kemampuan kepada
penyusun dalam menyelesaikan sebuah makalah dalam mata pelajaran Tik/Teknologi
Informasi dan Komunikasi, bahan pengajian ini kami kumpulkan dari berbagai
materi,yang sengaja kami susun untuk membantu para pembaca dalam mencapai kompetensi.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Bahan
makalah ini tidak hanya diambil dari suatu sumber saja.melainkan dari beberapa sumber buku yang dipadu secara
teliti oleh penyusun sehingga dapat lebih mudah pahami oleh kalangan para pembaca yang mengalami
kesulitan dalam proses kerja teknologi informasi dan komunikasi.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Dengan
bahan makalah ini, pernyusun juga berharap agar dapat bermanfaat bagi peserta
didik,sekalian dalam memahami proses kerja komputer,dan juga diharapkan dapat
dijadikan sebagai pedoman untuk mengaplikasikan komputer pada mata pelajaran
Tik ini bagi pembaca makalah ini yang ingin melatih diri untuk mengaplikasikan
komputer secara ototidak.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Dalam
pembuatan makalah ini kami gunakan bahasa sederhana yang dapat dengan mudah
dimengerti oleh para kalangan pembaca dan pada kesempatan ini perkenankan
penulis menyampaikan ucapan rasa terima kasih kepada seluruh kawan kelompok
yang telah diberikan suatu masukan secara saksama dalam menyusun suatu makalah
ini,semoga Allah berkenan mencurahkan rahmat dan Hidayah-Nya kepada akami
semua,dan kami berharap agar makalah ini dapat menambah wawasan tentang
prosedur kerja computer kepada para pembaca segala saran dan kritik yang
membangun demi penyempurnaan makalah ini,akan kami terimah dengan sebang
hati,karena setiap penyempurnaan tidak lupuk dari kesalahan dan
kehilafan.terimah kasih.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Bulukumba, oktober 2008</div>
<div align="center" class="MsoNormal" style="margin-left: 2.5in; text-align: center; text-indent: .5in;">
Penulis</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u> </u></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">BAB I</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">PENDAHULUAN</span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">A.Latar belakang</b></div>
<div class="MsoNormal" style="text-align: justify;">
Dalam
kehidupan sehari-hari kita sering dihadapkan dengan banyak data.ada data
tentang pribadi,data tentang keluarga,dll.dengan demikian,data diartikan suatu
kumpulan dari kejadian-kejadian yang tertulis (dicatat) dari suatu keadaan atau
peristiwa nyata yang terjadi dilapangan</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Maka
kita tahu tentang proses kerja teknologi informasi dan komunikasi dalam
computer terhadap tiga istilah penting,yaitu input (data), pengolah data,dan
informasi (output)pegolahan data dengan computer dikenal dengan nama pengolahan
data eletronik (PDE) atau eletronik processing (EDP).data adalah kumpulan
kejadian yang diangkat dari suatu kenyataan (fakta) dapat berupa
angka-angka,huruf,symbol-simbol Khusus,atau gabungan dari ketiganya</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Pengolahan
data merupakan suatu proses manipulasi dari data kedalam bentuk yang lebih
berguna dan lebih berarti,yaiut berupa suatu informasi,dengan dsemikian
informasi adalah hasil dari suatu kegiatan pengolahan data yang memberikan
bentuk yang lebih bermakna dari suatu fakta,oleh karena itu,pengolahan data
elektronik adalah proses manipulasi dari data bentuk yang lebih bermakna berupa
suatu informasi dengan menggunakan suatu alat eletronik,yaitu Komputer.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">B. Rumusan </b></div>
<div class="MsoNormal" style="margin-left: 39.0pt; mso-list: l2 level1 lfo1; tab-stops: list 39.0pt; text-indent: -.25in;">
1.<span style="font: 7pt "Times New Roman";"> </span>Jelaskan
proses kerja computer dan telekomunikasi,serta berbagai peralatan
teknologi informasi dan komunikasi </div>
<div class="MsoNormal" style="margin-left: 39.0pt; mso-list: l2 level1 lfo1; tab-stops: list 39.0pt; text-indent: -.25in;">
2.<span style="font: 7pt "Times New Roman";"> </span>sebutkan
dan jelaskan fungsi dan cara kerja jaringan telekomunikasi </div>
<div class="MsoNormal" style="margin-left: 39.0pt; mso-list: l2 level1 lfo1; tab-stops: list 39.0pt; text-indent: -.25in;">
3.<span style="font: 7pt "Times New Roman";"> </span>perangkat
lunak apa sajakah yang digunakan/dibutuhkan dalam system informasi</div>
<div class="MsoNormal" style="margin-left: 39.0pt; mso-list: l2 level1 lfo1; tab-stops: list 39.0pt; text-indent: -.25in;">
4.<span style="font: 7pt "Times New Roman";"> </span>apa
keguanaan dari beberapa program aplikasi </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">C. Tujuan Penulisan</b></div>
<div class="MsoNormal" style="text-align: justify;">
Yaitu
bertujuan untuk membahas pertanyaan-pertanyaan yang telah dirumuskan diatas.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">BAB II</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">ISI</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">FUNGSI,PROSES KERJA KOMPUTER DAN TELEKOMUNIKASI SERTA BERBAGAI
INFORMASI DAN KOMUNIKASI.</b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">1. Data dan informasi</b></div>
<div class="MsoNormal" style="text-align: justify;">
Dalam
proses kehidupan manusia sehari-hari,kita sering diharapkan dengan banyak
data.Ada data tentang pribadi,data tentang keluarga,dll.dengan demikian,data
diartikan suatu kejadian yang tertulis (dicatat) dari suatu keadaan atau
peristiwa nyata yang terjadi di lapangan.</div>
<div class="MsoNormal" style="text-align: justify;">
Suatu data akan lebih berarti
jika disusun secara baik,benar, dan sistematis.Tujuan dari kegiatan penyusunan
data adalah untuk mendapatkan informasi secara cepat dan akurat,.dengan
demikian,informasi dapat diartikan suatu hasil dari kegiatan pengolahan data
yang lebih berarti dari suatu kejadian,keadaan,peristiwa yang masih berbentuk
data mentah.bentuk informasi yang dapat dihasilkan oleh computer adalah berupa
teks,angka,symbol-symbol,gambar,suara,sinyal dan grafik.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">2. Siklus Proses
Informasi</b></div>
<div class="MsoNormal">
Siklus
proses infomasi secara umum dapat dibedakan menjadi 3 tahapan,yaitu :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Tahap pengumpulan data (bahan Baku)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Tahaap pengolahan (pemprosesan)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Tahap Penyelesaian (hasil)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
3. Perangkat Keras Komputer </div>
<div class="MsoNormal" style="text-align: justify;">
Agar
computer dapat digunakan untuk memasukan
data,memproses data dan menghasilkan
informasi maka paling sedikit perangkat computer harus terdiri dari
keyboard,CPU,monitor dan printer.</div>
<div class="MsoNormal" style="text-align: justify;">
Dilihat
dari sisi fungsinya,peralatan computer dapat dibedakan menjadi 5 macam,yaitu :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Peralatan Masukan (input)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Peralatan penyimpanan (memory)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Peralatan tambahan (periferel)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Peralatan keluaran (output)</div>
<div class="MsoNormal">
<br /></div>
<ol start="1" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l10 level1 lfo3; tab-stops: list .5in;">peralatan
Masukan (input)</li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
peralatan ini berfungsi untuk memasukan data dari luar
kedalam prosessor atau memory computer sehingga dapat diolah menjadi informasi.peralatan
input terdiri terdiri dari beberapa macam piranti sebagai berikut :</div>
<div class="MsoNormal">
1. keyboard </div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Merupakan media
input yang merupakan sarana pendukung utama untuk dapat memasukan huruf,angka,karakter khusus serta sebagai
sarana untuk memebrikan perintah dari user (pemakai Komputer) melalui tombol
–tombol yang ada.disamping itu keyboard mempunyai beragam jenis bentuk
fisik,tetapi kebutuhan disesuaikan
setara pengguna </div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal">
2. mouse</div>
<div class="MsoNormal" style="text-align: justify;">
Alat
ini digunakan untuk mengatur perpindahan kursor secara tepat atau digunakan
untuk memberikan perintah secara praktis dan cepat pula.biasanya pdea tampilan
layar monitor,mouse berupa pointer tanda panah sebagai petunjuk icon-icon yang
dapat diklik.jenis mouse juga beragam,mulai dari yang besar hingga kecil,mulai
dari tegnologi bali hingga infrared,dengan banyaknya jenis computer pengguna
pun dapat memilih mouse sesuai dengan kebutuhan.</div>
<div class="MsoNormal">
Adapun cara pengoperasian mouse adalah sebagai berikut :</div>
<div class="MsoNormal">
- Klik : menekan tombol mouse sebelah kiri
1 kali,yang berarti menunjuk tool</div>
<div class="MsoNormal">
- Double Klik : menekan tombol mouse sebelah kiri 2 kali
mengaktifkan program.</div>
<div class="MsoNormal">
- Triple Klik : Menekan tombol mouse sebelah kiri 3 kali
tanpa selang yang berarti </div>
<div class="MsoNormal">
Memblok naskah</div>
<div class="MsoNormal">
- Drag : Menekan tombol mouse sebelah kiri
tanpa dilepas dan digeser,berarti </div>
<div class="MsoNormal">
Menyorot,memindahkan obyek,dsb.</div>
<div class="MsoNormal">
- Klik Kanan : Menekan mouse sebelah kanan 1 kali,yang
menampilkan shourct menu</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<ol start="2" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l10 level1 lfo3; tab-stops: list .5in;">Peralatan
Proses</li>
</ol>
<div class="MsoNormal" style="margin-left: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Peralatan proses
adalah alat yang digunakan untuk mengolah dan meproses data contohnya CPU.CPU
adalah alat yang dignakan untuk memproses dan mengolah data guna mendapatkan
informasi sesuai yang diharapkan.didalam CPU terdapat peralatan seperti :</div>
<ol start="2" style="margin-top: 0in;" type="a"><ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;">Processor adalah satu bagian yang terpenting
didalam computer karena possessor inilah yang menentukan jenis suatu
computer.</li>
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;">ROM (read only memory),berisikan suatu program yang
telah ditetapkan oleh pembuat ini tidak dapat diubah ,ditambah maupun
dikurangi oleh pemakai computer.</li>
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;">RAM (random Access memory),adalah memory yang dapat
diiisi dengan program dan data selama aliran listrik masih hidup.RAM
berfungsi sebagai penyimpan sementara,baik untuk system operasi program
aplikasi atau file kerja selama computer dalam kondisi dioprasikan,ram
yang besar membuat kemapuan computer menjadi kemapuan computer menjadi
sangat berguna,pemilihan memori RAM harus sesuai dengan methorboard </li>
</ol>
</ol>
<ol start="3" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l10 level1 lfo3; tab-stops: list .5in;">Peralatan
penyimpanan </li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Peralatan
penyimpanan dalah alat-alat (perangkat) untuk menyimpan
data,informasi,instruksi,maupun program.ada beberapa peralatan penyimpanan
antara lain :</div>
<div class="MsoNormal" style="text-align: justify;">
1.
Disket,adalah peralatan penyimpanan merupakan baca tulis yang sangat
popu-</div>
<div class="MsoNormal">
Lar
karena harganya murah dan mudah di bawa kemana-mana.</div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Setiap disket
yang baru,harus dilakukan penformatan ataupun dengan maksud untuk menghapus seluruh isi
disket.adapun cara untuk menformat disket adalah sebagai berikut :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>masukkan disket yang akan diformat pada flopyy:</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>double klik icon MY KOMPUTER di desktop </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Klik 3 <span style="font-size: 16pt;">½ </span>flpooy </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Klik menu FILE,FORMAT </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Dikotak format Type klik salah satu di bawah ini :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>1. QUICK (menformat disket dengan car menghapus isi
disket)</div>
<div class="MsoNormal" style="margin-left: .5in;">
2. FULL (menformat disket baru)</div>
<div class="MsoNormal" style="margin-left: .5in;">
3. COPY SISTEM FILE </div>
<div class="MsoNormal">
- Klik STAR
dan tunggu bebapa saat </div>
<div class="MsoNormal">
- Klik CLOSE</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">2. USB
Flash memory</b> adalah suatu piranti penyimpanan sekunder yang saat ini</div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify; text-indent: -.5in;">
Popular diguanakan karena ukurannya
yang kecil,ringan,mudah digunakan dan mempunyai kapsiatas sam halnya dengan
disket,setiap USB flash yang baru harus dilakukan pernformatan atau ingin
menghapus isi USB Flash.Adapun cara menformatnya :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Masukkan USB Flash yang akan diformat </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Double klik icon MY COMPUTER </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Klik </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Klik menu FILE,FORMAT</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Dikotak format Type klik salah satu di bawah ini :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>1. QUICK (menformat disket dengan car menghapus isi
disket)</div>
<div class="MsoNormal" style="margin-left: .5in;">
2. FULL (menformat disket baru)</div>
<div class="MsoNormal" style="margin-left: .5in;">
3. COPY SISTEM FILE </div>
<div class="MsoNormal">
- Klik STAR
dan tunggu bebapa saat </div>
<div class="MsoNormal">
- Klik CLOSE </div>
<div class="MsoNormal" style="margin-left: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<b style="mso-bidi-font-weight: normal;">3. Hadisk</b>,merupakan peralatan penyimpanan yang dibuat dari bahan
alminium atau keramik yang dilapisi dengan bahan magnetic.Hardisk dipilih
sesuai dengan kebutuhan pengguna.kapasitas hardisk beragam,mulai dari yang
terkecil (380 MB)hingga besar (120
Gbyte) adajuga jenis hardisk yaitu SCSI dan IDE.jenis SCSL digunakan pada
computer server,namun majunya teknologi IDE juga dapat digunakan pada sebuah
server.</div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<b style="mso-bidi-font-weight: normal;"> 4. CD (compact Disk)</b> adalah piringan
yang besarnya sam dengan disket tetapi dapat menampung data hingga 600
MB.selama ini,disket digunakan untuk melakukan penyimpanan dengan kapsitas jauh
lebih banyak dibanding disket,awalnya,ukuran CD cukup besar,tetapi dengan
perkembangan teknologi,ukuran CD makin kecil.</div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-indent: -27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-indent: -27.0pt;">
<br /></div>
<ol start="4" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l10 level1 lfo3; tab-stops: list .5in;">peralatan
tambahan (peripheral)</li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
peralatan
tambahan perangkat tambahan yang berpasangan untuk lebih menyalagunakan
computer.prangkat ini ada yang digolongkan sebagai alat perangkat
masukan.prosessor dan perangkat tambahan yang biasa digunakan seperti :</div>
<ol start="4" style="margin-top: 0in;" type="a"><ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;">Modem,alat ini berfungsi untuk mengubah gelombang
analog menjadi sinyal digital dari kabel telepon untuk keperluan koneksi
internet </li>
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;">Music Card,bila computer dilengkapi dengan musik
card maka computer tersebut dapat dihunbungkan dengan organ terutama yang
mempunyai fasilitas MIDI (Music
Instrument Device Interfase)</li>
</ol>
</ol>
<ol start="5" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l10 level1 lfo3; tab-stops: list .5in;">Peralatan
Keluaran</li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Peralatan
keluaran adalah alat yang digunakan untuk menampilkan informasi dari
computer.peralatan keluaran yang sering digunakan adalah :</div>
<ol start="5" style="margin-top: 0in;" type="a"><ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Monitor</b>,merupakan
alat untuk menampilkan hasil pengetikan pemprosesan data.dengan monitor,anda dapat melihat
program-program computer. Dengan kata lain,monitor dengan gabungan kaca
RGB.menurut macamnya,ada beberapa jenis monitor,yaitu LCD (liquid crystal
display) dengan kebutuhan listrik yang hemat,monitor flat (layar data)
dan jenis lainnya.</li>
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;"><b style="mso-bidi-font-weight: normal;">Printer, </b>merupakan
alat untuk mencetak informasi pada kertas atau degan kata lain,printer
merupakan perangkat tambahan yang sangat dibutuhkan untuk mencetak
dokumen diatas kertas.namun,kini printer juga dapat mencetak diatas
kertas foto,kain dan beberapa benda lainnya.bahkan,kini telah ada printer
yang lengkap dengan fungsi lain,seprti printer juga tidak terlalu rumit.</li>
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;"><b style="mso-bidi-font-weight: normal;">speaker,</b>merupakan
alat untuk mengeluarkan suara (bunyi).speaker juga digunakan untuk
menghidupkan suasana ketika speakr
GigaWorks atau saat menggunakan computer multimedia,sound saat
anda bermain game serta ketika mendengarkan lagu atau memutar DVD.</li>
<li class="MsoNormal" style="mso-list: l10 level2 lfo3; tab-stops: list 1.0in; text-align: justify;"><b style="mso-bidi-font-weight: normal;">infocus,</b>infocus
hampir sama dengan monitor,fungsinya adalah untuk menampilkan
gambar/visual.hasil pemprosesan data hanya saja infocus memerlukan obyek
lain sebagai media penerima pancaran signal-signal gambar yang
dipancarkan.</li>
</ol>
</ol>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt;">B.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;"> FUNGSI DAN CARA KERJA JARINGAN TELEKOMUNIKASI
(WERELINE,WERELESS,MODEM,DAN SATELIT)</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
Jaringan
computer (computer network) atau sering disingkat jaringan saja adalah hubungan
dua bauh symbol (umumnya berupa computer) atau lebih yang ditujukan untuk
melaksanakan pertukaran data untuk melakukan bagi npakai perngkat
lunak,perangkat keras dan bahkan berbagai kekuatan pemrosesan</div>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l12 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">1.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Manfaat
jaringan computer </b></div>
<div class="MsoNormal" style="margin-left: .5in;">
Manfaat penggunaan jaringan
computer adalah :</div>
<div class="MsoNormal" style="margin-left: .5in;">
1. Dapat berbagi perangkat keras.</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify;">
Perangkat keras computer dapat digunakan oleh
sejumlah computer tanpa perlu melepas dan memasang kembali.piranti cukup dipasang pada sebuah computer atau
menghubungkan ke suatu peralatan khusus dan semua computer dapat mengaksesnya.</div>
<div class="MsoNormal" style="margin-left: 45.0pt;">
Cara ini dapat menghemat biaya </div>
<div class="MsoNormal">
2.Dapat
berbagi program atau data.</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify; text-indent: -45.0pt;">
Program atau data
dimungkunkan untuk disimpan pada computer yang bertindak sebagai server.cara
seperti ini memungkinkan perusahaan membeli perangkat lunak dan dipasang di
server.lalu semua orang dapat mengakses program untuk setiap
computer.penempatan data pada sebuah server juga meberikan keuntungan : anatara
lain menghindari duplikasi data dan ketidakonsistenan.data disimpan secara
terpusat pada sebuah computer,bukan pada setiap perubahan pada suatu data oleh
seseorang akansegera diketahui oleh orang lain.dengan caa sperti ini data akan
selalu dalam keadaan terbaru.perlu diketahui ketidak konsistenan terjadi jika
data yang sama disimpan pada tempat berbeda dan suatu ketika perubahan pada
sautu lokasi tidak diikuti dengan perubahan pada lokasi yang lain.</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify; text-indent: -45.0pt;">
3. Mendukung
kecepatan berkomunikasi</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify; text-indent: -45.0pt;">
Dengan jaringan
computer,komunikasi dapat dilakukan dengan cepat dengan mengirmkannya surat elektronis dengan
mudah dan bahkan dapat bercakap-cakap secara langsung melalui tulisan
(Chatting) ataupun telekonfersi.</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-indent: -45.0pt;">
4. Memudahkan pengaksesan informasi</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify; text-indent: -45.0pt;">
Seseorang dapat
bepergian kemana saja dan tetap bisa mengakses data yang terdapat pada server
ketika ia membutuhkannya.pertumbuhan internet,salah satu inflementasi jaringan
terbesar di dunia,memungkinkan segala informasi yang ada di dunia dapat dengan
mudah didapatkan,siapapun dapat membaca berita tentang hari ini,hasil
riset,atau bahkan katalog-katalog yang berisi penawaran barang.</div>
<div class="MsoNormal" style="margin-left: 45.0pt; text-align: justify; text-indent: -45.0pt;">
Contoh
jaringan computer diperlihatkan pada gambar dibawah ini,data dan program pada
Hardisk yang terdapat pada computer A dapat mengakses dari computer B,C dan
D.CD-Rom Drive pada computer B dapat digunakan oleh computer C dan D Printer
pada computer C modem pada computer A dimngkinkan untuk diguankan oleh semua
computer yang ingin berkomunikasi ke internet.</div>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l12 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">2.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Macam-macam
jaringan Komputer </b></div>
<div class="MsoNormal" style="margin-left: .5in;">
Ada 5 macam jenis jaringan atau Network yaitu
:</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l12 level2 lfo4; tab-stops: list .5in; text-indent: -.25in;">
1.<span style="font: 7pt "Times New Roman";"> </span>Local
Area Network ( L A N )</div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
LAN adalah
jaringan yang mencakup area dalam satu ruang,satu gedung atau beberapa gedung
yang berdekatan.kebanyakan LAN menggunakan media kabel untuk menghubungkan
antara satu computer dengan computer lainnya. Namun,ada yang tidak menggunakan
kable tersebut wireless LAN (WLAN) atau
LAN tanpa kabel.</div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
Menurut
tipenya,LAN dapat berupa Client/server Atau Peer-to-peer</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l8 level2 lfo2; tab-stops: list 1.0in left 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Courier New";">o<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Client
Server,</b>adalah suatu model jaringan yang memiliki Client dan server.client
adalah computer yang menerima layanan (bisa berupa data atau perangkat keras
seperti printer).sedangkan server adalah computer yang bertindak untuk melayani
permintaan Client.Fungsi server senderi sebenarnya berupa perangkat lunak yang
dijalankan pada perangkat keras yang
umumnya berupa computer.file server menangani berkas yang padat diaskes oleh
client.Printer server bertindak sebagai pengontrol printer yang dapat dignakan oleh
client.Web server menagani halaman-halaman web yang dapat diakses oleh
browser.mail sever menangani surat elektronis </div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l8 level2 lfo2; tab-stops: list 1.0in left 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Courier New";">o<span style="font: 7pt "Times New Roman";">
</span></span><b style="mso-bidi-font-weight: normal;">Peer-to-peer,</b>menyatakan
model jaringan yang memberikan kedudukan yang sama bertindak sebagai server
atau client secara eksplisit,oleh karena itu tidak ada media penyimpanan yang
bersifat global;dalam arti dipakai oleh sejumlah computer.</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"> </b>2. Metropolitan Area
Network (MAN)</div>
<div class="MsoNormal">
MAN adalah jaringan yang mencakup satu kota atau dengan rentang
sekitar </div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
10-15
Km.contohnya jaringan yang menghubungkan beberapa baik yang terletak dalam satu
lokasi,jaringan ini umunya menggunakan media tranmisi dengan microgelombang
radio.namun ada juga yang menggunakan jalur sewa.</div>
<div class="MsoNormal">
3. Wide area Network (WAN)</div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
WAN adalah jaringan yang lingkupnya
antar kota,antar
propinsi,anatr Negara</div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-indent: -27.0pt;">
Dan bahkan antar benua.contoh WAN adalah
jaringan yang menghubungkan ATM</div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-list: l7 level1 lfo5; tab-stops: list 63.0pt; text-indent: -.25in;">
4.<span style="font: 7pt "Times New Roman";"> </span>Internet
</div>
<div class="MsoNormal" style="margin-left: 63.0pt;">
Internet adalah kumpulan jaringan
yang terkoneksi dalam area yang luas </div>
<div class="MsoNormal" style="margin-left: 63.0pt; mso-list: l7 level1 lfo5; tab-stops: list 63.0pt; text-indent: -.25in;">
5.<span style="font: 7pt "Times New Roman";"> </span>Jaringan
Tanpa Kabel </div>
<div class="MsoNormal" style="margin-left: 63.0pt; text-align: justify;">
Jaringan tanpa
kabel asalah suatu solusi terhadap komunikasi yang tidak bisa dilakukan dengan
jaringan yang menggunakan kabel. Misalnya orang yang ingin mendapat informasi
walaupun sedang berada di atas mobil atau pesawat terbang, maka mutlak jaringan
tanpa kabel diperlukan karena koneksi kabel tindakan mungkin. Saat ini jaringan
tanpa kabel sudah marak digunakan dengan manfaatnya jasa satelit dan mampu
memberikan kecepatan akses yang lebih cepat dibandingkan dengan jaringan yang
menggunakan kabel.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l12 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">3.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Topologi
Jaringan </b></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify;">
Topologi adalah
suatu cara menghubungkan computer yang satu dengan computer yang lainnya
sehingga membentuk jaringan. Ada
empat topologi yang umum digunakan pada LAN yaitu:</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l12 level2 lfo4; tab-stops: list .5in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">1.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Topologi
Bintang (Star)</b></div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Topologi ini
terdapat komponen yang bertindak sebagai pusat pengontrol. Semua simpul yang
hendak berkomunikasi selalu melalaui pusat. Pengontrol tersebut, dalam hal ini
pusat pengontrol berupa hub atau Swicht.</div>
<div class="MsoNormal" style="margin-left: .5in;">
Kelebihan Topologi Bintang :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Mudah dikelola dan dihubungkan (penyebab kegagalan
mudah untuk diketahui)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Kegagalan pada sebuah computer tidak berpengaruh pada
sebuah jaringan</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Kecepatan transfer data relative baik</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Mudah untuk di kembangkan jika ada penambahan user/work
station </div>
<div class="MsoNormal" style="margin-left: .5in;">
Kelemahan Topologi Bintang :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Keegagalan pada pusat pengontrol akan menyebabkan
kegagalan jaringan secara keseluruhan</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Jika pusat pengontrol berupa hub (bukan berupa switch)
kecepatan transmisi menjadi lambat.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Dapat terjadi tabrakan (collision) apabila terjadi
kepadatan lalu lintas data.</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l12 level2 lfo4; tab-stops: list .5in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">2.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Topologi Bus</b></div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Topologi cincing
adalah cara menghubungkan computer sehingga berbentuk Ring (lingkrang). Data
dikirimkan ke setiap simpul dan setiap informasi yang diterima simpul diperiksa
alamatnya apakah data itu untuknya atau bukan.</div>
<div class="MsoNormal" style="margin-left: .5in;">
Kelebihan Topologi Cincing :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Instalasi yang sederhana</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Menghindari tabrakan data (collision) karena data akan
bergerak hanya pada satu arah</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Semua work station (computer) akan mempunyai status
yang sama </div>
<div class="MsoNormal" style="margin-left: .5in;">
Kelemahan Topologi Cincing </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Kegagalan salah satu simpul, jika ada satu saja simpul
yang mengalami kegagalan, maka semua hubungan akan terputus.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Sulit untuk dikembangkan jika kemudian hari jumlah user
bertambah</div>
<div class="MsoNormal" style="text-indent: .25in;">
<b style="mso-bidi-font-weight: normal;">3. Topologi Bus</b></div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify;">
Topologi Bus ini
semua simpul dihubungkan melalui kabel yang disebut Bus. Jika seorang pemakai
megnirimkan pesan ke seorang pemakai lain maka pesan tersebut melalui Bus</div>
<div class="MsoNormal" style="margin-left: .5in;">
Topologi Bus Mempunyai kelemahan :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Jika kabel utama (Bus) putus, maka semua computer tidak
bisa saling berhubungan </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Jika kabel utama sangat panjang dan terdapat gangguan,
pencarian penyebab masalah menjadi sangat sulit</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Jika ban yak computer yang aktif (mengirim pesan) akan
serijng terjadi tabrakan sehingga mengakibatkan kecepatan pengirim data terjadi
berkurang </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Sulit untuk dikembangkan jika di kemudian hari jumlah
user bertambah</div>
<div class="MsoNormal" style="margin-left: .5in;">
Kelebihan Topologi Bus :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Instalasi rendah </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Biaya murah, karena perangkat yang digunakan tidak
banyak dan relative tidak mahal</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Setiap computer independent, artinya kerusakan pada
satu unit tidak akan mengganggu jaringan keseluruhan</div>
<div class="MsoNormal" style="text-indent: .25in;">
<b style="mso-bidi-font-weight: normal;">4. Topologi Pohon </b></div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"> </b>topologi
pohon merupakan pengemabangan dari topologi bintang, dengan salah satu simpul
menjadi pengontrol bagi sejumlah simpul yang berada
dibawahnya,topologi ini biasa digunakan pada LAN mengingat kemudahan untuk
melakukan ekspansi dan mengurangi keruwetan kabel.Dengan menggunakan hub
tambahan,sejumlah computer (atau piranti yang lain) dapat menghubungkan dengan
mudah.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in; mso-list: l12 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">4.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">komunikasi
menggunakan media Kabel dan Nirkabel (wireless)</b></div>
<div class="MsoNormal" style="margin-left: .25in;">
<b style="mso-bidi-font-weight: normal;">a. komunikasi Data Menggunakan Kabel</b></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify;">
Kabel merupakan salah satu jenis media
transmisi Guinded yang mentramisikan sekaligus memandu arah pengiriman data.Komunikasi data berbasis kabel
memungkinkan untuk dilakukan jika jarak antara pengiriman dan menerima tidak
terlalu jauh dan berada dalam area local.yang sering dijumpai adalah telepon
kemudian juga jaringan computer area local (LAN)</div>
<div class="MsoNormal" style="margin-left: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in;">
<b style="mso-bidi-font-weight: normal;">b. media Transmisi Nirkabel</b></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"> </b>Tidak
semua jaringan berhubungan menggunakan kabel.Ada diantaranya menggunakan
Wireless.LAN yang menggunakan Wireless menggunakan Frekuensi radio,inframerah
ataupun sinar laser untuk berkomunikasi diantara work station,file server
ataupun hub gelombang radio.Jaringan model Wireless ini sangat baik untuk
computer Laptop atau computer remote
untuk berkoneksi ke LAN.Wireless juga
mengantukan apabila disebuah gedung sanngat sulit dalam memasang jaringan.</div>
<div class="MsoNormal" style="margin-left: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .25in; text-align: justify;">
Penggunaan jaringan untuk komunikasi data
dengan menggunakan wireless ini mempunyai beberapa kelemahan sebagai berikut:</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Biaya implementasi yang cukup mahal</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Tidak aman,dan riskan terhadap interferensi cahaya dan
listrik </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Transfer data lebih lambat dibandingkan dengan pengguna kabe.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="tab-stops: .25in;">
<b style="mso-bidi-font-weight: normal;">C.
PERANGKAT LUNAK DALAM SISTEM INFORMASI</b></div>
<div class="MsoNormal" style="text-align: justify;">
Dalam
suatu computer,bisa bekerja atas dasar instruksi dari <b style="mso-bidi-font-weight: normal;">user </b>atau pemakai.sekumpulan instruksi diperlukan untuk mengatur
jalannya perangkat keras dalam computer,Instruksi inilah yang disebut program
atau perangakat lunak atau <i style="mso-bidi-font-style: normal;">softwar</i>e.</div>
<div class="MsoNormal" style="text-align: justify;">
Berdasarkan
fungsinya,perangkat lunak dapat dikelompokkan ke dalam dua kelompok yaitu : </div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6; tab-stops: list .5in;">Perangkat
lunak system,antara lain :</li>
</ol>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Sistem operasi </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Bahasa pemrograman </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Utilitas </div>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6; tab-stops: list .5in;">perangkat
lunak aplikasi,antara lain :</li>
</ol>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Aplikasi perkantoran </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Aplikasi Multimedia</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Aplikasi Internet dan jaringan </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Alikasi Khusus</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level1 lfo7; tab-stops: list .75in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">1.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">fungsi
Sistem Operasi</b></div>
<div class="MsoNormal" style="margin-left: .5in; text-align: justify; text-indent: .25in;">
system
operasi adalah perangkat lunak yang mengatur dan mengendalikan perangkat keras
computer agar dapat dijalankan oleh pengguna yang mempunyai fungsi dan tugas
sebagai berikut :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Mengelola proses jalannya suatu program dalam computer </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Mengelola pemakaian sumber daya komponen perangkat
keras computer pada saat computer sedang dijalankan.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Mengelola Akses Data dalam Piranti penyimpan sekunder
maupun dalam memori utama.</div>
<div class="MsoNormal" style="margin-left: .75in;">
Macam-macam perangkat lunak system
operasi adalah sebagai berikut :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>DOS </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>UNIX</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Windows 95/Windows Me/Windows XP</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>MACITOSH</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>LINUX</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level1 lfo7; tab-stops: list .75in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">2.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Perangkat
Lunak Bahasa Pemrograman </b></div>
<div class="MsoNormal" style="margin-left: 1.0in; text-align: justify;">
Perangkat lunak
bahasa pemrograman merupakan perangkat lunak yang mengkonversi algortma yang
telah dirancang oleh pengguna/pemrograman ke dalam bahasa yang dimengerti oleh
computer.Terdapat 4 kelompok generasi bahasa pemrograman adalah :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Generasi pertama (bahasa mesin)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Generasi Kedua (Bahasa Assembly).</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Generasi Ketiga (Bahasa pemrograman tingkat tinggi)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Generasi keempat </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level1 lfo7; tab-stops: list .75in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">3.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Perangkat
Lunak Aplikasi Multimedia</b></div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .75in 1.0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"> </b>Perkembangan
perangkat lunak ini di dukung dengan perkembangan pesat tehnologi multimedia,
yaitu tehnologi yang menggabungkan kemampuan teks, gambar, suara, animasi
gambar dan video.</div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .75in 1.0in; text-align: justify;">
Beberapa perangkat lunak yang
terkait dengan multi media anatar lain : Corel Draw, Realplayer, Adobe
premiere, pinacle, Ulead studio dan Micromedia Flash MX.</div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .75in 1.0in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level1 lfo7; tab-stops: list .75in left 1.0in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">4.<span style="font: 7pt "Times New Roman";">
</span></b><b style="mso-bidi-font-weight: normal;">Perangkat
Lunak Aplikasi Internet, Komunikasi dan Jaringan</b></div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .75in 1.0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"> </b>Beberapa
perangkat lunak yang terkait dengan internet, Komunikasi dan jaringan, jenisnya
antara lain adalah :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level2 lfo7; tab-stops: .75in 1.0in; text-align: justify; text-indent: -.25in;">
a.<span style="font: 7pt "Times New Roman";">
</span>Web Browser adalah perangkat lunak yang berguna untuk
mengakses informasi di internet.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level2 lfo7; tab-stops: .75in 1.0in; text-align: justify; text-indent: -.25in;">
b.<span style="font: 7pt "Times New Roman";">
</span>E-mail sortware adalah salah satu sarana yang digunakan
dalam internet untuk berkirim surat.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level2 lfo7; tab-stops: .75in 1.0in; text-align: justify; text-indent: -.25in;">
c.<span style="font: 7pt "Times New Roman";">
</span>Chatting adalah suatu perangkat lunak yang memungkinkan
para penggunanya berkomunikasi melalui
internet denan menggunakan teks secara Real-Time.</div>
<div class="MsoNormal" style="tab-stops: .75in 1.0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level1 lfo7; tab-stops: .5in list .75in left 1.0in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">5.<span style="font: 7pt "Times New Roman";"> </span></b><b style="mso-bidi-font-weight: normal;">Perangkat Lunak Aplikasi Khusus</b></div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in .75in 1.0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"> </b>Perangkat
lunak yang ditujukan pada bidang-bidang khusus, contohnya :</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l11 level1 lfo8; tab-stops: .5in .75in 1.0in; text-align: justify; text-indent: -.5in;">
<span style="font-family: Symbol;">-<span style="font: 7pt "Times New Roman";">
</span></span>Program SPSS, merupakan perangkat lunak untuk
analisis data statistik.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l11 level1 lfo8; tab-stops: .5in .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol;">-<span style="font: 7pt "Times New Roman";">
</span></span>Program Mathematica dan MAPLE, merupakan
perangkat lunak bidang kajian matematika.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l11 level1 lfo8; tab-stops: .5in .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol;">-<span style="font: 7pt "Times New Roman";">
</span></span>Program Auto Cad, merupakan lunak untuk desain
ilmu-ilmu tehnik dan arsitektur.</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l11 level1 lfo8; tab-stops: .5in .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: Symbol;">-<span style="font: 7pt "Times New Roman";">
</span></span>Program MYOB, DEA, GL, merupakan perangkat lunak
akuntansi.</div>
<div class="MsoNormal" style="tab-stops: .5in .75in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l13 level1 lfo7; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;">6.<span style="font: 7pt "Times New Roman";"> </span></b><b style="mso-bidi-font-weight: normal;">Perangkat Lunak Utilitis.</b></div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in .75in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"> </b>Perangkat
lunak yang ditujukan untuk menunjang fungsionalitas perangkat lunak system
operasi. Seperti untuk manangkat virus komputer diperlukan antivirus misalnya
Norton Antivirus atau McAfee.</div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in .75in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .25in .75in; text-align: justify; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;">D. KEGUNAAN DARI BEBERAPA PROGRAM APLIKASI</b></div>
<div class="MsoNormal" style="margin-left: .25in; tab-stops: .25in .75in 1.0in; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"> </b>Perkembangan program aplikasi
akan menuntun perkembangan perangkat kerasnya. Pada bahasan ini anda dapat
memahami beberap kegunaan program aplikasi.</div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .25in .75in 1.0in; text-align: justify; text-indent: -.5in;">
<b style="mso-bidi-font-weight: normal;">a. Aplikasi Perkantoran.</b></div>
<div class="MsoNormal" style="margin-left: .25in; tab-stops: .25in .75in 1.0in; text-align: justify; text-indent: -.25in;">
Perangkat lunak yang ditujukan untuk
membantu tugas-tugas yang sering dilakukan pada sebuah kantor atau perusahaan.
Perangkat lunak yang termasuk di dalamnya adalah :</div>
<div class="MsoNormal" style="margin-left: .25in; tab-stops: .25in .5in; text-align: justify;">
1. Spreadsheet.</div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify; text-indent: -9.0pt;">
Adalah program untuk mengola
data dalam bentuk table. Dalam perangkat lunak ini terdapat fungsi-fungsi
khusus yang mencakup rumus-rumus keuangan matematika, statistika sehingga akan
membantu pemakainya dalam menyelesaikan pekerjaan. Contohnya Microsoft Excel.</div>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l4 level1 lfo9; tab-stops: list .5in; text-align: justify;">Word Prosessor</li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify;">
Adalah
perangkat lunak yang digunakan untuk membuat dokumen.contohnya Microsoft word.</div>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l4 level1 lfo9; tab-stops: list .5in; text-align: justify;">Program Presentasi </li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify;">
Adalah
perangkat lunak yang digunakan untuk membuat bahan presentasi dan sekaligus untuk berpresentasi.Contonya
Microsoft power point</div>
<ol start="4" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l4 level1 lfo9; tab-stops: list .5in; text-align: justify;">Data Base management Sistem </li>
</ol>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify;">
Adalah
perangkat lunak yang ditujukan untuk melaksanakan manajemen data.contohnya :
Microsoft access,Microsoft Visual,Foxpro,dll.</div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;">b. perangkat lunak Aplikasi Multimedia</b></div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
perkembangan perangkat lunak ini
didukung dengan perkembangan pesat teknologi multimedia,yaitu teknologi yang
menggabungkan kemapuan teks,gambar,suara,animasi gambar dan video.perangkat
lunak yang terkait dengan multimedia antara lain :</div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify;">Corel Draw, adobe photoshop,merupakan perangkat lunak
untuk aplikasi desain grafis yang banyak digunakan untuk mendesain
brosur,spanduk,animasi,dll.</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify;">realplayer,merupakan perangkat lunak untuk memainkan
file musik video dan itertaiment.</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify;">Adobe Premiere,merupakan perangkat lunak untuk
membuat dan mengedit film dalam berbagai format.</li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo10; tab-stops: list .5in; text-align: justify;">Macromedia Flash MX,merupakan perangkat lunak untuk
membuat aplikasi animasi.</li>
</ol>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="tab-stops: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt;">BAB III</span></b></div>
<div align="center" class="MsoNormal" style="tab-stops: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16pt;">PENUTUP</span></b></div>
<div class="MsoNormal" style="tab-stops: .5in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: .5in;">
A. Kesimpulan </div>
<div class="MsoNormal" style="tab-stops: .5in;">
1. Dengan selesainya makalah
yang kami susun ini,maka kami selaku penulis akan menyimpulkan bahwa,proses
kerja computer dan telekomunikasi mempunyai bagian-bagian seperti :</div>
<ul style="margin-top: 0in;" type="square">
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Data
dan informasi,dan</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Siklus
proses informasi siklus ini dibedakan menjadi 3 tahap yaitu tahap
pengumpulan data tahap pegolahan,dan tahap penyelesaian</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Dan
memiliki berbagai peralatan teknologi informasi dan komunikasi yaitu </li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Peralatan
masukan input terdiri dari keyboard,mouse </li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Peralatan
proses,terdiri dari prosessor,ROM,RAM</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Peralatan
penyimpanan terdiri dari disket,USB flash memory,hardisk,dan CD (Compact
disk)</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Peralatan
tambahan (periferel) terdiri dari modem,music card</li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo11; tab-stops: list .5in;">Peralatan
keluaran terdiri dari,monitor,printer,dan speaker</li>
</ul>
<div class="MsoNormal" style="tab-stops: .5in;">
<br /></div>
<div class="MsoNormal" style="tab-stops: .5in;">
<br /></div>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6; tab-stops: list .5in; text-align: justify;">fungsi dan cara kerja jaringan telekomunikasi
(wirenne,wireless,modem,dan sateint)terdiri dari 3 fungsi yaitu :</li>
</ol>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo6; tab-stops: .5in list 1.0in; text-align: justify; text-indent: -.25in;">
a.<span style="font: 7pt "Times New Roman";">
</span>dapat berbagi perangkat keras</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo6; tab-stops: .5in list 1.0in; text-align: justify; text-indent: -.25in;">
b.<span style="font: 7pt "Times New Roman";">
</span>dapat berbagi program atau data</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo6; tab-stops: .5in list 1.0in; text-align: justify; text-indent: -.25in;">
c.<span style="font: 7pt "Times New Roman";">
</span>mendukung kecepatan berkomunikasi,dan </div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l0 level2 lfo6; tab-stops: .5in list 1.0in; text-align: justify; text-indent: -.25in;">
d.<span style="font: 7pt "Times New Roman";">
</span>memudahkan pengaksesan informasi</div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
Macam-macam jaringan computer ada 5
jenis jaringan atau network,yaitu :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l5 level1 lfo12; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
a.<span style="font: 7pt "Times New Roman";">
</span>local Area Network (LAN)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l5 level1 lfo12; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
b.<span style="font: 7pt "Times New Roman";">
</span>Metropolitan Area Network (MAN)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l5 level1 lfo12; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
c.<span style="font: 7pt "Times New Roman";">
</span>Wide Area Network (WAN)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l5 level1 lfo12; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
d.<span style="font: 7pt "Times New Roman";">
</span>Intenet,dan</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l5 level1 lfo12; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
e.<span style="font: 7pt "Times New Roman";">
</span>Jaringan tanpa kabel </div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify;">
Topologi
jaringan adalah cara menghubungkan computer yang satu dengan lain sehingga
membentuk jaringan.</div>
<div class="MsoNormal" style="margin-left: .5in; tab-stops: .5in; text-align: justify;">
Ada 4 topologi yang umum
digunakan LAN yaitu :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo13; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
a.<span style="font: 7pt "Times New Roman";">
</span>Topologi bintang (star)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo13; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
b.<span style="font: 7pt "Times New Roman";">
</span>Topologi cincing (ring)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo13; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
c.<span style="font: 7pt "Times New Roman";">
</span>Topologi bus,dan </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l6 level1 lfo13; tab-stops: .5in list .75in; text-align: justify; text-indent: -.25in;">
d.<span style="font: 7pt "Times New Roman";">
</span>Topologi pohon </div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: .5in; text-align: justify;">
</div>
<ol start="4" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6; tab-stops: list .5in;">perangkat
lunak dalam system infomasi,antara lain </li>
<ol start="1" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l0 level2 lfo6; tab-stops: list 1.0in;">system
operasi,berfungsi mengatur dan mengendalikan perangkat computer agar
dapat dijalankan oleh pengguna</li>
<li class="MsoNormal" style="mso-list: l0 level2 lfo6; tab-stops: list 1.0in;">perangkat
lunak bahasa permrograman </li>
</ol>
</ol>
<div class="MsoNormal" style="margin-left: 1.0in;">
terdapat 4 kelompok bahasa
pemprograman yaitu :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>generasi pertama (Bahasa mesin)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>generasi kedua (bahasa Assembiy)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>generasi ketiga (bahasa pemrograman tinggi)</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>generasi keempat </div>
<ol start="4" style="margin-top: 0in;" type="1"><ol start="3" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="mso-list: l0 level2 lfo6; tab-stops: list 1.0in;">perangkat
lunak Aplikasi Multimedia </li>
<li class="MsoNormal" style="mso-list: l0 level2 lfo6; tab-stops: list 1.0in;">perangkat
lunak Aplikasi Khusus</li>
<li class="MsoNormal" style="mso-list: l0 level2 lfo6; tab-stops: list 1.0in;">Perangkat
lunak Aplikasi internet,komunikasi dan jaringan</li>
<li class="MsoNormal" style="mso-list: l0 level2 lfo6; tab-stops: list 1.0in;">Perangkat
lunak utirtis</li>
</ol>
</ol>
<div class="MsoNormal">
<br /></div>
<ol start="5" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo6; tab-stops: list .5in;">beberapa
kegunaan program aplikasi,yaitu </li>
</ol>
<div class="MsoNormal" style="margin-left: .5in;">
a. Aplikasi perkantoran</div>
<div class="MsoNormal" style="margin-left: .5in;">
perangkat
lunak yang termasuk didalamnya adalah</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>spreadsheet</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>word Processor </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Program Presntasi </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Data base management Sistem </div>
<div class="MsoNormal" style="margin-left: .5in;">
b. Perangkat lunak Aplikasi
multimedia</div>
<div class="MsoNormal" style="margin-left: .5in;">
perangkat
lunak yang terkait dengan multimedia,antara lain :</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Corel Draw</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Realplayer </div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Adobe Primeire</div>
<div class="MsoNormal" style="margin-left: .75in; mso-list: l8 level1 lfo2; tab-stops: list .75in; text-indent: -.25in;">
-<span style="font: 7pt "Times New Roman";">
</span>Macromedia Flash MX.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
B. Saran-saran </div>
<div class="MsoNormal">
Dengan
selesainya makalah ini,maka penulis dapat menyampaikan saran-saran sebagai
berikkut :</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l6 level2 lfo13; text-indent: -27.0pt;">
1.<span style="font: 7pt "Times New Roman";">
</span>Kami berharap kepada semua siswa dan guru agar
dapat memberikan kritik dan saran supaya
siswa-siswi dengan mudah memerima materi supaya lebih leluasa bertanya kepada
guru tentang apa yang tidak diketahuinya</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l6 level2 lfo13; tab-stops: list 1.0in; text-indent: -27.0pt;">
2.<span style="font: 7pt "Times New Roman";">
</span>agar siswa siswi mampu memperhatikan prestsinya dan
mampu mengembangkan wawasannya dan menerima materi dari guru supaya siswa siswi
dengan mudah mengetahuinya</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l6 level2 lfo13; tab-stops: list 1.0in; text-indent: -27.0pt;">
3.<span style="font: 7pt "Times New Roman";">
</span>siswa siswi juga harus sering melakukan kerja kelompok
atau diskusi,bersama teman yang lain supaya dapat membagi atau saling tukar
pikiran antara siswa yang satu dengan yang lainnya.</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l6 level2 lfo13; tab-stops: list 1.0in; text-indent: -27.0pt;">
4.<span style="font: 7pt "Times New Roman";">
</span>di sampig itu guru harus mampu menjelaskan kepada siswa
siswi apa yang menyebabkan kejelasan atau proses kerja computer dan
peralatan-peralatan computer maka dari itu guru harus mampu memberikan
pengamatanm serta teori-teori didalam membawakan materi ini.</div>
<div class="MsoNormal" style="margin-left: 1.0in; mso-list: l6 level2 lfo13; tab-stops: list 1.0in; text-indent: -27.0pt;">
5.<span style="font: 7pt "Times New Roman";">
</span>agar siswa siswi tidak bingun dalam melakukan sesuatu
dalam kelas maka dari itu guru harus mampu memberikan kritikan dan saran yang
baik agar siswa siswi cepat mengerti apabila guru sedang menjelaskan. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;">DAFTAR PUSTAKA</b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo14; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: Wingdings;"><span style="font: 7pt "Times New Roman";"> </span></span>Edi
purwanto Drs.Dkk Teknologi informasi dan Komunikasi surakarta : Yudhistira,2003</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo14; tab-stops: list .5in; text-indent: -.25in;">
N
H fairus,teknologi informasi dan komunikasi Jakarta : Ganece exact,2004</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo14; tab-stops: list .5in; text-indent: -.25in;">
N.H
Fairus,Teknologi informasi dan komunikasi Jakarta
: tiga serangkai,2004</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo14; tab-stops: list .5in; text-indent: -.25in;">
Margianto,S.Pd
teknologi dan komunikasi surakarta
pustaka manggala,2006</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo14; tab-stops: list .5in; text-indent: -.25in;">
Jani
Kusanti,S.kom.dkk teknologi informasi dan informasi surakata: Garahadi 2006</div>
<div class="MsoNormal" style="margin-left: .5in; mso-list: l3 level1 lfo14; tab-stops: list .5in; text-indent: -.25in;">
Syahrir,A.Md.Kom.
Teori aplikasi merakit computer system jaringan dan internet.</div>
<div class="MsoNormal" style="margin-left: .25in;">
<br /></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0Makassar, Indonesia-5.1398 119.4305-5.2663185000000006 119.2725715 -5.0132815 119.58842849999999tag:blogger.com,1999:blog-5440993314694703097.post-24385982442014127442012-04-02T21:41:00.000-07:002012-04-02T21:41:15.603-07:00Laporan Penanaman Eksplan<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;">BAB I</b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;">PENDAHULUAN</b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l3 level2 lfo1; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span>Latar Belakang</b></div>
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<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Terjadinya
pemanasan global dan perubahan iklim secara tiba – tiba merupakan tantangan lingkungan
hidup yang paling berat dialami oleh umat manusia di muka bumi. Pola iklim mengalami
perubahan akibat kenaikan suhu permukaan buni. Akibatnya, ada bagian bumi yang
curah hujannya berlebihan, adapula yang berkurang. Kenaikan curah hujan akan meningkatkan
frekuensi dan intensitas banjir, makin banyak erosi, serta makin banyaknya tanah
longsor. Kekeringan yang panjang dan fluktuasi musim yang semakin sulit diprediksi,
akan mengancam ketersediaan pangan dan air.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: 28.35pt;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Berkurangnya
pasokan sandang, pangan, dan papan dan kurangnya ketersediaan air merupakan
masalah utama bagi kelangsungan hidup umat manusia. Oleh sebab itu, diperlukan
suatu gerakan baru atau inovasi – inovasi baru dalam menghadapi masalah
kekurangan tersebut. Kegiatan seperti reboisasi merupakan salah satu cara yang
dapat dilakukan. Selain itu, pembuatan tanaman transgenik adalah suatu inovasi
baru yang dapat mengatasi masalah kepunahan atau kekurangan pangan.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: 28.35pt;">
Adapun cara yang
dilakukan dalam mewujudkan gerakan penanaman tanaman transgenik yaitu dengan
melakukan kultur jaringan. <span lang="SV" style="mso-ansi-language: SV;">Kultur
jaringan merupakan salah satu cara</span> terbaik dengan<span lang="SV" style="mso-ansi-language: SV;"> perbanyakan tanaman secara vegetatif. </span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Proses
pelaksanaan kultur jaringan yang dapat dikatakan proses terakhir yaitu
penanaman eksplan. Syarat pertama kultur jaringan juga masih digunakan pada
pelaksanaan ini yaitu kondisi yang aseptic. Pada proses penanaman eksplan,
lingkungan yang digunakan haruslah benar-benar dalam kondisi yang aseptic. Oleh
karenanya penanaman biasanya dilakukan di Enkas, sebuah kotak dengan tepi yang
transparan dan terdapat lubang untuk tangan, atau dengan menggunakan LAF
(Laminar Air Flow).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Berdasarkan uraian
sebelumnya maka perlu diadakan percobaan mengenai cara penanaman planlet pada
media yang dilakukan dalam laminar air flow sebagai alat sterilisasi agar
tanaman yang ditanam pada media dapat tumbuh dengan<span style="mso-spacerun: yes;"> </span>sempurna dalam keadaan yang aseptik. </span></div>
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<br /></div>
<div class="MsoListParagraphCxSpFirst" style="display: none; line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="display: none; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hide: all;"><span style="mso-list: Ignore;">1.</span></span></b><b style="mso-bidi-font-weight: normal;"><span style="display: none; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hide: all;"> </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="display: none; line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-list: l2 level2 lfo2; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="display: none; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hide: all;"><span style="mso-list: Ignore;">1.1.</span></span></b><b style="mso-bidi-font-weight: normal;"><span style="display: none; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hide: all;"> </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-list: l2 level2 lfo2; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.2.</span></span></b><b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">TujuandanKegunaan</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tujuan praktikum penanaman kultur jaringan
adalah untuk mengetahui langkah-langkah penanaman kultur jaringan pada laminar
air flow dalam keadaan steril atau aseptik. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kegunaan dari praktikum penanaman kultur
jaringan adalah memberikan pengetahuan kepada mahasiswa tentang cara penanaman planlet
dalam media dalam keadaan steril dalam laminar air flow.</span></div>
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<span lang="SV" style="mso-ansi-language: SV;"><br /></span></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB II</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 200%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">TINJAUAN PUSTAKA</span></b></div>
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<span style="color: black; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Teknik
penanaman kultur jaringan sangat sederhana, yaitu suatu sel atau irisan
jaringan tanaman yang sering disebut<i> eksplan</i> secara aseptik diletakkan
dan dipelihara dalam medium pada atau cair yang cocok dan dalam keadaan steril.
dengan cara demikian sebaian sel pada permukaan irisan tersebut akan mengalami
proliferasi dan membentuk kalus. Apabila <i>kalus</i> yang terbentuk
dipindahkan kedlam medium diferensiasi yang cocok, maka akan terbentuk tanaman
kecil yang lengkap dan disebut <i>planlet</i>. Dengan teknik kultur jaringan
ini hanya dari satu irisan kecil suatu jaringan tanaman dapat dihasilkan kalus
yang dapat menjadi <i>planlet</i> d</span><span lang="SV" style="color: black; line-height: 150%; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">ala</span><span style="color: black; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">m jumlah
yang besar (Anonim,2009).</span></div>
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<i><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Eksplan</span></i><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yang telah ditanam, agar dapat tumbuh
menjadi <i>kalus</i> dan kemudian menjadi <i>planlet</i>, membutuhkan
pemeliharaan yang rutin dan tepat. Artinya, <i>eksplan</i> atau <i>kalus</i>
yang sudah waktunya untuk dipindahkan ke dalam media tanam yang baru harus
segera dilaksanakan, tidak boleh sampai terlambat. Pemindahan yang terlambat
dapat menyebabkan pertumbuahn <i>eksplan</i> atau <i>kalus</i> dapat terhenti
atau dapat mengalami <i>brownig</i> atau<i> terkontaminasi</i> oleh jamur atau
bakteri.Sebelum digunakan, enkas harus diterilisasi dengan menggunakan hand
sprayer berisi spirtus atau campuran formalin 10% dan alkohol 70%, dengan
perbandinga 1:1. setelah disemprot kemudian dibiarkan terlebih dahulu kurang
lebih 10 menit, baru kemudian boleh digunakan. Alat-alat dissecting –set dan
glass ware yang akan digunakan untuk kultur jaringan, setelah dicuci dan
dikeringkan kemudian dibungkus dengan kertas payung dan disterilisasi di dalam
autoklaf dengan suhu 121 <sup>o</sup>C, tekanan 15 lb, dan lama sterilsiasi
20-30 menit.Botol-botol eksplan yang sudah berisi medium setelah ditutup dengan
alumunium foil, kemudian disterilisasi. Sterilisasi medium lebih sedikit
waktunya dibandingkan dengan sterilisasi alat-alat, yakni 15 menit, tetapi suhu
dan tekannya sama (</span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Hendra,2007).</span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sterilisasi eksplan dilaksanakan dengan dua cara yaitu: a)
Sterilisasi eksplan secara Mekanis, Cara ini digunakan untuk <i>eksplan</i>
yang keras atau berdaging, yaitu dengan membakar eksplan tersebut di atas lampu
spirtus sebanyak tiga kali.b) Sterilisasi Eksplan secara Kimiawi, sterilisasi
ini gunakan untuk <i>eksplan </i>yang lunak. Sterilisasi ini menggunakan bahan
kimia. Bahan-bahan yang digunakan untuk sterilisasi: <b>Sodium hipoklorit</b>, <b>Mercuri
chlorit</b>, <b>Alkohol 70%</b>(</span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Anonim,2008).</span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menabur eksplan dilakukan di dalam
Laminar Air Flow Cabinet dengan kondisi aseptik. Sebelum kita bekerja di dalam
laminar air flow cabinet, semua perhiasan tangan harus dilepas, dan tangan
dibasuh terlebih dahulu dengan alkohol 70%. <i>Eksplan</i> yang siap ditaman
dipotng dengan menggunakan scalpel di dlam cawan petri. Potongan <i>eksplan</i>
dimasukan kedalam erlenmeyer yang berisi media tumbuh, hingga permukaan yang teriris
bersentuhan dengan medium. Setelah semua pekerjaan menabur selesai, kemudian
alat-alat yang sudah dipakai dibersihkan (</span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Wetherel,2008).</span><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<br /></div>
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<br /></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">BAB III</span></b></div>
<div align="center" class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 200%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">METODOLOGI</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.1. Waktu dan Tempat</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-tab-count: 1;"> </span></span></b><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Praktikum pengantar bioteknologi
dilaksanakan pada hari Senin tanggal 26 Maret 2012 pukul 14.00 – 15.00 WITA
sampai selesai, bertempat di Laboratorium Bioteknologi lantai 4, gedung Pusat
Kegiatan<span style="mso-spacerun: yes;"> </span>Penelitian Universitas
Hasanuddin Makassar.</span></div>
<div class="Default" style="line-height: 150%; text-align: justify;">
<b><span style="color: windowtext;">3.2 Alat dan Bahan</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: windowtext;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Alat yang digunakan dalam penanaman
kultur jaringan adalah cawan, pinset, botol kultur, laminar air flow, gunting,
scalpel, dan bunsen.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bahan yang digunakan dalam penanaman
kultur adalah media, planlet, dan alkohol.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: windowtext;">3.3 Prosedur
Kerja</span></b></div>
<div class="Default" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="mso-fareast-font-family: "Times New Roman";">Adapun prosedur kerjanya adalah
:</span></div>
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<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-font-family: "Times New Roman";">Sebelum kita bekerja di dalam
laminar air flow cabinet, semua perhiasan tangan harus dilepas, dan tangan dibasuh
terlebih dahulu dengan alkohol 70%.</span><span style="color: windowtext;"></span></div>
<div class="Default" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i><span style="mso-fareast-font-family: "Times New Roman";">Eksplan</span></i><span style="mso-fareast-font-family: "Times New Roman";"> yang siap ditaman dipot</span>o<span style="mso-fareast-font-family: "Times New Roman";">ng dengan menggunakan scalpel
di d</span>a<span style="mso-fareast-font-family: "Times New Roman";">lam cawan
petri</span><span style="color: windowtext;"></span></div>
<div class="Default" style="line-height: 150%; margin-left: .25in; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span style="mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-fareast-font-family: "Times New Roman";">Potongan <i>eksplan </i>dimasukan
kedalam botol kultur yang berisi media tumbuh, hingga permukaan yang teriris
bersentuhan dengan medium.</span><span style="color: windowtext;"></span></div>
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<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">BAB
IV</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; margin-left: .5in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="line-height: 200%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">HASIL
DAN PEMBAHASAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;">4.1. Hasil</b></div>
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
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<br /></div>
<div class="MsoNormal">
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" 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" 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<span style="color: black; font-size: 12pt; font-weight: normal;">Penanaman eksplan </span><span style="color: black; font-size: 12.0pt; font-weight: normal; mso-bidi-font-weight: bold; mso-themecolor: text1;">Penutupan botol dengan
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<b style="mso-bidi-font-weight: normal;">4.2. Pembahasan</b></div>
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<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Dalam penanaman eksplan harus dilakukan di lingkungan yang
aseptic. Syarat pertama kultur jaringan juga masih digunakan pada pelaksanaan
ini yaitu kondisi yang aseptik. Pada proses penanaman eksplan, lingkungan yang
digunakan haruslah benar-benar dalam kondisi yang aseptic. Oleh karenanya
penanaman biasanya dilakukan di Enkas, sebuah kotak dengan tepi yang transparan
dan terdapat lubang untuk tangan, atau dengan menggunakan LAF (Laminar Air
Flow).</span></div>
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<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Dalam penanaman eksplan semua alat-alat yang digunakan harus
steril untuk mencegah terjadinya kontaminasi yang merupakan hal yang dapat
menyebabkan kegagalan dalam penanaman eksplan pada media. Hal ini sesuai dengan
pendapat Gunawan (1988) yang menyatakan Kontaminasi yang terjadi pada kultur
jaringan merupakan momok yang cukup mengganggu proses kultur jaringan. Namun
kontaminasi juga dapat dicegah dengan perlakuan-perlakuan yang aseptic. Stelah
dua acara praktikum diatas dilakukan sterilisasi terhadap peralatan kultur dan
media kultur, tanaman atau eksplan yang akan ditanam juga harus dalam keadaan
steril dan sehat artinya eksplan tidak terserang penyakit ataupun terkena
serangan mikroba.</span></div>
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<span style="line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt;">Selain peralatan yang digunakan yang perlu disterilisasi
maka ruangan yang digunkan juga harus dalam keadaan aseptik. Hal ini sesuai
pendapat Rahardja (1995) yang menyatakan, keberadaan kontaminan yang berasal
dari spora maupun mikroba lainnya sangat sulit dihindari termasuk juga di dalam
ruang kultur. Untuk itu sterilisasi ruangan juga perlu dilakukan tentunya
dengan tujuan untuk menciptakan lingkungan yang aseptic dan menghilangkan
mikroba maupun spora penyebab kontaminan.</span></div>
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<strong>BAB V</strong></div>
<div align="center" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: center;">
<strong>PENUTUP</strong></div>
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<strong>5.1
Kesimpulan</strong></div>
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<strong><span style="font-family: Symbol; font-weight: normal; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
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pertama adalah persiapan alatdan sterilisasi alat dan bahan serta ruangan.
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kekeliruan.</strong><strong><span style="font-weight: normal;"></span></strong></div>
<div style="line-height: 150%; 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: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><strong>Hal-hal yang perlu diperhatikan dalam
penanaman yakni sterilnya alat dan bahan yang digunakan, pemakaian safety
clothes seperti sarung tangan, masker, dan baju laboratorium dan teknik yang
digunakan dalam proses penanaman. </strong></div>
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<b style="mso-bidi-font-weight: normal;">5.2 </b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="mso-ansi-language: IN;">Saran</span></b></div>
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<span lang="IN" style="mso-ansi-language: IN;">Sisa-sisa media
agar kultur yang menempel pada akar, sebaiknya dicuci lebi</span>h<span lang="IN" style="mso-ansi-language: IN;"> dulu,untuk mengurangi terjadinya
pertumbuhan mikroorganisme dalam media pot,selama periode-periode awal dari
kondisi steril dalam rumah kaca.</span></div>
<div style="line-height: 150%; margin-left: .5in; text-align: justify;">
<br /></div>
<div style="line-height: 150%; text-align: justify;">
<br /></div>
<div align="center" class="Default" style="line-height: 300%; page-break-before: always; text-align: center;">
<b><span style="color: windowtext;">DAFTAR PUSTAKA</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: windowtext;"></span></b></div>
<div class="Default">
<span style="color: windowtext;">Anonim. 2008. <i style="mso-bidi-font-style: normal;">Proses Atau Skematis Kultur Jaringan</i>. </span></div>
<div class="Default" style="text-indent: .5in;">
<span style="color: windowtext;">http://id.answers.yahoo.com.htm.
Diakses pada tanggal 27 Maret</span></div>
<div class="Default" style="text-indent: .5in;">
<span style="color: windowtext;">2012.</span></div>
<div class="Default" style="text-indent: .5in;">
<br /></div>
<div class="Default">
<span style="color: windowtext;">Anonim. 2009. <i style="mso-bidi-font-style: normal;">Teknik Kultur Jaringan </i></span><a href="http://www.bbpp-lembang.info.htm/"><span style="color: windowtext;">http://www.bbpp-lembang.info.htm</span></a><span style="color: windowtext;">. </span></div>
<div class="Default" style="text-indent: .5in;">
<span style="color: windowtext;">Diakses
pada tanggal 27 Maret<span style="mso-spacerun: yes;"> </span>2012.</span></div>
<div class="Default" style="text-indent: .5in;">
<br /></div>
<div class="Default">
<span style="color: windowtext;">Hendra, T. 2007. <i style="mso-bidi-font-style: normal;">Kultur Jaringan</i>.
http://lelos66.blog.friendster.com.htm. Diakses</span></div>
<div class="Default" style="text-indent: .5in;">
<span style="color: windowtext;">Pada tanggal
22 Desember 2011 Rahardja, P.E. 1988. <i>Kultur Jaringan</i></span></div>
<div class="Default" style="text-indent: .5in;">
<i><span style="color: windowtext;">Teknik
Perbanyakan Tanaman Secara Modern</span></i><span style="color: windowtext;">.Panebar
Swadaya. </span></div>
<div class="Default" style="text-indent: .5in;">
<br /></div>
<div class="Default">
<span style="color: windowtext;">Wetherel, D.F. 2008. <i>Propagasi
Tanaman Secara In Vitro</i>. Avery </span></div>
<div class="Default" style="margin-left: .5in;">
<span style="color: windowtext;">Publishing
Group Inc. New Jersey. Jakarta<a href="" name="_GoBack"></a></span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-48085513784836893512012-04-02T04:23:00.001-07:002012-04-02T04:23:56.111-07:00Pengertian Dan Klasifikasi Enzim<div dir="ltr" style="text-align: left;" trbidi="on">
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: IN; mso-no-proof: yes;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-language: IN; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;"></span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">OLEH
:</span></b></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">NAMA
<span style="mso-tab-count: 2;"> </span>: RAHMADI</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">NIM
<span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">:
G111 11 335</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">KELAS<span style="mso-tab-count: 2;"> </span>: </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D</span></b></div>
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<br /></div>
<div class="MsoNormal" style="tab-stops: 189.75pt;">
<br /></div>
<div align="center" class="MsoNormal" style="tab-stops: 189.75pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">PROGRAM
STUDI AGROTEKNOLOGI</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">FAKULTAS
PERTANIAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">UNIVERSITAS HASANUDDIN</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;"></span></b></div>
<div align="center" class="MsoNormal" style="tab-stops: 189.75pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">MAKASSAR</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;"></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 300%;">201</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 300%; mso-ansi-language: IN;">2</span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pengertian Enzim </span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Enzim
adalah biomolekul berupa protein yang berfungsi sebagai katalis (senyawa yang
mempercepat proses reaksi tanpa habis bereaksi) dalam suatu reaksi kimia
organik.[1][2] Molekul awal yang disebut substrat akan dipercepat perubahannya
menjadi molekul lain yang disebut produk. Jenis produk yang akan dihasilkan
bergantung pada suatu kondisi/zat, yang disebut promoter. Semua proses biologis
sel memerlukan enzim agar dapat berlangsung dengan cukup cepat dalam suatu arah
lintasan metabolisme yang ditentukan oleh hormon sebagai promoter.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Enzim bekerja dengan cara bereaksi dengan
molekul substrat untuk menghasilkan senyawa intermediat melalui suatu reaksi
kimia organik yang membutuhkan energi aktivasi lebih rendah, sehingga
percepatan reaksi kimia terjadi karena reaksi kimia dengan energi aktivasi
lebih tinggi membutuhkan waktu lebih lama. Sebagai contoh:</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">X + C → XC (1)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Y + XC → XYC (2)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">XYC → CZ (3)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">CZ → C + Z (4) </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Meskipun senyawa katalis dapat berubah pada
reaksi awal, pada reaksi akhir molekul katalis akan kembali ke bentuk semula.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Sebagian besar enzim bekerja secara khas,
yang artinya setiap jenis enzim hanya dapat bekerja pada satu macam senyawa
atau reaksi kimia. Hal ini disebabkan perbedaan struktur kimia tiap enzim yang
bersifat tetap. Sebagai contoh, enzim α-amilase hanya dapat digunakan pada
proses perombakan pati menjadi glukosa.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Kerja enzim dipengaruhi oleh beberapa faktor,
terutama adalah substrat, suhu, keasaman, kofaktor dan inhibitor. Tiap enzim
memerlukan suhu dan pH (tingkat keasaman) optimum yang berbeda-beda karena
enzim adalah protein, yang dapat mengalami perubahan bentuk jika suhu dan
keasaman berubah. Di luar suhu atau pH yang sesuai, enzim tidak dapat bekerja
secara optimal atau strukturnya akan mengalami kerusakan. Hal ini akan
menyebabkan enzim kehilangan fungsinya sama sekali. Kerja enzim juga dipengaruhi
oleh molekul lain. Inhibitor adalah molekul yang menurunkan aktivitas enzim,
sedangkan aktivator adalah yang meningkatkan aktivitas enzim. Banyak obat dan
racun adalah inihibitor enzim.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Etimologi dan Sejarah</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Hal-ihwal yang berkaitan dengan enzim dipelajari dalam
enzimologi. Dalam dunia pendidikan tinggi, enzimologi tidak dipelajari
tersendiri sebagai satu jurusan tersendiri tetapi sejumlah program studi
memberikan mata kuliah ini. Enzimologi terutama dipelajari dalam kedokteran,
ilmu pangan, teknologi pengolahan pangan, dan cabang-cabang ilmu pertanian.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada akhir tahun
1700-an dan awal tahun 1800-an, pencernaan daging oleh sekresi perut[3] dan
konversi pati menjadi gula oleh ekstrak tumbuhan dan ludah telah diketahui.
Namun, mekanisme bagaimana hal ini terjadi belum diidentifikasi.[4]</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada abad ke-19,
ketika mengkaji fermentasi gula menjadi alkohol oleh ragi, Louis Pasteur
menyimpulkan bahwa fermentasi ini dikatalisasi oleh gaya dorong vital yang
terdapat dalam sel ragi, disebut sebagai "ferment", dan diperkirakan
hanya berfungsi dalam tubuh organisme hidup. Ia menulis bahwa "fermentasi
alkoholik adalah peristiwa yang berhubungan dengan kehidupan dan organisasi sel
ragi, dan bukannya kematian ataupun putrefaksi sel tersebut."[5]</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada tahun 1878,
ahli fisiologi Jerman Wilhelm Kühne (1837–1900) pertama kali menggunakan
istilah "enzyme", yang berasal dari bahasa Yunani ενζυμον yang
berarti "dalam bahan pengembang" (ragi), untuk menjelaskan proses
ini. Kata "enzyme" kemudian digunakan untuk merujuk pada zat mati
seperti pepsin, dan kata ferment digunakan untuk merujuk pada aktivitas kimiawi
yang dihasilkan oleh organisme hidup.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pada tahun 1897,
Eduard Buchner memulai kajiannya mengenai kemampuan ekstrak ragi untuk
memfermentasi gula walaupun ia tidak terdapat pada sel ragi yang hidup. Pada
sederet eksperimen di Universitas Berlin, ia menemukan bahwa gula difermentasi
bahkan apabila sel ragi tidak terdapat pada campuran.[6] Ia menamai enzim yang
memfermentasi sukrosa sebagai "zymase" (zimase).[7] Pada tahun 1907,
ia menerima penghargaan Nobel dalam bidang kimia "atas riset biokimia dan
penemuan fermentasi tanpa sel yang dilakukannya". Mengikuti praktek
Buchner, enzim biasanya dinamai sesuai dengan reaksi yang dikatalisasi oleh
enzim tersebut. Umumnya, untuk mendapatkan nama sebuah enzim, akhiran -ase
ditambahkan pada nama substrat enzim tersebut (contohnya: laktase, merupakan
enzim yang mengurai laktosa) ataupun pada jenis reaksi yang dikatalisasi
(contoh: DNA polimerase yang menghasilkan polimer DNA).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Penemuan bahwa
enzim dapat bekerja diluar sel hidup mendorong penelitian pada sifat-sifat
biokimia enzim tersebut. Banyak peneliti awal menemukan bahwa aktivitas enzim
diasosiasikan dengan protein, namun beberapa ilmuwan seperti Richard
Willstätter berargumen bahwa proten hanyalah bertindak sebagai pembawa enzim
dan protein sendiri tidak dapat melakukan katalisis. Namun, pada tahun 1926,
James B. Sumner berhasil mengkristalisasi enzim urease dan menunjukkan bahwa ia
merupakan protein murni. Kesimpulannya adalah bahwa protein murni dapat berupa
enzim dan hal ini secara tuntas dibuktikan oleh Northrop dan Stanley yang
meneliti enzim pencernaan pepsin (1930), tripsin, dan kimotripsin. Ketiga
ilmuwan ini meraih penghargaan Nobel tahun 1946 pada bidang kimia.[8]</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Penemuan bahwa
enzim dapat dikristalisasi pada akhirnya mengijinkan struktur enzim ditentukan
melalui kristalografi sinar-X. Metode ini pertama kali diterapkan pada lisozim,
enzim yang ditemukan pada air mata, air ludah, dan telur putih, yang mencerna
lapisan pelindung beberapa bakteri. Struktur enzim ini dipecahkan oleh
sekelompok ilmuwan yang diketuai oleh David Chilton Phillips dan dipublikasikan
pada tahun 1965.[9] Struktur lisozim dalam resolusi tinggi ini menandai
dimulainya bidang biologi struktural dan usaha untuk memahami bagaimana enzim
bekerja pada tingkat atom.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 21.3pt; text-align: justify; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sifat-sifat Enzim</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
hanya mengubah kecepatan reaksi, artinya enzim tidak mengubah produk akhir yang
dibentuk atau mempengaruhi keseimbangan reaksi, hanya meningkatkan laju suatu
reaksi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
bekerja secara spesifik, artinya enzim hanya mempengaruhi substrat tertentu
saja.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
merupakan protein. Oleh karena itu, enzim memiliki sifat seperti protein.
Antara lain bekerja pada suhu optimum, umumnya pada suhu kamar. Enzim akan
kehilangan aktivitasnya karena pH yang terlalu asam atau basa kuat, dan pelarut
organik. Selain itu, panas yang terlalu tinggi akan membuat enzim terdenaturasi
sehingga tidak dapat berfungsi sebagai mana mestinya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
diperlukan dalam jumlah sedikit. Sesuai dengan fungsinya sebagai katalisator,
enzim diperlukan dalam jumlah yang sedikit.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
bekerja secara bolak-balik. Reaksi-reaksi yang dikendalikan enzim dapat
berbalik, artinya enzim tidak menentukan arah reaksi tetapi hanya mempercepat
laju reaksi sehingga tercapai keseimbangan. Enzim dapat menguraikan suatu
senyawa menjadi senyawa-senyawa lain. Atau sebaliknya, menyusun senyawa-senyawa
menjadi senyawa tertentu. Reaksinya dapat digambarkan sebagai berikut.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
dipengaruhi oleh faktor lingkungan. Faktor-faktor yang mempengaruhi kerja enzim
adalah suhu, pH, aktivator (pengaktif), dan inhibitor (penghambat) serta
konsentrasi substrat.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">KLASIFIKASI
ENZIM</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Penggolongan (Klasifikasi) enzim</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">1. Hidrolase</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Hidrolase merupakan enzim-enzim yang menguraikan suatu
zat dengan pertolongan air. Hidrolase dibagi atas kelompok kecil berdasarkan
substratnya yaitu :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">A. Karbohidrase,</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">enzim-enzim yang menguraikan golongan karbohidrat.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Kelompok ini masih dipecah lagi menurut karbohidrat yang
diuraikannya, misal :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Amilase,
yaitu enzim yang menguraikan amilum (suatu polisakarida) menjadi maltosa 9
suatu disakarida).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>2 (C6H10O5)n + n H2O n C12H22O11</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Maltase,
yaitu enzim yang menguraikan maltosa menjadi glukosa</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-tab-count: 1;"> </span>C12H22O11 + H20 2 C6H12O6</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Sukrase,
yaitu enzim yang mengubah sukrosa (gula tebu) menjadi glukosa dan fruktosa.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Laktase,
yaitu enzim yang mengubah laktase menjadi glukosa dan galaktosa.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Selulase,
emzim yang menguraikan selulosa ( suatu polisakarida) menjadi selobiosa ( suatu
disakarida)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Pektinase,
yaitu enzim yang menguraikan pektin menjadi asam-pektin.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">B. Esterase</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim-Enzim yang memecah golongan ester.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh-contohnya :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l6 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Lipase,
yaitu enzim yang menguraikan lemak menjadi gliserol dan asam lemak.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l6 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Fosfatase,
yaitu enzim yang menguraikan suatu ester hingga terlepas asam fosfat.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">C. Proteinase atau Protease</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim-Enzim yang menguraikan golongan protein.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Contoh-contohnya:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l5 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Peptidase,
yaitu enzim yang menguraikan peptida menjadi asam amino.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l5 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Gelatinase,
yaitu enzim yang menguraikan gelatin.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l5 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Renin,
yaitu enzim yang menguraikan kasein dari susu.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">2. Oksidase dan reduktase</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">enzime yang menolong dalam proses oksidasi dan reduksi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim Oksidase dibagi lagi menjadi;</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Dehidrogenase
: enzim ini memegang peranan penting dalam mengubah zat-zat organik menjadi
hasil-hasil oksidasi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo6; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Katalase
: enzim yang menguraikan hidrogen peroksida menjadi air dan oksigen.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">3. Desmolase</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim-Enzim yang memutuskan ikatan-ikatan C-C, C-N dan
beberapa ikatan lainnya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim
Desmolase dibagi lagi menjadi :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Karboksilase
: yaitu enzim yang mengubah asam piruyat menjadi asetaldehida.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.7pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo7; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Transaminase
: yaitu enzim yang memindahkan gugusan amine dari suatu asam amino ke suatu
asam organik sehingga yang terakhir ini berubah menjadi suatu asam amino.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.0in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Enzim juga dapat dibedakan menjadi eksoenzim dan
endoenzim berdasarkan tempat kerjanya, ditinjau dari sel yang
membentuknya.Eksoenzim ialah enzim yang aktivitasnya diluar sel. Endoenzim
ialah enzim yang aktivitasnya didalam sel.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;">Selain eksoenzim dan endoenzim, dikenal juga enzim
konstitutif dan enzim induktif. Enzim konstitutif ialah enzim yang dibentuk
terus-menerus oleh sel tanpa peduli apakah substratnya ada atau tidak. Enzim
induktif (enzim adaptif) ialah enzim yang dibentuk karena adanya rangsangan
substrat atau senyawa tertentu yang lain. Misalnya pembentukan enzim
beta-galaktosida pada escherichia coli yang diinduksi oleh laktosa sebagai
substratnya. Tetapi ada senyawa lain juga yang dapat menginduksi enzim tersebut
walaupun tidak merupakan substarnya, yaitu melibiosa. Tanpa adanya laktosa atau
melibiosa, maka enzim beta-galaktosidasa tidak disintesis, tetapi sintesisnya
akan dimulai bila ditambahkan laktosa atau melibiosa.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 150%;">DAFTAR PUSTAKA</span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: center;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Anonim<sup>1</sup>,2012.http//:</span><cite><span style="font-family: "Calibri","sans-serif";">id.wikipedia.org/wiki/</span></cite><cite><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Enzim. Di akses pada tanggal 22 maret 2012</span></cite></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Anonim<sup>2</sup>,2012.</span> <span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">http//:</span><cite><span style="font-family: "Calibri","sans-serif"; font-style: normal; mso-bidi-font-style: italic;">www.anneahira.com/sifat-sifat-<b>enzim</b>.htm.<span style="mso-bidi-font-weight: bold;"> Di akses pada tanggal 22 maret 2012</span></span></cite><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-35093077484900706232012-03-27T07:16:00.000-07:002012-03-27T07:16:30.076-07:00Laporan Pembuatan Pupuk Organik Cair<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"><span style="font-size: large;">Laporan Pembuatan Pupuk Organik Cair </span></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Arial","sans-serif";">I.
PENDAHULUAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">1.1 <span style="mso-spacerun: yes;"> </span>Latar Belakang</span></b></div>
<div class="Default" style="line-height: 200%; text-align: justify; text-indent: .5in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span>Setiap tahun ribuan hektar lahan yang subur
berkurang akibat penggunaan pupuk kimia. Sungguh ironis, menggunakan racun
untuk meningkatkan produksi pangan bagi kehidupan. Tidak heran bila kesehatan
dan daya tahan tubuh manusia terus merosot</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">.</span><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"></span></div>
<div class="Default" style="line-height: 200%; text-align: justify; text-indent: .5in; text-justify: inter-ideograph;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;">Penggunaan
pupuk organik tidak meninggalkan residu yang membahayakan bagi kehidupan.
Pengaplikasiannya mampu memperkaya sekaligus mengembalikan ketersediaan unsur
hara bagi tanah dan tumbuhan dengan aman</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">.</span><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Arial","sans-serif";">Nilai tambah dari penggunaan
pupuk organik.<span style="mso-spacerun: yes;"> </span>Bahwa<span style="mso-spacerun: yes;"> </span>seperti<span style="mso-spacerun: yes;">
</span>diketahui<span style="mso-spacerun: yes;"> </span>bersama<span style="mso-spacerun: yes;"> </span>hasil<span style="mso-spacerun: yes;">
</span>produk<span style="mso-spacerun: yes;"> </span>pertanian<span style="mso-spacerun: yes;"> </span>dengan<span style="mso-spacerun: yes;">
</span>menggunakan<span style="mso-spacerun: yes;"> </span>pupuk<span style="mso-spacerun: yes;"> </span>organik<span style="mso-spacerun: yes;">
</span>mempunyai<span style="mso-spacerun: yes;"> </span>nilai<span style="mso-spacerun: yes;"> </span>jual<span style="mso-spacerun: yes;">
</span>yang<span style="mso-spacerun: yes;"> </span>lebih<span style="mso-spacerun: yes;"> </span>tinggi<span style="mso-spacerun: yes;">
</span>dibanding<span style="mso-spacerun: yes;"> </span>dengan<span style="mso-spacerun: yes;"> </span>pertanian<span style="mso-spacerun: yes;">
</span>anorganik<span style="mso-spacerun: yes;"> </span>(pupuk<span style="mso-spacerun: yes;"> </span>buatan<span style="mso-spacerun: yes;">
</span>pabrik),<span style="mso-spacerun: yes;"> </span>apalagi<span style="mso-spacerun: yes;"> </span>dipadukan<span style="mso-spacerun: yes;">
</span>dengan<span style="mso-spacerun: yes;"> </span>penggunaan<span style="mso-spacerun: yes;"> </span>pestisida<span style="mso-spacerun: yes;">
</span>organik<span style="mso-spacerun: yes;"> </span>dimana<span style="mso-spacerun: yes;"> </span>produknya<span style="mso-spacerun: yes;">
</span>dikenal<span style="mso-spacerun: yes;"> </span>sebagai<span style="mso-spacerun: yes;"> </span>“Beras<span style="mso-spacerun: yes;">
</span>organik<span style="mso-spacerun: yes;"> </span>non<span style="mso-spacerun: yes;"> </span>pestisida”<span style="mso-spacerun: yes;">
</span>,<span style="mso-spacerun: yes;"> </span>mempunyai<span style="mso-spacerun: yes;"> </span>harga<span style="mso-spacerun: yes;">
</span>jual<span style="mso-spacerun: yes;"> </span>hampir<span style="mso-spacerun: yes;"> </span>dua<span style="mso-spacerun: yes;">
</span>kali<span style="mso-spacerun: yes;"> </span>dari<span style="mso-spacerun: yes;"> </span>produk pertanian anorganik.<span style="mso-spacerun: yes;"> </span>Meskipun segmen pasarnya masih tertentu ,
misalnya jaringan perhotelan, supermarket dengan<span style="mso-spacerun: yes;"> </span>pelanggan orang asing , restoran restoran
dll. </span></div>
<div class="MsoNormal" style="line-height: 200%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in; text-justify: inter-ideograph;">
<span style="font-family: "Arial","sans-serif";">Berdasarkan hal tersebut
maka perlu diadakan pembuatan pupuk organik cair sehingga kita dapat memahami
cara pembuatan pupuk dan memanfaatkan limbah.</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in; text-justify: inter-ideograph;">
<br /></div>
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<br /></div>
<div class="Default" style="line-height: 250%; text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%;">1.2<span style="mso-spacerun: yes;"> </span>Tujuan </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%; mso-ansi-language: IN;">dan Kegunaan</span></b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%; mso-ansi-language: IN;"></span></div>
<div class="Default" style="line-height: 200%; text-align: justify; text-indent: .5in; text-justify: inter-ideograph;">
<span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Tujuan dari
praktikum<span style="mso-spacerun: yes;"> </span>ini adalah Mengetahui </span><span lang="IN" style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;">teknik-teknik pembuatan pupuk organik
cair</span><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">,<span style="mso-spacerun: yes;"> </span>mengetahui </span><span lang="IN" style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;">bahan-bahan yang digunakan dalam
pembutan pupuk organik</span><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"></span></div>
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<span lang="IN" style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN; mso-bidi-font-weight: bold;"><span style="mso-tab-count: 1;"> </span>ada
pun kegunaan dari praktikum ini adalah</span><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-bidi-font-weight: bold;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;">
<span style="font-family: "Arial","sans-serif";">1.
Mengurangi dampak pemanasan global</span></div>
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<span style="font-family: "Arial","sans-serif";">2.
Meningkatkan absorbsi gas CO2, SO2 dan polutan lainnya.</span></div>
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<span style="font-family: "Arial","sans-serif";">4. Meningkatkan
upaya konservasi sumberdaya genetik tanaman hutan.</span></div>
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<span style="font-family: "Arial","sans-serif";">5.Meningkatkan kesadaran
masyarakat untuk </span><span lang="IN" style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;">memanfaatkan limbah tanaman.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">II.
TINJAUAN PUSTAKA</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Pupuk organik adalah nama kolektif untuk
semua jenis bahanorganik asal tanaman dan hewan yang dapat dirombak menjadi
haratersedia bagi tanaman. Dalam Permentan No.2/Pert/Hk.060/2/2006, tenpupuk
organik dan pembenah tanah, dikemukakan bahwa pupuk organik</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">adalah pupuk yang sebagian besar atau
seluruhnya terdiri atas bahanorganik yang berasal dari tanaman dan atau hewan
yang telah melalui</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">proses
rekayasa, dapat berbentuk padat atau cair yang digunakan</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">mensuplai bahan organik untuk memperbaiki
sifat fisik, kimia, dan biologi</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">tanah.
Definisi tersebut menunjukkan bahwa pupuk organik lebih ditujukan</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">kepada kandungan C-organik atau bahan organik
daripada kadar haranya,</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">nilai
C-organik itulah yang menjadi pembeda dengan pupuk anorganik</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">(Skoog 1962).</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Bila</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">C-organik
rendah dan tidak masuk dalam ketentuan pupuk organik maka</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">diklasifikasikan sebagai pembenah tanah
organik. Pembenah tanah atau <i>soil</i></span><i><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">ameliorant
</span></i><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">menurut
SK Mentan adalah bahan-bahan sintesis atau alami,organik atau mineral.</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Sumber bahan organik dapat berupa kompos,
pupuk hijau, pupuk</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">kandang,
sisa panen (jerami, brangkasan, tongkol jagung, bagas tebu, dan</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">sabut kelapa), limbah ternak, limbah industri
yang menggunakan bahan</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">pertanian,
dan limbah kota. Kompos merupakan produk pembusukan dari</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">limbah tanaman dan hewan hasil perombakan
oleh fungi, aktinomiset, dan</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">cacing
tanah. Pupuk hijau merupakan keseluruhan tanaman hijau maupun</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">hanya bagian dari tanaman seperti sisa batang
dan tunggul akar setelah</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">bagian
atas tanaman yang hijau digunakan sebagai pakan ternak. Sebagai</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">contoh pupuk hijau ini adalah sisa–sisa
tanaman, kacang-kacangan, dan</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">tanaman
paku air <i>Azolla. </i>Pupuk kandang merupakan kotoran ternak (Skoog 1962).</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "Arial","sans-serif";">Limbah
ternak merupakan limbah dari rumah potong berupa tulang tulang,darah, dan
sebagainya. Limbah industri yang menggunakan bahan</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">pertanian merupakan limbah berasal
dari limbah pabrik gula, limbah</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">pengolahan
kelapa sawit, penggilingan padi, limbah bumbu masak, dan</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">sebagainya. Limbah kota yang dapat
menjadi kompos berupa sampah kota</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">yang
berasal dari tanaman, setelah dipisah dari bahan-bahan yang tidak</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">dapat dirombak misalnya plastik,
kertas, botol, dan kertas.</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">Istilah
pupuk hayati digunakan sebagai nama kolektif untuk semua</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">kelompok fungsional mikroba tanah yang
dapat berfungsi sebagai penyedia</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">hara
dalam tanah, sehingga dapat tersedia bagi tanaman. Pemakaian istilah</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">ini relatif baru dibandingkan dengan
saat penggunaan salah satu jenis (Razdan ,1983).</span></div>
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<span style="font-family: "Arial","sans-serif";">pupuk
hayati komersial pertama di dunia yaitu inokulan <i>Rhizobium </i>yang</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">sudah lebih dari 100 tahun yang lalu.
Pupuk hayati dalam buku ini dapat</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">didefinisikan
sebagai inokulan berbahan aktif organisme hidup yang</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">berfungsi untuk menambat hara tertentu
atau memfasilitasi tersedianya hara</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">dalam
tanah bagi tanaman (Razdan ,1983).</span></div>
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<span style="font-family: "Arial","sans-serif";">Memfasilitasi
tersedianya hara ini dapat</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">berlangsung
melalui peningkatan akses tanaman terhadap hara misalnya</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">oleh cendawan mikoriza arbuskuler,
pelarutan oleh mikroba pelarut fosfat,</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">maupun
perombakan oleh fungi, aktinomiset atau cacing tanah. Penyediaan</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">hara ini berlangsung melalui hubungan
simbiotis atau nonsimbiotis. Secara simbiosis berlangsung dengan kelompok
tanaman tertentu atau dengan</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">kebanyakan
tanaman, sedangkan nonsimbiotis berlangsung melalui</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">penyerapan hara hasil pelarutan oleh
kelompok mikroba pelarut fosfat, dan</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">hasil
perombakan bahan organik oleh kelompok organisme perombak.</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">Kelompok mikroba simbiotis ini
terutama meliputi bakteri bintil akar dan</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">cendawan
mikoriza (Razdan ,1983). </span><span lang="IN" style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"></span></div>
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<span style="font-family: "Arial","sans-serif";">Penambatan
N2 secara simbiotis dengan tanaman</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">kehutanan
yang bukan legum oleh aktinomisetes genus <i>Frankia </i>di luar</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">cakupan buku ini. Kelompok cendawan
mikoriza yang tergolong</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">ektomikoriza
juga di luar cakupan baku ini, karena kelompok ini hanya</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">bersimbiosis dengan berbagai tanaman
kehutanan. Kelompok endomikoriza</span><span style="font-family: "Arial","sans-serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Arial","sans-serif";">yang
akan dicakup dalam buku ini juga hanya cendawan mikoriza vesikulerabuskuler (Razdan
,1983).</span></div>
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<span style="font-family: "Arial","sans-serif";"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;">III. METODOLOGI</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%;">3.1
Tempat Dan Waktu</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Praktikum ini dilaksankan di
Kebun Percobaan Labiota, desa bulu ballea, Kecamatan Malino, Kabupaten Gowa,
Pada Hari Minggu, 10 April, 2011, Pukul 08.00 WITA sampai selesai.</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-justify: inter-ideograph; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%;">3.2<span style="mso-spacerun: yes;"> </span>Alat Dan Bahan</span></b></div>
<div style="line-height: 200%; margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Adapun alat yang digunakan
adalah ember, pencacah, dan karung.Sedangkan bahan yang di gunakan adalah daun
gamal, daun kubis, air, bioaktivator mikrobat, dan tetes tebu.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-justify: inter-ideograph; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">3.3
<span style="mso-spacerun: yes;"> </span>Prosedur kerja</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-justify: inter-ideograph; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"><span style="mso-tab-count: 1;"> </span></span></b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Prosedur kerja dari
praktikum ini adalah :</span></div>
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<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Cacah bahan-bahan yang kan dibuat pupuk</span></div>
<div style="line-height: 200%; 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; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Masukkan kedalam karung</span></div>
<div style="line-height: 200%; 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; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Sementara itu, campurkan masing-masing 200ml
dari bioaktivator dan tetes gula kedalam 5 liter air</span></div>
<div style="line-height: 200%; 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; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Setelah itu, masukkan karung kedalam larutan
tersebut, dan biarkan selama 2 minggu.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-justify: inter-ideograph; vertical-align: baseline;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;"><br /></span></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center; text-indent: 20.4pt; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;">IV. <span style="mso-spacerun: yes;"> </span>HASIL DAN PEMBAHASAN<span style="mso-tab-count: 1;"> </span></span></b></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%;">4.1 Hasil</span></b></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-indent: 20.4pt; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-indent: 20.4pt; vertical-align: baseline;">
<br /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-indent: 20.4pt; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 150%;"> </span><img alt="" 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" 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33N9gRve5ByMMrenxCaVweCe+NZwxKqVWFaVeZ4HtHO5vQrSf3a5drcxeFREkrcFq6rudti+qaQvsklr3Op22zqNolU0lgtl7xOI5UEVETBAgYWoVgWiudgqAjGcjBYAON5KJ4H4/l4NBuNZGJALhbJxYAcHC+G/OiB9rK/b4JAYOIaCS3NHS3N7bhmfBOuFYdraW5q0WmPTPoLy9mlgMnkMaiDXYKBTl6/hC3n0+VCxkA3f0whGuzh98k5g33CTgmjR85RT/avaMaXNGPzs8Oa6YGpUfnizODcZO+SenCkjzvazfwd2YmNIzJXXNfcUlf3oRGHbybQ8SQ2iS2TD2tG53dUqwfTW8dLRxdbl9aNc9Oq3jgyv4prbWlvbaEQKZ1cgWZ4ZH1qamliWrt3BucekfKnePkRqj7B18/IzRfs9mvi7kvy9mvi7nvy/ufk/c/ozTe49gW9+YLdfE0//lx4/lP55U+lz99vvv9W+fJr5um7N1E698X3Lb4Dq1/vBnTOsM4Z1jlCOkfw2BE48wNnXuDcB1iiqBNKvcH1oblgsuBDs34sF8mU/Wgmni2na4/Fh5fM9SOYqwbRXCRdThRvM8VbJHsDZqtuAF3fNwCpKlb+ppw7Y0gWiawJMnOSwp4lczRU/jJd/JEh3aGJNqncBTJT1dbR3YBjNLXSm/Hc1nZBS4cQTxTjOyRt5B4SY5TMnKBwpukCNYHWSWSJpQPj/cPjm8vzAcNe9HQdOF2Nna+BhnXgZDF4NB/SLVt3NYeL4/vzE7tzY6uqfs2Q7Gh5QqsZWhjiznVRx4WUg5VZMOYPBN1Op83qtDkdZr9Vf74xrJti68coJxPMoymxaU2JGJYf3XufHR8/WTe/ug8eLdv3dm3VeZrx+a/zD9el50qmVkhXiumbYvo2l6jlU7fZxHUSqWBgMQEWU1A5BVcwqISCRSiWh2I5BCyhUAmFSzBYgMFCPJoNBxORYCIUSIT8yaAvGfQlgVAmFsn5vKh277JbPkpoZzbjiLjmdhwO34xraWtps12aDzZ3jTo9g9Qh5jG7RcweEbNLwJByaTIhvV/OGe4TKLq4ii6uopsvlzC7ZeyZif6lmZHl+Yn52eG5KYVG1bc8N7io7lcNyxRy+oSC8zuy6l09v2ewhUT78W0TbO1op3LbGSJB78Tw3NbY4q5q/Wjx0LB1Yd2+sK7pr0YW15vb2xrqPrS3dgiYHPXg4MrE9M7yTjCUQEtP0eIDVPkMlp/j5c9g9Rm7/YrefEFvv2G33+HrL/DNK3z9ClY+w9UXtPaaefyp+vXP+aev+aevpZdfKt9+w+5ezUBC547sW30HVv+ZN6Z3AyfO8LE9uG/2HNl8ekfQ4AGM/pg5DFujmD2KOWPJAFYIp8p+JOeDs5FUMZIsJmtPmdvnzM3nRPk2jGV9YAIq1JKVOyRXRXLVWLKA5GqeWAJIV7HKl4nlC7Z0hcRUkZnjFPYMhaehCRZoojWGbJci2iLzFsmsCXxHVz2O3tBMbW7h4NsEbR2itg4pvkPSRuwl0cbJzAkyR0XnT3bQOgWdg4oRlby3XzU5YTjcDhr24oYN2LCaMKyhhrWIfgHQzYcP5o3rU9q54Y/TivXxnmWldFHBW1GwNgeZB+M8w1KfQ7es21s0Xui8PrvbY/J7jAHjx8uVvosF6ekUUzfJtKwPmTcnrOtDaf38tXHzl/DZX6NXX32Gl7D5EYrcF67vSq+1zEMpdZPL3pTzD+X8YzF7n0/d5JM3+eR1GiknoFISKb/NBhhURqEiChYRsAiDBQQqQfFCDMhEI6lYNAOEU6EA6vchXg/i82HBQDLoS4T8yTiQ97mR5YU9NlPSjOtowbXhmprpFLrDZD3ZP9zb3KATCVIeU86lSbk0EYsqYlElXFqPlDXcK1D2CAY6uX1Sdq+UPdDF16gGF6aHNDPKhRnl5LBsVtW7uji8PKuYUoomBviTg4LfkV04MspH1SS28If3dXV1DfW4VgKN3UYXsKWDg1Mr40u70+tHS4eGLYNl7cS4pjdPbx220xjv3/3QWNfAItPHexUr0/NWkzeZv4/n7oHcfST/CJZfoOorevMVu/0KVZ+x229w9RW+/gLXXqDaM1J7xa6/JG6+ZJ++1779lnv4knv4Wvz8U/nLr7Hi/WUQPnaFtRbfvsV37Aj9W8SG9s0ercl1aPLorD6DO2IKgvZ40g2n3WA6gBWCiWIQK/qQXADLRjNluHiLVR6Q0h2crwbhVDRVgPLVeKYUQbPRRD6WzEeTBbhwDRfuEtXXmY0rpmSJxFSRWWNktprM1VD4GqpwhSHboYo/knmLJOY4vqOzHkdrwFGaWziteD6+XYAnSPDEzjZiL5E2QmKOk9iTDL6KwR3kywY5AqlAKFYMjax//Hh2rLUfbQCGTUi/iJ4toYZVSL8YP54PHizYtqfPV4ZPNIrDabluWnY2K73USO0Lnc41Rc51YNqbMh7Neaw7DtO26+KjYXXoQtNpWeq8nOGeq4XOXbVDO7s+wN1TSk2LY3fO439CvM9RzycUfspXbooP1fxDJX1TSt0Usw+l3GMxe1/KPeTTNxm0nEHLGayaRitprJqAS3Ash0HlBFyOhdMxIIOARSieB8IpIJQEQslYJA2EU5FQMuBDPG7I44Y9LsjnRvwe1OOE/B4UCKUNZ46+nhF8c0fdj409sm77lcV8bpidnGCTiVIOU85liFhUDoXIZ1CkPHqPhDXSJxrpEw73CnskTBmfOtIvWZxWzquV87PKxdnh4X7h9ET3+tLo+sLw3Lh8ZlQ6ruD9juziiXVofp3XM/hDXUNDY2NDU3NrB6WdxqPyu3rH5odntyaWtbM7J8tHhrk93crx1fzeBU/Wh2tuam/F0QjEfknP9vp+DCuChYdo9i6SuY0WnsDKC1R9Ra5fk/ff34IWrDxDlWew/BmqfMauvyCVZ+z6Nf/0U+n5l/zjt8zda+Hpe+b+qxcrnvviR87QoSN45Aj+Y6K1+o/swX2LZ8/k3Lu0H1y5Tp1Bcwh2wRk3lPYiWR+Se1PrgTJeJBVKFSLpMly8QUq30VQBSOSSlbswlnXH0BCSBhL5EJL2xrFIqgAX7zK335f2HEzxEomlorDHqRw1maMhsWdp/GWGdIcu2aHwl4iM0dZ2aQOO1tRCw7Wwmlt5re0CfIcET+pqI/UTaUoic4TMmWTwVTSOgsKW4jsoHK5gcHxqflO7sb0/PzV5tjUfOJiJ7I0jugVEv4iezkMn89HDmfDhNHCkDu6N+3eUkf0R/1a/c6HzbJyvVfIOpiXGbaV5X3W6Nro5zNcOMy0LUquGZ57lXmq6r7Y0jsP1ZYVogkve6Bdblye/wOFvpept/q6aeyil70rp62K6mkMrxeR9IXOfTV2XC/el3G0+WU3BpXzyOoVV01g1hVUTcAkFixhUgqI5FCwmkQocy8fC6XgkEw+ngWAi7MdCASwUwPxexO0EXfa42wF63bDLHnfZ4x4nGAqgLntkenKhFdeuUc2ZTy89JouiUyZhMyUsmoRJE7FoTCKBTSEKWRQpjzog5w11c4d6eL0yloRHHh/sXFAPz88ML8yOjCrEii7uvHpgRaNcmlGszCgWVN0TA/zfkV02OKd3TgZmV+rwhB/r63A4XGMLnkBhdTBEwp7Rvoll5dyWeuNQs3MytbG3cmBY3L3oG50hEAkiPpNFoXaJeq/MfrBwDxQe4oVHuPQJrDzHys/x8jNY+Zy8/47dfoMqz/HSUyz/gFSeofJnuPICV56Tt6+5+2/5x2/Z+y/p25fip58S18+2WErnDOtc4RMPoHOF9W7gzBs7doT2TJ5Dm//Q5tszOrRG55HZcxUAnVDaBaY8UDqAFd7aj+VdUDKAZn1QKpzIgblKNF2E8tUQlnUAcADNQLlKJJHzxFBbGAygGSh/nbv7vn7oYUkWyKxJEnOUypkms2dIrBkqb4kh2WZIdij8pQ7acEubuB5HaWqh4lqYza3c1nZ+G1HaTu4hUAc7aEMdjCESe4LBV5Ho8sZmYhuRJu9Tru8ere8eLSxvjIyMLs9MmLen/R9HIK0a0WnShsX06XxCr4F0avBwCtgdiewoIztDke0B73qXY0VqmOEeT7IOxjhXi32ujVHver9zSepYENjmOOZ54dn84NHCjFuntW/NnakHLufGTVsrJQh6Kj9VC0+F5E0eqeWxWjZRySevi8nbfPKmkL4pZm4KqVohVSukbkqZu2yilkLKGFhIIpU3tShYROJ5EMjCsRwUzcbC6Vg4FQkkQj405ENDASzgQ9yOuMsW9zghlyPmtMWctpjDFnHaAL8bCvngj6s75nPzxYHecWGUcjmdPLaUTZMwGTwqiUlsZ5OJfAZZzKF0CemDXRxFJ7tbwhjo4c+pFJrpIY16SD3R1yWi93eyNar+5bkh9VinZqJrXtU1Myr5Hdm1S9f8ydXUjo7IFX5oqG/GNTU04fBEWgddQBf2iAemB6Y3NNt69cbh0Oyqaml7du1wZGaVyuJw2Uw2gzWpmg/BhXDmNpJ/BLJ30dxdvPwJqr6C5Weo9oLefEFrr3DlGSx9AotPaPUFKn1Cay+J2y+puy+Fp+/l519yD19TNy/p21ek+ukyAB1Y/aee6KknemQPnHqi5774mTemc4ZP3GGdM6iz+48t3kOT+8IbtcUSXiTrRbLBRPEtZX1ozouk/EgqjGVCaCaSzEOFWiRVcMZQTxyLZkqJ6n0QzZgDUVs4HsKysXQ5d/dt7zzEFs9TWRMEmpLMmqSwZiisWQp3gSbepIs/UngLRPpoc5vwQwOxoYmEa2a04rkt7fzWDmk7pZdIG+qgKQl0JYWtonFGm1oY9Q3NRCpT0Nk/Mqmem9NMjI8NDSlnVGPaxTH/vho+nMb0mvT5YupkBtPNwkfTwM5waFMBfBwKbw2ENhXBLYV3TeZbEwfWpcHVTnCnP/5RDmzJQuud3iWhY1FkWh3QrU7pN1a8ur2kQQvpt1Gn/Tqdfyzf32SvS6lqHinnoUoereWTN4XUTT5ZK2fuS5nbYvo6n6zmEtV88rqQ+sdClgALCaiYQisptJJEyhhUjEfSUDQLAploKBkNJcN+LBLAIgEs4EP8XviNrNsBOqyAwwo47YDDGnFaIy5rxOeIgmEMiaC2M9PR1q6ATpew6XIeS8KkcylEPp3CpZJ4dLKQRekRMfukLCmf1CtlTY/2zKuH5qYG5meUIwpxp4DSL2OqhqWa6b6pUclwD3NmTLIw1fU7sptm9+KpZfbQIB4YbW1vb2psqGtoxLWRyEwhmdPJ751QanYX9i5GF7alSvXk4vbG4eWwZovXOdDU3CaSdZ9ZfZF0NZishjO34exNKHMdKT6A1Re49gWsfIZrL9j1C1L7/Jaysdw9kLtHa69I7XPi5rnw9L30+efs/dfk9QtSfvKgBYMvvmfynLgiOmf40BZ4m2XPvXFjEDnzRc98kRNn8NjqOzJ59I7gVRhygkkPlPGj+QBW8IAZD5j2I5kQlo1nSkAyF8KyQLrohZJBLBvPlKB8NVG5C2JZSzDmjCJAMg9lq6WH73pznCOZp7FVHbQhCktFYakpLDWZo6EKNyjCLTJ3nkQfwbXwP9R3NOBIzS3MFjynuZ3XSpQSqL0k+jCZMUJijtE5aiZ3rLmV9qGuHtfS1kaksjn8gYGBkeEhRX/vxOjg1uKM72Qd2J8EDyYTpwvJk9nEyQx0MBHdHgA+9gXXuiIbvcH1nshWb3BVFlqRhpclkRUptNWN7HRFNsW+FZFnUXylkZ9tzBxtrV7sfnQc7iaNp6VwoJIpVbK3texNNVUrJ2qlRK2UvC4mb4uJ2xxWy2LVQurmrd+85hLVFFzKYtU0Us4nr9+G2rdOoZW3Sy0QTADBRMiHxsLpaDAR8iEeZ9zvgd2OuMsed1qjdkvUagrbLCGnLWI3B12WkP3K77IGAR+IhOCZ0Uk+jcajkfk0opRFE7NpAiaFQyHyaCQ+nSLnMzsFNAGzvVfK1qgG5meUGvXA3LRisIfbLaIqezgTSq/oTYAAACAASURBVJFqVDIxJBjuY82OSzWqzt+TvbStXzgWT0zDmlU8gfjhw/sP9fU/Nra0UzkUfje/b2pi9Wh2+6xnYnFy+cAWShybvYq5rQH1JkfSP7X00Z8sBlLlUKIWStUiuRugeB/O30PVF6j6Gis9gZVP6PUzVHmKlx7i+Yd4/iFefEKqz0jtc/L2tfjp59zDN7j0AJcfgdzNVQi5CED7Ft+hLaBzhvfNXq3Ze2QPXgQgYwi5DEFXEfjCH9M7g8cWr94ZvAzEzWHIEU244qkAVgig+QCaC2G5WLoYz5SiyUIYywaxrB9ORTMlOF9Di9fJ6r0rjhm9YW8ci6WKULaaqX6+cGIc6QKNo+qgDZGZE29kSexZimCVKtokczQkmrKxmfNjPaGxmdTcymzGs5vbuK0dEgK1j0hXkujDFOY4gzvL5o8TCPT6ug+NDQ3NOByZTBFLpP39/SPDAxOjA/PT49bjNe/uSOjjUOp0IX06n9KrkcMxYLsvvtMTWZdENjqBja7ghtS/Kg2udoXXugLLYv+qOLTR6VkRWmbZpmne6XT32e7mkfbgeGvj6uAoF4nXUsUiVs4hpQxaKqfua+mnUvo2m6rkU9Vi8jqPXb+pzaCVQuoml6i9/eaT17lELZuo5RI1NJ6HolkknkfBQgIuIfF8PJIGghgQTIR8SNiPxULJSAD1OKJeZ9zrBD2OuNsed1ijNnPEagraLSHblf+tzRcejy0IBuGjnf0eqYRHp3DIBDmPIeZQOVQCl0rk0Sl8OlXGZXQKGAJmh0LOX1QrF2aVmpmBqfHugS52r5gy3MueHBZNjghHFZxJpWB6VDw9Kv4d2cn1vU2DY1VvVW/sE6nM9+/e/Vj/ob65pY3M4siU3ePLqo2T4cU95dzW/pXP4I1Pbx4qZjdHlg40exfH1kAwXfFgRV+iFEhWgNx9rPAI5O6jhYd4+VO0+AiWPyG1F6jyBFWeoPInuPKMVp4Ttdfk9Uvu4Vvl5U+lzz+Dpfto4SaUrlgjmDGIHDkiR46Q3hXZN3v3rtxHdt9FMG6OoqYIYo4g1ihm8EXPPRG9K3QZiF8G4vZ40otkfGjWh2YDiXwkXQpi+UiqBGaq8XQ5nilFU4VoqhBPVxKVh1iuYotAHigRQNJgphRNFOKpmsWX4coWKNxJAnWQRB+lMFUUlprEUlP4CwzxBoUz30EfbGxmfKhvb8ARca1UHJ7Z0sZvJUjaqb0E+iCJNkxjjtPYKjZvRMASMAl4Aq6egG9lMGhkClEmFY2PDCkHulc0o96LjcCBKvJxOHM6lzxVI4djyOFYbG8outsT3ZZFNmXh9W73qsyxJHEsSlzLUueC0LkgcC+JbfP8qxnOlVq4Nyw6Xl/b3z3S7x/FgvFSulJIlPJoKQMXclg5h1XziWoGLqbgQgopZLFyMX1dSF3nErVcolrK3OQSlTRSzGKVYvqmmLrJp27gWC4aSgLBBBTNQpE0CGTASAYMp4BAIuhDQz406EWBYCLsR/1u0OeKe51xpzXiccRs5ojZGDRf+k0XXvOl13zptRh91kuv9dLpcwRjwZh242MnnydkUjuFLAmXzqWTmRQik0Li0CmdIraES+fRO5R9ojlV7+xU9+y0QjXW2ydlDciY4wq+ekw6PSoZG+CpR6WTQ8L/+cglHVlYPDItn5jVW4ccifyHdz/+8Yd3DU04PIEqkA8PzWyOLmp7Jld6J5ZnP+rX9Ob5/XPF3Oas9vI8gLnQogcreLGiG8l7sVIkeweWPsUKD0D+Dqx8ipc/obVXpPoMlZ+Q2me4+hkqf0Yrz+nbb+nbL/nH7+Xnn6uvv2buv8CVx2CiaAkh5kjiyBE+sAXeBgOtyXNg8eicgasIbIsnTGHYHEHMEcQYBN+8GoPgVQiyxzA3lHJDKS+c9iPZfycLZiqxdAlI5oFkHiveJisPrhjqiqFBLBtE0lCmDGD5aKLsCuW5sgUaT9VBV5Joo2TmBIU1TWapyVwNXbBG5mgINEUDjlZX396AIza1UHCt9GY8r6VdjCd3ttP7SdRhJmuKzlFxBcoBefeIjNvNJgppHf1y4ZCis0cuHujrHlP2mk+2olfbkePZ+OF04nQOPlahx6OJk0n0cBraHYl97At/7PKuy63LMtOSzLIos8yL7fMi95zAO8dzqnm2KZ5RJdbIOcsq9fmRIeaLZtAcHEVD7ojD6LKcWc2ntiu91XJuj3jAFFxIwYVsopJP1vLJWharvqnNYuVcopJP1rJYrZi6ySVqSCwHx3IgkAGBDBLNvh0KQCAT8WN+NxTwwkEfGvajQDAR9MIBD+i2R+3mkMUYMF0GzFcBy1XgyuCxXvlNFx7Thcd84TEbnFajK+QJh90BzfiEhM3sEvFkfCafSWFRSUwKiU0j81lkHoMkZFEmh7umRjuVfZyp8a6RAWmPlDnSy58Zlc2rumcmOieGBJrJ7skh0Wgv+3dkmymiseW9+YOLuT29fHjihw8Nf/jDu3fvfmzCtXFEvcOzG7JhjWRoRjn7cfnQuKo3Dc5vTX082bWGLyIpG5J3IjknknMieV+yHMxcg6VPb2rB0hNY+gRXntHaa7z4CFWekOozWPyE1V6z998yd1/yj9+Kn34qff6p9Omn1M1nL5w1B2FrLKVzRQ5twTNv7NQTPbD6tCb33pXz1BUyhSBrFDOF4Te4pjB84Y9dhaDLQNwUjLvApD2KOqOYB0z5kIwfyQKJYjxTBrMVMFuOpYup6kM8U7KHwWi66INTISQNZysAmgPQgg8o8OULNP40kT5Moo+SmZNUtprCmqVwNAzBKpU7R6D0NTRS6uraGhsJuBYyrpXWjOe0tgtbyVI8pYdEG2GxphjsCb5wYLyva31UvjQgWlAIB4WkWaVMM6mYnVQuTQ19VPUeTkqDe5Nx3Qx4rIYPp1P6qeTJVPJYjWongG2lc71fNytbH5GsDEu2Jrv2Z7pP57uuFiQWDd+tkbhmhKeTEqWQuTwzCwaAZAwNeUPGM+PhzuHBx4Ptpa3N+c2d5Z399YPzw8uAE8BimVyimk9cF5I3/xgDsEo+WX0T/A/EWC0Fl5B4/m3ZioeS0VAq7EffOuRD/R7Y6wb9bjDsQ4Je2OcC3fao9SpgvvRdXfgspoDlKmAx+mymgOnCYzxzGc9dxnOH2eCwG52AJ+wwGCcUChmfLeUxxBwan0Hh0Mh8Fp3LILGoBAmfOTs5MDksk4vIo/3CoR5+n5Q50sdXj0jVo9KpMcmkUjg9LFGPyNSjst+RpdIpLEGXcmp1SWscnV+vx7f/lz+8/+Mf3717X0egsIdUi4Pq1a7xhf7p9dGlXaVmY1jzcW73fNvoNcXSpmjSHE1Y4iknkvenKoF0FSw/geUnIH8Hlh7jxadY4REqf44WHpDaZ7jyKVq4x6rP2ftvmdvX/MPXwuPX3MOX4uPXdPUphBWc8aQFwM598TNP1OCH9G7gyB7YNTr2jI59o+PY5rvwx95S1hxBrkKQOYJchWFzBLkKxB0xzBVPuGIJdzzpg9N+OB1CMpFELpoqAMk8UqhhpRt3FAkiaShXCaEZKFuBMuUgmAxDqSBYlPWv0nhTBJqSSB8lM8cprCkKa4bMnmUIVxg8DZHa29BErqvDNzS0NTURmlupLW2sljZBK1GKJ3eTaQoqvZ/GVEglipnB7nWleLWfvTsm3p+ULvbTVZ3U8U7mVCfto4LtWxuCjqaQs1n4RI0eTaePZ9P62YROBR6Ou7dHd6Z6x3vEA3Jpb6e4WyLqkQqV3aLpfvHysPRwptu0PHgwo5ga6nOYzVG/3242XxmMBzvavc3dg03t4eb++f6Z4eDccHRhOrP47aEsUspilRxWyyKVf2xgb+9sk9dvixcWz6WRUhIsgJF0PJwCI+mwH42FU2E/GvIhIR8S9qM+F+h1gx5HzOuMeZ0xjyP+bynrt5gC5iu/6dJrMfrNl97LM+fFqePyzGk8cxhPbUa92Wl0xDwh3UetXMCXcZmdfIaQQebTKXwmlcckc5mULilvcrRH2SfoElH7Zax+KWtAzh5XiKaHJWMDvOE+9sSQYHJQpB6WzQxLf0fWcLIp4IuEkv75zdPFbR2Zw/9P/+WHP/7xj3/84V1dY4ugs79vfLZrbFYxvaKYWu4eVsuVsz0TS4e2oCWWuIogVxHMFEvY4awbLQTSVajyFC8+xAv3YOE+XniI5e/RfxsMoMoTXP2Uvvuaun5JX79k714zt8+5+9fi/Zdk4Q7O1txQ+iIAnnui596YMQi/XWS1JtfuhW3XYNszOo7sfoMv+u9B+++DgTWC2CKwO570QWk/lI4kC5FUIYxlA3AqjGUjiVwsXQxjWU8MRQo1MFOOp4qJ4m0EzXgikBdAImh5SKWl8ac6aEoibZjEGHu7G5BYarpgkcGfI9H7GnGUujp8QyO+qam9uYXc3Mpsaee1EMQtHbJ2oqS9g0+iinu7+pfHFBtK8eYQ73yuJ3Iw7d8ZuZiVHY4LL+e6YtpJ7FCV1E1hejVyMp3QTad1cwm9Jno0c7U+vDnZO97X1d/TMzyo6O+R83lsDoctEvIlAo6Yw+gWc1QD8pWpCePJecDpPzk41h2fHGmPdtZ3TrQ6y7kFCkJpKJsGs1AIsRudRr0lFkRTcDGLlLNIKZ+sFVL/kPoWsWmkmILzMJBCoukkVIQj6Xj4H/kaj6QhIAP40aAH8rlAlw1w2QCvM+62R932qMcRc1giVqPfchUwGX1Gg/vK4Daeuy7PnMZz19W58+rMZTp3Xp3aTHqz2+hyGKyqIaWcz5Hz6RI2RcplCBhkNq2Dz6EO9Uv75JxuMaNLQJPzqd0imkLGVA2Kxvt5I32c4V72xCBfNSCY7Oer+n//9uvzfRUAgO29w/kN7eqenifr/c9/+OMf/vCf37/7ob6+qamFQGULqDwpmSuj8DpJbCmRKVeqNyxR7AqAL0PQRRg1ApgVTDugbCBdhcpP0dwtVHyAS/dg4R4uPqCVT2jlE1x+Qq+fsZuX1PVrovacuf2Sf/j6RjZVeoATlWA8bYsgp56IzhY0uABbLGEBUEMgfuIK71259i6c2ivXkc2nd4Uu/DELgFqjmDEEvg0G1gjsABAvlA5h+SCUDaLZAJoJIukgkg7AqUgiF0Qynjjmg5Jwvorka1CmDKaLARANoxkPAAPJyuSCni5QE+nKDuogkT5CZk6SWWoya4bGm2fwZzvI3Y2NpLq61obGloamtsbmjqZWGg7PxrXxcQRhC55HIPAoVJGiq+9gYXxfJdsd4duWFNF9FXKsSp5Mp05mU8czSd0UvD+KHE4kdDPY8UziZCZ1tgDoFo4XhlV90sGurlHlyNjYmGpCNdQ/KJfIeru6ZGIRi06lkUlUCoVBY8ol0tX5pZ31nfWlLe3W/seVjydavcfqQ4FEBs5l0WIpc3OdvyumqyFP7OLEAkUSOaycBHOJWCYJ5lJQMRkvpKFiDi3n0FIaKSLRDBbPJmI5OJJBYlkkno8GE/FQEoqkwHAqGsD8LtBtj3rtUZ8j7rEBbhvgtgIuS8RuCpouvRfnrosz5xtW47nr4tRhOnVe6R2mM5f5zGk8sVjOrB6Ta3dlq1vAk/Po3QJGj5gtEzB5TLJEwBhXdvXKWGI2Uc6jdwnoPWLGkJw90csbktGGe5jjA7xxBW+smzUiZ0z0/v6zmMf7T3/5658r1+VdnU61+LFHOUXsIFCJre3NjbiGpob65samVnwHjSXsEvcqZYrxvrH5I5PXHEXPA1FDMH4WBA0h2BJP2cFMOHsNlx+j2Zto9hoq3oKF21juNpa7RcpPcPkpcfuavPuCXT+n7r4UH38qffpefPxavnvN5G5BMOsKQOYAeGLzHxhdepvfHIbt8aQ5ihlDyEUAOnVFThzBU3dY7wqdeSKWCGKNYlchyBSGjUHQCiD2KGoHUD+c8YNpL5j0Qkk/lPKBCU8M9cYxFwA7ANgJwGE0g+Sr8VQhCKc8cTR7/eQGECBRmV27ZApniPShDqqCSB8m0sdITBWJpaaw51iCOQqtp6mJWFfXWt/Q0tCIb2zuaGql4vDMpjZmYysbTxBSKFIqVTKqGLLuzVtWB05UYtfaIHQ4hR6MJw/Hs7qpnG4qpZuEjsYQnSp5Mosez6B6DaBbOtQMjisk3Z2y4aGxpaXVra2tfe3+6urq0vy8enJCLhGJ+HwhT8DncrkcHp/L6ZGK1eOT60vr+xu7Rx+P/PZQBsmnoDwSSaaRYjF9Xcnd1Ar31fy9w+Qz6MxoLJ2Gc1AIjfkRJJLCojk4nMKiGSyWwmIZLJ6BQol4AIsHE1AkDUezMJAFAljEh0R8COBDQh7IY4+6rRGvLRp0gh4r4LaEHcaA1ei/uvBcGlyX506D3m48dxnPnBd6u+nMZTyxG0/slnOX+cxhPrO7rtxmvXGkp7dXzB2QcYe6BP0ynpBD7pXzlf3iLjFdLqDL+cxuIaNfxlJ2cyb7+SNyxkAnbbCLPtRJG5RQxroZ6gHu78hazo68ppMz7driwtzS7tGu/mJhbmpiQCbl0pvq6poampub8U14AoHGpnJl/M6hYc26wR878wEnnrDeB+h90fMAZI6mrbFUOFuN52+ATA3IVMHCbTx/E8/fxXK3YOE+nr9FKg/Jmxfs/jVx+1x+/FZ5/rl8++U6/1iCy94zp9sauLSETy7c++eW/SunwQNYgIQFSFijSVssZY5gxgBoDIIX/ti5L3oVBG0R1BQAjQHwMghehSBbFHXGE1447Y4n3dFEEM6G0bwnhjrCcXcUcgGgHQCdABxNZGOpbBhLWQOxw0sXkKoAcAnJ3K1qLUyRmkQbaqf0ddCGSPQRMnOCxFaTOXMsgYYnHGpuIdTVN9fXtzY0tDc1k3AtVFwrHdfGwLcLiJTODoqIRBFNjozb9zTh/UnHSp9zuQ85nE4cTaH74+njydyJKnU8kTyZSp1Op/XqxKkmpls8nB8d7RH1d3f29PbNzs1r94/0+nPTlfni8kKvP9ncWJ9STQwp+gd6ujulUiFfIOTx5RKxsl+xPKPZWd00nZkSsWQayaeRYhLOZ9BiGsnnkqVy9iafrMJASqc1eO0hLJ5GYxkwlAh7IMADg0EUiWDRYDzsiYTcYceV03HldNv8YS8YCyUigQQQSES8KOBDIz444oc9tqjTGnbZIgFX3GEKuMxBmynwNrkaDe7LM+eZzmo8cxr19vNjy+WJ/eLEdnFiuzq1Ww0u85ndZnDaDdYFlVrRKVZ2i4Z7RAoZV86nDfUIesRMCZ+i6OL3SlndIvpQF2e0nzvex1F20gc76b0Scq+ANCSmjnXSp/6nlPXpNiNn2w7t0sJ4z/rm2v6JflY9Nj4g6ZawG+vev3/3vq6+Dk9o5wgl4u4hpqh3el1r8MdO3KFjV1Dnieh9sVNP7DKIWoBkKFMJp8rhZDmcqkDFO7BwC5fukfJTLHsTy11D1Yfk7XP58y+Z25fC49fy47da5fk6e5O8CvnmtOET24nOcnBq2Tsz7V7YTh3BqxByFUZNYdQaTdniaWsUswCoBUCNIegqBFnCiDkEWyLIVRi+8EWtYdgNJt1g0hnFgkg2hGQ9Ucwbx9xRxAeiQSQZxtLxbCmayvshzBYI6y6sSxtHZl8MSt/EE9XtYydbpCbRBttI3R3UQTJjlMJSkdkzZK6GLVyUyqda28j/TraxidjUQmlqoeLaWO1EaQe5s40sIFMlU5MzVzvzvr2J4N6YbbEnvDWSOJqGtePo/mj6RJXVT6dOplInqvT5HKhfOpwbmuyTDfTKFQrF+OTU2vrmnnZ/d0e7u723t7u3tbW1trammdOMj470dXdJxWKhQCAWCKRCoUwoGuzuW5yes5ybsVgylyjnU7U0WsqnK7lkKZeqJJF8Gi2lkaL9ymvQmeIhBI1lYCAF+JCAAwB8ccAHBN1Bx5XdqL88PdBfnRndVo/L4g17Y0EPFPFjUX8iFkhEfLDfGfXaok5r2GkN+50xhzlgOnc5LMHLM+fpseX8xHZx6jg/sRlObJd6+/mhWb9/dX5suTpzXugs5jPHld5iPrOZz8x7a1uDndJBuWCkTzjcK+iVMge6uHIRTcKldApoXULaoJwz2scf6+cOSqlDUupIN6tXROoTkMY6mSNS6ric8TuyBftBxaErO49DZysqpWR8bETR19XXxZMKGY317z98eN9Q/6GpqYnG5Mj7RzoHJ7WX9hNXUOcOHTsCR86Q3gO8fQlgjSYCyUIwWQilSrHcTSx3Hc3W4vkbpPwYy92AhVvs+lPq7qX89L14/61097V6/fJU/lwNYvD8ETi84l/Wnm7r948ud44vtvWmY4vH4AUu/eCFL37pi1siqBVAjUHw7VxwEYi/nWavgqA5DF8F4pYwZIvAdgANJQrxbDmIpG3BmAuA/VAyiKTBbDlVuUbLNTeUMPnClza3wxO6NHu8ABZGCvFE5cgQ4IlmSLQBPLmLQBugMEdpbDWFp6Hw5pn8JYFEhW+j1tU31ze0NDTgGxoJDThiUzOluZ2N7xC3dghbCWwaXayemrnSLnu0quDBhGt9wKKRAzujkHYc2h9LnkxnT2dTx5PY0QR8On++Mj7SLVIqehWK/rGJybWNzY211eV5zeLs3OLs3Nb6+r5Wq9XurS4vq8YnB3r7JGKhRCzs6pR2ikViHk8mFA10926tbIEROJss5tLVUv6uWnosFW4Lues0VkxjpQSY8zuBk31DyANAkWQ8hMX8SNgd89kDAVfA7/BaLkxHuwf7W9r9La1Rb3SYHG6rx+8C/K4Y4EOjgUTEC3tsEacp5LYDLmvY54g6zcHzY4vpwmO+9Br09jOd1aC3nR5bzo4tFye204Or472L82PL5YlVv39xdmC81JkudSbjielk92i8v3+gkz85JFUppcO9PGUvTy6iSbhUEZsiF9CHurhj/TylnNEnJA530meGRMpO+pCUOiqjj3XSJ7p/T7bi3K84jmvOo5JHa9LOqYYGB/sVAh6DSMA1NdTV131oxTU1NTY1NuFxeIpUMX5sce9bPMcOv9bs3jW5jx3BE1fozBu1xhK+RD6SKQaThUi6AmSqkXQlnr9Byg9g/gYq3iVqT4nrJ7j6UL75cnf97ab0dBfNJZeO88MbKeViYHrFsLC7v6vf2j/bPDRsn5kPTS69PXBi8x+b3GeOoMEd0TuDZ67wqSukdwR19sCpJ2LwRC48EUsIsgGIHUB9SAZIlUJY1hvHPDE0AKeiqQKcr6LFazBbCKEpSyBqcgd9oTiIpgA4FUdy2fInKH19ZoryJbMk+mALSd5O6SUxhuicaTpPQ+HOMfmLHP5kC572b2RbGxvbG9/ItjGb21hNrXR8G43N4s/PqCyHy8EjdfhwMrg7Zlnociz1RPfGwIMJ7GQ2fTqb1KlQ3bRjW6VSSPt7uoaUgyOjIwsLi9qdj1tL85sLcx+XFvY31w3Hh+aLc+P5qW5fu6zRTAwP93RKZWJBl0zSLZP0yjt7OjulQtFg76Bu/yQagTOpUi5Ty/0/XNxVry1omhhmy9PTXVVn49qLmZmZmfdiZmZm5rU2n70PU1Wd6uqaabBrbM947DjgKHZkJ1GUWEmkKEoU+cJ3+Re5OHaUmpvvFzx69X4vPX188fT+8fnbl0/vH25e3+1fbOfX+WSp2xjsFrf75d1yuJ325r16b9gejDr9YjofcgfjgUQylE6FUrVcbdAcLIar1Xi/mlyvZ7fL8dVssBs0l4POathZ9ZvzdnVcSDVK2XajMirlOqVcJ59uZpP1fLJeybYLyUY+US+lm8VULRstZaPFarZRTteLiXIxUXCZLRoRy6BkGlUMnZymlVIFDAyDAKfhEXw6XsYlKgVECQMlpsJUXKxTyzVKqWoeTkaFablYveCXizQv+tFX/fSbQfrtOHnVigfNeiaJhEHCTo6+/uY3X3316998/ee/Ojk6BgCgQChea/enW8NEc5BqjWP1frTej7eGyfaoMFx1d/ezh1fz+5ez25fzu9fzu9eL+zebpw/bFx93Lz7uX368eff5+t33t+8/f3j/F5/f/f7lzZubSOWDJvxJ5nurcK7ktrzKHQmkgqlyIFkOZarRQitWbEdL7XipEy+145VuqjHMNEepxjDfmWXb00J/UZ1s6rNNc7nvrK876+vx1fP57cvh7nZ2/Xz7/PXVy/f377578em3h8e3/dW2v9j2puvp8nB993R1/Xw22796/u1Pv/ubm6fva50DjWWHosXnUCYQzoYghUisFk0wIQlmDNGOJWoAQMyzL2SPAaenoHMA4hSAPgWgj8+QJxcoKBSrlEiLKX8vZZvFNfOYahlTz4LympE29Ip2acN1znJI6bYJ7TJpiRjFEh5DqVTI5TKjQR/0eYIuW8BmDF9aoi5HOhQoZ5K1YraSz+SSsYDz0q7XqaViDoNKwWNoJLyAw5YKBQIOh0mlaxTaSqm+WuwPu4fD/vnzhzd3dy9vrp6uts8Pq/v1ZJ9PlJql1np62EwPi8Fq0p02S41OtVUvVALuYNSfyMfLmUgx6ktGffFSurQYLHazq9XkajY6TIf75fhq3NkMO+thd92tT5vlYb00yCZq5Xy3Uuh98ZpLNXLJejHdLCYbhXi1nG5U0s1MpJAKZau5ei3fyCeK2WjOY7HLeXSFkKgUEbRSmk5KE7NwDDyMjoNzKRg+DS1l40R0lJiGUHKwdhXLrGBIGQglE6VioXR/Z/frru590Ym+6iXfDtIvu5lG6JKJhWMQoG+++vVvfv3nJ8++OXv29enRMfAChsDR/clSot6P1nuRaida7cQavWijF2sMcv1lZ3s3uHo+uX4+vnocXz1Nb17Obl4t7t8s7l5vHt/vX3y4evPdzdvvHz/88O3Hv3z/9Plhev3WV/ijNvw7ZeCjynOl95cMYa89FIjm/IliKF2OF5qRXCOUqYUytWi+GSu1EtVuqjFIVLvZ9rjYn5eGy/ps293ctJaH2nRTn2076+svwwabfpXJGAAAIABJREFUx7c3rz89//D5+cfPVy/eDleHwWo/mG0Wq+v9zcPN/YvD6vbt5s3Pb3/+/Xd/8/zVT/3xE4vnhmBEp2AqAMIAwbkwpAKF1yHxOhTejCWoQGDC0TPA0bMvZMHnANQZAHNyhj4DEoFIBhJFV0pkYaem5lWsEppNQr1NaDZxbc/Fb1iZq4R2nzGsE+p5TFf364wStlwi1KpVRp3WYTV5HVaHQeW36KKuy0TQn0vGm5XisNvqtur5dCLoclg0KqWILxfx+SwajYjlMGhKqUQuFnPodAqBaDFaG7XOaLhYLa/2u/vt5na/ezhsHrbz6+VwU0qVq7naqDNdDFez/rzf6NeL1UqulI2nM/Fss9Kb9tbD5qKabUV9sagvMqj3lqPNbLgd9Tbj/nY+vhp3t8POetBZtavjZnnYLA/TsUomUSvnu4VMKx2vZpP1bKJWSDUKiXouVi6l6tVsMxnMRL2JcqZSLzQKyVIhXgzY3GIWRSkkSrkYlZCik9BVQiqLBGcS4EwCgkNCCGgYAQ3FJ8PkLIxRRrOomDIWSsPGqFgoFQv1C7LbtPGp4X/bS3w7yr8f5va1iFZAggC+OfrqVyfffAUGnIIBJ8fPnp2dgckMUaLcjVW7kWo3Vu9Fqp1YvRdv9GP1frY3b2/uOtvbweG+v3/obe9HV0/Lh7fz21ezm5er52/3Lz/evP7u/sMPd28+vXz53dPh9bv+/pM99bMq+Cd1+JM2+CJYbAcrDp03FM56Ill/vBDLNcKZujea90XzsWw9Xmonqt1EpZOodhPVTro1zPemlemmtbpqLQ+N+a4x33XW14uH16uH16u7V4enD7evP96+/rC4fpjubpZX94vV9e3Ni9v7F5vd9bQ6+gf7z//q83/1hw9//eLVX0wWr/nSAAIvOwGRz8EUMJwNhUuQWBUCp4FjNQSyGoWiHx+Bnj0DnJxcnJ1BAAAU4AIPgtJhGD4ML4KjWVAgnAg5TupYu5Rhn9LuE7qrtHGT0LYc3L5PvM8Y91nTJG4MGsRiJlUuEug1CrvZ4LSa3DZj0GWN+5xRnzfg9YWDwVQi0e20J+NhtVSMBvxuq8WolGmlIrVEyGNQOXSKVCiQCgUSHp9OosjE8kKu3Kh3h4P5fLZbr663m7vt8ma/uF1Pds1iq5wsdardfqPfq/eKqXwyHC+mcuVMsVFujTqzaX896+8GjWm90Iz6Is18bTlcz0e7cX87He6nw8O0vxv3toPOqtuYtavjRnmYS9ZTsUrlP5FNRsuZeDWfrBcS9Xy8WkzVy+l6OpSNeGOZaLaSqZbS5WKilPRFFHyWSkhRCog6CUMvZepkTBELx6WiOBSkjEPkUVBMAoxHQUgYGBkHa1IydWKSkoXScDAKJvIXZGdh9XXB9boT++2i/MOi9GKQyXn0OPj56bM/Bz77CvDVr7/56s9//dXXv/r1EVOgTFV60WIzWmlHq51wpR2pdiKVdqTSznYn9cW+sbxqrW8627vO9m5w9Th/eP1l63X5/M3u5cf9qw+3bz89vP54uH7x3dN337fWrzW+n2Se32uC3xvD31fGu87SonX7/El3OO0LZ6PpWjhf98ZzgUgunKzE8s1YsZmu9lL1fqLWTbWGuf68PNnUF4fm8qq52LeXh/76ZnH3annzYnH1/PD07v7Nt7uH1/vHl9cvXu/uH+8eXr1+fPvi5sWg3IxJ9Z/q+3/18V/8/s3PL178brF+I1FF0Tj1OZB0DiJAECwIgg/DKOA4DRyrJJLUaBTj6Aj09RHw6OTi5AR0fooAgslgJBuG5iLQbAScAr2ActDg2qX4kDRcpfT7lOEqY7zKmCZBRcPGXYTU+6yl4lVphUwxk67gczVKudNq8tktTqPertfpVSqpRCqRShVyldlsjYaj5WKpmM363Q6LTq2RCGQ8tkLAlfHYfCZNyGYJOWwJn89lsHgsbiKWatQ77dao15v1+7PxaDUZrVfT/WK0bhVb5USxW+60io1yKh/zBuK+cKvUaJXa3epg2l8ux7v5cDtoTgaNYS6arWWqk+5yPjps5jfL0X422E3622F3020uv9S26qVBMdPKxCr18rCYbadilXiokIlV8sl6LlHLxWuFZL2YrKVCuYgnHvencrFiPlXMJ/O5aMIoE6uFDDmXaJCzDAqGRkqV8vB8GkpEx8rYeD4ZwSJAuGQ4l4LkU5EGCU0vImn4eA0fJ2MifkF26JVMwppt3v5+lPrDvvbjunpTjclomJNv/uz82TcnX3/91Ve/+c1XX3399YlCZ02U2sFMNVRshMutUKn55Y1W2vn+rL7YV2e76nxXWxxa65ve/mF4/Ti8fpzcPG2e3u1ffNg/vb999eH6/tXT47sfX373PtV5JXV+Eto+y13vzOEfpof79b3LEjQZ3IFwLhDKxdL1SK4eTBWDsXwoVYnk6vFCM1lqp2q9ZK2Xag0Lo1V5tK5Pd83FVWt56Kyvp9dPs5sXg8315HC/fXxz/erjzesPD28+3r969/j2/cs3n949fniaX1X0l3ky73N2+vP6+9frt69f/7S/+16qS6LxegCYcXaBB8PoEAQXjJTAsCo4RkEgKlEI+tER+Jtj4DfHgKMjwPER+PgUeXqBA0BIcASNiGewiQS/ij0OqQ9J7SGhvk5rb3PG64xxnzL0XIKajd8NaD1avpBNE7GZMh5bI5dZ9AadQi5isdgUKpPCoJJoZDKFyWBJRBKdRud2uFKJRDYV9zpsarFAyKTxaGQhkybiMCU8roDN4tLpPBaLTqYa9eZ8ttRqDDqtUb83n44348FyMlxNurNatlbLVJuFZqvQyEWTPutlxO2v5avNUmvQHE96q+V4v5rs+41JvzEsJYvVVHnSmQ/b88VovxztJt1Vv71q16et2rRVG1cKvUq+Wyv0svFqrdgv5zrJaDkZKWVilXS0nI5VsvFKPl7NRktxfzriTUQ88XQ4n43n09F0IZ62apRyHkUloGjFNJWQaJDT1SKSiIGSsnFCGopPQnBIMC4ZwSUjuUSYjIXVCghaAd4oJqu5v6wYdKz8WVi7iBvvyq4fZul/cKj9blVr+g1EyPHZ118fPTs5evbNs6+/hkLgVmcgkqv7k6VAphLM10OFRqhQ96XL4Xwj1xnXZtvCaFmebauLfWN51dve9/b3w+vH8fXT8u7V7v7t/uHt/v7Nw/N3H9/98Pnq1Wt37pXA+lpgfC2wPFhC7zY3d4enYr4tEmpc7lgwnE9km4lCO5wqR5LlcLYWTFUi2Vqi2IoXW8laN9sel8eb2nTXXl6Prh7727vB4X5y89Tf3PTWV+PD/eL5y8ObjzdvPt4+vX3+9O7t++8+fPzx/e3bZbSYI7C6eNZrd+GfrL/748vfPz3+cHj8rcKUwZJNF1D2GRAPglIgcBYYKYRhZDC0hEhREvDs42PwN88Az47Oj4/Oj4+Az46gR8fQk3MUCELmsyVBo7If1K7iukNKvY1K7jLq+5z+Nmu4y1s3cV3TKY4bBBo+i8/l0KgkDp3MZ7M4DCaNSMSjkCQMGgWBQy5AEBAIj8FQyWQeh6tVqwN+f61ayaVTlya9SiLk0iksCpHPon/xyqRQeCwWi0bns3l+T7BaanQa/UFnMhuuJoPlZLCY9eeNYrOSLldz1WaxEfEEbHpjMhRtlJvtaqffnEx6q2l/sxjtxp35qDktJYrNXG073i2G29lgM+utx51Vr7XsNudfxgu/jBM0SoN8sl7KtCq5TjpaTkfL2Xg1HS1nY5VcvJwKF9LhXCKQjrhj/stwzJdKR7OpcDoTTVwatCohQyOkSdl4IQOl4OMVfJyUi5ZyMRImlkdEcMlwEQPDJSM5BKiAApcykRouRs/D/d1cNiqn+QT4oJAw8Wte1zzfD6J/2Nf+cl+fJh0yGh509Ax8enx+dIRF492BRDBd8SWKgVQ5lK0FczVfuuyJFwLpSqreLw7mxdGqPN2WppvqdNte3XQ2t+3NTX97u7x5ub15tbx6Oty/ff3m86fX331e3Lw0hN4IzE9C46PAfOdKvdrd3x6eJtO9QmORyo3ecDaWbyVL3Wi6GsvVItlaMFUOpSuJYitRaqdqvVx7Uh6tmvNDf3s/vnmc3DzN71+NDw/d1aG/ue6trzYv3h5ef9g9vrp7evvy6f23H3749OHHN9vHhsRUhZOHBMa1MfRT+/4Pdz893n1+ePWXGksWRzEAgPQTAPYCQgTDGGAED4oWwrEiClVBpfBPT8BHR+Bnzy6Oj4Anx5DjU8TZOQoIxIMgFDFf0Qo71lHdVdp8lzPcZzX3We1D3vhQsNwVbFdZyz5ri+r4bAKOyWCQKWQ0GknAYDEIBBoBpeBRRDQcCbrAoRB0MolKwuOxaCIBz2FzlEpVJBLL5/Jep0Mjl/JZdDoZz6SQOHQ6l85g0ah0MomEw9NIZINKF/GFC6lCs9IetEbD9ng2XEz7s169X8tWS+lSOVty2xxWg6lerPRbg0FrPGzPl+P9anI1H+4Ww+2kPSslSv1q92pxsxrvp73VtLMcd1b99rLbmHUas1Zt0qiM6qVBvdjPJWrFdLNe7Gfj1VSklItXc7FqJlLORkupUC4RSKdDmbAz6jL7w654OpLNRDOpcNxp0KsETDmXJKAgRQyMiImU8zFaKUnJx4npaB4RLqQhxQwMn4Jk4yF8MkxCR6rYaBUT+XfJ+uxqyNd/D/n133OxceuA9iqs/dAK/3FV/GlRfDMqO6RcPPAUfHKKRuHs7rAvXvBEc754IZiu+JIlb6LojRcCqXKy2i30Z/n+vDBcFobL/zQleNVcHHqrm9n++Xz/uL55+fjm85u3n797fP+5Pn2j8nwS29+ILc+llw+x6tP24X7/uN3dByMZGolz6QoHs9VovhFJVyKZSjRXD6UrwVQ5WWqnKt1kpZNuDkuDZXN+6O/u+7u74eFhev043N6OtreT/d14f7u+f7F5eHH1/PWL15/evP722/c/fHr7/VWlVyOLB0j6lMg8qF1v0uMX3duXd59fvf2T0ZrDU40gKPvkHHsOxIGgNDCcDUHy4Gg+gSQi4Jmnp9DTM+TJKfzkGHp+jgaACCAoBQolQyBUHlPSjbpv0ub7vPWxYH7M62/T2tuM/iZnuc5ZDzn7MmnxqXkMHIZBpVCoFDAEioQhkFAQhYDSynlKAZNPJ/EYZIWYp5KKxCI+j8vm8ngymcLhcMdjKa/LLRcJOXQqg0RkUsgsCoVNpTKpFDqZRMBgiBicmMu3GUxhbyAbz9WKjX5rOOpOurVeOV1q5Gr1bDURiBiUGofZ2qo0Bq3hpLeYDTbz0W4xvpoPd5Puslcd1NLVQXO4HO/mw92svxm3F8PWYtBd95vzbnPWqk3q5WG92K/kOtlEtZLrtCqjfLKeCBXS4VIqVMxEyplIMRnMJgPpTCgbcUW9Vn/IGUmFM9lYLh/Puk0mJZ8hZREEVKSIgRLQ4XI+1qCgaUREEQ3JJ8NFNISUiRXTMVwCVEhFypgYCQ2mZKLU7F8mBnQOCwwGgs6OyefP0nJmz8gb28X3GfunbuyfPY3vGnEa+OT0N79Bo7Bmu9cdybqjOWck60sUPbG8N174QjZeaWfa41RrlO/P8/15ebqtLw712bazvBpv78eb+8nu4frFh9fvfnz39vNvb9/8EK1/VLh+K3V9J3M8arz3xf7t5v5293C9v6+lq2w4WSvVhZKFcLYWSpWj2Vqi2I5kasFUOZqrx0utZLWb60yqk01jeehsbnrb2+HhYXJ4PtreTPZ367uX88P9ZH21Ptw9vHj7+t23b95/fv/i411nXuMrW0j6HMM6UHgjpnRqD1+35q9ffH736R/aHCU83QpFy84AhDMABggmg+EsMIIDQ3EJZBGJyDo7g59fYIAgwsUFHggigaB0IJwBhVGhYBKTyutGvddJw01S/1SyPBb0dxntTVZ/yJuvS45D0dUMmiwygZjLEvI4RAIJCISg4TAqHqkUsZJBWzbsdJs0GglPLeWrZWKjQWc2GhRypVQqt1ouw8GY2+mWCkUMMoWEwVBwOBqBwCCRmGQynUgk43AEFIpBImukCpfVHvKG07Fsq9IZtseVdCUdTNbS5XIq7zZfKgVil9lazpTa1c64O1uOd5P+etJfzwabaXfVrw565e58uJr016PeetbfzvubUWc17m9HnWW3MWk3pu3apFEa1Iv9QqpRybXrxW4uUYkHs8lQPhnKZ6PldLgQ86UT/lTKn4q4on5bIHAZjHpj6UgmH8t6rTYFn6niUaUsrJSNlbAxKiFJLSRphGQJAyWiwoVUmJiOFFKRPBJcwsBK6SgRBaZgYpSsX5JlCeWBSPLy0o0HXxgoiKKGHedg0hLKPKj7eV/706FzKWYd//mvsCisQmO0eaJ2f+IymHRHc954wRFKe2N5f7IcyTfi1W66Ocp1ptnOND9clMbrymTdmu4Gq+ve8np6/bR9ePP09Onju9/+tH/52Zn9rdzzFzL3DzL3oyn82F3vl7fbxdXN5qbuTyugJBGO4fXGoqlKIttIl7upUieWa0SytUCqHC00k/VerjMpj9f1xb6+2DeXV4P9/eTq+ezwsL17ubl9MVlfL3Y31zfPX7/68Om7Hz9++u3T8qardrQQlDGCciDy34v1PQb/kkgpBSJv337+7qe/dvubeMYlHK89B1FP/2MQpYMRHAiSTSKLaFTe2RnsFIC+ABHBEAoIQruAMs/hLCicBoeSmFROK+a9yVmvkuoXFdNjUX+TVR8y2puS+b7uHqcsQaNcLuQpFVKNSkmj0C8AQAwCKuczHXqlQy8zKwUGhUgtFsj4XKmIr1YqXA6H1+WxGC0GndHr9rtdHoVMzqLTiRgMAYUioFAUPJ5Lp5OxWAIKhUciKXg8k0LRyhQO82XAFSimi7VCPeGLJ7zRaqqU8Ee0EqWCJwo4POVsqV3ttKv9SXcxG25Ws+vFaDftrSet2by7mI93g86y15xPuptpbz1sLUbd9bCzGLRm3fq0W592apNqvltINorpejnbLKbr8WA2EcqlIoVMrJyJlGPedMKXTviSUXc05Ah6zG6P1ZMIJtPhtM/ulHEZWiFdySVK2RilgKiX0iQsrJSFEdORMgZKTIeL6QgBGS6mYaRMnIgMF1MQYipCSIb/gqw/mjFa3VKZmobFchDncTU7p2ElZbSilvWy4v3nD9Pn/QoOCsAg4AwGR2WwaswOrcVtdAS88bw9kLT7Ep5ILpytxSudVGOQ605SzUFhMC9PNtXpujHdthf73uowPtyv7l9eX798+/DhL+YPny3Jn5WhP0q8Pyj8rzy596v7293Dbn64Wl7X7QE3miYAooxyQyySS6bryVInWe4kC+1Ith7J1ZPVbrY9TrdH2c640J8V+7NCf16b7UaHh+X18/3di+X+dn242988vnh69/2H3377/vOb/eMylGuzVVMcd4NjfeAoflBaakyWgYiySSVvX3368Y//LJAcEJh2OF4NANNPz9EXQOwFhAyCs6AINoUsZtIFp2eQo1P46QUGCMYDwZQLCOMCzoTAaXAYmUnhlILu26r3vmR8rJjuc9pdQrlNqa9y+kVKH7eINSKWXMQ36nUmk5nNYkGAF1gEVMJnqcV8MYsuZNJEPBaXQWfTqFKRUKtSWo3GVCxayORCwWAgEHS53CKRhM1kMihkMhZLRKNxKCSdTKISCXgUEodCUAh4CgEv5nHdFrvf4Y36o1FvzGNyxdzhXCRj15r4VJZSKIv6I61qu9cc9pvjSW+2nu5Xk6txfzvpbSbd5XpyWE0O495q2F4M28tRZzXqrHqNWa8xG7QW/ea8U5u0q+Nytp2NVwupRjnbLqaayWA+FcpnIsVcvJIMFuL+TNSbivkSEW/Ed+m36+0emzcRSGRCaZ/VJWfTVDySjIkV01EKDk7Nx4vpcCkdKaEh5UyMkosV0WBCKlTJxsnoKDEJISYjeQQYn/hLsgI6F4Nn0phinz+slYotPGLNIx+EdQ2bZODR/at3N//tT28tYjYZhSTgiAyOkCOUccUqlkhlcoVc4bTJEXIEUoFkKVZqxyrtdHOQag5y3UlxuCj2543ptru66q6vhof7xe3jfvf81f7Fd63Vj+bE32pj/1ge/EEbfpNsfbp+/eLu1e3m7nawaahsaTxbB8aK8UyvPRSNlxLlTrLWS9f6qWo/Ux+kG4N0c5is91ONfroxTNcHqUa/PFiM9/er6+er/d1qf3PY3z1ev3z74tP7V989zK/G7kyPb5wLtBuO9JEh+kmqfy5UxCgEK5PgVCmeHl59/v3fxEtzPN0Kx2kuoKyTcwwAgAYA8SAYHYpkUUhCFp13dgo6OoGcAFAAIPYCTAaAaQAoEwSlIhA0Fo1fCXsPJe9V3nKV1R+Sql1Ss88Ydxldwy20SWhyHl0lE1nMZovFyudzUXAoCYOR8DkqsUDCZkl5HKVELBEK2HQai8HQqjQu+2UqFquWytlUOhwKe70+qVRKJZOpRAIZjyPjcXg0CodC0UhEPBqFQSCoRCKdTGZSqSa1zuf0OCwOr81t11jSwUTcF5GyeSwiRa/UxoPxdq037s5G7dmwPVmMNuPeetBZL8ZX6+n15kvE7a/H3VWvMfuitteYdevTL3A7tUmrMqrmu4VUo5RpVfPdUrqVDOaTwVw+XslEilFvOupNRTyJmC8R9cX8zsCl0em1+ZPBZCaU8VmcEiZFTEdL6WgJAyVnYyUMpIgGk7NQChZGxkBqBAQpEymiwWRMtJiKEJERYgqSS4DxCL8k6zQZ7YF4OFOpDyYmo9nIImQN7LZfmzTKD/X6v/7x4//9L//RtJBkkUlYLB5HpBGpTDpHSGEJuWKVwx8zOYMmV9gdycYKzVipHa92ErVeqt7PNUfFzqQ+2TTnu/ps29vdza4e9pv7p8Xd60TzO5X/r9XBv1aFfzDGXuYH76/fPL96fNw83Jf6ba6yhmcHEBQeAKUVaj2eWDRfT9R6meao0J3n2tN0c5Ss9xPVbrTYSpTb2eag0J20Jpvh+mqxv9tePd9ub2+uHl7cv72/ebnszOpaT4WmWAksVxLrA1/7Wax/I1LnCCQbAW1i4h1q6d3Nw7c//VWmtiHQbSiCDozkn5zjz86Q5xdoEJQCQzKoFIGQK7w4Bx6fgM/O0RdA3AWYDIDQL6AsEJSORLPYDEEp6J4lbKuUeRlTHdLa24Llec11XbCULwVGIVXOZ+lUCrvV7nS6hEIBCg4n4/AiLseq1xgUMpVIpJHLDRq1XCzmcbg8Li/o8xcy2VwyFQ4ETHq9WqUSi8QUEgmLQuBQSBIOS8RiMAgECYcn4fBYJIqEwzMoNCqRLBWIPA6nx+HSK7VWjTHo8GmkShoOz6UxnBZHLllo1/qDzrTXHA1ak8lgORqsJ4Ptcnq9Xd4eVvfz4XbcXU77215j1m/OR53V//cOWotObdqqjL7UZUuZVq3Qr2TbqVA+FcoXk7VMpBh2J8PuRNSbjPriQVfIY/Pa9ZdBZzgRSiX8SY/ZySXjeCSYgo1X8QhaIVlMR4rpcCUXo+JiNDysRkCQs9ESBkLNxUnpKCEZLqGjRTQUj/TLVkIuHopnCoVS1WG3ifkcn5zj5uNtXIJHo/rd2+9/fvfq3//rv/1v/vSTXqlAoTAoDB5LoNBZfDpHRKCylXqr3RvRWDxWTzRWaCTK7Xi5la53s/VBsTUutMaN6bY6Xlcm6/bmZnx4WK/vHqdXL/2F9xLbH+XunzWhb83x9631m6tXL64eX68fdt5MjyoaEDgZDF0KQNIQZJ3a4vOnoplastbLdSa57jTXmWaao1S1l652M/VuuTuuD+ft8Wq8utpcPexuHq/uXlw/vJpPt/VUOSbSxSHkDoW/FhsPQtODQPcgVFWptEsi2kBGG5hYi0Kw2+7fff5Dvr4l0GxoohGKlZ5ekE5PkefnyAsIAYqgUikCEV8MBIBPTsBnZ0gAAAsAEoFQOgjOAcNYaByXxRDk/PZZwrLJ2u7Kl49V2/PK5YdB9K58WXFK1ByyXMg16nR+f9Dj8QoEAhwGQyOTeSyG1aDz2WwmlVqnUpr1OqvRpFapJBKJ2WhKJ5KxUNhhtahlUiGfx2WzKSQSConAIpEEDAaDQGCRKAIGi0Oh0XAEAYNlUKhkHIFDo9vNZq/LrVNpDEqNQiglYwkkNForV0R8kWqh0WtNep1pu9GfDFbL+dVqfrWeXc/H+/lkv1ncLMf7YXs+7W9ng924ux51VuPuetRZ9hrTXmPSqY1alWE138nGK6VMs5rvlLPNZDCXDhe/kI14EkFnNOyOx/yJkDt8aXRY9faQO5oIJWO+hNt0KaKTJUyMkkvUCEh6MVXGQonoMI0AZxCRzBKKTkhUcrEyFsoso6m4OAkNySNB+WQ4/+/ksoVoOOoPluOJuMNskHN1XLyWhZMS0Rmf929+/sdXw86HZe8fvX9p16kxaBQcgUagsCQqiyeUE6ksIpWtMV6qTU6NxR1MFVPlVqLUSFfayVIrXemmKt3yYJHrTSqTdW2+629vFuvbl5Orp8v4G6Hps8jyO7Xve0/+x+WLl1evXl+/+Lx7ubNGpnTxnCqsk7h2HB11CubQ+U6bPxovRnO1RLWb704L/XmuM8k0BqXOuNafNUfLRn/eGi6mm+v19fObx7c3T+/H461f7XARBGEorQqnDEisKUs0ZUu6XEGMQrSTUZc8opWLM/Nwegl7vdm+/e73xeYOT7OiCAY4QX0GYRyfIk/PEOdALAROIRK5fJ4EDEIcH4NOT6Hn50gAiACCMYEwNhTJwxLFTLqw4LOvM/Zt1nJbst3mDIe0bp8xrhLaqlOqZJFkQp7Nag6FwjabXSIRM+l0AYfLZzN1SlnE7fLabS6b7dJiDnm9DrvN4/a4HM6AL+D3eA0ajUwo4LIYHCaDRiahkSgsCo2BI1AwOAoGx6MxWCQKAYGi4QgKgUjE4kgYjFwi8ricl2aLiMUhIrHOjH7oAAAgAElEQVRICJzLYLntzkQ4WcxUiplqrdBsVDq99mwxOSwnh8Vot5ldLyb7+WS/GO0mvfW0v530NsP2cthejrvrQWv2xWunNmqW+5Vcq5iulbPNcrZZytRToXw2WsrFyslgLuZPB5yRsDsWDySCrpBFZ3PZvclIOhFOhtwRt/lSLWRrRBQVn6jiEfRisoKLUXDQBgnJKqeZJGSTlCrnoBVcjFlO0wqJUjqCT4JyiWA2HvQLsoN6LR4IpIL+fNB1qRAoaXgxiSAmMWa98T/9539bL2a4WLRRJJTyuHgcFgZHQqAIFJbEEUhYXAmWQGfxpCq9TaG3XvqiyUItnqtEM+VYrhpMFROlZq49SreG5dGyPFp25vvV+vZFf/uoC7zlGz4Kjd8qnJ/jjT8+/PD67v3Lw/Pvp89vzeE9R3VgyQd0UZAmwJxDwACoWqoLBlLhRDGSraRrvWx7nGmNCp1xqTOs9We92W64OExW+83N8939q/X9y9HyymcLKpAMC4gURFBiCGIJThpT+TUmzwiD8S9OlQS4TUR2yikmIUHJp8/nyw8//KnevyPQrEi8DkUxApHCkzP06Sn89AIFgpGweDaHLYVAMEdHwJNTIOAcBgQRQVDWBZSHISiJNC2bIS96HLusbZc1bVLqXVyxiSlWcdUqrq57ZDo+XSkVOh32YCBotVg0GpWIz1NIJAqJUCUVBp2XEa/b73ZEg75sIpqIhiPhYDQcdTvcOo1OIZWKeFw6icChUVk0KgmHR8MRKBgcDUfAwRAMAolBIOFgCBICxaMxZByegMLw2SyH3epzOqUcPhqCIGGJJo3RqrN6Lr1BTyjqj2diuVal121OJr3Varxfjvfr6dVitFtOD6vJ1WZ2uxgdxt31l0Dba0z7zWm3Pvr/k80lKrlEpZCq5eKVVCj/xWvQGbMb3UaVxW5wuixuo8ok4csselvEH48F4gFX0GtzmpQitYisF1N1IpJBQlbyMGoBzigl60VEk5RiUTBUPKxagDPKKCoeVsJACKkwHgnCwv2SbL/eKuWzhVw6GfYahSwJiUhD4FQC7Y8//OmPf/vXwXjs+Ouzi1Mwg8HB4UkIJAYCRUJgKAqNIxCryDQunS0SSFQylcFgcUYSuVi6GEnmA7GcK5iM5uuZ5iDVHOS7k/Jw2RisFtP9Q3v5XOX9Vmz9Tmx5L3f8UBz85ePnt0/ffnh8/2l492CKPoiN93zNnKsoy01sLOXk6zMsimg0OZy+qC+ajRdamfqg0BpXB/PacNaarEbLq8n6ZrG/X14/zq+epyotmdZMxNNwEBQNjFTgqVoUKYykV0h8GxhF+803XABQhkEr6VijiGQQEBU86nAw/PDDH3vTJxLDDseqUVQzHK84AWCPT2GnABQIQkTj2UymDAEnHB9dnJ4CAQDYBQgHgNChCDGZYacwrHSKtORxHPLOfc6yS2v3CeU+odom1Mu4qu6Wm8QsnVLq93p8Ho/dajWbDFqV0qTTWo06k1rhs1vSkWAs5Mun46VsKpuMRUJBv9dnNlokIhmPzeGzWVQ8joLDErFYHAqNRSDhIDAKCkNCYV/4QoEg0DkADoYQsTgcEsWiUc1GfdDnteh0bCpDIZQaFHopT6qRapxWZzQQT0UzlUKj25xMB5v19Gq/uNvOb2bDzWSwXk2uD6v7zexmPtzP+rtJbzNozbr1Sas6bNdG7dqoVR2WMs1copIKFxKhXNSXTgZz6XDB74gYFGYJX6GW6k1Ki01vV4iUHAaPQqDzWQKn1eVz+Hx2l12v0IgpOhHJIKVohHgJE67iY41SioqL0QtJJhlNLyEbZRSDhCRnoyQMhIyFFlBgfBLsF2QjkUQ4HI6GQ2a9hoFH4qEw+Dncbgr823/z77796S/s/ggQiAaCkFQGF4unojAECBQJBEJRaAJPJOeKlHSuUKbWc/gSldYcjKbDiZwvnDTa/O5gJpyupOvdTLOf706rw2V/sl2Od7tK/07h/F54+Vly+Vbt+cvB7k9vfvt0++bVzbuP3cOdJvgkstyJNAuxpusK6wTKi6OLk+NzNotvsjjcgXg0Vc+W+8XGsDFYNEar7mw73d2Ot/ej7f1gdRtOV3AU1skZCASEIREYBpEpZUsVdH6AIfZjmV46VwZHSuBQJQmtZmJNAqJFRFbzKb1u5933fzFavSCznWCUAkM0YCnaEwjp2Rn89BQFApLgWDaZJkNhCCcn56cnkLNzxCkQCYBQcUQNnelGYhRUsqAR8e1yvl3u8pA1XWVNNwXTLqVZJLRZu8wo4Zo1yqDH7XU5fR6v49JhNhkvrRbvpS3ocoS8rnQsnEvGCulEJhH1u53uS5vNYlbKFXwuj0IkMikUGoHwpbYFB4JQEBgMBAYDLhAQKAoGh4IhF+eAs+MT0DmAhMPTiUQGmaxTqzxOp8/jMWh0aqFUQOdI2GKzxuxzBWPhVC5dKuaqtUpn1F/OxrsvucGov+y2JtP+ej25Wo32s95m3F4NW4v/WN6qT5vVcaMyalaGpUwrl6hlIsVEIBv1pqLelMPo0SkMZq3FZrx02/w+e8hnD1q0NpPGTMAQsWisUqZyWl3+S5fDoNGIKEoeRi8mK7lYMR2m5mF1QqKciVJxcAYJxaJg2FQsNR8vZSGlLKSSjZXRkWLKL8labA6t1mYw2Ekk8vnZ0fHRN8fPgNFI83/6H/+v7f7u0p+g0CUIFJ7KYGFwJBSGAALDAedgMBhBZ/HlaiNHIFPpzWKZhsYUuH3RRLpkvvSqDQ5fOBfJVJKVVqreyzSH5d58MNkuh+t1rnEtsX7kWt4LzC913s+j/dVwHXdHwzpnS+mYMJTXNMUdVzWR6zvRtMNoRwLhz46OIECwXKrwByKJVCVbaOcq3fpw3l9eDdY3k8PDaHNX7c8vfTE0lnJyAjw9BWLQBCaNI+XJeCwxjy2wsEUGDDWhswSVWjkWpSDBtUyUnUc084kqLqnZqL78+MN0+5olCYJRCiROhaeZLhDco3Pk6Sn8AoCDoWhYIh+CJJ6cQY5P4KeniJMzJATOpjBtGIIaCmFYjYGb0WCT9x0KzruSfZcx7LL6bcYwSxojRolRJrRq1R67zXVpj4bDfp/P7XQEfd6wz52MBLOJaCzoy8Qj6Vg4FvTZDFqjWqmWSSUiIYvBwKDQeAyWQsBT8XgiBo0AgyEAIAwEBl8AwYALOAQKBoIAZ+fnJ6dgwAUOiWJSKAIWSyWVOGy2UCBoMRj5VCabRFeJVS6LK+SLRkLJdKJQzNWatf6wN5+ONtPhdj7aTQbrcX857a/ng+18sJn1t7P+djbYdevTfnPe+3LCqDSoFnqpSCkZLuTj1Uy4EPOlrVqnjKfSyvUum8fvDIY90aAzEnCEnWa3TqGjkxgigVij1Fn1Nt+l06ZVqHhEGRulF5GUXKyMhdDwcSouVsZEqvl4vYRilNNMcrpGiFdyMToxQc3HyZhIERX6C7IqlSGbqRXydRgC9uuv/v5XX/3Z2TfAzfzh//h3/+s//N33xWpTbfRgCTQijY7CEDAYIggIPT8Dnp8D0Vgily9Ras1KncXmDDDYIrXO6vSExTKtweJyeGLhZClWrMfLrXStV2hNuqPVordYxotXItNrtv6Jp9srbYdsM34ZlFG4zFOw/AToACAKMOqALGrJjfVE3ufwkXHEb06fHR0/IxOJNqsjGsvkyu1Cc9iabsbb+/HueaW/MLlCLL4MBEGdnFycngDBQBiZTGczeUwql0RiioUyE57tQ9JyIl3D5nVyWAYKUk+FmmhIPRsnY+KKhdzdq/fL6/ciTRyKUUBRIgLdAscqTwDY01Mo4AwNg1OQeA4QQT0FYI6OocfH0KNnUDCIjMJKziE0IlEY8Ffe3z+/qoVuS+6bvGUWkY2DomVKN0qavVqxSSGz6bQ2o85ps8ajkUgo6Pe4wn5v2OeO+D3peDjgdvhdlwHXpffSalEr1GKhhMcR87lMOg2DQiNgcDQcTsSiMUgEHAwBnQMAJ6fAcwDg7BwCBEFA4Iuz84vTMzDgAgYEkzBouVBoMxgcNpvX7bEbzQI6m0WkK0VKm8EWDcRTsVwili8Xmt3WuNsaj/qL6Wg7G27nw+1ssFmMdovRbjneTfub2WC3GB2+fMI69WmtNGiUh4VUI+LLpMLFfKKSi1cSgYxRadFI9Ea1xecMRP2xeCAZdEbC7qjX5tXKtAalwaAxqKQaq97mtlhVAqaUiZEyEBoBQSPAGyQkrQCvYKMUbLRWSDTIqFoJWS+l2NQMq5JmU9I0ApyEgRDTf1kxCEeS+XzJ6XSfnZ9+/dWvjn71Z3QE5l/88Q//z//23/+f/+ZfzCaTS0+cwRZiiTQEmoDFkSBQ2Pn5xenpORAIQ6JwbK7Y6vS7/TGL3SuUqDl8GV+o1BouDRaXK5AIpYvhbDVV7mTr/VprOG2NV4HMjqd9zlBdsZUjsXYQSK1b43mt6+aKpKcXzL//lejXQAuUlNHZ64myzxlkMthHp8dHJ8cgEFgqkYejqUKtV+0taoNlpTsNxPIcgQIIRgFBcBAIDgJB4QgUHk8mEqgYDBGLIvF5MglXakbQs2hWicBrcZQVkSTIIRkoUBUFpmKgZAxsIZ+9e/V+dfNBokvB8eoLKAdHMWMo1jMQ/fgEDjhHQWBkBJYFR3OgMNrpKezo6OLom4vjZ8CjIwQIxuTJ3HJttJEuHMqBfda6S2vmYeEiKt2kDa2gzqHg2TUqu05jUivsJkM8HI6G/O5Lq9NqclpNLpvZc2m1G3VGpdym05jVSr1ULGbSBUw6l0Fn0ek4DBYOhcHAECwajYBAoUAQFAg6Pz45Ozk9Oz0DAi4gIDDoAnhxenZxcgY6A6CgEBaFYtFqXTaby35pM5rlfBGdQOPSuRq5zucMpGO5XKrUrHYH3emgO+t3ppPhZjrYzAfb2WAzG2zmw+1ssF1NDrPBdtxdDVqzL4uKrcqoVRnlErVEsJCNVfKpWjZaSgTSNp3DpLY6za6gKxTzx6O+WNAVjnijTrPLorU4zA69SmdUmx0Gh8toEjPxAipMykAouBgFF22UUnQCvJgGlTIQWiHRKKcb5DSTgmbXMB1a5qWGJmXBJUyk7O9Mci33m1QuKRaLv/718dd/9hvoN8+Gqeh/+O/+y3//L//Zf/b9t6VCNZQoydVmNJ4GhWOxOBIcgT49PT87uzg7BcKgaAQCxxPInJ6QLxgz2zxShV6uMkoVOpXGaHb4fLGsP1EIZ6qpUqdYbg2K7aUzuuWpb+jyDV3S5ioqZs+w1Hx78+K22MpRBJfnaMavAKRzuNt0mQ3lnFa/kC8BnwPPj86Pj8/pdE4ikSvVuqly2x1KanUWNBJ79M3JBQCEQmGQKCwShUXh8EgcAYHEwmAoBo0rk2qFHKmdr4rQ+CUSp4vnNBjcqlbulzCMDLSGiVKxCaVC7vnbb9e3n6S6LJKgP71gIvEaAsMJRkiPzrBnADQQQoLAGQg0F4MTgMCkb45A3xwBvv4GeHqG5ogdEl1CqHRX47Fd3rvLWrZp9SIi3MRlt+XLqkdll7Av1TKzQqaXSewGXdjvjQa8bqvJpFKY1MpLo86sUenkUjmfq5aIlAKejMNiE/EMAp5BIlGJRAwSBQGCwEAwFo2BgSFQIAgNRwDPzs+Ojs9OToGACyDgAvgl7p6cQc4vUBAIk0RSCkVmnd5lv7SbzDqZkk1jsqhMpUTldwVL2Uo5V60VG+16r9+e9DvTUX81G23nw+1isP3SSpgNNuvp1WywmfRWg9asVRl9IVvNd7PxaipczEYr5UwzHy8nAmmH0XVpdIbdkZArHHRFfJd+r93ru/Tb9HaPzWPVWx0Wx/XmNuaLeSxmGQcvoEJlTKSMg5KyERoBXsPHiWkwERWq4RMMMqpBTjUpaQ4d61LNMMtIEgZMxkIrub9cV9wf5madnIJGEEEQBZ3aDLn+hz+8/w//9V/9fHfVy1aC0WwwVdRa3Wg8HQLBYLBELI50dn5xdnZxdgoCg+B4HAUOx9AYbI3B4gnGLz0hrdEukqjkSq3B4vJEMv5EMZAoBROlTKbSSVWmRt+MLlkQ+GMcp0IRZhWWpCPUyjYfm9OpzNImCoMYJh+M1knVIWfYbnCqFBokDAk4BZ8cAxFwjFyq0urNEqWORKapxBIZh336m1+fHj0DAsFgCAIEhgNB0AsIHA5D4bAkvkguk+kUMp3d5PDKjQmaqIKmFXHUod4wcJhDQrKOiZQxMJlU/NWnH7f3nxXGIoZsPTpnAZFCEtuJIVlPLhjH5+gTAPEMRIGi2RiSHEdSn4JIX52jLhA8gSpkD7bYIiuHJ6tGPTf1wE3NdVUwbpLyXUq1y1lzdrlFxHZqZGaFWCMUWNTKgNMecF06TXqDTKKTiEwKmUYkUPK5IgZNxmEJ6VQ+lcIg4PFwOB6JImCwWCQSDLgAAi5gECjkAgg6B3z5e50dHZ8enwABF6ALIOD07Pz4BHJ+AbsAoaFwDpmmEkq0MoVJp700m4xqDYNC5zI4WoUu6AkVM+VKvlbMlBvlVqvWazdGw95yMljPBpvlaDfrrkat+bS//tK5nXRXw+asU5+2KqNmeZhP1rPxaiZSzsdrlUwzFyvHfUmvxRNyBOPeWNwb91j9Vr3dpLVY9DbPpddj86ilaofF8d37HxbDhddmNCoYCi5GKyDKOWgZG6niYXUCvIKNkjGRCg7GICWrBDiDlOzQcWxqpl5CkLNRCg5Gzf/lfdlFKx/Sy0Nq8aYQ+uvXm//ln3z4339++2+/vZomfA6L0x3P+jN5jcUNx9BAYDQUgSVRmWA46uwcBARCz85AaBSeSCQDQVAECisQy7Umm8ZgU6j0fJFMrjY6/XFPKOON5vzRfCpdbiVKI41rQOKNUKw+kl7AsQMsmV2gNcsteUe4IdG1iNwWRZikiQxssV1rM6tMBr0JT6GcgaDnAMj5KfDiHAQFw2AwJBQM8luMD6sxj0Y8/uark+PT8zMQEAgDAaFgCAKDwFHpbIlap1abNAqjWq4zSQ0RgT6LZTaxjCFLujCZa0aphY8TU1ABj/v1h99eP/6kMpVJTPcFVHwCZOIYFrowCsepjy/w51AaiiyBYlhoolSuSwu0MarErXE0Pbm9zJrB4hlahaSf9+xr7kP1cpM3bdKabUo7ixvCOp5eQHNoZVaFRMljGxVSh0nvNBlMSrleKpZz2XIOS8piSFgMDokgpFM5ZCINg6FgMCgIFAGGICBQFAwGBYG+0PySxX5JWwEnp2fHJ8BzAPgCCDg5PTs6hgAuECAIDo7ikGkqkUQnV+hUSpvRoFUoOHQGi8aU8CWXZkc6li1lK6V0uZKrtardXnsy7C1nw+28v1kOd4vBdtJdTfvraX897i5H7Xm/Pu3WJ83yoJLrZGOVbKySi1dLqUYxWctFS3FvIuQIpoKpVCAZdoWtOrteYdDIdRadxWV1mdQmtVTtsDoS4VQ+kXMYNWY1S83HWuQ0NR+r4mNNMqpZRtXw8Wo+TsXF6MREnZhoVTHsGpZFSdeKCBImUs7B6CW/vOL9h4fRz8/nf3U3+Tff3f37/+LH//nnl//5y+n7aiiuk9guvZfxYrjYNNuDcCT5HIQEAuFkChOLIwMuIEAQDHABAVxAiCQqlcYAg6FAIJhAogplKrXBLJDIBRKFxeG79ETd/y9X7xXk6Hlmac40VZkJ4PcGwA/vvffee5PwmQAykQmkt5XeVbry3rG8r2KxWCyaoi2RFE1LlNQyPVKrNW67d6dnZ2Yvd+dmNya2zfTMXiSlWCriC1wAt0+8cd5zzoevb7jcGB0YHJ8bGF8J5DaVtqNSy77COqd1TsV62731UqLUCGU7eue0SDcvNC47IiVX0Ka1BlyBWCShM1oIisJJ8uBFajZJctksHo/rMetnBsq90SABoxiKsplsNpPHYnN5ArFCqdObbTaXz+bwmawui80dDyTq0d5BrXNBblpVWhZt3oV4KGOS2eXCRCR+5caDMxff9MUnFIYSWxIGMB1X7NX7WrbQqM5SMnhq9uiAQGakuDJvol6Z3Cu299N9q87kkMjodXgdR3en7l9ePDGf3x2J7o3E9jvR46OJzVa04FWGbYqU3x5zWVx6dchpS4X8qZDPb7P4rGa7TmNWyq0qhVWl0IqEapFILZKI2ZSIxeYQBAvFmBjOwgkSJ5gESeIECiMIBMMghCEoCiMoCOEwQqAYCkIoALIwXMhmq0Rim07vtdsDLrfP5YwGA16n024220wWs87sdfhKufJQvT01Mj09Prc4v7a6tL2xun9k7djW8t7m4t722rHttaNHVveOrO4fWT26vrizMn9kaXZjdnxptDXdaU60G+PjrZnx1szY4HS7Pj5Ybbdqw63acKPczMZyYW8k5A4lQ8lcPJcMJf0OfyqSSsXTbpvHabRmQu64R+M3CUNWScAsCFhEmaA+7lGF7XK/ReQzCsI2cdKrykeMMbfSaxJ4TQKrmvJaJKnQ91+k+f3LK3/54Pgv7+z/9bNzv3h66v2zCxdGykM+ayYQiGVryf7RYnvWG8qzuRKUpGCE4AskKrWBxeZhOIvJ4qIYk8Xm2Z1eh8uHExSEknyhxBsMewJhi90TSeSzhXqhNlTs79QbI1P9IwuB7JbGcVLlOKF1rlgDe0MTe0ubC5OL04VmW2mdFWgP8w0zGnefJ2rWWkxGq0atV6n0FF/IZLMJnIUTTBaT5FEcEZ8ftGpqIXPaoZNzWCwC4XDYHI5QwJcplFqD2W4w2zV6i0yl15sdvmAskyhUs7V6OD1idE9L9WNy/UomXfVabVK+z+e7cOP+8QtveGNTMm2JI43CTD3K0iodZX9+K146lqrsh1PTKrUNJwmCL7CHs9nqpDdel+ndiXLu+pOTn3x184vPrz2/vXFiNrs/Ej45Gb+4XDoymUl75TGXNu2zR2xGu1rhNRvjXnfU4/CYDXat2qJSKvk8vURsVsgVPK6ETUm5fD7J5GA4G8NIBMFhhMQJEicONCsEgBAAIhCMQDAMwTAAwiB08CUKQiwc57NYGpnMbbW4LGavw+612z02m9NicZgsAbfXbrLrlHq7yZFN5NsDI7NTC6tLW2vL21vrx7bXj68v7mwu7W6t7G0u726v7R+sYhtLu+tLuyvzW5OduaH6WLsx0WlMjDYnR5qTncZEqzbSqo20au2+Qr2QKoY9Eb/Dnwqn8ol8KpwKuoJhdzgZTtotTofF7rGYox5DwqeM2CV+k9Cj53oMvHRAF3MrfWah3yz0Gnh+Ey/mkhXjlqhLYVGyDkZszK0up1zfQ/Zn1zc+Ozn16YmJV+dm7y/3bxV8LY+pEAqmsrVwph4rtDKNSUcwR1BilGSBEIZiTKVKJ5YoYIQgmRyK4mMESyxTJ7JFi8OLMzkoihvM1lAs5XQHfaFkvtQo1oZK/Z3+vuHJvpGFcO+G2nFUbt1X2VYtgY1Ge2VmYXFyaaVvdEzjmOFq5vi6JlsRlRt1KiNBUkySLRLIuEIRh8dnkRySySRJgsfmSfi8nFc31esZSTvLIYNRTgn4XIFQIZWq1Wq9zmjRGW1ytV5jsjm9oWAklUwW04lCbyzX8MTqAkWTJ1rN5pfqtYBKEff7r9y8v3fqvi88qVCXeNIEyXcBmJKr8JtCE8Hi+vT66Z3jx8ullJDPYlFMnpiTLMRPXDnZmm7uX15658fX3/3p9Vc/v//lN7eePly8tFO5ebxxfruyNp1KeJVJjyntcYRtRodGYdeoQg5rxGUN2s1mpUwrFknYLBmHoxYKpRSHi5M8JptLkCwEYaEIiaIoCOEIeuC8Ehh+AOgfMQXoDBiEQAYAMAAEhFgELubx9CqV3+VwmA0uq8ljNVu1WptObzOY3Fa7SqoSUEKFRGUzOZPRzNDAyOrSka31/e3N49vrx9YWtrfXjh1Z3Vtb2Npe+8462Fja3VjaXZzZ6AxMDvaNdJoT7fp4pzEx3D823D/Wqo0M9Y00SoP5eG/EG/VYvVFfNBfPpSPpkDvktriDrmDAGQh6wtFAJOCy+eyKRECV8ivCNrFLx3HpuUGbxGPiO7TskFUUdUo8BirilFRS9lRAb9Wwg05FKmjMhIyFuO17yL4xU7kyHD9dD+xV/BM+k5PLMskV3kDUHy/Gc43ears6smAPFVCWGCHYIIQBIMoXSJQqHZPFRVCS4vC5XCGLI7R7QoVq0+70ESSbxxf5grFgJOn2RdO5SrHaqvR3Gn3D49Xh2VhhTW3fl1p2FJYVk2e9f2hpfHZ+9PB6fXzWEpgW6qYFugomtjKFQp4ERnA+TyjgS/giiUAg5lA8JpvFZjP5FF8pFuQ96tGMbTxjnsya+8Imo1wsFkpEYolAKJLIVBqDWWe0OTxBTzDuCyU8gajPG+6NFmq+VL9EOyZVbmZ6r61v9bkDWXfw9q2HR/ZvukIjIm2OI49Q8iDIVMMslVAXCxaG7r91+9tfvbh2dcVjlqbT/qPnFu+/OPfnv/3gg6/v33/v1IOPTr3x+fmPf3r785/f+NFPL3/y2Yk331y6dL453QkGrKKUz5rwOHxGjUMlsynkIas5ZDP5zXqDVKTk84QkU0gyRSy2iE1xCSZFkByCYKEoAUEEguAwgkIweiADYAQGIYDOABkAQGdAAMig0Q+QhUEIhWCKIBQiod1kiPg9DrPBbTN7rGajQmFVa41qrUmj57N4TIwtFsh0apPF6EhGM8OD44dnVzfX9jeWd7dW9rfXju6sH91c3tlc3tla2d/dOHFk9ejG0s7cxNJwY2ywrzMyMDncN9auj7fr46MDU63ayEBluJgqB11ht8Ud8UYy0Uw8EI94I26L2260e+zeeDCWjqXi4bjTYjFphH67JOaRRhxil55rUbMceo7bzLNpiICFl/RKg1Zeyqes592poM5lEqRCxmren086elPO7yE7ZBL06aiymp0Ws404ToAYhy/TW9xGZ9DpT6aKjcLQlDXQCxFCGP8OWZxgyxWag23LGgkAACAASURBVEGLYSSfJxaKFTqDLVeo9tVbdoeXZHHVenMsmQuEk7Fkb2+pWay0Gn3tkWp7Ml5YUdv3ZdYduXnF6F4p1hfaUwtjh9ebE1NWf4ejaLOVJaZMi3I4BJfNpERCMYcjEIqlEolMIJDweHw+lyOkuBqJqBa1jffaJwvmmax5vtc3EHM5dBIuRbJYbB5fqNWbbU6fwx2wOrwGi9PgdIdi6XJvf38kP6J3HVZa1oPJN0+fOzo2M5Dsffb0va2d657gCF+d4MgjEkOeJXEChADjSnvrjfc+vv/Dr+689ebe3Gji6P7U17945yd/9cG3v//429+//PinD994df7Jp6fe//OLH3575dOfXfvqN3c+/emFN95ZX1nI+SyilN8Z89qdOoVFITHLJAGjIWDSu/Vqo0ws41BcDOfiBBvDKZzkkEw2hnMIgoVhBASRKEKiGAxCMARjCHqgYkEGAAEgyABABsCg0Q/YRSGYRHEek6UUiz12SzYR8dgtTovRpFGrJVKdXKmWKuRCKRtns3BKwJNIRUqlVON1+DPx3qGBsYW59bWl7e21o7sbx46s7hxZ3dtc3llf3DmyenRv88TG0vb48PRAbbjV3+k0J4b7x4b6RkcHpsZbM61ap14cjHhjTpMr4AymI+l4IB5wBlxml1VvdZidsWAiGU1Gg8Ggx2vQqFVStsPI9Vt5EYfIpqV0MtygIDwWvl1LBizcmFuc9ivzEV1/zpnwqf12SSpkqOR8+ZSrkHZ/D9mYlMiqeEk5T4PCJANCYIIiKalE7gwlLd6kPZQO9NbsgQyCCyCECcE4AGEwSvL4EqVKzxdIIQgnCbZQIDWZ7aFwIleolvoG7G4/XyT3BWOReCYSz2XytUJ5oL82NFwZnshUljXOPallR2lZN7jWio2FzszsyPxSY2zU5B1kyRqYuEDJNQSPCeAiisehKBbFE4ulUplUIpEL+RIhhydmU2qxsNdnaScto1njWMo0n3ctV/2ttE0nodgspkAg0mj1Vrtba7TKVXqN3uKOxLK91d5stdlbawfSYwbvrNVzsT12feLwRr3z8vmna2uvBwLjAlGELfAojBWZqRcXqLgywfrewjuf3n7v1esvPzr1/K0j77xz6uMf3vj0R3d//vsPf/pvP/7qr198/Ks7b//5xU9+dfuzv7z/2a/vff7rO1/+5tYHX51d3ag6TKKkzxn3OqwqmUUpN0nELo06YDJYlTKjTKLkcQUkycUJAkJJGOMQJIWgbBRloigOQTgMEwiKQjAMQiiMYAiKIeh3yhVGQAYA0Oj0HhrAAFAIZmG4iOKYlKqAy9GbittNepNGpZZKJQKBTCSWCcUCDp9ASRZJ8dgCPlugkqqT4VQqkotHc63m6Mri1pG1/Z31o1tr21sru1sreyvzW6uHj+ysH11fPDJUH2lUWkP1keH6WKs2MljpdBoTY4PTrVqnlq+7zB6/IxD1RcOesNfmtWgsRpXRZXGFvOFoIBYJREO+gNNqVsl5Zj1l0WNOA9Nj4OtkuEHJ1MowgwJ36FhRpzAXVFVSlmLcWE3ZYh5FwC6O+zWFtKOYdaWj5u/XYuyijI7v4BNozyEQRBAQg+kgAEJau8eXqnrS1UCh3xXKEqQQhHAYxkAIhWGCZHKlMrVKbeDxxDCEYSjB5wnVar3V7omnC4Vyv8ZgVuvMwUgqGE7FU8VcsdFfGx6utqfz9WWta0dqPiIzreucK4X++c7sZHtuqTU15YhMiQwzItOI0WUTytkAISQ5JE5QXL5ULJFJJVKZXCSUirkCGY+r4HONArZPxux1CEczhrmCY6nsWekPlYMmKZclFApFYrFUppDI1VqD3ekNRpPZYqG/kq/3VwYGis1OpHfeE9vxxC5GilcGZz56/PHi/OVAYFIoDqOkhivzKywllS1aH23cfvPMm59efvfzK6++ufz5N5c+/PjEq09Of/Pnd37+u/e+/f3Lb3739he/e/LJr+7+6DdvfPPrJx9/dfHlZ2e+/st7n/3i5uaxls0sTvoc2aDHopQaZRKtQGCWSnwGnVkmVvG5ci5HSDI5KMZEUByE+UwWB8NJFCERBINABGBgEIRC8MFkRSD4QAwcSFgIABl0BoNGB+kMBISYKM5nsc1qddTr7U3G7Ea9Vi5XSMR8isPncIVcAYfFwVGSSXI4LL5UIPO7ArlkIRPvDfnjyVh+dHhqdXFrdWFrc2Vne21/Y2l7eW5zeW5zY2lncXalUWk1Kq1Wf6fTGB/uHzvgdaQ5OdQ32tfb9DuDfmfAbXVbdVaDUq+Ta50mR8AVCHpDAXcg4A74XR6tWmIw8ofaoaCP6zCxrCquSoxZDZTdSNn0LJeRnQ7IKylTJW0txAzZkCZoE3qNvKhLVkjaCmlnPPj9Z5dbbqlVgHLhHjqdDjAQGIDpNPBQN43JFTjDaU+mz5mq2YIZFiWBQQwGUQhEYQjHUCaPK1IpdWq1gU3xIBglCJLN4gj4EqvFlUjl7C6vUCTzeIOhcDKa7E3l+kqVVqvSnk43lnT+Lbn5iNy0pnUtZmqzranp9txia2rem1iR2zY17o1Quh5Jiph8NsrkEJSQJ5EKxAqJVKVUSaViiVgsF4oUPK6WyzLyML+SGE3pl8uOlYpntRZeKAcjJqlcxBWLRUqFwmS2O7wRlzfg8fmjsVQ6W8719pfz/WO9zZVsfT9SuBguXSt03j529/DomWh0Tq1Lc0V2Jl/PkVuj5cr5B8efvrr00Y9vvfjiwsdfX3nnw5NvPF3/9LOzP/r29re/e+fb37//1W/e+dFfvf3pr+798Oe3Pvni8uM31t56vvnjXz368i8f7ZwZcdtlcY85H/HatQqDTKzi8dQCvk2t1ImFcootYrJETBaFYiwMwyGQjeEslCAxDIcRDAIQgI4ADBgAGDT6AbUHwoBBo3+3fjEYAJ0BMQAURggU45NMk1KVCPhzsYhJpdDKJTKRgEWQHDZHyOGxcBaK4ATGolh8i9GRjKZT0UwinIr4YiFPtJipTnRmF+bWNpZ39zZPbq3sL89tLs1urMxvTLRnBiqtgcrwYG2kXR9vNyY6A5MjA1Od5lSrMtKfb7qtXrPOpFcZ1BKNXCg360wBt99jd/udnoDb63W6ir2JVNZudFATc/FyRet1sm0GrlnLDgVFbifptjITXlExruovWHpTxmxYHXEIgzZR2CnNhHT1gr+S80T/5EHQqJxHMbqh7m4GAwEYMMQAGQyQDkEMDBOpjf5cPVgYckeLPIEKRZgwjEMQDkEYipBMkiMUSBUKrVSuZrIoDCP4PAGPKxAJpDa72+MLisUKjcYYCMYi8Xw631+qtAYq7answLIpvCE37ygt6zrPSqZvsjrcyDXGSwOzrthhqXVOaBmW2/K2gJSS4AjOY3MkPLFUIJGLJWqFQiWXysQiOU8gpygdjzLxybCWM54yrZQcaxXPRi20WguNZh1uvUSrVJpMJovNZrTatRqtRq3VaI1mi9PhCgR90XIiP1VqHuvvXE8370T6rxSnZnoXcukls61PY0iRAjlfK5zb79x5ufvGq5Mf/eT2s1dnX3xy5sHTzbff3fvs60uffXv7J797/8d//fKr37z95V+9/dmvHr786sLDN5dv3hh//ub6l1/f+PoXD05cGPc4ZCGHIRvxWzVyJZ8j53DkFGWQig1SsZLL4eMEF8M5GMZCUQKBCQhmIthB+RWHIRQEYAYdBoCDfeuPixetuwegMxAYhiEIAkAQAA+yMTGXq5PKYl5PMujXSEU6hVTIoVAIYjPZQi6fQHAEQlEEl4mVQU8o4ot5HX670eE0uwOuUDKcrhXqsxOL64vbuxvHt1b2FmfWluc2F2fWhuqjA5XhZnl4oNIe7h8faU61G+ODtZGh2thgqVPN9BvVJplYLuKKBWyRUq51Wl1um8vncIc8Pr/H7XU7WxOV1kzUGSJqdW08zk1nRJEYz+NkJpPyaFQU8nOifl4mJqkW9emozG/luXTsiFPamzSVMrbBarScdYc9qu8hK0Vx8BCN0Q0yAARgQCAAgCAEYHA3yMDYPEsgXRg+HKu0pVobzuRhBIUTFPgHZLmUQCiUSaRKsVjG4fCYTDaXy+dyBWKR3Gi0KhRqPk9is3tCkXQqVy1WBprVoalC67AtuiQxrEuNaxr3erZ/eWi6L9NXi+QaakeZkGZQSRCTOAQ6GVtCYgSHzZZQQplQIhdJ1DKZTilXiURiFlvBZut4lFVEZSyymZx9qde6VnSultyLBcdy1dfJumIuncukUStkMqlUo1KpNVqNzmi2OFxufySaLBYqw/Wh84c3bpZHX/fmLkerF1sbzcKi1V6Tqv1inXpkqX7+3sbd9/be+vzss89OP3t16un7x569v//R52fe/+HJt1+d//FfvfzJX3/w1W+ff/Pb5y+/uvHWy/3HTxeO7RWePDj86atzP/r25tXr8wGXzGVQ5WIhp0EjYZMyDiWj2Dqx8EDIilksFgQzYZiAYQKBCRhmYTgLJwgEJRD4D8h+52cxaPSDQ++hHXgFCIIc/AQyAAIjpEKhXiaPuJxRj0sjFaukEg5JYhBEMVkKmRxHCQRCBTyR2+712LxmtVklVqklapvOFnSFEsFkLJDoLzWX59Z3N46uL27NTy6tzG9MtOfqpaFGebhebDVKw63a2FDfWLs+1m6Mt6ojQ5WRYqIiFyo4LC6fEqilWofV43P6Q55A2BsKeII2qy0QC6SHgqUJc2PCnMwJ9AZ6tlddH7a4vZDLS4zPhjrTtvqQtjlsKFblkRDXqEKsanbcryxkTeW8vV4I5OPWoOv7734hPQxaN51GA+kMCGCAAAMEQYQBAXR6F8WmZGqzK1lpzG1Eiv0kV0TxxBRXhOIsGMJJguJxRXy+WCSWy2QquUzF5QhwnMRxksCZPJ5AIpZy2DyFXO0LRKKJfG+pr15rjZeHZtzJGZHuMF+9ILMux4t7c6tLU4sD8WJJqE+DvCAsiEhNSWfUo3FwcCaHooSUQMwVivkCuVCoV8odOq2UxdJwOQYBxyrmxI3iyax1qWhfKTlXSs61inOt6l6pemZL7lbaGTQpjQq5yWQ22102t88TCEfj6UKxVq0NjoxM3zxx+dbw4oVA/kq88Gxhb3fxuNNX1FiCvYOlm89OXniwfuHB8ttfXLjx1sqD97ZuPF6+9WTpwx+dfvzuxqV7C+98cfPb33/0zV+9+OZfPXvw/NjdR8uffX7qvRdH3ntv+8XLnZevTt2+uxz2yoxyYTYS9FlMYhZTxGJJuWwln2uQiuUcSsxis2GEgCACgXEExmGYgFECQQkEJVEMgyDkD9nBgYo9gPXgEwQACIJABnCgaFEYFXA4CoEwaLe5TAa5gC/mctkEgUEwmyAkIjGG4Bw212Sw2C1Og9IgZoukPKlVa/HZfRFPJOqLpSLpTDw3NjS1ubKztrC1NLO6OL3S6hvpKwzWi61GaahRGh6sjg5UOsP9Y+OtmaHayGBpuDdWlAsVSpnKZLB6HP6wNxz1h0PeoNcRMJlcGoPFFfdF+i2drfDK2VK0JDE6UL0Z9oY4dj+SqainN8ILx3xze+7GpC5bk4bjAr0GNWvYmai2mNFVs9Zy2pkK62M+9feQ7T7U1dPT00OnMwAQYMAgAwEYKAiABEg3K+UGnU6it4ZKjc7hdYFcTfFFPJGUyxOjKBNDmRxKwOdLRGK5XK7WqI1qlV4slrFYFEEwMYzAEByFMSbBMpvssXg2X6iUC7VWsTkRyEyJ9TOUYpKnHTf7FodGT++cPDOzOaL1DhDKfpa644qttmda2X4BSTGZJItJkRhJ4gQTw3gsQsHlyNksDZfS81kmITNiEIxlzLN583zeslh0rFfdW33uk+3I0cHwWs0/kXUmHBqL0Wh3er2BUCCWTOXKlepAuTywuLj56PUHj7fOns8P3EhW7lU7t1aPV9JVvlQxtjL41hcXb73YOnd/9v772zfeWrz+xtzZG2Pnb028+eHOo3fXb721fuv53je/fe+b37z44bf37r6xcefB/Pvv73z5+fkffnn22XsbT5+v3rg2kQzJNSIq4feGHDalgCcgmBIOW86jDFKxiscTkUwOiqEAg0BgAoFREEIAkERQFk5QJBOHEYgOgAwAgWAURgA64wDWgwMBIAiCEAgdmLUYggo5XJVQ5LdZDAoZlyQ5TCaBoAgIMTGCRbIRCBWLJDq1TqfSK4QKAcFTipQ2vS3oCoY9kaArlIllc8neSr52eGppe21/dX5jbHCyvzDQ1ztQ62329Q40ywfItof7xyaGZpvloXq+WUqVvXaf1+33ugMhXyTii3gdXqvRodU4NUavwmK1x5yD8/Gjt4eWLpazo6p0UxrvFVjdqNwIJCv63raub05dGJdFSkJvTKjUMlQKyG0V5hL6QlKTDar6Mq7ehDkZ/v6DoChMdHfTaXQQAFEQxEAGBtBhJkZwMMiplmgkPJXOYHCHXMEUhyeGEZzF5glFMi5XhGMsis0XCmUSqUou12o1Jq3GZDJaNRodjydgMtkQAEM0EKJDfK7I5w2l0vlCvtwsNydihRmZeYalGCHlTYGm4g4cbo7f2714enBqxeDfVLiO+3K3l3ZXR+d4LOogmGQwGHQ6rae7i4VBTr1GL+SrOSyjkLJJ2QmzcDJnOVywLhXsS7321ZJrq997dCBwfjx1Ziy9MxBebUSzXovbbAp4faFYMpEr5Qv9/fWh/f0Tty5du3vm6pXZzYuFwQvZxrWZtfNH9rPF5NEr809enXj06dErb87feL5w6/nsudtDN58evv/2xqP3jzz5YOvZp0cfvrf3o18//dnvXz778PTNBzOP3jj8yccnPvn45NO3Vt54dvjtt5avX2pXc3qVkBlwWMJuh0okELHYAiYpoVgKHqUV8EVMFg8nMBAgEJiJITgMIwB40BxgYjgOIyCNDtDoAANAIBhkAH+CLASAMADCdAZAp+MoJqA4arHYazWrRAISQQgMg0EIR1A2QZIIjiM4j8OjmJSYJ5bypTycK+fLTWpTwBmMeKNhTzQVzdQK9d5UsdU/vLqwuTi9OlgZruUblWy9km/UCgMHcrZVG2nXR8cGJwfKQ4OloXK2EvFFg/6w3xty231mg0OhMMiVVrUhpLdHtA6bN20bW05uv16pHNYPH7FP7fkm1n2JikxupvlSlDuDVaa06ZbEHacMZqZUzLDq2WG3JBdV5mPKtF9WS9syEW3U/31hwCQ4dBoEMFAQxEGQAAEMoEEckqkScxMeQ8JnkkvFsVSvSmUkSKqbBjAYEEGw+TwJxeazmVyRWC6Ta5QKnVZjlMs0CrlaqVSx2RySZGEohsMoBqEIhGrVhlg8nc+Xq/naRLoyp3Ys8rXTLOUwW5FR6ON6Tyfdd2xyfjeWP6b1HNN6j2f7d6YXpCJxTzetq5ve1d3d1dPV3X2IQIB00G9VyJRswiSiPAqq6JRMZ82LBetK0b5e9qxXPOs170rRuj/oPzWSOD2SPNVJLdVCRa/Faza4Pb5gNBlLZip9jSM7u+fPnrl89uLd89cuLB25vnP8wY1b9x88uHDj7N13Tj/4aP/uR0duv79y6/nC9Temrz4cffvV3tOP9x9/sPvsk6Mf//nFz352/ZvfPPv6188u3Zq5fL117/7EW2+uvvvuzrM3lx4/nLp3Y+Ta2cZky6MVk1q5yGe3qMVCKYcroTgiNktCsdQCvoTNppDvhAEKAhgEIQCAACACgAeNLZgBAH/ICw4cgz/O2gNeEQCE6AyARicxXMzj6WVSl8kg4LAQEEBhBP9DsQYDUSZKkiiJQRiPyeWSXAqjxFyJRWOJeCIRbzTqj6Wj2WpvX63Q35suDvYPD/V3+nob1Vy9kq1Xco1a70B/sdUsDw/WOq1ap10fHSi1BstDpXTF7w5aLHatxigRqQVCjVRp1ZiDZnfG6IoZ3PbmRG54PjCx7Z086tu6kVs+n+ifNoeLIleMLLbk9UlDrqWIFAWRtFgpg2QCyGHgJHzSTFiaCctSAUkxZYh4pX+KLANAGCACgCgEYiCAggBKp0FCDsdvM5YSnnLMYdPIbWaL3+d3+4IkSTG66XQaHYZJFotLsTh8nkgklCnkGoVcI+BLBAKJRCLnCUQkk80kWUyShWEEDKMUm+Py+PPZYm8sP5auzZu8SyLNGk93WGQe8ccHMtVeX6wZTMy5Yosy85LUuGTx73YmzSrDD/5l16FD3Ye6u7u7e3q6DwG0bjGbUnEpPR+3i8isiT+e0M/mzItF61LBsl51b/X7tuvetaptveY4MRw6044cbQb2BiLr9XhfxO006x02i8Npj6VS0/OHd48fP3/p8q1bd29fv/v0ybNHT9688+TJ1fvXbr84f++j/Tsvt+59sPX0053bbx9+/fH400+2br+78vDD3Xd/dO7zn9/4+ld3f/bX7zz94NTWsdKZ8/1vPl18cG/m/t3pd16svPti+dLZ2vWzfUeXUm49KeEx9QqFTiqUUiwJxecy2RIepRLwlVwuF0VYCErAKAKACACgIIBBMMwAIDrjgFqQRofoDIgBHFB7MGIPrNkDyjEIBukABiMyodCkUtqNWjaBgnQ6AsFMnGShOImgMB3CIYyAcQzEOASHg3N4JE/Gkzn1jpgnGvFEQp5wMpIqZcr10kCtUM8m8ulYtprvq2T7K9l6Ld+s5ht9xcFGZbi/1GrV2p3+kYHS4EB5OBMtSMUqiiPk8GQiqUlpcBntUYs7bfEn9J6AwessDPg7C76RdU9n0zOybcuN8Fxp2BJgZOvy2oi+MWYst9VGF6zRwUIuQyyALXp2zCfOReXZiCLpF2diqkRQHvMrvocsnQEzQASEMABAAAYCMBAGHWZiuJrPdStFOY+hHHGa5Zx0PNZsDjmtdoTOgEAGA6SDAACDGIYy2SyeUCBVKrRarcnu9OYKlXRvye72iiRyisMn2RRGkCiCK+SabCJfiOVbydKSK7YhM+xKzZtK52KssDu/uTa1MFVuNk3+MksySElH5Kb5Qn/aHwe7wa4fdB3q7uru6u7p7qF1d5MgYBazIwZO0SEZiRsOF2yLRdtKybZSsm7UXNt1307De6Th3Ox3nh6JnBkOHx8MnRiOHW2nd4ayg2mvXa/Ua9R+n7/VHlve3jl54cL123cfPn7zydPntx88vvPk6esPbl96ePrBR6cevTp2/6O9++9v7V+ubZzKX3o8de/l+pOPd198fvK9L848++jol7+8f/PJ6vFz9eOnKk+fLr98f/vBvak7t9rP35y9dXXg9uXBe5fb9axewceEFKkQssQULmCzOUwmRSByHk/FFwgInAQhDIRQEIIZjD/MWuiAVAyCQRr9QB4c5LQHyH7XKwABJoYzMRwBAAyCpQKBUa1USAQYxABoNAgACRRjYQQBozANxEAUhzAMxNgYReEUj8lXipQekyviCvmsPrfNGw8lc4neWrE+2D+UjecSoVQpXS0kK6V0XzXXqOUbfcXBZrVdzTcHq+2RxthgeWiwNhLyptgsCU+oVuncRlvc5Eqa3EmdLaF1BT3pkD1mdCfF2QH56Ip7ZMUzs+Ovz6jDRVaxpYz0clwRPFORDE5ZlEYGxe0RC1CFhKlTMp0mTiakzITlIQc3GZIVErrMn2hZBoAAIAqCKJ0OMw4ODUZAiALoZi6ZsSmDWm7SLqlno6VUzmmxEAgGIRhKwAQCIxAOQSiK4iTBlogVFpszmSmMTsyOzR5ujU1lChWj1cmXyJgUhyRYFIsXdIVK6WItlp93x/dU1pNKx1G9/0iqsju7Pt7s9IXSFZmtxpIP8RQNnroVSDazNR7JO/RaV1d3V9eh70YtDtCCBuFQTDOZNsz3Wg/nzatl22rZslI0b9acR/o9axXbRs16pOE81QmdHAoeb4VOtqMn2ulTw+ndoXTSqdWr5fF4ZLDdXjxy5NTlq9fuPrj7+OnN+w+v3rl38/GTa/dvn79x7vXHJy49WN4+N9A3Yq+19XPbqaWTxeM3WpcfTV57PPPi1bEXPzz5/NWJy3cnjxwrHD9bu3Zt5MOXO48fTt+5Pvj4buvR3eGHt8ZePJnfWcnYVEwuDnBJUMQh+Gwmh4kzMUjEZit4PCGTYEIwASEHMgABAAQAIDoDpNGBHhoCgAfaADmIu/4gZA+QJRD44J4CxAAIGJHweEqxiInBIKOHQacddA9QEMJAGKZDGIiSCIGBKIkw2TjFZwtUEqXL5HAbnWa12WZ0RAPxVCSdCqfiwUTEG8lG8/l4MR8vl9J95Ux/JVvvKwwOVNu13oHB6vBw/0ij1GpWO/FI0WD06S0hvTWmsyW0trjGElUaAwavM1ELJqoWvQsZW/EeOVtYO57Zu1iaWnfnmuKRBbfVD4Yz7Ln1QN+IQaFHxFLMbOTJRZhciJjVrKRfGfeKgnYqF1MWE9psSP0nyKIAhAEg+scRS6dBOALxMcgh5daC+oxDWg3rd8dr7VRoIBP0GTUQDcRRlE3gLJLNZB74AyST5AhFMrc3VOtvDY9Ptydn2+PTzfZoIterMZi4HD6bxdOqDflssRTvHbWHtzWOszr3CaN/P13ZHJmrpXs7ydKMIzklMk8ItC2BdsibKIbSWpn20KGurq6unu5DXT2HDtF6IFq3R8WdytkP520LectKwbZd92xUbesV62bNsdXn3qg51irmvQHnsSHvyXbodCd2uhM9OZw8MZQ43s6M5DxBl3FydnLvxP7+2TNnrl2/eu/+1bv3L966ffXu/RuPHt18cPvGvVuXr58aHA0H4lQ0K2pNeCbW06Nridnd1NnbnTfe3/jgR6ff++LM4/c2z10f3jia3ztVuXytff/+9NNH00/ujj6603zjYefFmwvvvb1858pwIaIQM+lshMFnkyIexWMTTAzikrhKIBCxWBSKkfAfkQW/Q5bOAGh0kM6AGQDYQ4MB8CBEOOD14GAwgsMIBsEIA2ChmJTPF7DZMECn03sYdDoEgAcXlQ1l3QAAIABJREFUbDAYhukQCiBMlCRgDAVQAiY4JEcuktoMFpvGYlGbnWZX2BsJeyNeq9tr9YTcoUwkl4nkc7FSMVUrZfrK2f7+wmCzPFzLNwer7YHKUKM0VK+0I+FercGv0PoVuoDCEFSZgkq9X24whPNOb0qVq9mqTcfQpPvU1cG1E6mRVdvWuezh7XBpQKm1dsd7Wcu7odaUVe8g0r3GVEYrEYEKMaqVEV6LIOoRxrz8fEyWDIji3u/f/QJADIAwEMIgEAUBFGDAdDrAZqIKEWWVccp+VTWgrifMl9c6D/Zm3zy1cGZmQIqiCA0gUARDcQJnsUg2i0mxmFwmk8vliZQqndPtz+RLg0MjY9Nzk/MLfc2WRqPnckVcoTgSTZZTpbo9MqO07Cpt+3r3bji71hib64xvTs4vxEsTUtMYVzmjsI6HchlvPOyP9tAZh7q6u7u6u3oOdfUconV1KShsJOta6nUtZM1LvZa1km2jatuo2jb7nDtN/86Ab7vhODcWOjboPjEcOt2Jn25HTg2HTnZiJ0aSO8Pp/rRvdm76+JlT+2dOnbx06fKdO9cePLz24MHNx4/vvPHkzuM7dx/efPDgyv5eOxqjPEEinBLnmua+cXdt0rmwm7371srzT44+fGfzwfO1M1dbxy7U1/Zy564MPXw4d+f68L3rQ88fj794OvXBu2uvPt56/mh6ay5uV+FchMZGYS6LELCZFIGzMFjG5Uk5XA6KMVGUhWEoAMEM4MDqAg5Sg+6eg3H7//cKDgoGB3L2O2QBgEMQYi6XiaIgnX4Qj6EQjMMIDiM4jCIMGGHAJEKQCIEAMEQHMRAVcoRmjcmiMpnVJqvB5rZ6vDZfwOZ1Gx1RdzgTzqTD2VysmIsXi5m+am+zXmz1F1vFVO07ZIutRqUdDuU1Op/aEFQZ/FKNnS/V80Rqs1sbK+pMXvZAO1Yo2UNxaWvcs7Abq44px5adW6eylUG1Iwz0dZQbx9MDk4ZQllsftsUSMoORbdTzlRLcqCLDbmEqKE4HhGEXO+T8/j8fQjABwjgAYgw6DDAQxgGyJCHjcQxSquCVD4bVgwnjxszA9tLcyeXJN85vNbMxejcDgkAcRnGExFEcQ3ACI9ksDotFEQSLwFl8nthssiczvY2hzujETDyeEYrkJE9gsTj6UpWqL9mvMs5J9Osq+4YtutM/tTG7PDM83gmm2wLNHF+zbvS2PbFCON1oDoEY8doPurq6aN3dXd1df9bT1UUg9GLYtFB0LResq2XHRtWxWbWvV21bdc/RduzsdPbMePT12eS91cqFyczJduz8WOLCaOR0J3JiOHa8k16qJ4cr6anJsbmFhdWtrf2zZy7eunn94f37T588eOPRvQfX3nrjym9+8uJvfvnus5vL9bLa7oA8UV6ypks3jbVJ99Je8fK92XdenXzw1saRE5XT14bP3Rg5c7l19erwg9sT9260nz2cfP5w6qN3V7/64uiLN2dvXxzolA1qPoMEu7kkysVxDkaSKEyhqJTD5WI4C0EICIbpAApCGASjIHRAJ62750DLMmh0gAHQe2i07p4DVQDQGQgEkzjBwnACgiQ8npjLJWCYcZDo0ugYBB+kEjiMoQAK0yGEAeMQhkIoyIBQGBNSIr1cp5dqtVKNVqGzGewBR8Brcrr09rgnmg6lU+F0KpzJxHLFTF813+zrHajmGr3x8kBlqFFuDZSG6+WhUCCj0rhkSodQauCK5FypTKFXp8seT0JidHOmD5ftTi6L+hdGK95bU2ZLYlcQrgwqKi1luBevdjSNMUOuKXDGsHBK6PZyNQZCpiClIkKnZAZcgnRAGnFz3RbSa6P+FFkGiNLoEJ0GMugQnQ7R6SCLYEm5fLOM38451vr90yVXZ6C3f2i03hheX5rf295QqDQMBg2HIBwhcYzEMRJHiO8OjBMwjoIoDKJ8gdju9kbjqVAwJhTKEBZbJJKU44W+eLFkdrUEqsMiw5Lev10dWxmdH6kNjQVyExLjptq2rnONeqJTAyNra0dYfOGf/eDQoa6erp6u7q5/2dN9iEE/FLBIF8rulaJtteLcqru36p7NfvdGn3t3KHxno3FzqfBwo3xjMX9yJHZmLPX6XP7sSPxEK3RiOHKik9pvpybLgVTUnc2nR8fHN45sn7xw7vKt63cf3b//4M7LZ/f+7jef/NN//vE//8cf/+N/+Oa3X1w7vpZLJcTeOD9eU2cahsaE9/ztmfd+ePb4uaHD65mVvfzJK63LtyauXGnfuzH+8PbE/Rsjbz2cfPli8dWHW8+fTD+83jy3na0m1DIK4hEQCTGYCMHCcRaC8Enmwc0ZFAAgOg2FIBSE0AMzi07v6e4BemggjX7gGBw0DQ60wUF8QGI4h2QKKUollXKZTAQA/mgpICB0kKKRKEHAGALAEA2E6SACIDCAkBiTzxbI+DI5TybjSQ1Kg9fmdertZoXBa3anAsmYL5YMpdKRTD7ZW8zUytl6Ld8sp/vy8XKzPFQvNlvVdr3Uspi8PL6KI1DzxCqhTCnVqax+fTCrt4VE7rB0oBNS6mCJHNYb2T43Z7jpHmn7ZhcDk0uuSlsWL3PqE/ramMrshz1BXiyplKlhvggWCwi1lOk0cWJuYcBOuS3ssEvyp8KARgd7ehg9PXQGHWAwIDodJnFSyGZrOeRQyro9mpqseOtJZzHmrRYKKxubm3v78UQCBukohGAYRZAUk+SwmBwWwWETFIsgmRhOoDgMoWaTta+vbjZZSZyFwEQPBGMoFnX4++Olsi9WE6gmWapppX2tt3+5PTPVN7aQ6pvW25ZVhkW5ddqTPL68ffrEeYVK+9prrx3q6urqOdTd81oP7Qf07tfMEtZswbNWda2UrBsHeqAZ2Kp7t+quy9OpWwu5hxuV06Ph/aHg8U7s1Fhsd9C7O+g+0vJcXCycn83sduJ9GZfXpSsV8kuHl3f3985cOnvt1utvPLz9t7/+8r//l7/4H//7l//8d1/+j7/76n/+H1//13/3/pMrk8kE1xUkwwlhtqI7emX8/c8vTC7ED2/k1nZKx88NXrk5euvW6NNHc28/XXr8YOL5m9MfvLf8w/c3n90de3ijfvVk6dhSbyVmk1IIAhzCEZQiCCaKMFGEx2RSOI4yGBCdhkAAjsAogkIgxAAYtJ4exgG1dMYBrzAI0XtodBodoDNwBOWQTC5JyoVChViMwhBApzPo9IPWAQxCGASTKMbEcBLFcBhFQQimgwfhDg5hHJLLZwskXIlerrNrrSaFQSVQ6GU6j8Ud9oSjvmgqnE5HMploLp8sFdKVSravkCwXkuVmuVUvNQcqQ/XKkNngFghVfLGSJ1WLVUalUe+OGrNNd7Hti+QU+arR7OFEs0a7SxzwyCfa8eP77ZX1/OC4tjNvHJ43jS07K22VJ4YXa8ZkRivXIGIJKhFgWhllUbO9Fp7dSHhtopjb8P31i47QeoCebnp3F41BA+h0kEGHcQwT8ygBDtnkRDEgaadNnYRxOK6vRg1jQ8X5xdlGe8Rod4EgjCEYQTLZFIfPF4pEMolUodLoHS6Py+3T6y2RUKJWrmuUBj5XTLH5GJOFoZhBoqpE8n3xbENrHSKlbb5mJpBabc9ujq9sNybnLd4FpW5Balj0pq7unDl36qLRYPuz135wqKu7u7uru+e1HtohRtdrai46mXcvlR0rZdtGv/NIw7vTDGw3fFt157Ehz63F3NXp5PmRyJlOeG/QvzXoPzmXvrrd//p+68Hlqdd3Kicn4/sjqU6vL+a3Foq901OTe/vbly+f/smrt/+f//jLf/xPP/6n//DFP/z7H/6/v/vgn//dR//zP3/53/724xe3DudiAo8dCYRZ68fKP/rZzaNnhwtVQzqt7q859ndLZ08Xr17sf+vp3HvvLb98ufrqk62P3ll840773tXGtVOla6eas8NZq0bOowgSQzg4TmEYE0G4BMHBcZTBgOk0kEFDQeDgzgwIgjQajUGjA3/QBhADgBgAvbuH0UMD6QwWTnCYLB6TKebxKJKAAABkAAwG46CUCDIAiAGgEEygGIliJIrhMIKCMEyDwB4AYcAcghJxRWqJ2qg0KPlyAcmX82VmjdlldvkdgYg3GvPHk6FUKpzOxvL5eLGYquRihWquv1luNUoDzUqrvzyo19g5PDlPpBKrjCqTw+C0+VPm1nyqs5zO9hsSBVm0IF3Z77c4KZOR0+zzj48kZmazg6PW9oyxMaZtjhmTvcJ8WVHtN1nthNlCaTVsqQBXi9kGOWVWUzoVy6gVl3PZ73cMuhgQiPC5AiFfRO9h0GgAgw7jGCHkc/lsQi8hC35JxS0e8isHg8qaT1T18ksR4+TU6OThFYlEAdFoBIQyMYJiUXyeQCKVm8yOUrUxMDzaHGjnsqVoOFUu1Scm5poDw55gSCyVyUWyZCBeTuaG3OFhvrrNkrW1jsN9nb35IxeWdo5Ec2s6y47GdjxeenL++sVz1yvlhlpr6KYDXV3dPd2HursP0bteU3LQiV7PbN68VLZsNlxHGu7dwcBeK7DTdB0bdr0+nz7diZ5uhU61A5eWS3fPz334zuWffPP0258++ckvHnz48uz983PX1+rn5krtSiiV9Nf7KkuLh8+f3PnXX7/z3/79l//4v37xj3/7xd//m0//4dcv/utXt//vXz7/57/57L//b59/fG91MC8qpokzpyp/8Rf3P/nkUr3folXSFRLIbiYnO/YTR1IP7rY/+HD101dbn3609vzx6LN7I4+uD186lju7U2xVwy6LxWI0Svk8CZsSkiweyRSQTAHJJEAQotOAnm6ITsMgGIUREATpdPp3pVg6A6YzEAaAMACghwb00HAI5jJZbJzgkiSfzSYQBGaAEAQDAMBgMGg0Gp1Gp9O+29vgA8MLglEIQQAEYkAgHcQhjEtSEp5IyBZwUEpEiQxKg1VndZqcbovb7/BHfbFEMJmOZnLxfG+ydIBsozTYLLcGq8ODfUO1clOvtQuEarHcINdYFXpTohjpbbhKHWt7OZYsqQNJfnXEcvxKJ5ZTCUV0v0eWT5sW5qrjU/GJw4FCTe0Psas1c6cTjMZkyYQ+6NfoVBy5gKkUUTo5TyOnxAJSLBKPdOa/h2zXD7opFsdpd9mtDgYNoNFABh1GUZzD5oh5HKuCXXJLGl7FWi3SiZrrXsmAR1T3SIcz9qFyLhmOsBCMCWBMmMlEmUyMZDPZQr7E7QmGIgmX26/RGGQydSSanJya3d05Oj097/H4pRKlx+atporjofyYzDpJKYcE6nYwvdKZv7hz8mJ7etviOav3XE5U3rt86/LZq+OjcxOTc3Kl9tCh7p7uru7uQ/Tu19Q8bDzvnus1L5SMq32Wzbp9Z8Cz3fBs9TmODnnOTyWODoaPt6NnF7Jv3F7+4Rf3vv3VR1/+9MXLzy//5Lf3f/n75z/7yaMPHx65ttm/PZYfLkYH+opjY52ZduPVndP/58/f+Yd//fE//S+f//2/+eT/+vLOq83+X1xa+psXF/7+X73/D//2wy8eHr6wFX334czPv776zRfnrl8ZGOwzSLiv8Zn/ot2w3ro09OH7659/tv3555vvPBt/58nYszsjj14fvHS0sDSZyEZdTrPVZrQp+BIphyfnCSQUT0JxREw2haAInQ7TaQiDgQDAgRUAgxB8cNOLzjjQuH8sIZAoxsJxLkmKOBwmiiAgCAMwDKEgCAMARKczaDQ6jUan9dB7emi0bjqtm07vodNpAEAHGXSQ3sMAewACwiicReFsMUesk+sMSoNJbTKqjFadNegKxvyxqC+WCCWzsWw+USgky6V0daAyNFgdbtdHhurD5ULNaHBIFSaJ0ixR6tRG3fB0cWQ+VuoYOkuhfJ/eF+M3pz1z2/nakEujJXwumc8pbPYFir2WQFhYLBr6Kqa5qeTcdD4UUptNIgEH4TIRCZctF1JqOU8uYfK4TKncMDV/8nvI9nTTYQhhMyk2kwv9wTdAEIIkOHKB0KPhZfS88ZjlwvzgVMox5JUOeqRtv3w0pBgIaMeK8YBJy6QDTJDg4Bw+i8ulOCKBxGy0aTVGtUrv9wVj4ZiYK1SIJOlQrFNv9ReqBqXOpNCVopnJRG1aF5jha8d4qpbJPZKtbs2u3lrbPxEtnDX6z7piT1a2r+6e6jTH5maWQ6FkVxe9q6urp+cHQM9rVjk1U/AslmyLZfNy1bTZdBxpuFcrts0+x1bdcWw4+P/R9d7vceTXme9oSBDdXaG7K3Tlqq7u6pxzzrkbaOQcSRCZAAEiEMyZBANAEiQYwDCMowkazYw00ija1jhIlux12F2vk3avZV9b9nrlsHe9vut7PfsDLdsj3/s850/41Hne877nW+fkcPrI3vTOjdm337/y+Y/vfPzdt97++r0nH1z6wjfXv/sf3/jBbz37+gdXHl4avzLfvjJQ3NtZHB3pjfmc06257z6/9pe//Nb/+g8f/fWvvvWFE/33B+PvzbW/mK79xr21f/j+2z/57vOvPjr07huzT3f23rvTs3Orf6TFlLarAgagvWzcP+o9vJp6/mLio48W33q2961H+57dGnmwMXByqbmtEkmE/BF/0Ka3S4xOS7J6ljcKooHlRZJiUUwDwxgE4WoVAsMorET+qS8qYQX4yqBVQ7Aagl75AJhKTWGoQBFahkRhUAWCMAgrYTX8U2rlclAuB/6lZIBMpvjnamyUy/fIlAqYRAkdI9p0VotgMgtGi9bkMbvDrmAimEhH0tlYrpgqldLlWq6pXmzraenvbx/qaxsc7R0b6Rst5sp6ycqJNk5n4fX6SMrfO1qYPFjtGHFWesTB/eHWXtfwTCpbN0wvVZrqnkRUysQM9bK3WrDtHUr3dQVGByMHJgt93RGXg8FQuQaBNWoVR2pEltDxhJbHKIa0ezJDU5c+g6z8lWR/tRkDIAq5EgTUSiWCqgmBYrMey2jWOxK3jCRNe9PSWFK3Ny7sS4pTBdtEzj6ed3dHbG5CLShgDtZocZojaIESrJK9kCoO9AxN75+ZGt6f90ZchNamJD1qJkboAmrWq6SaPdHxYueBYGla55kRbfus3p5weqTee+ng0fW+ifOB3GVvcrPccWPy0KF9B+amFvoHx2hWaNjTIJPtUgO7i37TXD283BE81OFZ7vKs9YeO9EfWesJH+6OHB6Jn92VOjSSOzOSevDh+/+2zW8/P3nnr4tZbF7bfvrT1xtFPfvDg+792/+2Hy9vH++6f6L98oDbXkxrsrJj1gqQBJ9pT33p05u9/4wt/892XX10f/62Hx3744uInl6bfWWr73u3l//Er73z5zsr7zxdfPhh86+m+rfOdB1rty12BrrguYJJ3tYvHT6eu3Ki988Wptz8/9uajkZd3x7cv7d0/UIgFnF6nI+YPuSSbXTIYtZLACjpekDheTzMiSTFqRAMrMaUSVcIEiqKQEleqNUpEpQAguUwFAioQVAIKBIYQGKI1uMhSZr2WJTAEUqgghRKGlLAKgpQAAIEgrFB8FtmflkymkDUqGhvlsj2NMABRGClQnJbgBYzVU6JNNAdsvqDdH3WHk4FEPp7PxfOFZLGSrbZWOgY7R7rrfb1tA0M9e/u7BgO+MEVrad7Iika9WV9rjY/P1jr7Q+Pz6fZhY67KxLKc1YemK8aZQ7neAX/IR2VjpmRQ39canRotVLKmTFxsb/ZbzRigeE0hb4BAhRKCNSjC0xqRJ3kWxynGn+puGb3yM8hCIKiGIDUEqgHFq2VZBAbViAqlcCrtdfbFLa12bCDMjmeFiax2IqOdLeims4bZgnW26Jgv+4YjDhektIKoCUIlhBI1nF1rac/W9nWPzA5Pre6dXW4bnAplWwldRaZpeg1tfl1T2Y138NbZdPPBaOWAKbBocE7afaOxQmeyNtE+fHZo6mKqaTOQvRLMX24ePDG+MD+zcODgSq5YUYCKPbtfI1TyloRjuuZbavUvdfiWunxHBsInhhInhuInRhLn5yq3jnWdGIueXak9eH5s6/mJc1sLZzYOnLg+c+bmwc3bK2+/PP35+7O3jrScG0vdXK5vLJRP7cv1lCN6LUlhch3VONEe+C9fu/X//uYX//Trd//y2w/+zw+v/8HLi9+9t/ruif6/+fmnnzw+9eT62M6llu1T1RNjkZUux+E+73jZUgqo56ad24/bn31h34cfH3rz5d57N9se3hg9uzrQ2ZQP+TwOiznk8oddPqteNIoGHa9nCYonKR7X6CmaQzEChhEQQmFYo1IyGK6nWAbBEQWAgCCqhF/xqgIATKmkUFTPMT6n2ajjUBUIgwAMwa9I/ef6WV5lgFwGyOSATA7IZIBcrlDBShLTUKiGRkkWpSVKtIkml8HhMbmCdn8qkCjEcrlotpgs1kstPS29PfX+3taBoe69A53DtWLdanGygo7RmgSD2RN0dvVnJ+cqA/tix853HL3Q1N5nEaQGVq+YWajPLmX7R3wuJ+KyEnGfrqsa6m4KRj1CxKtPRhwYolDIGxQy+Svhgqphlsa1PMVQBEbq4rWp2titn3EMlDCEwBACgSoIVCthFALVEKRWqxAcw20i1x03DsbFsbx5qc13oGyeL0oLRelg0Xggb1yo2Fea3KvN0arIBmRgTKGJgIxPzUdIsdMZms3UlnL1tWTldDBz1uA+r7Oeoo3LID+5mxz4HNYNcVOh/FyyOm/2rxqdUw7/TKo+WunrrXTMtfSeSDWd96cv+tPnY82LHcMT+2fGp+dHJydtHhesgjlC1VnwzraElttCh7vCq73RYwPJUwOpU4PJIwPhu2f6v/Xe6RunWh/cnLj/4vgbH248fv/qw/curd9fPnN99vLmzOXT/ZcOVS5NZc6ORu+ttt1arF2dr+1riwU9otmApqO66X2xrzxc+ttffvHXnzz7w/c2fv/zF//LW5f/9pff/ObG3J99aeuTu2sXZotX5jPn9oevTKYv7E0cGQitdnpPjUd37vS/fH/yix/PffDVuefPBm9erpw/Vh/tLpVSmXQ06bI6nGZ70O23G60iI2gpjqcYLcXoKFokSC1OkJASh1RqEFACMgpV2UWdiWE1IESpUFyphOR7lACAKdWkEuFQzMCxNpPWbtGSBApDKhBUAwD0s8i+0gP/pGtBmQxslAEyuUIhU0AAjKgxAiVITENhOItTWo1gZCSr1uyzeGLeaDKYyIbT2UimpVDvbeltyre0lDoGOkb29Y93NfXEA2lRa2IEidYZdRZzvhLp7o8P7AtXO3R9447V8+XTG12RPOWJkaMz2aH9wcUj1a6+UEtzuLngL0YtUY9oYJRGHgv6rGpEAcPAqw8LUigQCCRxNUliFM1ilDXVtlQYv/PZKAFClDCqhFEYQpUwqlJiEKgGIZVKpUZQDaPBKn7jUMY+mnPMNjknCsbZkm2+aF6qmZaqxpWKbanoWKu5D+bdGZUq/jpaaWRb5WwbSI3g2qN652Wja9Ngu0Lx1wn2uc78gBTu0PqLqLACMIMN1LApPJupT1oC81rrlNE9EyzOto3u6x2baO0/mKoe9kZOe6OrnsRIqrx/aHLf+Nz04ur84bWBsdHe/tZ9XYUD7bGlztjhvvixvujxvsipwdSpocyx/ujFmcLLrYmvvX30V35h++2vbjz+aGPn/fWX37z9/Cs3n753Zefx2s7tmc0j9SvTqbPDocsTmavT+ROj8dnBVHPNVSgZzp0fePp4/sPHh/7gS1v/1ycv/ujDrf/5/Xf/+MO7P/n2m//5va2//Nqjj85Pn+yLXplJnx+LnhkKr3V5Ftrd5/albq/WPnhx4Fs/d+SDr0y9+dbAnRv1SydKc2P5WjYR9gaDnoDf6bUbrXaTzSpZdKyWJSga07AYYeS0Es2LBMMhGlKNqJUgCMpQJWCgSZdWsDIMpVSjEKQGFSoQ1CgRWo3qKUrHUHqeMhl4itLASlQBquT/FtlXYkAOyuWAQq6QyeUyeaNM3qiQy1A1psEoAqMoDUnjGhanBA1nYHRuoyPmicT9sYg3kg6lWwr1vnpvW6m1tdTe1dTb3zHc2zpQy9Wd1rDAWxjRxBvMDr+9qz89e7AwORce3O/sGDHOHo0vns61DpmXTnScujK6by4xdiA+uDdeLjlqeU/MzVkFxMThWlLtsOowHEZQpRKCQEABKUAVBKEqCEVVGoLWCP5w/XB85LPI/hRW7FWplBgEqEFQpVQiaoTAUNQhkiWv2J80H6jZD1RtCzXPYtW+VDGeaHccb/HMp41LZdNqs31v2BaD0OTrSMtufFjGzKv0G6LnlmC5hpGbCP6IE57SwjMN/1TDP+MNDyT7QZjqI6TpRGWvLTiECf0aXb/O0xerdle69tcHFgvtR/3Jo65Qv2QbKTbP75/fNzY7c2jt9JWN0xuXN7c3T64tzg02Le+tHhoqLPVED3V4D/f6Tw5FTg8nTo3EH10e+bXvbP/695+8+/GNJ1/euP7kyOP317/w8dYHH9348kfXXj5bvnaieXMhd3Esdm40drTHd6jDNTMUaWmzzS+VHjxffPho7ubZga9en/+rj7f+xycP/+o7L752dfnubP/P3Tz1h1+4tTmcPVg0HR/wHe3zHqiaxnO6Q53eY/3BixPxG8eKH7478fJ55+2N/MJ+Z1tO39UUy8RCfpfXIpndNpfNaDVoJYtk1nEiRzG0hmAwQmJ4I6cVCEogaQbH1DCoVAKoEuRwxCHwbkFgVGqNUqlRwWoAwCCYx3EDSzOYmtEgPEMQGo1KhQH//8g2yiG5HABkCkAmk8tlMoUMhmESJ0mcJjUMqaE4itZzol2yBR3emDcUdodC7nAqnG4ttfa19DXnmjoqbYPtg70t/T0t/W3ljmy8KIpWVjAyWpPebPOGXOmctavbMTMZ7uuzjc9Ejl1s2rw/NLWQ7N8b6RyNjC8WO/pdrR3uYsHuthBRF+81MQYWYzVKrUASpBqCFbgGU6kg6J+W2UEEUWE4RUnxQMuJ8PDDn+mda5XoAAAgAElEQVSyKAyhKiWuVhEqJa6EMQhUKyFEpcQRNYGoEC2FVcPmgZRxvmqfL5vnK5b5kmm1ajtWdx0qm+dy0krZvlq1nxvIDIdtwQYg9zre9jox+Do58zqxtktzUU7cgakXCPsmwrzHGt7lzF+yej5vtZ/hxQqA9rgj48H0MG0aQIQ+2jQYzPXkWsfrA4eaepf92b2ctcseXJmYW5ldGhkdXz52+urNu5e3ttav3zx7Yf3I4UPHD8+vn1o7tTQ9319Y6AocGwyfGEltHO764tunPvzKlS9/+/bLj68/+tKVG0+PbD9fe/rmibfePPHFd0++eHJwZ2Noc7F0eji41GpdbndenMwujMaHRyJ3dhYevrF0cX2skNHN122/fXviv35w+vlq3/Ge7Ep3ebW78vbZmdN9gYVWy1K7a6HFOpEXl9o8a/3h5U7XqUH/4X7rzpWme9fyF1aDoy2mlqyrkgmH/U6fy23SmfS8zigaWILRcaJRNOgEUWBYLc2aBJ2RF3mCZDUaFlcTKliDIBoEwVWwniIlgiRBWANDGiWEKOSUWmU36iwST2FKXAVSOCIwHIZoIFClUED/DOtnqFWACgUIyABABshlgFwO4CjGEhSjoWmCYwiWximR1dolq8fscJnsfoevkCy0VtqaCs2VdLW7qXu4c6i7qWuke7i73tte64oGUwwrslojr7cYrTa9kbda8VSKz6W5ZIIcm4pNHYrdeDA2u1yyBzCDW93U7W9qdblcWCSot0lEyCF6LazEo5JIGgyshlCCUCOCwiCswFBMgxEwCCrVKgRnaWM60HY6tv/5Z7usEtdoeIrUUqQWUROv8FXBmBLCERhFQJjC0XLEPpi2TObMUznTTNkyX7Wv1DxLZcdixbTSal8o29dqvtPdwdUWX52nUrvU9dfxwdfxA6/hp3ZTG43UHbnmDZD4gNZ+W7J/yxj4gtFzz+Ico2j9a7siOsv+VHnC5D8o2GdE53yqujQ8fWRical3tN8e6NAYTnbsu7Ry+tjSkYmpA4dPnLuxtXPtxp3TFzdPXtpcO3Pu1LkLDx49vXlr+9LpteV9TYv9seWR1JNbix98dePW06M3nx5//OHl+2+fvvHG8s2nC/deLL7z/sl331l7fG//0+t7Nw+WjvS5F1qtF8bSV2YKs32B9lbnxfX9Gxsz9XrAIIFFt+qD4+2/vTN/Y6J6bLA6199cjzuuL/ddnEwt9zhnqqb5JvORHt+ZkdSpkeTJ4fBat/Nor+P6Uu79eyPPr3UtjkTHegu5eMBhMblsTpfVqWUEnuI4kuVIlsJJmqQYkuIISmJ5PctSmFrkCZuJYzCYUKpoXIOrYRpFBIwgQKUGVJAwpIFBlkC9HovTqRM4jGNwjtJYDSaW4iBQ+f85eCkUIAAAgBxQyECZDJDL5CoAMHAsr9HwJMNoWJbgWJLlCEar4XQkb9dbAq5ANpp9FX11t/QMdQy2l9t6m7sHOwfbap3t9R6vO8xpLbzOrjfZLXar3kB4vVQiwcSjmkgUmZlL1Tt1vaPuSJqxenC9A3F6qYBfsFtIt5W3GxifhXeaSJNEiCIhGVilslGh2K0AGwFIQRAanmVhCACVKpWG1zpr+X23MnNf+AyyCMrwvInnjQyjVykJGEJRhFCrNDCMo5AahSBUjUbspn2l0L6cZzTnHs65xovupSb/UtVxpi98djiy1OJYanavtriPdQSW8/4mNVp9XTXwOnJwF7IOkNsQcR/EXyDsN63eb1g870i2s5y+HSHMn9uDfW6XhODdsdR+W2hesC0YXWul+sX5IyenVkYy1TorHXGn7vTPbKyeXlk8fHBxbX7pyOWNm2cuXT+1fvPy1r2b9x/fuvvg3qM3rt3a2ri5cfXSyQP7WqcHkzs35569fWbr+YmNB4cv3T6weX/u+oPZJx8c/ep3N3/xN+59+Wun7t0a3Lncc2Uxt6/EHep2nxiKzNVNcwOBrlZnKikk03qek0mMwmdEOmK6tY7A2eHy2lBLPeGqZmw3zu49O5k93hdY6XCsdTuP9wdWO/wnB6Pn9sWPD3pPDvpvHix8ZXvi51+sXFntmRyshbxWk6gz600uq9NmtOo4kSNZlmBwFYYoEUSJ4CpUS9EST2tQIBSytrQnRS1KqWEGQxlcTaphWoVSShWLqFlETatVFK7WSbTeQltcgs2hZxiSpVkNTv5ru+CfYVXIQYUCBOQKhQyQN0IyOSCT7dazaGsuYhFogSC1tMBoWIHmrTpT2OFP+GKFeL5eqnfVu/ra+3rbeptL9WKq1F5tH2jr76h1tFRaq6UWk9kt6By83ma02aOpQCJlDUfZZIppbTfWW7U93ZagH7FZVToJMlpUiazR5SYNotJr5b1WIegSI27RLGEMAzMcxvOUEpTJZXvkcjkMgYgapggUhhUArIQxnTU+VJt7I7v44WeFgUqDoDSK0ghCQiCqUuIoQqIoCcGoCoQxCFJBaMLr3Vya3loePzza2p0NtoStUyX3Ys262GQ9VLOs1K1r7Z7lZs/hmvt4xTfrNrbJ1cMN6mWZ+qpSs4Nzz0nxG2b/J+7k503OZZqMyGX0a3vo10Fqt4zY1VByeOcSpQWLb8UVONfRd3n+6Fitt0VyHfHEd/KtFzPNV2aWTiwdm5temV88cuHqjVMXN6/cvn/r0eMHbzzf3nl8/fbdja3bpy5c3r7/8OrViwuzPZtXZ3eenbx4b3n9/tKZrckLt8eeffnE17578xu/euvzH5168e7KrZv9J5YTpw4m9jWJK/2BowPBlW7nwqBvbDDidqq0okzSgRZR6TazLonuSNjPz/YvDbfnvFJX3bsyV95btqy2eI71ela7HTMVw/6suFi3nx6JXhxPnNsbfXG6+xt3p19cGh5rDcW9BqdVkjjeoNVZJJPL6nBaHHpex1MciRIYgmOIhkA1IsuYdCylUWSL3uGJSiRh1HEIiyl5HCVVEAmDtEolanAtgQsExrMEq8VEK+mJGC1OEdOgEKwCwVcvbf9JD7yyZn9qILz6bQckl4ONjTKaVPa3xaf6ig6J1VKUUWvgSJ6nWIfBGnYGsuF0LVNpLbc0FZqKqWImmkmGkqV0eaBjoL+9v5qrtdQ6opGsoLVyolkrWe0eR7YYcLkpqxUu16TV081Hz7WkcxTHvM6xIMspcWpPLCMmkjqnmfDbBKdExfz6TMLKsyDLqQkKUSkhJQgCCoVCoQAAOQDINagaRSAAVmKs3ZmdrMw9Ty1+5WeQxSAYffVWEVAolTCKqAkEJSBYBYMQAkAqQO3SG68vT715dn7n5IGxzkI17u6Om2fLlvmKZa5onC3ol9u8a+2BtarjSN5+NOeeMgqzqPqWVv+O2fsVd/xjf/xrkfRTV2iO5Ly7G7DP7cYaIEKmxBWAuqHBipLT2cqKP3HEFzvfPbg8MF6PZRezTbeLneux/EFn4HR736mJhfGBsaPHzp5bv3lpY/v246f3njy79/jZzQePrm3f29h+uHb60tXbd7Yf3l+/eu7qxonrd84snZmeOjJ04vr8jSdHHrx94tbTQ5fvTc+t1U6f7757f+Lsyepsv+Ngn+vEWOxQu3Oh1Xqo391dkTx2ldEAmYwKhxVz20SrSOWDlpWx7sGWXNwtjvRGB9rdJRc2mTcs1q0HW2yjKWZ/Tji3L3VyMHxiIHhhLPHBlbFv3Jm+MJXNezmHkfU4LUZBFBlOJwiSVicJ+lfygCUYGqcJnCQ0BE3iHIXY7WzfaGFiod7RF/V5WR2jFjBMi+M8phZxxMJQehIVKcxll5wenc3L2zy83sggKAJBahBQAQAIAAoAgF7Vv2q6AKBQKOSQTN4oa2jIxr2Xju+bH2mx6lmRZQPuoJ7XcSRpN1pDrlDIEQja/SFHIOgIBl2hoCuUjmTqlda+zoHmYr2ab2qpdZvNfpa3cKLVaPE4PTanm9WLcDDIDI0Fxw/GDh0t5YtcsaCbGM/mcnpRJ6+1uoola8TPJ32SQ4uGXWIu5TYaNDpRg6IQBIKQAoQUcgiQAYBMAQA0TZGkBlZhOmvMXTxYW3w3tvDNn9WyShiFQOTVExpAoUTUBIpRSjWuBJVqAFYDagEjl/tbHh0e3zk6faCv0pL3lUP6vrj+UItnsWI5UDIdKFtW6561muNw0b5acB3OOo569A8D/rcDsUcu/2Wbe5zm04BK/FwD9rk9aCOEAyoMhFSwXNXYiO7aU3N4DgWSR/3xlUpTV7IwWGrZG8kuhNLjds+IzVXXm1qs7qFc6fTq4evXb2/deXj38bP7j57ee/zs1qPH1+/tXL197+i5S+tbt2/c33nw9Omj589uPbh7fvPywWNLpzdOb72xuXn/0tmN1bWLUwfXupcPd9zanr97e36mP7g06D81lpguG2bK0mzd1JWmU05VzKUK+1SRCO/1SBKLJb3m0Y5KLuIIWKnJodxgs7clSI+lxCNdnrUu91KLdbnNfn40dnYocqTTfbLX/+J4zzsXRw60ewshk8Mkeh02n80hsQJH0q9ULEswNE5RKEkgOIaiKrVSjUCSge4bKs0ud+ybLnX1BQsFg89JmHjExJBGirRzlF2gdLiSR2GbxHlcOqdbSzJKjFChGKZUIgAAAwAIghAEKSFI+a99g1fUKhSAXN6ohOSdLYUbl9bu31h3WYwUpgn7IkFPQEuzAsl6zZ5UMJGLpPPRbDFZzCeLrwLb5lJLKVPOxXMd9e5CrkmrtbGCRZRsNrvLZhEdVtJqVMdjzP7p2MzBxMFD2XJJLGbZlaX07HQwk2RzGXMxb+qsuysZKWwnQg7eKOAuG6/XajAEUCtBBIZVgEIJgiAAAgBAURRB0DRnsfqbXKWl/Pw70cWf/wyyaiWuUmIwhCjkMCCHAYVKrdLgGgbBSCWoVilgNYiQSqwl7H3j5NwnL7bX9nX2VSKViDVlIUez5rmKZaFqnS+alsrmlbJ5repYqThXys7VrOt0OnA65G5Vq2yfa2Bfex1/7XPoa3tUu2SIHEZgtUqpgiBIKVPArze4NNS0M7TmiszE0nsr9bZEIcCIMUbbbHY0mW1+nCgIUo/TO1Iqr4xPXj1y6um9R288fLqz8+TezuOtOzvr12+dvnz1+p2da1t3d954+ejl2zd2Hl65fefijetXbt+8/Xjn9qOdx28+ufPkzs2767duX7h/7+qzx9e+/d7Nf/+tu7/37fu/9t61bz84+vL86MXJ7EzNVvMhg82W1oo16pf8DlM84K0U0y4zH/dqh1oTvSX3SN681OrbPtS0NVe4PVe6NBo91uk63Oo43Go/3u27Plk4NZRsjuiDdp1FEk16vc/msElmLcUzOEX/tCiMIlAcw5QaWmn1aVv7UxMH6zNLzZNzleGxZEePq1AQgx7Cpde4dYzLyNoMlE1PaUkEgwECU5KkGlIBKI6qEVSlUkMQBIIQCCpB8GczMIUCUihghUKukO0xSdyRwzNvPLx97PCKwNC4GtNx+kwsHXb7DaxWJASbzuS1uKLuYDKQyMSyyVAyEUxkItl8otBabevp6M+my4JgZkWTZLa5XBa7kfZaqHiQz6bZmQPpi5d6BgYcDqvCZVHtH4ktL1QqGavdCGcS7MiAf3mu0FoyOQxKi04TdJvsFl7LYgyBYGpIBSiUAAyDakChACAAwTmzK28P99myC5npN6ML3/gMsq94hQAVIIdBhRKGUAylMIxGcQZRa5QKGIFQjRLPuOzvXL/w8y/uT7Tk+kqRYsjuoJXtId10yTxfMi0WDUtFw3LJtFSxHiiYxuPicFgcDklLeX+/26xtbFS/9prqtdfh13crdjcoZDI5CAKgEpSrlDJIubuRlinKetOA0dnvCfdki4VwLGi2WSg+rDMFeclM0EFOF2F1Tl6bdrrGs6VLU3N3L165v71z7/6Tza17FzZvXrq5dePuzvrmrc3tnZ0Xn7/16PHmvXt3Hj++cmvr8s2ta9t3Hz5/tvPsyfaD7fs7tx8/uv/mk+0//Z1vfPpfv/fpj3/l0x9/79M/+s7f/faHf/GLT37rrYtfuDz9hWvTt1ZaD3QnilFvNpnIpKIWiY24dQETWXBx41XX6dHczmrnyxPdTw+33p7NXduXON0XWKnbjnX6jneH+hOmuEN0WfRmSa/ntSZRshutRq3EUxyNUwSi0ahxXIWjKhTDIV9UNzCVmzzcNLlaO7DWcmC5eWaxOjKZbutyZzNi1E+H3azPwzrshMWE24wMR2KQQiZrbARAEMNIBMGVKhUMv1IC/wLrv0rCIIVCCQIAqJAlYq4LF5aPHl32+70aDCNRkkQpk9aYi6UzkYTLaBdpntPQPMHyBKeltCItusyuSrbSXutor3X0dQ3Go2leMHCi0eZwuJ06s6DymDTdbYHWVvPI3tChpfLoXn8sQpr1ymxCqtds8TAfcGET+zILc8XVxVp3q8tpUlr0iMVI2yyc0UAzDIKhSiUMQgoQBlUQAIBKJW/wOMId1vCgIXEgM/UiPPfRz0YJIKBSyCBADsMggqgJDKVQlERxBsdZNYyqIBSFMYco3jy+em5uvBy0d5bjHj1t04ADSet8k3u+bFmqmJfLpoWSZTSm7fQSdTtStuIFE9nhlwZjtrxJIHfvAj63S7Zr955drzc07NrdsKthz+49DY3yPXJwd6OiYTcGA3aKCQh6j87otzmtBpMk6I201kDwek7kNQyvJDmUNHN83GTs8QUOFpsvzK1sb927fP32+c3rm/d3rm7dvnb7zvqt2/eev7jz5Nn1+w+u331w7ur1s5c3rm7dvfPg6d3HL+4/enT/wfa9e9tvPtn58X/65NO/+P6nf/Yrn/7xL/7D73/t737jvb//wdt/+4tP//xbD//q5x/+7Xcefe/5hcFytJQIJwMOu542MEonC7cEdaMFy0yz89JYbnu+vLNYvTDgP9vrOz8UOdLuXuvwHWz2tsccAbvJbjGY9TpJ0Am0oONEg1YSaIHR0BRGkiihQXBEjXA8kswb2ke8/Qdi+5fLe+eLvfvj/WPJwf2Zzr5QuWpJp0W/l/B6iHCADXjogJPTUiqlfA8k2wNDMI5RajUOwa8GGFAhhxRyUKH4F3vrp/jCgALU4Fhvb1P/YFMsHnR7HAZJTxO0QZA4DWsUjEFXwO/wSLyOJRhOw/AEr2N0HqunnK20Vdtq+VpzqaW1qcNp9/KCpJNMsYg/Hbb4zZqYhzt4oD43X+zucU5PZQf6vCEvoqUarHqVx4ElIkLASbSUXX1twYSHLCfMqaAkCUqdgJiNtEliGQrV4GoMUakhGAJACIRxUrT5K9ZIvxQY0EZmEuMvQv8WWYUcVshhCFQjKg2CEChKoyiNa1gMZ1QwooTVCEKINNNZyqb9tpTfFnUYBLghIqpGsrapimu2Yl+o2WYLxqGYrtlBVW1ExYyXzETGSGVsbMnJ1RxahwaDPrdLset1WcPrjQ27Gnft2rN7V0PjHrkCgAFILtsjVzRaDUa/y+My23xOr9vpNZmtWl4rUqzZYDIaTCLD8xitJ3kdxzpYtiRZhhLZ1anZ1aXllbW1y1c2bmxs7dx7ePP29p2Hj7fuP76wcfvi9TunL984d+Xm5q272/cf3bj75Pa9JzsP7t+9e+flo0d/8Z++9+mf//qnf/rL//DDj//mBy//+OOt//ze+g/fufCjDzd+8u2nP/mFd76yfWqklihHfF6RETGAgXfnnexk2TVWNE3VTMd6QtenCg+Wm8/0+1bq5rU2+6Fm23zNNpq15H0Wh9VssUpmvdYgiBytpXCapziR1XIUR+AkgRE4iqkRWBDUwTBbabPUh7yte4O1AV+xw5EqG1J5KV8wlMqWXN6sk2CGUpgMmMtGS5wKg/ZA8gZYIVNCEIYRShgFAKVCAcgVcoX81eStkMvlcrn81RCuUChAUAFBSp2or9by6XQ4lYhlU8lUImE1mR0Wm9fu1VJaj90b9AY8drfdZLOb7CFvuJQtd9Q7O+pdTYWmWr6pVmjOJQuSaBJ4vc1ia8rF2jLe5oSlHDcemm87utY+NhoaHfC3FE0RuzpkQiJW1iqgLrMm5KBTfr4SkzIuOmomcgGDz87ZJNIg4CKr0bGUQJMcoSFRBIJACMQM5pgz2msIDQqeQa1/IjP2RuzAFz+D7Ks/GoGAClFrUJREEApBKI2GwzAaglAQUClhBMVISkPZDGLAZXCaeRZudOCyrrCuPyn1RqWBmDSaNHT6mWY3U7KzOQNZMJI5sybnJHNOuuhgclYqamB5JSDf/druPbt27dkla9itaGhQyEEQVMEQDMgacZUq7A14PX6bxRHwhVLJjMFo0ut1QY8nm07FohGTxcgzLIeQJEpocFxPU0GzqRiNtBTyzfnCQEvHmYOr985f2756487W3WvXbp48f+XEucvnLm1euHZz6+697Z17G7fvXr1xZ/vu3fv37735xv0//91PPv3xr/7jn/zC3/2HL/7BlzZ+YfvAx1dHPjzd/+6x/qdrY9srs+fm9/XX0gmHKW4Vq2GrhQAqHv5gi2+qaJquGs/vjd+cLd6Yyd9ZKF8dS5zq9S802/ZnpfagELGJdovZaJJMolbP6ThGS2toAsUpXEMTFElQBK6hSQ2hUbE05PUyqbxU6/bUh4KtI5GO0VhrbyidN8TjbC6n9wVYRCMDoT0qlYLUqBgSpXAEBgEQUEAgqFSqQUClkIOAAgQUwCtEAQWgkCsAhQwAZACgAAAAUSsFXvR4fIlkNJfLFLLFQjpfzBVioYjDZM1EU1a9xSpZo8FYPpUrpotRf9RpcXns3mQ4Vc3XytlyPp7PxrIBT0jgJZ3W4Hc5Ei5DU9QyWPHVE8bmvPngdOXQbLm9bGxO6DsSxraYIWVjrYzKzMERO50L8hmXpugiawFtU9ySDhmtOsLAYnqGEEhcpEk9Q/IEhiAIw5jcwbo11C96+jnXIO/emx2+nZl8+jObXDAEIiqVBkFJBKFfFYrSEIgo5MpXe16IWoMipKTVGgWaVDWaWag3bhnPu+oeumDAimYqb9BkDHjGROTMTM5Ipw1kxkTmbXTRThVsdNZMpY1UwsKzarDh9V0Ne/Y0NuxSNLwOyOSA4tWoC7IM43I4TQaz0+4KhcJOl5NhGJ1W9Ht9fq/PZrbSFE0QFIbiahWiwTUmo8ntdAU97mQw5JUsHkHsD8YP51rODE08Xt+8dWHjxJHT585cvHL15sXNrY3t29e3b2/eunPp+o2Nm5vbt289f+POn/zOz336Z7/yj3/yc//9N9/73fdvfO3egbev9z8/3b/Y5G336yeasnNdTV3pUNFrfLa+/Esvr7X4dBW3MJIxHO2OnBlKXh6Pnxn0ztek86ORc/2BQ03mxVbnTMnSE9OFbXqbyWyW9EZe1LF6ntayJE1oMAxV4moVolbyPB3w2EUW52iV26N1++hCk31gIt+5P9c8GGnqC1XbfZW6o1SzODwapXoPqGxQITKaQIw6xiKxWk6DqWEVDCthRKGAFAoAVEAgoAQgEIBAUAG9so0AxR4YlBMIapQM0Ugily9k8+lisVAsVIr5cjlXKqTyfocnE0nmo2mnwZ4MJX0Ob8AZeHWrw2vzGgWjVbK5rZ6gPRBy+PWigeENJoMl7rUnnGJT1NSeNNYjYsZN9Va8A22heso0VHKNVTx9aXvOJea8xoRDG7PRpZC2KaJtCYtVn7Y1aSuEDAZaZdGSJp5icDVLYAaeESmCYwS7J+UIdeo9Pbyzj3X0Ue7BWM+F5PD1zyALAmo1QiAoiaAUgtIoRqMoDYKIQq589Ve5V5cRUIRkKFYgEL8e7c+Y5qqekaQ1ZybyZipnoqMcGhM0ST2VtTA5E5k1EhkjlbOwWTOdMVEZE5020yW3PmJkEXnj7l17du+W7dndADQ2QAoABGCSoIwGo9Fg1Ov0VovN5/MLvICiKKkhJJ1epxUZiiE0JIZp1GoUgmBSQwQDwVAgGA2G/Ha3juIMBFnTmw+avCciuZ3pxe3FI6tdQ+dmD96+fvPyletX1jeuXd/avHX3wub19WsbmxsbD+/e+NG/+/o//uiTT//42//ww6//t++/+8vvnnnn3viTq+PdeXvVZxxK+vdm/Benez/aPv0/f/ur39hc7PGz7SHtcEo3njce7o5cGI0fajZNVvWLrbbpvDiR1c6UDDM53XjeErcZ7ZLZLnImntGyIk8JDEERBILhKkQFq1GFwylU8iGrjuQJmKWUglalNcG+hNg6mGofy2TbnMmqpdLmrrQ4vAEaQfbAql0ECZj0lMvCuG2008qJnIbAEQTBARBWAAAgBwEFDACAAlCAgAxWyF6d/aBQtdugzacS5WKlUq6WS8WmSq1aqpWK5WqhUsmVooFI2BNsKTWH3aFiqthcak5H0q/OISWCiVQ4lYllktFMNVv1Obw0LfCCKeDyVKKu9pR7X2t8oOptikmVkL4z4+wruruyttGye7hgHyq4Rmuh/mKgHrWkXXQ9aezKWVrjUjWgbU2YWjP2sJ03c6iWUDOoksLURp0oaSWT2esONxl9XZyrj3H2044+wtkbbD9aGL/xWcfgn/orhaIMitEYTqkRjQJQKuQgBKmUSjWi1mAoiSIUQTAukzhS8MyUbfuSxpqDjevxhF6TMTMFi5DWM3GRTBnprInKGqm0kc4Y2aSeSkpkykSnzHTWQmesnFsg1QqgYbd8d4Nctme3orERBlV6UW80GI1GI89zHMeZzVaOF1AUxRDUarbYrXaeFXSiRNMsQZAIipIE4XV7g/6g1WIVWEGgOInnfRw3anWd9MdOhlNHo9kDFu9iNH394OLVY6dvXNjY2Ni6sXX/0ubNs+vr65fX79xY/4/fevvvf+fj/+eHH3/6R9/6+9/5+IffvPutN1Y3DrW1RsXZlti5kabPX5r/i++//+nv/cKPvvHG+t5Mu5+o+6ixnLE7RPUm+HMT+RuLTbeOdL61eeDYYGKyYDhQNs5ltctNzprH6BJFq5bRczTPiSzFEwaTD48AACAASURBVBiB4Uo1BilV8kDENLSv0NcZd+gwLQHjKrkg4nq7xuKlyq3hjpFstSdY7vAV6+5ikzWS0PI8jGJyilKaJcptoV0WwioRkkBxDIGiGKRUAiAAKiBQoQQVCqW8QQXsVoKNKAgKuCbpsvWU4h3lTGut1lxtrlcqrZWm5nJzrVxtKtWqhUoykvA6PKVMqZQuR7yRUrqUCqequWpfe18pXfI7/OlYdt/I5L6R/SajhWa0Rr01G/IPlEJDBe9ka2y6K9FfdDZHpM6UdW8tOFB0DuTt/Xnr3ibvSMXTHODrQW1TWFcKcK1pY2/B3haTWmOG9rQtFzTatJiOVGtJlFYrRZY3G50OX94aaBNcvbRjkHIMkq4Bwtlryy80Td/9mR0DEkEpFKVRjMZwGsUopQqDYEQuAxUKEIbVKEIgao1aRaBqjUXHDhf9e7PWNp8+KZFhAU3o8LyFKdu4vJlOG8gIj8W1VFKk0wYmbeBiIp00MGkLmzCRCSOZMtMpM+cWaESh2LO7Yc+ePbI9MhIn9aKk10miqKNpmuU4huVommUYVoPhVrPF6/ZazFaTyWIwGEVRZFmWZVmP2+N0ODU4plEjekZr5vWShg5R3KTde8juPaAzLRpsh6zu1Xj6aN/gxtmLV65cv7q5dena9dOXLly8cvHGldPfeXnjz7/z7O9+491//L2PP/39b/7Dv//oJ99981dfrn/y5PyPP3n5t7/+xf/1Ox//w29/5Q+/dHfrUHdPgmsLMWU72hMXhnPSUk/45GRuus25vtR29+zY/optvGSar5pWK8aTTY7ptDUmkQaOEWiBo3iKJHEMUeMQhDTyIrJvqnbi3NDE/rxDp9JpIFItF0S1OyLY/LTVRQUiYrZkLdScTW2BWpu7WLM7PSxOKDhObTWSARcb9nAOI2E3cnodg2KoClFBMKiEYARSIxCkgWQYLFNDeziwse4xX5nsfXB0aqaz2FHON5cqraVKS7lWr9RbKk0t1eZasZqJpz12dyqS7GnrzcSyr27N6Vmdw2iv5qv1Sks2WWyqtUUiCZrltVop4HS2JANjtdBqX3ahPTFWdE82BbuSxuaw2F9yD5Zcg2V3f9nZV7J3ZYzdSak9qmuNS7WorhLVduetnUljR9LYkbJ5DYSRQyQGt+s4HUkIlOB0xh3BFp2ni7YPEPYR0jlCugYJR68uPNk1/8a/RZZEUBLFKFzDICiBogSOUUoYfZXfqlU4DCEQiMCQUsvgrUlXk98Q1dNxPZs20BkDlZKIip2tOpm8lQpwWIhnIjwT09EJiYtLbMrEps1sTK9JmOiUlU2a6LRVcPIaRN7QsLsBkINGvZFjeI7heV5LkhRJkmoEpWlWr5MogmQoWhBEvd4oSQa9Xi+KoiRJer3e6XRaLBaKIkgCZxlWq+F0CKuD8CyjHzU7JwyWWYtj0e5bsvsOZnMXjh67ePnquYtXzl5av3Dl0sX1C5fPH33r2tqvPTn7xx9t/fUvvfi/f+tL//i7X//0D37u0z/6xU9/9Euf/sE3/ub7b/8fH9393v3jX9qcvbBQm+rxtwSoJjdRjzBDBeNKd3i6w9OeEUY6PAt7s1Ot3n05abXNebRmPlk0nyhbB8OCVyT1BCNiGgpXYxisQhUkA+aL9v6R2MGVlsmJgsuEGEiYwwBeAMJZfSind/hZj5erNnnaOsPVurfa4io02UMJiRNBXgADXj4T1ydCXNBNOy20KOAoqlSpYUQNYUpYAylJJaiBFTjYaMLBsZT7xWLfJ1fmf/3+sTsLfX2lZGu53FaqtpSb6tV6S7lWrzRXCqVsMu11uKOBSL3SUkgWIt5Ie60tFU7SGMlRvN8TjgSTJpOdZHiK0xr1Uj7kGioG9hbdU03+mVpwrikyW48e6Iz3FZ09BUd7ytyaNrXnbP0VV1/B1pu1dKfN9aiuJWFsTRrrUbElrO3L2nqy7lzAZOYwicbMPG1gOJE1u3wVg6eNc3QT9kGNfZhwjJCuYcrdR7p6u+bufwZZFKNe8YrhNIJSajVBaFiK4jGMhmAUghFYiUIwAoAqlVLJ0ljCbYyZ2KCeiuuYtIFJGem4jsib2ZKdj+g0bgbxskSAp70MHhKpmIFOmuikkU4amZSRjhuZiJGJGuiYkXYJhHLPHhiEREEkNaRO1IuiHsVwgiAYhpUko0FvoAiSJmmaZCmKEQSB53me5yVJb7GYfT6fw+FgBZ5haJomCZLSU6Koohw4W9SaRvzRxUJtNd886w0fSKTOL6+evbB+8tyl8+tX169eu3Dx0oUzR28dnfzw0vT37xz+4dvX/tt3nv2PX3//737wwd99/72ffOf573948+PNgw8Xes8MpF9sTLzcWdw4NzBSt/Smxe6sbnk0deVw552rk9cuTwwPR0d7g+fmmmdr1iN1x8mK5XjBdCJvXCmYBkNiQtBYcTWHQQQGYmowEjQtHKj09Dpn56ozk+WAW6OnIC2uFgUkWbZlWu2Rgsnu50x2dSQpJtOmXMkSz+uTJavFhUtGlcdJpyK6VEQI+1iPndbxCIqAMCRXwXIcBjUAiCsaaGBXUkdc7Ct968L0b95a+t0Hx3/05qXvXF+ZbM22V8tt5Vq90lStNteL1XqxUskX8umMz+kKegPVfDnsCdfyTV0tXeOj+5ORBEtzFMmRBEeQHMFoWcHgNJk70u69Jff+sm8oZx8peifqif0tsamOxERrbLgSaE9bukve8a7s/vZ4T8banbLuq0d68/aunKO/4O7L2vozlo64qSvt6Ei74k6dmSMNNCnSWrM5bvK2CY5O2t5L2AcJxxDhGKJcI4x3ELW25wYufAZZDKMwjMawVyfVCQ3O0JTAMCJB8ghKgZAaVqKwEoUgNY6RgsB6TVqfVhMSiaiWjGqpkECGtGSIw6NaIqqnwhLtE4iAQPt4KiCSMQOVNrMpI5M280kTEzVQITMXMDIRiYwbWAOJE5ha0ouioGUoVuBFiqQlyeBwOA0GE0uzPMNxDKfXSRarXS9JPC8wDKvT6R0Op9PpMpnNNMdxNMORpIYiKIIilZgWJZyM0JHOru2fvDy3PF9p2Z/JHZ1fPHnhwslzF9ev3riwfu3oidOHVw/N9VWvTjW/e3z0k41DP3h45vfevfWrd059eGz0yULbvQNN66P5U0Olc4d6Lp0f3rl78K2XR46vNC3tS6yvtN08N/KFl6c++urG/SeHJ2YLuRQ73uk70hM40Ww9U7acKBiPZKQjGf1SWtwbFotWzisSBgaRaCzqEuf3Z8ZGg1OThb3DKZ8D15OwXqMRaNQTFktd3kK7O1K0GBxqg0Xp9FHxjJgrmyqtHn+I1+uUdgvhtOIhDxX28i4zpeOUOCJTwzI11IjKGzV7dksqRX/c8Wx55N/dWP7hztEfPTv7p29d/sv3bvzw85vHhtvbS4WWUqWpXK6WK03FarVQKufyuVTa5/IGXL6WcpPDZPM7A6VceWRgpFquaXk9y4gMK9KMQPMGvd6a9rtGq8H9FfdMc6Q/Yx+tRfor0UrEMlpPTLYmxivB8Xp4qitzcrbv+FTXcNnfHrOMVEPjHdGxtthYS2yw4BnIOQayzoGcuzvtKActdoEwMpRBa7W6q6Krk7X3UPY+wj5I2IcIxzDlHqHdQxpHj7u09BlkcYzFMQZFSLUKxzGKpgSWERlGZFiRogWVWvPqnKpahVEUx7KsgaXcAhkSqbBAhgXGz1JehgjwRERHh0UyYWATEh/VsSEdE9LTYT0Vl+ikxMb1bFiiYgYyZeP9Eh0RqbieDtokt91oMeqMBiOOUQzJsTRnNll9voBBMtAkqWUZliJ5jnM4nFarnaYZDNOwrGCx2G02h05vYDmeYRiSIAmCwDGcY1ieYQ2itpSKHBwfXp2ZnBvom+npmpuaWji0vHr4xPLaif1z84MT4xOTE7VUqD1hPbev8vBQ5/3Z+uZw8Wpvdnui9sZK78sTI2+enXh4dfmLX3u+/c7m3ecnnzw/Oj2Z2NfvPrVWn5tMXzzb++TF0vrWyMqxemeboxKhlpqtZ5tMp0umk3npSFq3mtQuxtnxiNDuFZMW2q3HAhJpZRXJgKZeNgz0h+ZnK/EAa6BhicBYHBK0UK7qaumPlTvdoSjn89ChCJctStW6vbMrXMrbOWyXlQG8IuTVA15JZRfUIgVSqj04sEcj22NCwFaPYX2k5dtXl3/vjfN/+uLCX72z/jfvX/2b9zf++4c3fvz+9tbB4a5CsimXqeUytXyxVKgVcqVCKpOKJNwOd8DhaStVQ94AhhAsI9rtHpPFxXISw0kcL4mipNNZXWZ7R8ozVnLtLzi6Q2LBRuasdERPBCXu8P6R1eG20axjuik43RI50Jk+NFCZ6ymMlIMTLbHx1vBQ1TvenhhriY6UfUNZ12jR051x1cIOr44y8azNEjO5WnlHJ23vIW39GvsI6dhLOEZp9yjrHWA9PYK/77NdFqURNfEqpyUJjqYEhtYytJbldByvxzUMBKNKGEUQHEE1GIqJFGFnCA+DhXgypuN9HOlmNX6RCRk4D6fxcXhcYqM6OqynQnrar6WCWioi0hGRDmrpmI5OG+iwlgjzVFxHR4yC1yLZjJKkk8wmu6Qz8axAkYzJZOFZjmNYvSjotILDZg8EglazVQWrYUjJ81qbzWEyWbRaHcuyr9TC/ybrPp/lOsu00VedgC3t3WH16pVzTr1C55zz7p1zjr17J2XJCk6yhCzJSY6yLQfJkoyDHLCNszEYjMHgIYxhGMKQBybBAAM278yZD+cDp06V5/1y/wW/uup+7rqqHo7lOIa1TUuVZVkRU3FroJmYma4tLfXMTdcHB8o9fc3ekZGhpcXRzc5we3lsfj5XK5qONNufvWPXyNPHls7tHLpwzeznbt//+XM3vnLfkYt3Hjx+5vq7Xrvy5He/cvm9z5565LoDh3tuumnk+MmF3burKyuhex5YevD8xi13Tu/ckW336kd6jeM98k118WhFPFLg92aptTg2HSRrOpZQfY2cWM+J6RhuaV0hw9OsKZ1OoVbgNM4l4l4O96FYVzglTC6VpxYyhRJfzLA9Jam/Vxsedhansp2Z/HhBvWY4e2Zt8MRSfbUZ7AlzEQ4Kkr6iyq1UMvfvXnjvvmt/evnEPz158t+fvfXPL5756OW7//S5u/7w3O2/feL0zy+ePL9/YbacHCxkevO5eq5YyFVymWIukQsFgjzDabxYTuezqbwomZwQoDmNZFWSVSlWY3lN4EVFVKqJcLsR3t1nr5ak+TQ/EqIHg1RZRVIi3ojYe2eGNweyq41gu26v1KyVRmjvRHlzpLDSl2r3JxZ7wguN8GpfYqEWnClZ02W7EZMKphAWKF3SdKvOWyO0OU4EpjBjFjEWEHMZMRcxe5GJzFLOGBYY/J+1GB8Agz4MgUkEJlGEwjGWwDmKFGlaIkjOC8Dd3V63y+PxgiiE8Rhm0biNQyEcipJohMZCDKqjgI77gwweYbEUj6VYOCmgSZkMc1hMIJMCGWexGEdGeSxMe2OUP0YgOZrMsFRcEU2RVwRJVQKqYqiqztCsJCk4igscrypKyAkmE8lgMMSxvLvL43F7RUEK2iFDD3C8gKIYwzCiIOqqZhqBeDTmWLYqCZGQlk0HpsZLnZXqxlp5eiI5Mlue3rN09OK5W196rn3qZK29kpoZjg7W8z3Fgf7s6nxj13Lv1lRtY6ywNpGfHy9PtKfqu1eb1+/Z//i5C99+98JXP3fxtXvvfGTf/HppfMY6cXr0jbdPv/7G8Seu7Lz15MDB8eBNveaJpnKsyt9Q4g4V2K0UNhv09xtIXvVXEujcuJ1NYpYDRSNoyHRHo2AyCw0OqsP9piF6BRpEEVc4Ic2vNsdn0/mKUK0IY/368qR9uFO8cOPi2+cOf/uJkz978Z7fvH72V2+c/d7zZ96477pLN6x95uj622ev/96VO371uXt/+/K9f3zp7o9eufcvr5/986v3/fGlu3935fbfnD/2k3sOfue2PY9sTc4V433ZRD2dKCaj8UgwaNuaHKAJFvT6IC/IEpwkBRQ9KmkRVrRp3mBFg5csXjR4TnQMdaQU2dG09jSVHXV1s2ZsNa2Nht2uBRcq4ZpJ12223ZNa642t94TW6ma7YuwZSV272Ls5XNwcym4MJNvNyGozvFgLTuT1voScMYiUQkQk3jYSit3PmKO0OUGYM5g5jwYWUXMZs1dQe5ENL1LWDKyMfrJ86IX8IOoHMRgiEJhEERrHOALnaUqiaZmkeBghu12Ay+UFAAj2IyQIaRhq4UiYRGM0HmfxMI1qiE/H4BBLxhg8yaBZHs0qZFqlIyIRZrEIi0VZLMpTEQ6JU940hSRJLIOheYaNcKyC4wLNcqzE83IwGHacUDQc0zVdV7VwMBSPxVVVJUkKQVDQ58cQXBJkXTVUWRN5iSIohqZFXrACpmkETCMQ0A2Joi2BielsI6NPN831ycj0UHDf4cXzr1+5/M33T7z84urDD4yeOdU6tj+zNh0ebkb6K6H+YrSVS9cTuWooXQ3G66n0zERh12Zua7m4tbJ69vaHv/Xu5b99a+3EXGVQ2NyXv3xlz1PP7H/5pcMvPr/79hurR4b0Ey3zZI96rCZcV+D2ZMmlKDhodtd0X84EBuv0+JBUzNGM0KUGPNEIFE2DuSa+spnorGXDQT+BbkNQV6kaXur0TsxmR4ZC88PBm3bXr9yx+sH5637x1K1/ePnsn9546I9vP/z7dx/59/fO/+G9y7//0uO/+8L537517ndvnf392/f/xxce+ujt839588LHbzz8p1fu++2V237z2LGf3XfN906vf+Po7OvXDN8+WxrLWJVEKB00Y4YU1XlTZnEMp2ieIEifF9y+3esCEIY3BNmhWI3mVFEKcLxKM6IkKvGQNlG010vyepHZ3dKvGY7uHojuGcruG63uHSvtHk6PJaQCDw8nlKWavVYzNht6p6pt9UZ3DmU3+1PrvfF2PbTaCLUbkaVmdDRvFU0mKRNxXQ85ZdHqZ81R2pjAA7OYtYCai6i5jDsrhLPERZcoZwZSR/5HykI+AAF9KOTH/6oWgcm/brQUJRAEi+EM6MfcbtDtBr0eH+TxciAYwNAwjYdpLEpjMRoPUphD4Q6JhkkkyWBpnohxWIRHQyyclKgYj8d4IsYTSR7NU/4iCZdQ3wxF7nSiFU5UYITHKJYRFdWIRuKGFkjEEolYXOAFyzQTiUQgEKAoiqJoluUpkhYEiedERdasgM2zPM9yPMvpqiYJIkszLM1QKKKi/gyHzCfkg1nlcE49NNN8+onzV7749tHHH1+/58zCfbeNP3Dr5H2nGoc3wxOtyFAtNFQJDRSjfflIK+P0pOyebGioUVpbLm1tJFeX4qtzK/ffcu7Dd6994ubhtfCea4sPXVy5/8Hpz17ZdeXRpRsXrBv79JtbxommfFNVOlTg1hLYaNC72JCnG3pfmV2aCw4Nyqkkptoexe6OJOFCi10/Utp9bXl+JR6NYzh2NS/CPX3pmYXmxkbrwZvXn76588H56//x2Tv+5ekz//rUmT8+f/+fXzr38VuPffzukx9/7crH7z/z0XtP/fkrF//8pfMff+H8f33x4n+/c+k/33z0o5fO/v6pW/7pwtGf3LP3w5tX3rt27NU9jSc72bsnwps5oWZgaY1Kq2TFZkbzRsHh/V43COO8KEmSipMiAKIozhAkDyMkijEQTAAAjMCkxIuZiDZXtTsFuVPk1hrygbH4gYn0ganKtYsD+yZLe0biewYTAzZdkLyTaW6pwHaK9HKOWsrxK2V9uWYv15zlmtNuhNZ6kxsDuYV6fCTnpANizI5adk0ye3lrmDImsMAsai0g5gJqLRHBFSq4wsWWiOCMX/vfyP41YlGEQSAK8uMITGAo/ddHGEYwFCXQjAj4ELfH7/NBPpeb9AIGhtgEEqRgB4eiNB5liSCF2DgcJJEoi4cZLMRiYQ6NC0hRZzIynZCZGIulGaSEQX1+4IhAv5TPfabeHFHUEMXKBMPSghOMRsIxHMEFljc0XdMMxwnF48lIJKLruqJogiDxvGgYpmna+XyxUe8JB8OJWNw2LZEXaJJiKJokSJpAJdRX5tCTuejnB8qvV1Nf3Fh6/8wtj99+y02nTxy89djOO46v3HPz/L0nh24+GF8Yjg034sPV2FApMlCwe/NmT95o5gI9+fTMaHlzNb22FJ6fSC6NXvPkww9/+63V0wuzW7HDN9buu3/qsYfn7ruueuOAdqLPPNGvf7pHuqEs7c6w0yFkpiDub5emh83F+Xi7k5pvJzIFPJpHYiXISbt7xpUdhyvLu5I7DvQVSrqqovVmom+wMDBQHB/MHF7qefZo5yeXTv3q8qkfP3z0+2ev/cVjJ377zJ0fv37+v955+j+//PRf3n3yf3350l++fP6jz5/76NX7//ziPf/x3B2/e+LmXz907Y/v2vXtUyvvXDf+wo7Go7PJ0/2Bg2V+PUlNmv4+zTMawmbT3EpJ6dT0HgeHu6/avt3t8QIYSlGUjKIEAPi7XYDLAwIg6vMTEEQztBKQ5EYmsD4Q29W01yrSRp+6bzR2cDqzZyqzb650YLa8fzy3sz/SrmqjIXApS6wViY0i1ikQy1lyPk3P5cSlitFuhju9iR1D+Y3+7GozNVGMJi3DCeYMu0c2W7w5RJrTiDmLWnOItYA5y2RwhQwtMeEVwlqEtZlP3mV9KIpQOMYRhIAiHALTKELhGE3gLEGwJCmwnCarNoTSLjfgA0Dvti4eAgMkEiCQII1FGDzGEjEGjzFYlEEjHO7QaESgsgE1zGAxHk6ISELAgwSUIKAsBrVA/yGafjOV/l6p9GgiOiRIUZLXSA5HKUFQOFZAQASFEIHj47FEPl+MRGLJVMZxgjwvsqwgibKqaPF4olgolcuVbCabTqYSsTjPciiC8iwnMKxE0QoGVxn8nlTiW83Kd7OxH9crHw72vrsw89LOrcsH9j947bWnjh07cMvNa6dubHXmCsO9xYF6tq8Y780Fm2mznlPrWbmRdQbrhfZMdm0+tTQZGq2Vdyzf+e6bx67cPTgXbPZiy2374O749bPm8b7Aid7AzX3ap5vK4YLQjlN9JjRSUOo5qlljV1ezq5vZwRkjmvMny0Suh+qdkld2p0dnranV6MRiNhoXQyG53kg5IUmUcYmHJ6vRO9oDb356xxvHVi9ttB5brHzx+oV/vHzy4zce+c93Hv/orcf+9PoDf3rl7j987o5/ffrELy8c+dm5/T+6d9ff3bHx9eOLbx4cfmqzdt908qZmYCtJzweRlRS7UVLW8uxahtjMkTtK3EZRXC/KIxGKcF/Vtb2ra3t393ZXd7fP5fJ1u7zbuz0uwA+hJM0qomzJsmUpal9aX2uae1rmZl3ZM2TtHQ5v9dk7RsJbY/EDc9WDM/UdA4lOVW/niJ1Val+D2l8nd1XITp5azNKrDX2j5SzVrE5PbL0v3elJdJrpmWomH0sFnJJmN1WzRzAHCXMGNecwawFzlojQMu4sEs4i6azg5iKszf2PiwEG+jAQxGGY5TiDZTUCF3GMJf66G5Aiy2qCZHOSCSOEu9vl397lcHhIIAI0FmapCE2GKSzB4BmeSAtEnMccGklqbDVkxhgywqEGCRiIL4j68zhSBYAtBHvGtr/ihN+1zDtFpQ8Vo7gYYASBlzhWQPwI4odJnNBVLR6LZzKZcDiczmRj8RRFMQiKUwQl8UI0FLYCpm7oVsC0A2YiGhN5gcRxieN5lDRw2oaRHhI/YWnPmerLHP6OzH4/nf5Fq+9HI8Pfmp54f2Hxrc7GlX17zx+55sbVucW+wmg1UitZuVokUU4Ei2mjmJDLcbWRTc6OFjbmckujiYlmdLi2495bb3/x4thyMR79VDXnvWYufHouemYicsuwdbJPP1pXdmbYMQtqBrGo7nN09+xYeHY6PDkfLrXoeAFOVZn6iL6yNze9Gs5VuGSBS2QEI0AIPILhAOjvhhFA4PDRQnRnPXmwlVnNBfrY7uON8FvXLv3Ls3d9/PkLH7954U8vPfD7p2/7l0tHf37u0N/dufODkyvv3TTzhSNjL+4duLBSvXU0uq+kzjh0S0HqCthvIfNZYd9QZKsmb2TJzRyxWaQ3itxaUewxEbTrqq6ubd3buwG3l6A4WQtKmkULCkZxIEz4IYIiRUUOxKzAeM7qlNT1krCjKu5qKPv6zB01caMm7RkO7x6L7Z1IHZrNH5rKHJmI7e9Xr+lhDtXJa6rUrjK9lMEXi8JKVV8qKWv14HozvtqIL9WSY8V0OpwznIoerOp2j2AOk9YMZi6g5iLhLNGRJTK0QDhLZHAVd5Yg45NkAQDyeCCvB4FhVpId3YgpaljgAwytkARP4hxJ8jQt8UKA5WSXywN7PGGBCLKISWMmgQZQf4hE4yye5smsTMd5IsRipaBYDcshGg3SiEVABuSPYmgehWYA4DFB/ppmvK8GvhBQbxXlnBu3YEZnBMd2wuGowHIYjEiCmE6lY7GYaZqO4zhOMJ8vSpKMICjs95MopsuyaeiqIgksG7adeDjCUBSBYrogSxhlYWQchCc59ojC3sOiD8Puy6DnLZz6biD0w3jyJ5XSL1s9vxgY+MnY6IdzM1+ZG78yUjjT4+wtqGMJrZ6KJTNxJxMxclG9mAgN1oqdyVJntDg3kBsqtTrjN106u7p3pjeH3rCQemCtcmG19Ohy7txC8rZh61BZXEyQ/WGsNydqUle5KLYXclPjwVwRD4S6QkmgOqCs7KkubGXSFYriPAQJBoOSruAsDaIo4PN5IAhSWD6liaPp8FAmUgvqfRr79P6lXz9z50efP/+n1x/6w3N3//bSyX88e+gHpzffv37hlV2DT62UL8xl7x2PH205nZTYq5EpBjYJ0BHxjEX3hJmJJNepyJ0is54lNnPYWhbvFLhOUU5zHvDqq7q7XK7tHtALyUogEs1FkkUnktGtuKQFWU6T31mR/wAAIABJREFUxEDQjmRsdbkR3TcQ3azpnTy7VSD3lOk9dX5HjdvZFDtVdqMp7ezTd/UbB0eDe/uUvQ3qmhpxqErtKVPrBbpTlZeL8mJR2tUX39GXXO1JLNQzrXQybGf1YN2INBSryZsjlD2L2wuEs0iGlqnwEhVexp1lItjGnUXE/CRZnxf2AQgAoBBMs0JAt1IBO63qcVEOUZSEYTSGUiTBMbQiCAGKEjHQ77CoTflVzK+hsI76gxQeptEYg6UlOsJiYQ4vhlSHwxTcb5JQlETjGJqF/T2A9wRFfFHV/lbSP3Ri76fjJ0Ul2Y3yLj+Pk7quRyNRkeMZklYVNZVIWqalKIqiKLZtF4vFUDAksBwE+CgMCztWLOSEHVOXRU2SZF6gSYrECIliBQhXAX8GhBYZ5gaOfIBALgKepwDvc1736xD4JQz7pqp+aAd/ksj9U6n1m0brXwYGfj028KOJ/q8P9ZyvZDezwaFKsNGIxHO2lbLDtWxleazZmWyuDNfGc6Wh5JGb995zy+7Hb5x95ejSY+3qYyvFx9r5xzv5s5OR/Xl+pSDvW6hOD0XSaaJSEacnoiuL6b5+NZ6CSnVmYSM/t1noGTPSZUmQSI6lw47mmILAERRFQTACQT6ZFSK6Vk1HxxqlkXTsUG/+u+du+svbF/705kP/9uxtvz5/w0/u3v03x+bf2tf/5FL+nsHQ0aq+IynM2HSFRyy/S/K5JRSWGMLS2XJSG0iKozFmKc+189R6FlvPIu0s2s5zK0U5yniAbdtdLo+7G/B0AQAAkwQvKpZhxUwnbodS4VAyGkmELSel82vN2P6B2HpVX87SGzl8s4Cv16hOlVyrkO0C0c6RO2raWkleLdA769yeOnmgTl5TZfZUmI0S2ykLywVpqSTtH80cGCtuDOamatlsJOkEy0qwqUVaotnDW2O0M0uFFongIhFcxp1F3FlCrUXcbpPBFcRc+CRZAAYA2OdD/H4Sp2RJiypGQtLishoVJJuk+L+SZRlVlhzTSvCMKKOQgYIqAmsoYhJokMYcAokwWITFHRJOymxEZHQcM2jMoeE4iaQQuOoGdkDIC4b296HIP8crvyn1f7fWOKUGUj6SdftFiiEJgqUZgWE1WQnajmM5siyzHCdJkmma+Xw+m8mqkoyAoCry9XKhUc4nI44m8RSBMTTNMqzMiwFeFHyw1uXpBbE9BH0KxR4GwcuA50m/57K/61nY8ybq/wqJf4Wm3xfEv1WNvzOsn0US/5gr/6bc/Odqz/dbjQvV0I09zs6RWH/DjOXVVG98aG1srDMxON/qH860J/OPHGu/edeer965680j009sNC50iueXM5eXsmcnY6tJqieIH9kc2tGu1cpstUTXKvTyUmppOVWpU2OzdmdPvTUZao4F0yU1YEm6ITu2HI9qPE9QNIOTlBdwMTgSsY3hVu3ojs5tqzNv33Lwj68/8vEbD/3bM7f/8uFrf3Rm4/0bxj63o/robPxUr74rww/oWBj1ioAL796OdnVRPq9E4abIRQNCISxWbKI/THUa+lZd3ixSG3l8NU+2C/xSUQmRLuDqbS6X2+32uro9bpcX8PohCEFQAsNpFCNpklZFQefp0Up8vSe0o6q1C9KulnPNSHxXX2ghx62WxdWytFLgl0vSwYnsrsHEVIrpVLSNirCnyuyvkfvr5M4KsVbm1+vmclnd2RfbOZBZbKZamWTIThp2TXJaWqRPsHp5e5wJztLhBdxewOwlzF5CrEXIXMTsVTK0DpsrnyCLYzQCEwhMoiiD4QInWLIWk9S4YiTUQFySLJqWaVqWhIAiBwNWSpYsCSdlv1+GERWFLQKxCMTCoQiDh2g0SKNZXXBIJERiIRqN0lASg3N+eNFPPBkI/TiT+Y9S8+PS8L+XRr6WKuynhThEEd0+AkYRCGZoRhEE09Bi0XAiFjcDpiiK/z/ZTDqjKRpNEroslbPJwXolnwirIitLQkBTdUlWOU4jSNHlddzueYQ4BqJnvMCDgOdRn/sC1P2Y3/046HkVRd4liPco6l2G/AqJv0eg3yCJ77Dcd2Tpu5ryDUt9KWlc7o2fmcjuHorOj0ZX1mp7jkzNrzb7Jwojw6mzh6ffvnXji6fW3zu1+e7RuVcPDD2zo3lpKffQVPzmIbsv6NfpT1XTwuRQuFllSzk4l/ZXa3SzJZQa5NRydKqdrY2GhhdyhYapGAQnkByPhsKCJCG6IRTymanxkRuOXPPQ2buefvSBN87d+e1Hbvvjq4/8P1+8+G9Xbvvx/Ye+c6rzlUNDz6/mz46Gri0p0xYRR7sY9zawuwtwuXzuLr+3G4P9DI4HBCGiCimdyehEMyrMV7TlAreWpzZK1FqJWS2JiwXFJly+bVe7uru8HsAPwqAfQmGYoQlR4HlewFAc9LhB1zaRAJcGMxutwHpJ2GxYpzfGT2/N3LQ6MZnW+2xqNqtt9ce2BmL7JrPLTWsgwSw1g52mvVERdleoAzVmb4VbK0sbPeF23VkoBjqt1Ew9mw3HDTOjmHXZ6VUi/bzVz9kTtDNDh+YJZxGzljG7jdoriLmMWh3MXkestU+QJQmWYSQC51CYgiEaw0RBDilGwrAzmplU9ZishETREoWAIARkNSLKtiHIKobpBGHRWIjFbBJ2KCTOU0mRCrNYTCAdBg6RUBiHkwSS9UN9fuhePfBhMvuLSPzXwfQvnMz3g4mnVWMGJuKEwIAIDIIMw+qKqomSoSnhkJNKJUJOMOQEHcsOOs5fZywa01TN1NRMNNRTzNay8Uw87Biqqcgax4koKng8yvbtDRLdRxGnPZ67Pd0PAZ5HvZ7HAPdln/uiz3UF9r2KwW/g8Mso+DoCvoOBXyeQbxP4tyjib3nma6rwWlR/ebz85MbAAxt9Dx8cv3Bq+b7j84e3WvtW6+3h8CMHJ966ufPF40t/c6rznVvW3r1u+rV9Q0+v1++djO+qy6UgGNZAXfA0q9rwkFEpYdk0WK3SxSKer5CDU87gbLQ+Fhmcy1Z6HUXHNINLJOzpyYH9e1fvuO3ohXN3PfHI/Q/eeuLeGw68eObYty7c/vtXHvnPNx7+w/O3//jBa75x88pbB0c+s5I9PWBsZPiqCGvA1fj2/wvq3uZzdflcXYCryw8CBEkyFKMJgi2xMYWIi3DJosdzcqdu7Kyr60Vqtch0yspCQbNwl2/bNnd3F+D104zAcRLPcDRFSKJgWUFDs3iaxXxek6dm6rG5rDif4eYLgT2jxT2jheuXencMpUaTfFkFZwrG4dn6Zn+iL0SMZaXV3vhab2wux68W2fUC286ys2l2vmSuDyQXK8Hlemq0nA2bUd0syGZDsltysE90hjh7irJnKGeecJYxq43ZHcxZRZ02andQaw211/7HYoBRFEeRLIYwOMrjmCCIdiCYNUM5zUyKSljRY5aTNYy4LNq8YClGzLbCMklqOGKRcJDBbBKxCMih0KTMRgUyzGIWA9skFMXhLIUVQbCDIl/OZX4ajr0HQG93g68B/it+8NN+qOH1RxmBR3GOonVND9mOZQTCoWAyHksmE4l4LJfJ2qalKypL0YamZzPpoG3HI+FMPFrLpqOGGg9atiyqNCXhmIZhDuwvEMiiRN5IQme83Q94ux8DgPNd7vMu1wXA+6jfexEGnoKBK5DnWb/7FcT3RRR+nyR+IKm/tIM/c5z3FenViP7abOOzu0afPTLztXNHPrxy6usXj71x94EXT689vLvv5RsXv3Zy8/0TSz88s/GDMzu+eXz5nWunP7ur967pxEpJ6MmwSROVmO5G3ViYT40MGvUKXS2T9RqVLRHlfqU2YvdMRhpjoXKfY1hkX39xfX3uwJ6NI/u3DmzN7+2M75kf3OhJPnl95zcvPPiXtx7786vnfn7x2Ae3rr92aPiFPb2PLeU+PRCYjmNhupsBuiD3NtC9/a9efa4un9uDwihFUpLAO7rsSFRcJhI8mlPxhXpo92BksyZ3iuxaWexU1dmCqiHdwLarvG4PCCIYTomSaluOrmscxwu8LPAqjlKoz2dyZMXkei1qMMwNJ9T+CDscxuYz9GZd3dkKTKXohuEfSymrrdR8JTRXCHRa6XZPYjIrLJWF1Zqy3jQ7zeC+6druqfreieZyM1tLhG09qllFyWqKdksO9gnOEGdP0s4c4czj9jJqLaPmCma3caeDO2t4cA1zOp8g63FBbrcb8AEIRGIIj6McxWiqmVLMjKjGRCUSsDPReDWZaRlmipdCVrQcjOZ1SVEJ1KIJk8QsDLFINEDANoM5DGqSkMPgERbLMkgWR2o+zzEK/26x/PtC/TsU86bL/Vm391G3e2tbd9rtjUsSj2ECxYSdYNBxNFWzLSsUDAVtJ51MFfMFkRcIBOUoOhx0Usl4LBpOJeLpeDwXj5uiZEhCUFc1hgqwZEkXx0xh0eH2Oewp0n+vt+shn+uiHzjvcj3k6n7I63oU9F6AvBfB7s+A3c/DwKuo/w0M/CpJ/jaW+Uux8dNw7C2eueKIz47lr7Qbnzsy8/3PnPj5C3f+7LN3/OipU9985LrXb1559+Tqt06tff+OnT954Jqf3rf/e7fvfP/TK68dHr6/nVuuyQN1tb9pFbPKQJ8zPGj11KR6iWlUqEqJKFTIfEspDgX755K5PrnQZwRCZCTBTcxlduxsjfaGd0yULh5b//w9R96798iPL53612fv/s2Tt3zlZOfB2fTpPuPsTOzB+dShsjiXogsOTsNdqNcFeDwer9fr9rhdLne3y+cFCAynaNIKKEGNtzksIVAxjohySMOiF/Pcco5sF8S1ktgu8UMJlvV9Ctj+KY/HA6MoSZE0TUuipgcCkiQxFIeipNcLYqA3yGEFFeuP8DOl4Fwl3HKoHh0cDvhmIuhGWW7n+YW8MJbkahYxXYmstdIzRWeqaC5UrbWe4HJZ79SDOwfT18w19s22btqY25zoTwUdQ48rZpE365zdq4SHhOAQ60yQ9hweXMCdJdRcRgLLqLWC2R3MWcOcDmqvfoKs2+Xb1rV9W9f27m6PH8QJnKUoVdETASdv2LlQvJzINZP53mRpIJbvy1ZHksU+J1Z0nLgpKyqOWiRhoIiO+k0StmnEYTCHwi0Ki7FojkJLCDbtBx8R2R9mC38qtX4kal/HyS/T9BWS2tjujnd7oqLEIiiLE7YRcCxbEkSKIBEIxlHMNAKOZdMkBbg9JIpZhh4K2kHHCdqWEzA1URRJSiSJqGkaHB9h0Pmkur+oH8qrJzPaeY15Egcv+rsvwcCjHtcjHtcjgPu8z3vB574Iup6E3c8hwEsY+CoOvEtg/xbL/C5b/rqkPk/jj1jMuZ7Q/aOJ8+3qO7euf+/C9T+8fPwXV279yeMnnzkw9uoNMz84e/CX56796bnrfvHo0b8/e+iD05tv3DB+31p2psw0ivTCfGF8Mjc4Em21An1NfaRPK2fRdALK5KhMQ6uOJQbmM/UJJ9OrBDOsGYcO3zz8mRcOtlfiI3nu5ELpM/uGv3ii8zd37nv35MYTO/tPj0X2FtlratJd86nD/XpfyJ8N4o7NYLAX9rgBj8ftdntcbnd3t7vb7fOCJE7xHBtQRZVCHRaP8WSIRhwKzIr+yQS+lMVWstR6gVkt8f0RmvT830D3VW6Xy+MFSIpkGI5jZUFUOJYncNrj9bvdHh7zJ2WqpMJNG+uxiLqB13WspSF9Gjhk+qej9HgQm4yi83luMEpXDGpztLHcTHWaiY3+zNZQfqUWms1I83llNq9MZ5W1weJovWIbMVlPS0aRDzR4q0+NDIvOMOtMkvY8GVoigitIoA0H2ojVRq0OandQq4NYnyQLeKDt3X/9W6rb7QZAAIL8FE0bhpm2QvlIqpEsDuTq44XWdM/kxtjS3vrgjBUrBEKZTKakM4xNEwYG2zSSVJkwjwVpzCEJm8BiFJTB4Kof243Ar6j8zyLJj/Ktn4rmBxj5gSg8z3B7ICq83RMgSB7FOIzgKFqTFZakWJIiUAz2QyIvxCJRnuUAtwf2gQSCKqIo8jxLM5qsMDjOYmhIElKmHmKJHoXcmdeO1LRjtcCZgnFBJd4UqC8wxIsIdNHVdcnrvgB4LgCexwDXZcj9FOJ5HgVeQH2vYNAXSOKrkvi2wj1LwpdI9A6dOZEP3FS3Tw6Fn9g3/PbptdeOL3/ptp3fOXvtM/tH3z+z69eXPv2rR4/+6rETv758+qfnrvvg5vUre/quG7f7kkiryA0PhAtltVzXC3mxUZbWFhKtMhELAaWyWBsK9UylRpby42uF4kggXhP1mG/1QO6xF3YfOFor5MGZfm1jJHh4Kn5iIXu43zzcH7hpLrFn1F7pU9aG1P4SXinR8STNsyDi8/g9gNfjdbvdbpfb3e32uLyQH6ZIWhFFiaZUEo0KVFygwyzmUGCcAQZD2HyWXMqR60V6o6a2Qizi/pS7+2q32+31+jAMpyiWYSWWk2iaB/zodpcXBLyOQOVVqqz465q/JoM1Ga4pSEODezSoZUADAXTQgAZ195DjGwqRFY2arCRXenPrfblOb3ZzqLB7tLhYNqYz4mScHo+RvQk5Zoc0LS0pGUkvCYGGaPepoUE5OMjaY5QzR4aWiWAbMVfhQAcxO6i1hphrkNGGjU+SRXyYqxvs7ga7ur1d3a6uLrerG/D5MEGyVCNmWNlYtr/QnK0OtltTu/pnt2r9U6FUVQlmc+VWOGDpBGozeEpjMwYbZhGbhA0UsRE4gcEpGOoBoVM0+a7C/8IIfpxt/kR23vFB31DFJwVpHWNjECqAkISTHErAXh8OIwLDSiyHIygKI4okp5MpQ9MFjqdxwu8FKAxH/RAOIyxJYT6QgZGwLIVYoq7Rqwn1mmrgaK99ZiB6Ji3fSwKvcsQPwsG3GfKCa9vjXs8lwHMJ9HwG8j6NAs+iwAuY73MY+BqBfY7EL6Pgg1DXQ5D7Pgy6SWOuyer7StrRwfClfSMvH1t+/rrZS3uGntg38uha48P7Dvzy0Rv/8dLx3zxxy8/PH//+XbvfODhx21RqqsAUQnA1w1ZLSqGgFkt6OsHHbKivyrQqWKPCjI6Fe8ac8pDVP5ucWi83pqK5PiNVF5Z2J849sfTApcWJOXlpJdZeKYyPBGsZvBz2zvZIW/Ox1fno0IA0PKIOTOh9k2a1pSmSHwE9gBf0eAC32+tyeTweAPCCEIzQNCvxAo8iARKNi3TOlHsSTi2sFw22P8LPF9VOTd1qqKs1KyUTQPdVLtc2t8cD+mECpwiCwQmWongMp7u9vi6XCwW9EYEsKWRFQeoKXJP8VclfU5EeE20aUMvCegNIS/P2qt4+HWpoeN3khrPOfCs730gtNRKrzcjWQGJ9ID5fNhfy+kRSLIcVUwsral5SMlKgzAcacrBfC/frkX7BHmKCU2RwAbNW4MAaHFiDjFXE6sCBVchoQ0b7E2RFnPB1Q4AbdnvAbperq8vd3eX1eEAEJSlKZjnbdAqZ0kixOVvuWyz1TudrQ4lCK1HsS+WbhmKoNKES/oTOxyQqRKM2iZg4asNQ3O/PAMCUz3tR4b8mcD9XzI9TlX+2Ul9wgx8o0jO6M+0jEwipohiHoDjghzxejqIDqsZTNImgkA8UOD4aCjuWHQuFVUFEQD8GwX+dqM+PuL0shGgk5WDQWIA5XDE/3R+6cyL54Hj6mIrdAroeAd2v8OSzqO+St+tpn/tpn/tp0H3F73kW9r6Ig58joZdJ5LM49Ajkvc3dfcrlPuFxH0G8WwG8nWJX88L+fvvO9eZjByeeO7b81A0zx2eSe2vS5a3Wh3fv/YdHr//x+Rs/uH3XywdH75pOH+h3RrNsKuBLOv6IBZazyuRwJhXhApIvHgQHW+L4sNk3ZPROBRsTod6p+MBcqmc6URuJ5lrG+Erw1L0jjzy+sedQdXmrsLBRKVWkTJpMpZHhMXN+NTXfSY7POL2DSmtUaY5prVErGKVByOUBQI8H8Hh9AAD6fH4QhFCMFCVVEUWZxCwSTcps0dYqIa3iSKUAV9LowZi82rD3DkRnikERBV1d27vd3S6Px+eDcIz+a2UPRSgv4O9yu92ubpXCchpbFJGKiFYlpCrBRQkqq2jTxHsCSMNA6ipYlYGaAlVlrCwTJYUsGVQ1KDai6lwtvFg2Fotqpye8VA+v1KMThXDacTQtLilZWc2JgRpn9iiRISM2YCUGJKefdcYoZw41l+DAGhxYh4xVxGyj5iocaEPGJ++yGVvEfKDf4we8oBfweTx+lwt0u0HQhxA4R1EyiokkrYlKyArnw/FqMt+TLLZ6xxZC8TzHSgKBczCgYLCBIxaOWQRuILDpB8NeIN/VvR8GXlGErzLcj2TjP8Lpj6Ll9yHyA0l6LhAfc2F5lLJJigRA3OeHvACNE4ogCjSLQ7DfC+AIqsuKqekhyw5bDoOTLElRGO53A4gHILw+3g+rEFAT8F2ZwOmByH1Tycvtxh19yV00fBzwnXF1PQh0PQf53sHwz0P+V3zuV0HPS6Dns373Z1HfC4T/WQJ8xN990nP1tZ7uA17PBupd1tCxIDaW4dr9oVac7IkSU0V5/2Tqjn1D+6dSw1H42gHrW/fs//nF4x/cve+5A+O3TSQP1MxbF2t3rvfu7AtNlKVqhGympbHeSNDEBMbH092TY4mV5WL/aKh/Ltkzl+yZShQH7dZsqjTopHukZB2vjUjjS9HpTnJ+Kz+/VQkmkGiaaAzqowvRiXZyejU1t5rpGzeyNTJVpdMVKRQXYRTwAX7AC/pAPwhCPp8fhnGGFVUtoIiizpAWgQQpJMigERaJMVCMAeMUkuWx4Rjfrlh1R4Q9LpfL1e12dXs8AOBHEYokeYzkQBBxub3dri6/2xXimZLBF0WkIiEVGSrJUE6GcjJSkrG6gtYUuCQhJQkrSGhWgLMCnOaRJA/nNTKvkWWTHIoL43FuMkbPZNWFWrQvnbCUiKSkRDUrqiVWa7LWIO8MGPFBJzkoO/2sNUJZM5i5iJprcGANMTuEs0YF15HAChL4ZMoOZJWYKigUhSKoH4JBAPV6YY/HD/pQihIUxcJx3u2CtncBHh+GERIv2ZoVM0NpzYioqsUSOOnzMiDIg34FRlQ/rPp8NugLbXfXt3XdLRBfENivUuzf8fK/GsH/laz+vRj4jqI9p4dHXWgepgIQysOIxrAY6PcDAIHjLMWgIOz3grAP5ghS4QVD0wxJZghc4niZ4Smfn0NQEcMl0J9jkI2seWogeW4699RG83Kn93AxfCBknKCp27rdZ13uVzD8F2bwV4Hg30vah6LyNY75Aou/xqHPMMh5wn+rt+uwt2sv5VuT4fkItVA3Gkkq6UDNkpIMIpbsVqirYiYwOxxcGY32p6m1hvbunXt+8PB1z+wb2V+QOnH2mkbo8QPTLx9bvWulfv1c/uB0YXU42VPWKarL5726q/v/EHWk1hupDkVrM5nabLZvvpTudfqWSvkhpzCoR8oMJl9FyJ9KVen5jdz0ciZZ4Vvj9sRKYrydGF6KTKwkF9byU6vpYr8cyVGSBrEMgvh9sM8Pg7AP8Hs8gNfro2lBUQKWFTIURaMwi0QdGgtxeFIkkhwaY/xJlsiJdEVDh+OiRfiArm5Xt8fldnsBH+hDEJjECQaCCY8HdLm9bpeLAoEoT+YkvCShFQUtyXBehnMKmpXxrIDmBLQooQUJz4tUTsJTgj/JQwkWTfF4mseKGpU3qGKAHAgz01F6Jq1Ml8PZYEiR4pycEfQSLVdptSUFBwVnQIkMOIlBxWkx5iBlTuLmPGK2oUAHDqxiVodw1lCzjQQ+mbJTeXkgHig5hiLyNMUQCAeBJAAiPh+Koowgmooa4XiLEzSY4GBcwEmJoASSkTUtLAkqifoxTzfuduGu7YzHI3n8mtcb8rpSV7vaMHLF4N9hqfcJ+oeM+BtB+3Os8Idk7R8053XBaH/KW9nmD7shGyNSmi4RJA6CCOSnMYIAMZ/bB7oBEgBFnKIRHAd8MOAhUEImOQ7yszCgoFCaQueD0vH++IPT+SdXW5c3+m7oDW8mjesLseOGcrQbuL3b9yLL/Cqd/kOu/sd8z79kSz9PJX9SSL4XMx/TqFMquk/0bhrwShKbKVFDRWZiQB3t1/taZqUkxByfpbkN3RWJw82WMT4aHxuOjpblE/PFR7f6dheEcR0eM7ADVevlY+23b9/16IGpowvVI7O5xT47V5CcnEkqrF/hiKRVmBtqbc239s7XtkaH900Vl6u9mz29C4VcvxYp8TB3NcZtrw0GFzYr7a3q+oHWyr7CeCc8uBQbW81MrCQX1goL65WhuWS2LCuCn4ZAFPQDXi/gBtzdHle32wuAFMNrqhUOxsJmwOLIME8FWTIuUimJTMl0SiZjPJFV2LxKJESE8G5zb3e7u90etwf0wRCEIygJo4QXAN1uwOX2eV1ulcTSEpUT0byIFRQ8KyEZCc3IWE6lChqdUci0iKYFJPH/lUvRpEgkBSrBE3EGi3NYRqdzBlVUkEGbXazGJ2tZR7VFKckpGcGoUEqd1VuBWJ8S7hOdfiverzlNJtBHWxO4OQcby5CxCgVWUbODBNpIYAU1P5myUxl+JC70RqSEpXKcSNEySUkwyvj9uB8iKUa1Q7l0rlXvnegdmW0OzBSqw3Yka1hRRQoQkF+koIjGxjU2ZUlRiQ2hmO72hLtdfd3uOyXh8wr/ZYr6Bkr9lFf/WdT/aCX/V6b/X8OFD/jAIwC11433+4kMw+UCti3JAobjPpCEIBKAMMCH+TyIx035YNwFot1eqMuNuAEWxhQc01B/hsPbSe2mntD9U5mHZ4pnRnN7SvpUEN3MmnvzkVVFmHf7924HnpOVX1bKv6z2/LBS+2Yu+W4u9lwkcLfOHtLgZds9X0JWhuXpEX5iQh4b1XtbbC7j7+tVq2UyHPQI3KdMx5MuYq2h4Gy7NbFQ66+Za037hpHE0ZH02Y2xA83YzSPpK/snXjq29MLNm4eGU1MFdbQ/PtKrHuDeAAAgAElEQVTuX7n54NyJ66dPH1+8/67NRx7evHChc/7hXU+dP/jChfWLty7dcWBm/1RtKppqBjgD8yJXm1EuGKcqDX3rcGvxQGZoxRpZjC+v1+aWcp2t1sJqY26pWinqcYPJ2RaD4V0ut9vjdbu9XrcPQUmc5ATZCAZjETMQ5Igwi4cYPCGSSZlOyGxSoWMSkVTolMKoqA/s2ubqcrm73YDXB8MoguCQHwMA2O0G3B7A7fZioD8kcQVDyMpEWsLyGpGRsJSIJXgkwSNZhaxYQkFj0jKe1cisQcdFPCERUR6PcHiUxcMUGmKQCI/FWLhs8IO5eD4WVkRLkJKslBT0IqtVRLNux/vV0AAf6A2Ee41gD6/3MYFx0phFtEVIb8PGKmKswvoKYiwjxvInF4MQORqnhuNMJaLzvAzhDMlILKsRBA8hNE7JkUSld3hhcmFHY3AmWewPxuvRbKNQ7bV0OxM0pvoKa+P1tfHy1sLA7qXRraFmf8DIebybEPhZTfw6z3yNoD5AyX9g5d/JzsdW+i/x+n9mB35tZ78XSFxmlLYHLoBYkGA1klVwigAhFAJZBNMpSiEw3OelQA/j82AeL3a1i7x6mwb7QyQex/EBRTxYjNzSn7xrPHeiP7Eak2YdeinOHxjIdZqlLMenUWrQh9ylB17LJJ/PxM+FjaMSuUr4BqDtIxLUq/sy/KeqcbC3RjQbWK1JVGp0pojWWny1weTzvkTMLUlXBSP+eA5qDqjL6z19o9liwVzuS9y62vvK6d3fuXjq6WsXHljt3ZmVPj2VfvPMzlvavWN9ha3rD+w9e8f6uXtWz903d9+Z8TtuHf70zaO33TJ77r6dzz5945e+cMvffPXeb37pllefaN92qLbYCuUNTkMx1u/1XkUT3a2ByPJWaXIpOjkRXp3O71lpHT/SueX47rtPH7j52o2je9qbU2MCjHm6PV0ut8fjg/wYSXKcoAasSCgUd3TDpokghYQYLMKgUQ5PqUIuIKV0JqWxYYGhfaC3y+Vyub1uAPRBCIIhCAZ4/R4P4HYDLrcXcHsEHA0JdEqmMhpTtKWMQqUkIqfRaQmLsVCCQ3MqnVHptEKXHbkRC2QNNmuwUQELMmiIwUIUFmWJEIOHGLzomLlwSJM0QQqxUoqR0lKgwmpF0S7r4T41NMIZ/YrTMkJN2ehn9CFSn8S0eUhfgY02YqzC2jJqrODmJ49co2ltNMmOJJlWQlclBUBwBKNJQqRYlRX0gJ1o9E41B+ejuR4zXo4X+nP1yZG59VimYijGVG91dbw+XY/MVALTtdB8M75vtHJ8dmRn2LmDJ99R2W9x7Ac49XWU+B4t/F6O/peT/c9o4b9TfR/lBn6dLH3ZCp9A6VGMMz2oDpE2yUkwQcGQgKAOw+kYZmBQjyOOxJQwhXIuL9vVbUJAmsabPDsuMisBbjPE700qazFpzCAnTPqa/uLJ3WvtySlLDQQUJS5wvRQ5BHkneKif8ma9Vznd/2eWh8o2GRFcUQUopelanau3mFjGV6wyhRo7PG2OzVj9Q2Kzh5qYNJv9Yq5KDoxaI5PJVDMWq2er5die6fJnTmx87vadT1w3dfHAxFZRX8zzn71t4/l7bzh65tSO+++buOVk9cjB3K4dqa1OcmM1sbKS37VRO3qwdebk0ENn5y9d3PfiC3f+zdfv+/YHNz13aWj3bLo3DSM+HPSbmpKIhUulcC4rleJ8Z6hwcu/iXcf3P/nwHU89dPttN+6+5cbdexanZBTze30et8fjAkiM0RTTNsPRcDzihCxFCZCYTSIOg4VZLMrhCYnLaGJSYSICrpM46vGDLhDweL0eAAT8MISAoN/jATxur8ftdbs8mM9nsVRUoOICVbLlWkTPaGxaoXManVXIBI/GOCwh4EmJTshM3pQLtpJU2XJQSWtMTKRiAhHh0DhPRnnSocmQKIYNS+QNXoowUoKWspxeIdUSY1QEc0Awh2ltgLNaeqihmS1e76P0EUydhtQF2FhGAiuQtoQH2uT/6BjMlcypnDqcYMfyRjSggzBCEDSBi4CfRnCe4XUzmI1mGpnqYK5ntNAzOb6wuz44Q/JGwHAWJ4ZXJnsmm/GxrNZvEk0ZWk0bR1v5h3pKzwfEr0n0dzj+Oxj9AUZ+SPG/k6L/Hcz9dyT33/HmfxXGfl8e+Idc5ZJsLJN8DmFjEBlGKRthAjgTQDALwRI0cXx66P27j710zeqOlNXQhCiNWn5XkcXnHPlQ0T7eEz9cDuyLCxsRYS4qjzj8gfGB2YEhOxAMWE4gaBm6YNGk4vGYkDtEAkG8K8a7Cw4aD4CRgDca8lXKzNpWdvehynwnPrkQmmvHb7h58Mix+vU39d15ZvGGo/1LG7HxlWj/bDpWt3OTg3arR7TVSIA6sND75C27H79+4fmji88eXjg2kb94U/v1i7efeuCOoRPXR3e0g+2FyMp8pD0fW19ObHXKB3fUjx8snr6+fOZU4vCh0ObG8O2ndj3zmVv+X7bu+0+yqs4b+K4KM9NduerWrZtzrFs5V91bOXXFzjlPT0/3xO7JOeeBgSEMDANIUAQEFREEERBJiqKCLGtYXQOyuqvPsq6yCNNVzw/s8wP77Ov1/RPer8/re875nnO+9cyZp7/au2OLA8VFSqzW+5uNYZLAbeZOyNgZYLCF4crZQ5suXrfn/OHlTVM9e7fMLE8N+SgcMJttRrNNZ8bsmM/pjweiyWC4EInERNaHWL2I1Ys7/CQUwB1+HHEhoALZZBig7TabzmTWmcx6o9lotpptFpPFZDCaDEaj3mTUm8wGA+Owh1g8IZJJJ5t28ZpEqSKRkklNQGOMI0o5Igwc4/GUwsd4IiExSRfvp+AQg4RoJC6QmouJSWiIdvgJyE+RTpLmKIGiPBQXIdgozqdwPoeIWVQsYlIdl2uY2MScDcFXVlxlwdlFyU1EGgSlcdA561DWAuIMKM/apZlPkJ1Jc0MxZiBGTBXkbECx260QjHCczwZSZhsKOAhRCSUytaBa0rp6eycWK73TjBwMxDJeX7SQTo02i+M9+Ybm1QhTv5s41swfD7vv84rPCfTrPPNjin0bxn/swH+GcX8U/B+51VYguxLuuhpvfJDt/0tx6DvexOZVpq7PWDLXGhJGSwwkwhAdABG/xbKjlHz5zK6Xjmy9vpbYG+d2JLj5EJMF9UmrYUyAj5eUS+Opm8dTN/Qn9pYCC7nAtkZ6czUTFgXABim+cFBTXX7BJRE8BMiwLSRCCS+SCaNqEIwGzZk0lExay2X4xLnmdZdGN+xI7T3WPH3D1O33Luw8pB05Wbzt1qkTp/uP3TC287rJxFBieP+m0YN7lWyKEFACtRTDyoPX7Xz8wvJnd/R/6cDsLeu6b9jU+Oodh/ac2tF7bGdqeSE6Px1ZPx1emIpvXZfes6V8dFdqz9bAloXk/t3euTm+r9c5PuCcGMgubV1/+a7Nn7032jssu6KDQ3OjI+t4hgOtJrvRaDd0KIxjcbJ7/9bx7VO9WyZ6zh1YOro4XfW4RRCCdCbEBHAI7ZN9uahaT6jTpfx40tslOqKo0YPa3JjdDQMK7BAcdgEERMRBOgCzodOg0xk7DSa92WQwG/VGo95g0huMepNRZ4IsVoVAwhwaF/Gkk8m4+ILCpSQ8KxMpHknQ9jjjiDBQiEaCFOxB7R7U7sUcXgz0oKAHAfwUHJaIkIQquCXIYEmP2y+7KcpJ0EGSjRJshOI0gkvjQhLl8ghXIuUiITUQsZt3lb2uks9XFZU6IfYi4hgkT8POtXZxxi5PQ/9jk2tjSRqL0uMJeirHd4VkHIFMNpDlfBTnRUgJcFB2mOGc4UxlYGJhW8/oHMp6Q2oxohW9vljQHxislaf7GlUtVHBiQ25yKaQcodEvccR3OfItjv8pzf8EwX8Kkb/CuD9xrr+5E61g8Wqoqx2pr6i9K/mxvxZGn/dmTgHMJj3Qs9qYM0KaAQrpzDkYuGOicXM9vCBYNrnhOwYSnxuJ394dXvKxTcAwJ0LHMvxNfcFLI9FbxpO765G1Oe+evszO7pyCOswmm+AKxctVfybkCtAMBQiUNeyHE1E8p9IljaiX6YWFxPL23J5DXU+/dPKlN27YdbK8+1jtyOnho2d7lvfGb78yeP/nZi9cmj54YaxnU6a4dfTcc0/OnD3BRT0oB6K4QyIcJ7cOPnF577kN1YsbmvcemL37wMQjl3ZtP7V5/PzBxuGdma3zmc1zueV1tUPbuk/s6TqyK7ww4xzqcQ31sbUutqvEVEpstSzUa/7JqcbRk/0HTkRK/bXG6Lq1m2qVCk8RCGDGHBbCYa5poRv3bLhpz+K5beuv273l4q7N2+rVuuxSLABrsUsI7abkKCd3BwPHJgYP9KUmI1hJtPlRsxsDnLBNcoBOFHFiqJskZJoAAIvZbDbqjAad0ag3m3Umc6fJqDcaDAaL3sDAiJ/BwyySEPEYh8dZXBVwjUNVFk4wjhgFRGkwTMF+wuFBADdsd8N2NwK6UdCN2F0w4KWQXFRsFH0hJ67giJ8XFU7BSTdKBzAmTPJxklEpPk2LSYLPkmKBdxVpsYnyvYyz7HMWgr6qJFcooQcRRmFxHJWm7eIsIM7Ark9Oci1VvaNhbCAE9cXQLj8rMqTRCiKYSAsBgvUQrFt2hWu948Nrt6qFHloOemPZdLlPdMdUtcAzQjoeaWa1lEtIMVAVtY05TOcp6Bsc9iOW+DnH/4LifoaSP0ep3+Lsf3Luj7xqK9R1NVxfiTbbWl87P3a1NP3Xrql/zjRfDqauEPKiAezvtGeu6eiBTWfSrmNx8rqa/6Z6+MHRzGOz+QdGUxe7QnuD9IEIdSLNXt+lXN/tPVL3LpX8y834fNGfcxJ2ncFssSEknajWEt1dAdXDiyhGWqIRstH0TYwnFubSO3ZULlxef/bS1OnbRr/7kzt+9vsH7vvqxutuH9h1IHXsXPmO+8bvuLP//gfXnbp1ds+F2bH9I6eefPDCS8/179lO+ARYxGEax0HTUNH30C17vnBu6+nN/dftnrz/7Na7b9y15eSW6RsO9Z/bVz+63Ni7qffg1v5jO6u7NyYWJjwj3Up3l1jN85W8XC8JpYxUzgu1Elcru4dGcotLdEijBOe6dQtHjh/P50scSco8xdOEh8Ju2bf0wr03PnBi1w1b1h6ZGdhUyoy5lCl/oN8XiFFsGKEagnKoUb136+yJPnVdDJ6IYTnR7sOtMmITIbuMIS6a9DK0TBIOELRDsMVgM+tMxk6zpcNi7bQaDWa90QgaTRKKBGk0zCFxgcjLfF5iNZFI8kRSwBM8EmehOIuEKNiH2T2w3YOAXsThhkEnDDgRuwjbPTRayyr9Va/q50UC4wiaISSc9KKMF2PDBKcSrMbwGV5K0nySc+Z4pURzDYzrpp0ljzOrCFmRL9BiNyKMoMIYJk6C0lqbMGMTPtkYrM+wY3FsMIbUQ46Sn/aInM3qsIMETrsgTMQomRO8vlDSnyhxrkRQLZZ7RhklnK8MxrUSDBGKIARFxglafCZjzmTaQkAPCviLNPIPLP1LTvwlyf0So/8JJX+DMX8V/CveVCtUuRptrsR72+mhdn78amHiw/zEB/nRP2f73k1Wn5IDBx3ohNm0ngAuppRHRpKvHJn58sbmfX3aw4PJe3oiF0vKmQx7XMWPxrFjGncwKy8XlO3N2I6+TC3IQ8Y1hk6TxQY4YMCbSBTGx5LNouhlUMYeCBC5HKelkMFB3/KextnL8+fvnj516+CXnzv67Pdv+Pxjm+95aO7SXcNfeXzzU8/seOLpHcfPNdbuyG+7efm6Zx668qNXtt9zOTpUxwMC4mIQnsARW1DGrj+w7on7Tl48u7xuqnzLqQ2nzy1vPLNz+vqDzePLXfsXS8sz2cUxdWZQmxyIjw/4eqvenopcLYjVglwriKW0UMoIlaxUzQmVApvLmXDSYLZksrmbb7/t5tvuWFzYmFDjitPFosR0s/7qfbd9754b7j+waVMhOiiza2X5VFfj4vj4if7uU92NyxMT9y1O37dt7EDNvRBzLGjoaBhLUFbZYeEhO4fBPIY4SYIBIavJDAAOuxm0mWwmk9lkMlmNJrPRZDFYKAALkniYhGI8GmFRlSMzHJXkiASPqTyWkvCkgKsCEWUxH2b3YHYPCnpQUIFBGbJLsF2EQQ+LR91EJsSEZNLJUhzNEaSMUz6U8aNMFGNUgk2yfFp2pgRR45xZylkk+RItdjFSURGzCpd08XmOb5LCCMaPY+KUXZi1CTMWbuoTZKcS+EgC7Y+hVT9UDjIhp9MOIEaLA6OcDlywOSgIZjjRH4wXw8lq//iCXy16o7nekTlOCoIQLYkuAnJwps4k6JhEyYsi93WefI0mfsZw/0zzvyH53xLCrzHuHZz/UA63POmVcNfVWHNFG2hnR1vZ0VZueCU3+mFu7K+5kfcLg39IVh4XpbOY/QjruE11vrY08s6lfU/vHLpUC95e9N2cc55PsWfT1PEEcSBC7Inx2zRpS8G9tZEYUL2sw6rX6Q16C2BzQIANY9jC1NTQjs1qIyNIUMiPRWJwvkjNzGqz67IDY56dh3Inrqtdf3nkwh0j527uO3Kmsvto5q7PTT/45Q1PPnfssw/v335h8cQTn73y1utHv/ZI994lVzPLJD1MREEEFKUd4Vhg66axh+48cMeN288enLnrluVtJzasO7+v9+hydH4wNF4LD3aFekveRsFVyXobZVetqNSLQjUvVgtSJS8U03wxLZRTzpLmKqWpaEAH2g0GI8vxO/bu+far3/3BG2/PrF0rSwpox2Kx/E1Hzv7j4w9/69bjG1TvGEcdTKi3D4/fOzt17/TwnWMDt08OXVocODWb2pLHNyWRRdWxXkO6JMAFmjgI4HGUR1ERxSnAYTKYDEazxWCxGU0Ws95q7LTpOoCONQ6d3kMSGs9oGKIRSIRBIxymCmSCxaIsEuPQOI+oHJqS6SiHeTG7Fwc9GOiEbE7Y7iExP0PKKORiML9IRBVGYVCGQCiGRykXRvsRyo9ScYJJEqxGsaokqy5nkpVTmFxgnQW3tyxIRZ7NeISUj8862RrDDRHcKCaM24Tp/4XsQATqjULdIbjqhcsRXo1FQITU2+wOgkNoGaYkjBJpzhNSS9W+qWSxVw5oxe4RNd/EKLcoB7VkmSVo2W5TrbY5i+1Blnmexl6nyX9mhF+Twjuk+Hta+QOj/IGUPxQjLU9qJVi4Gq210sPtwkQ7P97Ojrbzoyv5sQ+zY3/Ljf9Xqv/XweTzgnA3g54R4Itx+ZnFodsa0RNR+qa0fCEtXshI1+XkY0lhd4xbSnAbVH5D1jMYdTGQzaA3GnRmm9HssIF2k8loNfnL+S233rB8+43dU9V6f2R0LrVlV/Xo6amDRydGJvxzG307j6YOXKjsv66883B297HitiPZ5QPapr2pG+7d9uRbX7ny3ccv/eClE888MXzuUHb7+uzSbHysHu5KQSLqK0T333R+/c7Fm69beuCWXfdd2Hn21MapI4tDp3Zklmec/SVnLSN3JZ2VlFBKsgWVzat0XiMLGlVKs+UMl0+x2SST0YRiSilq7pxKBhSdzWLUGyA73Gw2L1+5+6lnnr/t9ssul9tkweO5sT1H7n/hK1/7+eP33rdt5nQteWOzdKKQ3p8M78tGzo80b1w7fHhA25InN+XRrTlyQbUvJh0jATSCWkWHlYccPAxJCEoCdrPRYDQabHqjY40O7uh0rOmAOjrxNZ2CoTPJomkSyyBIGkU1EtVoVOWQEA2GaUiTSE1AkyKuCWSIQjyoPUAjbgyUIbsTAV04GpOFoMAIGIhaDBzicLIkS9M4JSK0B2f8COlHSQ2jVJyOUWxCcaddTpUTE5iYcXoL4WBJEHIsm/XJ+QCfcjEFnuuj+WGUGwaEKev/T3YkSfbG0N4o3oiQPU21b3II5TkrjNgREqYEO0rDOMeJ3miy7I3mfbF8PFcrNIZEr+oOZmJqOZupeBiZ7DC6/+5TByDoKYb+Dom+QeK/psXfMfJvCfE/pMBfnKE/Usr7XOCqM972ZVYilXZ6qF2YaBcm2rmJlfz41cLI1fzIh/mx95NDfw03/tWbfFmQ7mTQPXbDkkW/aNXtFaAzAfpsgrkuLZ1JKwcSzk1hdipEjMf4/pAk281GvVFvAsx6C2gy2a0mq6nTaFxNyOz8mZPnn//mkS9eWXdo7dD6wthidnpzfmpDZnqDuvVQ6eDF/m2nqscvThw7N3z4TM/67fGuAb53Pn3qwbP3vPmNSz944fBjj4xdfzK5c33X8V21o9v7dm1I9VftLnr80I57vvPC3NHdG5dGbjq19dShret2zvUf3tI8sjm2bkCoJPlSnCpFyWKEzoWYTIhJB+lshMhGyUyczapsWiXVGK5FmYzqzKfc+SQRdHVaTUaDEbQAblnOptNzc+vXzy9ACGmDA5WBgzuuf/aLjz7982ceefvBG184s/n2icKMZB/mbfNx+XB/YX89sSVKLMfgrRq8NY1v0hwb4uC6GFHmHR7QLAJWDrCGeU5GUbtBBxr0WKceuaYD+9S19KdXC9fqojrrCE5ulLlhEq6hYB6FciRWoNAMh0V4NExBcQpK0JDKoBEK9uMON2YPs7iXgJwIqGCwjDgUFPYzpIDYQV0HYjHTOMqyMkq6UNqLUz6cCmJkHKNitJAgOU1U0rKUkHiNEZJeTy4eKIl8nma7FKns59MuOivy3aw4DLODAD9hE6at/CfJTmfovhjeEydqGWZ2x8jcoc2iX4YRFAARBGdRnEMJHsE4VvQFEqVUub9/Yj5b7fNH8xGtGowW/QE1pkS9JqxrTccVDn+GwV4jyLdx+jeM9Fta+h0l/4fg+4sc+jfS+RfW94EQaLkSrUCxpQ20c+PtwkQrP9rKj7byYyvZkZXM0IfJ/o8i3f8VrrzrV78jiPdC0P5Pr173qc/MGzuWUfteidjvIXd76A0yPSpQPU66pHAyBFg6Oy1Gm8loMxssgBkAzWbQrLOYOi02S7iQ2XbbLTc998z5rz+88cKB8tpadW2uMaMNzKsLh3q2nB2e31+d31lZu726fHJ0x4W5HZd2X/f4nfe99e0bX31q2/2XGge3aTs2FI/uapza1ziyff35w/GBCltInfzql2781jfGju0qDuf27pvbd3TrxO51I0e39h7ZEhxvuMqaOx+VCmFnMewvRiNdariccGaCQibEakEuERJTCTadwNQIqka4tBZuVsV0TGc3640GEABgOwA5bB63F4UInRHDnL31+bu33/n6PU++9PrzT//uWw++fc+pR3YO7c9z80HHXJRYpxHrVWhLFNwVgfdGkJ1xx3Ic3BJzbIzBI144DBo4fYcbcQzlsl4MxXU6cnWHdG1HWGccAOBNMLkNZY/xnrtCiXuCwdv8yilFmsPxOgYVKDjPkymBjpFwHAfjuD2CAgHM7sVA18fXqjFIwWAXjrhwRHAAIgQIMEABAAk5aIqiaReG+3DSixNenAigeIhio6ys4qxK8hovqk4uqUiaW1IjroJTKFFsnRfqHr6gUBmOqVFsH8IOAdy4jZu0cZ98emNKo2ey/FiWHRyIbDy/dWLv2ngygNpBo85stThAELXZYBDEKVp2B7RErlGo9UWSRdETE5wRXgy7XZF8uFjlQss49giPPUfBPyDZn5DCr2jx16Twniv0Lun8PSn/kXT+O6m8R7n+JoZa3kwr0d3Kj7WKk63yeKs41i5MtvOT7fTwR2rPR9HGB5HKX0P5P3ijPxCdj6PM6U7r1KdWja/SLxis81bTJGjpB+wFAIqACGsFzJ06g85o0luNeovRYLVbQMQCICYjaDLajEYQsMTLhaWbbjz7zSdvfOmZ01978NADN208t7x4fN3imbn+Xd3bLiwevmPv2uOLO+48efMLj15588V7f/r9i689v/HKxa6ta0NzA/Hdi5UzB+sndw+d2bfvrhujA+Xi5oVLr7+268sPDZ/eH6gnNiyP33rX6cnd0wMH5rv3LiSnuhtTfZGU3xeTEjmflgvmK2qyEFLCghTkGR/H+kUh5vGVk0w6QqRirmo5NT4SqBZNmKPD0GEx6a1mncVkMJsAvc5mApz+rv2F5cd3fekX977y9re//eIfvvP07564+zu37r5hLLo1gayPwlMxYK1q2ZYAj4Wpc37qTAg7GAR3hBzLQWjeiww6ifl8eiqjnd00P5iIiAZD2Ggdp9ijwciDau6ZaPab4eQzodTzwdRzvtjzvtA3gvErincasndhjhKOFwgsTcAJDIxiYAC1eRGrG7F7MFhBQQWDXDjsJhA/QyooJMGgiDhcNE2jKMcIBOlCCT9G+AnKT5A+FA9QXJTiojiTYKWcouRcnOaTNTcXC8o5WShTbA/Ddyt8yUnlGaqKMj0OdgDgxwB+3MqOfoJsLUDPV72zdf/UbHdtujdZjvvcHAba7WYLaLPbARCwOXCYcMvuSCgeCMZ8gYjXH6FYWRD9bnci5I6WAplxT/w6p/QYS3wbR94gmZ/Qws9I7te09FE08ycx8CsH83uU+1eU+zdCfo/2XJXVVrjro+zASmGiXZpulaZa5al211Q7P7ai9l+NNK+Gah/6K+/7C//iiv5K9L7B+e6DxZ2fMW38uzXrru0c05lKa/Tip66BVq0xr9aZdAaTwazXW/R6q8Vkhy12zGLDTWZYbwSNBptBB4CAt5QePrDtwEN33vDi12569ZmLLz51w3OPnXnqC6e/dv/FZx+5/dWnrvzg+Stvvnz59RcvfvvpvY98vv/s0dC6Me94T3X/1uqJneVTu7vP7tlw+9mZYzsyM71Ld91yw/dfmb7r1v4z+3yNVKk78/mHb186tmVw98z4zrmemZ5SM+lxoW4JzGjORFzSNHdCVUIR3uWhaAFSIiLpIj1Jn6T6fNVMcnIoMTkSaNZQWTKZTYDJZDHqrEajQWdZpbcrqYn81ocqJ1889cJv7vve290XrcQAACAASURBVF95+ul/evnpd597+OePXvzCrqE9JfnkSPb6xb7ddf/uEHGjV7zi5D7v4e90k7f4iFu87EmZuXes9/EDO756aM8rt1y4smHdjMuzwxu6O5v/cr7yjVT5xUTxO7Hca8Hk93zqK0r023Lo20r4GV/0Op4fhxw9KNZFwGkUVFFHHIP8uN2FWt2w3YMhbhLxMWSQo1w4HORIH0MJMIyZjQQAYBBK0RJCKBDhh4ggQgVwyoeTQYyOUEyY4eK8VHA5cy5e84nJoJgMO3MSV6DYBsXWBa4oMEWCqoFU0871AfywjR2xMEOfIOskwXyUTwQoxScQGI4AFgAw220AbLM7rKDdDMCAQ6S4sNuXjsYz8XgyHouGI7GIGglqIX8yooQr7tiSy3+XxD1BYS/j2JsU9Q8E9RZK/Ip3riRKHwVz/4a73gGpd2H69yj3R1z+M+P/0Je7qvaspEbaufF2aaJdnmyXJ9vFiXZm5Ko68GG072qw5yN//a/e7Hti8F9530/l4JcR9tg1+s2f7py91pz89GrsM5+2rV5tWqMz601mo8VgsBiMNpsZRK0OwmxHDRbQoLeZOiGrkcZgC2hhfEJ9bmDDhUO7H7y8/8kvHnv+62de/tZ1r7xw/cvfOvfiN089/+Thp764/YHLk+cOZTes9c2MJPZs0PZtVJfneo7u7D93YOjM3u69G2tLawcPLZ//1tePPf/00I2nqoeWomNN0stv3rb2+Jkd67eNTUzXcylnJs6pXtxL2Xw8EnCRAS+uxqTuRrpaTYajznQhJvk40cf7E15PyhvuzYYnms5Gifb7MRgjYchqNJg69Dq9JV7uO/nAS0uP/mLLYz+98L037njptStf+toPX3zynecfeeepu5+9ftt1k8UnLhz57SvPv/zZW88X1VsV8QFZ+Lrb9ZTL+YRT+jLL3c9wn9di95STXx0d+vLo6B2V0h25wr2Z0mfjqVud4XO853rZf68v9lQk+Wo8/Uow+m1X8EXR/205/IQnelFWNrNUNwqlMFDFHCoMhRHQBwN+xO5GIRcO+SkiwFIuAvEwmJPCUZvFumaNVWfAMZqgXRDpdeABiAgjRBgnvDgZQKmw5IxLcowVUpKUcgopF6OFhKyfTXmEnCiUCaZKMmWSLcJUCSDrEDto54Ys7JCF/SRZna7TZlpjMaw2GA2AAYCMNqvZarEANqPVZrRaDRbU7nDSbEB2qj6f5vemIsF0PJ5OJOOBuJv3JpyhAU/ouCQ9zODfINDXSOpthvsRiv4Qgn/FK1fj5Xas9qE7/R7j+QPC/wFm/0RI/04o/+XS2vFGOznczo61C+OtwnirMNYqjLeLk638xEp6uBXtX/F1f+ivvu/NvqdE33UG/0H2PWiHT6w2TP59h/fvV8HXrLZfu8q0utOoMxn0JoPeYjQCoBXCrCBmtEI6A2jS4ZDVJ7EBibcZOvXG1ayEa5VYbb6v/8DixHX7Z246OXvrmdlbzs5cONFzcHt661xw/Yg4VgvNj5WP7ihfPJK/cDCyZSa7Yabv8Lb0xrHU+uHmjoWp80duef3F3Y892H/uYGH3hvTiFOx3pvOJ86d2blxXH6wE6hrfkxGLITzGOzw4GBLxuIeK+dlCKphLBpMJX62W9XpFr08sNbIhzeVKSO5ShMslqHCIdyo+l6QIkiR6p9Zv/vqrb775p/aTv/3onp/+4dIbPzz25ecu3P/4W9995tfPfO5XT1x+6cqxz+6cfe0L9/zxjbd/9+xLD42O3eNxf0mWvuF2P6u4vy5IT9Dc11jhEVl62KN83um8TRRuiwZujEd3SsqwAyvprUm9NWNxNEF8IyXc4PR9xR9/3ht7QfQ8J3ifd4af9kTu9vuXabrhsOcIJInCMcgegoAohUZlxoXDbhz1MZSbwkQcZhEHCQKg0QRaQZIUMcoN4h4HHkTIKEqEKcpDkAGcjPkCGa9XY7ik7Mx4paSTjLnplIuIBcW0yOdRpoIydYzpchA5iKjBzJCdGzKzg2Zm4BNkr13V2bFmjaFDZzFYLWY7YAbsZrvVDFhMVrPRYjKYIQAUSMovShG3J+L1qZFwXkvm1ZTmCwcZZ5SSxyTnTQL9OIk8j6M/pPi3Se51BH4dht9hlJVoua02W7HaR570+2zgPcz5Hia9hyv/yYdXotWPTxNaubF2bqyVHb2aHWmXp9tds+3SVDs10gr1XQ32/C1Y+8CX/4tL/VdX9Psc/ygM7+kwRf9+DfoZnePa1ZbVHaZOo77TYNBbzCY7ZINwG8jBkJPGfSIdc4sRl0hDdsOaVZ361RBikd2EKyFKGbdciiplTa5ocjWlVHNcMc3Ui56ZseTOzbWzB5oXj5ZvOlq8eLhyeo+2YSIy05vcOFLbM1/ZPDtz/uRt33956f7L1YNbMkvrckvzXDauBORTh7dunakMFZTelNDU2K4YnvbAmkwGaTjMYXE365cIF4u6BTLidwo06uTJcNTrCwheP+vXPELCR0W8Uiw4ODq0c/u+g8eu/8pzL/3i3/765j+/9/qv/nT/C69vu3zv4K7TG3edePieS68+cvknX73n5Xuuf/Ts/p8++4133/jZz7/09BfqvY+6vU9LyvOS+xlOfpqTnxWcz3Li07z4uKg85FTuCniP+tx9CBo2WZ16q2C0yDbQDWA+gIg6iCpELGL8JTnwmOx9SnI/I/pfEENfV4KPRtWjnNSDOlTEriJQDHGESEj1SwGJpkCrgMBuhlRoTMRgmSA4DONIlqadCOECUTeE+1EyiJI+mlEI0o+TcUXRFDlB0ylRyISluEKFBEpVyJiX0WgqB1FFmGnAZAXBcihRgeh+G9tvYfotzCf/StBd27FmTaeuU2/Sm40ms9VoAcw2i9lmswBWi81stDgAu0BQXkEMu73RQESLxbNqMu7xe3DKAxEBKzSDwPfwxNME8hKG/ZDmfozR34McP0LRf2GVq+F8S623tGY7Uml7Mh9yob/grj/jyn/Sgav+Ujsz1C5OtLKjrczI1eTQR+nhdnm61bW21TXXzk+3tbGV2OBHke6Pgl0fejMf+NJ/DMR/JIiPINRCp0X5+2vga1bZ1nSaOoxmnclksFrMdpsZsOuNJAhIFOKiUS8B0YDZ2rnG1NFp6ezAYZviJiNZtxjlERfJBCUu4RPzCX9fJTY7ktw6Xz60s3pif9f5g9XrDzduOFK94VDtwoHqiW3VgxsahzY19y9k1g4t3HTd7a+/PH/L2fSWmfSm2cLy2mh/nhaR8cHi8kxtXV94pu4fLrqHu/w9OXddcxWCkqawUZkMCJhCwwqDKywl0ZhAwB6ZEzgyHPGo+ZgYlZmwk4m4092V3fuP3XT75x96/IXHnn79yNkrc1v2Ngbn1OJgttpbqzeHB/p3b1y47fD+K8f3fumWC7/74Rt/+vEv3rp83+dTua94vN8UledY+WmMfY4Wn6XFb7LiU5zwNd75iC94XPZ02XCPzi7p7ZwJ5AC7CMMCjHEOVEaIAEppMDmI0ud55RHJ/XXJ/5wY/Cbv+6Y79KSaWaKIAmxLoVAcgbw46GFRr0BSoNVh1DOQw0kRMo7KGCaRlMTKOC7BuNuOeCDMi5N+nPKwrIdhwwQT5/iIJCRYLkfTKb8Yc/NhhooobFymEixVoLgiTHeBeBeClxCsAJI1C9NrY/tt/4Nsx6pVa1Z36jr0Jr3BYjBajGaL0Wo1WW1mm80M2Mw2xO6QaNYnSlGvVwuHU7G4GgwrJMWYAU5vDXcYd8H2hxj0WQL9Loa8TpNvEMTrkONNFH+Hlj7wJ1uJakvrbseb7VClpaQ/ZEPvU573af9VJdPODLWKE+3seCs1/JE60MqMtkvTK+W1K+V1rfxMKz3WTvS3ot0r4Vor0HXVW/wgWHg3kPie5Lwfxac7OqW//4xjlc66xmjpNFkMNqsFtJptFp0e6Oy0G3SQsYM0dRIWPWjogDp1qF7HoYAogOmCL10K+5PeSEXVhiq52cHy5pnyrsXcvo25I0uFkzsLZ/YWz+2vnN/XvP5A7fye2untfce3DRza2rNnXXCguHTXrTe//uLE+SPq4kR201R5aaw0UXC5kIibmGkmtgzF52rujUOZxZHqjoXRsYbWkwuOVFO5kJT0cQGJcvO0wlIKS3t4pisZzyQTcS2u5TV3VGH9Ahvx8/F4z8DY/oMnl3cd7R2YT6S7g7FcXC1kMvViqV6p1rtrvUPNvpnB4fXj42f3HXz9my/++a1ffO/UdZ+LJL7o8T/Oy48T9BMY9XWU+ipKfY0VHuOkB2X3SU6sGhyuNSCrAyizDbdBFEIKFMNRNEUSPEG4SM5PCQmMHEOYi5z7Mcn3tOR/VvA/ychPR6K3e719kC0F22MQ6EHtEmoTEICD7JjVYtd1cijsYig3S8ssz1ASgjkhwufA/TDux8gATvkZJsAJcZyOcnzU5846nQWCTjJ0VGSCIhOWOJXD4y424xLyCJmzkhWQqkJYzk4UbEyvje61Ut3/ozG4ds2qNbrVnSadwWowmY1ms9FiM1psJgtgsgImG2J3yAwfdLrjXn86HEpFIn7JyYAO0mCmOwzJDv1ZEnuchF8g4O/ijh8S2A9R7Ecw8iMI+ieC+k93dCXS1dZ621pvO9Zo+0srcvIqF/obG/zIlW2nhlq58XZmbEUdvBrvb2fHWqWpVtfsStfaq8WplcxIOznQTvS1Ij3tUKMVqF71V/8cyv4mGHpNEK8geHWNkbqmE16lt3cazCarxeIAzIDdZIEMFsRswsxGDw5mvJwLAwi9jrGbWcKKYYZ4XOrpy9aHi8XRZmluuGthrLJltrhtfXbvptyR5dyJHcXTewrn9hbO7K6e3ds4u6v75PLgkS1jh7bUl6bErsSuz1+56bVvDZ7Yk1gcy2wcr2/urw1FfW6QR/XNMLOtL7ytL7y+Gd+/eXbnptnRRnK0Gp/syVVU73A101fJxv1ur8j5JUFhSC3gziUTXZVyd189mY4IHo4Pe/lI1B9RVTUZ8Ie9nnAknNJi+aSWy6S7CrlapdTsqfT213oHewbGBsfnhmf2btn98qNPPr/n8P2+0AOK+2GOfwQnvoKTDzmQhxDiS5z4iKicZ/iixSTozEynDTdbHXYbDGM0JUi8LPESz/EczcmsrHDOAM2lUHoTKn6W9zyuKN9wup9gXQ+L8j1u9xwK52AwBgEeBJBRu4yAConJJI5azZTDrrC0zDACI5CkhOBuiAxCZBghQwQdRskAxYQYJkpSUY6L+n0ZpzODUiqKxzk6pHAxjlJ5SlXomEyrFJG2U1UbXXNQeRDP2+imlWxYyMYnyK6+dlXH6jW6jk6TwWQ2Wj4ui9FsNZoAsxUw2yDALjNcSPHEfcF0KBTxeBmMIqw2ymDkVnXWTZZLDPUsDr2EO17FwB8j+JsQ9o8E+UMIfBOG/iT5VsKlttbbTvW1492tULXlzrf4+N+4yIeBQjs92M6OttKjK9G+lVhfOzvaKk22u2baXTOtwuRKeqyVHGmpg61YXyvS3QrVW4HmR6HSn8Pav3hjr3Lu0wijXbOG+XQHttpoN1jsJofDAMBGC2qyYhYDA5g0mRjNeXriige1spCepy0kbnI70b4edWSy0ByvV6b6K+uGK5umi0vzhd0bi4eWSsd3VE7trJzdXTy1vXJ6e/fp7UMnl4aPbBw7sCE92SSywb0P333Ld7/VfWg5Pj+U3TBaX9tVyNMxL+BhLBneur7k3jesLQ9q1x/cvGNxYrgc6U25hru0YszdnU+M9lZq+VRXUstFI6rfG/e4fBLvFKm+ZnGkv+L3S06/U/C5OdHp5F1e2R/wRcLBuBZLpdRcNlkoZsqVQq1ebjYrPT31/oHu4anukanesT1rN18anrnDF75LEu9lqHtI4gqG3gFD92LEA5JyiyiPm2y8XoeYrKjRCttsKOjAUIJheFGUJVEWeJljRJF3KoLi5WQvw5Ygeg8h3q9IX3fJT8ie+xn+Dklaoqk6jsUwQEEsImKXYFDGUIUmXSzJo5BE4jIr0JSAERJMuB1kEMSDEB7EqShChikmwrERUUgzbMzt0WQpCeMqSmiCmBI4lSHjHB2nyDhFqQKdwsmyjakBVAlEyxa8bCW6LHj1fydr1BtNBvN/l95kNZgdVhCyOlAQcgtSwh9I+IMBxckRJGaHcIuV0pvkazrWAo77KOIFDHqNQF+FwR/B2FsI/ktaeBNGXwftv2GkDwKZttrdTg20tL5WvNnyl1d49W98fCVabacH25nRVnJoJdK7EuttpUbaxYl2ebpVnmqVJldyYyupkVZqpJUYbEX7WuHudqTvaqz7/VDxL4Hsu+7Yc6xr2Whz/91q+hoL2QkgBhAxAbjZQtnMNGDgQGPGTU6VPTNlf68q9Re9PRWfz+3gSEM+LU2MZUenuronG411g42NE9Wl2eruheqhzd0nt3ef2tFzdmf36eW+U0uDJ7ZMHN86cXjT2N71oYaGJpRdD9596/df6tm/NT7bX1jfX+mPpMOWlNusifZ6VNw6Wto+pI4m8CGN70nI3QmpEmZGKvF1Q9Wx7kKzqBWSkVo2Hfd7fBIfdSkhRfay6JHNUzce2VHMqB6vi2U5kRY9vDvgCgV80VAgpkaSKTX7MdmufLVarNfLzWa1t7vWN1QfHGsOTTT6lqqN42rmeqf7Voa5AcfPYcgtNHYbiV7PcbMO1KczwkYLogdQI+CwAwgEUwTL86IkOZ2Kyym7RV4ReafCK25eVjg+QLI1lD7OiY84nV91O+9j2ZsZdjOOFx1gnIQU1OpCITeBeWjKL/BulhRxhMdQnmQInEdwGSa8EBkEsQCE+UkqiuIRmouIUkwQUgQZE6QETUdhPA5TKsnncFJlqThNqjCWgfEUzagYkQLILhvZsGNVC5w1owUrXvqfZNesWt25psOgMxh0Rn2nQd9pMOqMVoMFsjkcVhAGII8oJUPhqNfH4BgKQqjVjplMVIcx8Jk1eyD4IRJ+kYS/h+PfgaEfodhPMOp3jPw2Qr1mB/4Bxd5zR1vxajvV38oMtbT+Vqh2VU5/KKda8XorPdRKDrcTg+1YbyvWe1UdaGVH28XJVmmqVZpqFyeuZkdXMqMryeFWrL8d6W3F+le0gb+FK38N5P5PQPulJ/IgK/Req3N+xqzYcQpwwBYrZrMygIUFjbzDVAryczX/2rKyvuE9tb332I7u+cl4s6KkNLLe9I1M5vpmaj1zfX2bxnq2zfTsXt93cGPfkU39x5eGTm4bPb1t8tTy5LFN04c3zhzcMLZt2pVW8Bi/4/OXb/vBK337tiSmuksz1VKJK4ZtWZc1I9n6Mt6TO2auHN+wLsf2KKayZK0HqO6YOFXX5oe6tkz3N/LxiIf3ibSLozwS55cEv1POePiHzu+5//zB4WZd5nmBZJ207OXdfiUQ8EUjwUQymkolcpn/R7ZWajS6umtd3ZVKd62ru6fS7KtUxqq1LaX6/njqgCAdcKDHQOh6ijyIISMWW6DDQOotkM6KdgKY2Q6DDhTCaFrkeYnjBFF0KorX6w54XX6X7HGKipsTfTQXQZkRlLmelx+Qxbs55kaaXkSQjB3wwlYnYvPiaIClvAztYSkJh2UC5VCMxigMExBcgQgvRAZhIoDifpqJomSQFSKSHGFYFcM1jIiiaBgnYw5KBckcimsMFcUwzYFmESKJUjGcVhGyCBBVG95lgVJmOGtFc/87WX2n/mOvBp3RpDdZ9Ra7GbCbAcjqkGg24vG6BRF1gDBgR80W1GBkVhmS13ScxbFHSccLFPQqgnwXgn+MEb8kuD8wyj9h7Pcdju87wHcF14eRXDvZ08oMtTJDrVj3h0ruQ3eupfa00kMtbbClDrYSfe1E34o2sJIebhcnW+WpVmmqXZ5eKUys5Mbb6dFWbGAl0nc12tPS+lei1fdDuX8Ppd/1aW+FY3eJrroNjbACYwdQs5mwWRmblQNNTgyox5W5enCyKM73um8/M3nPbesuXhg5fXp4YjqSLlI9w4nB2Wr/fPfw5tHRHbMDO9aO7FscPrAwcmTzxLGlmRPL604uzx/dPH9w/eKB9cMLPUIIlzPy8t3X3/nGd4YPb9PGqqXhZFFDhopyOUjkJHslTPWnxHWN8FgMG1CMTQVoBqiemNgV5PqygWbKn43I5WSgoAYyMX8+FffLopPjcj7nl248cmHXplQoxBG0yAgy53RJHq8rGPRFEyEtHU1n1Hw2VSxlu7oK/52y1VKjXKxVcrVGrtJb6hotd89VB8YTmSpCzqLUEkYsk2yfDQ51mNkOM22zMw6YBGHEDjrsDhKlBcEtCgrHSk7Z41J8bpc/4AsHfRGPJ+gRnAGSCeFMAiYnUPIcx1/iuXMMPQGCCcDmRe0KBnpw1EsTAgqLGCxiEI/ADIpTGINiEkK6IMKH0iGMDFJUkOdjBBOl2LDkjDFsDCc1BAujeBAnww4iacNzKBln6RiKqBCqEVgcpmKslGXYjANLWcmMGUmb4bQNTf8vjUHnmg7dx/8/degNOqNJZ7IazDajFTDZHBY74UBFgqFRDLIDkA1AjEZEZ6Cv0Xet1l0ksK9Sjm+R0EsQ9DoM/xQj3qHEf2Wcv8aFH8PYdwHg5yT9Z0+8Fa+30wPtzEA72f+Bt/RRqNpOD64kh1rJoVZquJUaaiUHW9rgSmq4XZxaKU22ilPt8myrPNsuTrfSoyvRgY+ivR+Gay2tpx2rXw0W/xoo/NGd+U1QezmsbsTZKE7RRiNtMtI2M2MzyYjZSwPVGLfQH945l7l4euLRL+566pkjX/na3gu3jC/vyfaPOStNZWSmMDZfndg8ML19cnz75OTuuen989MHF+eObV08sbz+yKaNRxa2HZ3fum+i3BMgRKMQJRbO777/rddmzxxMjRQLDV82DGZ9YEpx5ESg7IO6/HBWsjU8QK/b1vTCDR9e9eJpGU4ruOpE82G+mQ3mo+5CIljJqmrQG/N50z73gfVTI+WswnA8QYuMIImKLHl87lA0ENciyXQ8m0kWCtmuSqH2ccTWy81qsV4u1Eq5SleuUi/W+ss9vflGWPaGaLGmeEaDgZFQJEPJLgsmg7hIkgLPirLIixJD8wzB86ws8E6Bd3o9wYA/4veGfJ5g0BcJR1SfL+gRpADF+xFas9m34vgNAn+EprsBIAQAfgxy4Q4ZhQQUpkBAwlGFIhgIYnGKwAWMcCKkC6H8GB3GyCBFB0UxznJJglAFQSXpIEqGQMyD4F4EC9nRNIBlUUplmASCRHE8QeAxEFNJIc3zKkpE7JRmITJmPGnFk/9LynasXtO5Rte5Rqfr0Os7jSa90WY02YwWm9FqN9kgix0HYAQAQRvgsACI3gB1dlKf0Xd36C+h8FMk9DIBv+SAfoQiv0DJd2j5D4zzHVL4KUK/BoBvoujvBff7nmRbbbbT/e10/0fRxtVEcyU92EqOtFMjrezYSnZ0JT3SSg630iPt0vRKcbpVmG6VZ1dKMyuFqXZ6tBXt/yDc+CBYbKX7Wsn+dqTxt0D1z/78r0K5Z9yBLQgWtsC0wURb9CRgoEF9gLP6WX1XBN09n/vCXTse/fLBLzyy7cFHt33uwe2HTzYXt4Xmt4UGpjzDU/GZ+eLaTd1rtw6tXR6d2zm1sG9u8eD84qENGw5v2nh4w9Lhddv2jS5tq9aaMusyO2PE1IG5+994eenyhfRINleSMgEwqZgyiq3kBLv8UCPGD2jyUJzuDaLDSbEeQEsKUPIgKSeSdKEpD1EI8xk/X4z5y8mY6ndpfl/M5Skm1LjPL5K0SFAyI8i84pG9EV9Ui6RSiWxKy2XTpfL/awm6q72Nru5aqVkpNIrZci5XzhfqhVw1HkqEPaFUOKG6fMVgtJbORRW/AFMsQrAkzXO8KEgsJfCcU5RckqB43IFgMBYOxcOheCScCAWiIV8kGtJC0aTXG/Jzig+m0zb7dgw9z3I7KbJgNYcgKExiCgaysJ2BIcIOcAjEQiDlcNAEg31MFnfiVACjwwgRIKmAJMcEWSWJBE1GUMLjQL122AshIRCJ29CMFUk7iBRGxXEiRBIJB5awwykEj1J0iCDDCKnCeNqBxAFH5BNkV61atXrVmjWrOzrX6DrXdOo6dAadwaQ32gxmq9HycdDazQBoBkCzDbCYAaMF6jQgqzvpz3T0dBouo/AzOPodDH0Fgv4Bw3+JUr8lpd+zzt9Rwi8x9nUQegNG3yHF36DCnz1qS6u3072t9EArPbSSHW5nR1rZ0VZxolUcb+VGVzIjK5mRdnmqVZpuFyZb2fFWeryVHm0nR1qx/g+Clf8K5FvJ3o/SQ39Tuz+I1/8UKX7XFXtAcC7ghGIABMDhxIBYkB/rz64d1MbqnoXh0K6F1JVL6+++f/PF2yePnmwcOdpc3Bid2+rfeDCx+VB2ajE+MhWdXSgsbG4uLA8u7hrbsm9668F1mw8vLh5YWNw9sXG5uWlz7sjhvsmpGO+x+DLkwJa+O1/+5snHHiyM5bUMlfTbsy5b3mlPS0DOi451xWaq8cGk2BOnm3G6HsIaQbQeIhtxqRRi6nGpP+uvJlxdcU8h5k145Xw0mg4n0tFM0B3kCUokaJkRXYI74ArEg/FUPJPW8pl0MZ/tqny86qr09Nb7u6u9jXJ3vdgoZUq5dCGX6UonC4lwIhVOZuLpoOSNuSO5ZF7mnQzOsATDkyyL0wItsCRP04JT8bpdPo/Ln4gltUQ6GlGjETUSToSDsVgkGYulI8FETAkEEaYMIftZ8gxHb0DRHGhPkKQPgyTUzsIOErTjgI2GQMphJ2GExBkM43FKRnAnSvpRKoSSQZIKSFJEUWIEEcawIIJ57LDPjkTtiGpFVBuq2ZCkFUqCWAKh4giRsqGaHdJgPIISfhIPUmiUgOIcEPQ5gp8ku7pj9aqONas7O9fodB2duo5Og05v0huteovVYPl40gAw2WxGq81osZiMZoPBvkaPX9PBf2rNgM5yGYGfwbFXEORlB/BT0co/NQAAIABJREFUgvw1zv6GEN9lnO9S0q8J7k0YfQvG/si5f4Ew/4gxf/Yn2mqtnR5sZUbb2dF2YbRVHPvvWe/8eCs/3i6Mt0uT7cJkKzu6khxaSQ6vpIZamaFWarCl9q5ozVam/2pu6P1M939olVdZ3w06x34Aa0KIYAeTXqW3FNy/b/wLnztxz+Vdn7209Z5b1t9108yZY93nzw/deOv00dP9hw419uwqrN8S3XwwvfdUZceh0tpNsfHZ0MxabWahOLulsbjct7itf3ZpYGyhMbu+vHF9as/2/A0XpmZnVcll9GWQ7Ih29iufv/y9bw1sGkyomOYHCx40I8FuRJ/1c0vTfVsnu0fKscXh4sJA/sCG4dFSpBZzDhWijbizR1UqESnnY3MBPh8Sc1F/QdUyUS0TzfhkL4vTAs3LnOyRvQFPMB5Wk1o2kyzk0qVyrlIvNz+O2J5aX7PSUy83a6V6KVvOpwr5VCEVT8eDcS2czCZyaljToqmgNyzQoktwS7Tk5GWRFUVe9nqCsuSWJbfHE3QpPpfTGw7F47Hkx2RDwVg4qsbiyVg4rnqCYYKvoPgBgT3Gk6MQqEFwCIEl0MIidgaCSDtAADbKYedJgsRIHGUwlMMpJ0y6ECqAkCGMDFFUSOAjEh/BsBCChyDEa4f+L1l3/R3Vtf8N/Pa2QGTkzHEddz3j7jOZibsnQHC34u4EAgkQCFKgUKT31l1wp260QAjWIsWlDiQzzw+53/s8/T5r7XX+gtfa670/n8/Z24bQPogJQJQPZZwo5YFxP0z5YSYA0yGU9uGUnaYtFG0W0hYlYTHCxjhuaBSxfw8GmdkZ/TIz+mVlZWT1kuVmcwAOX8ABQJ7gv2ohHgjyAIDHBThcLJMrfi7b8Ex2/2xoE47vEzLHKeooCp+XSK9JVFcY5TWJ9mep7ppEc46RnKVEjzSWW0rDlwR1QaL4i/X3eIt6AuXpQHU6UpeO1aei9alIfTrakI42pOP9U/H+3eG67mDN00B1T6QulVOfyqnujpSnAhU94ap0orY7XnPHk/up0tyWjY7MwEr4tA0X68WyiM80ZlzB+o1j33l32auvzN6xZczOTSNe3T6hbVnN3FkF6zcM7dg8YtOGkfNnFYwe552+KHfB8qI5i/NmL0xOnBwYPsY1ZLSvdpC7YbCvqs7W2OQdNDQ8Ylho9CDvjInxtpaGpv4OmwVi3RgblE9et3DPmU/Hr5zp9yuiHkXALNFRgBzOilhVI2ryh5THaxKuQWXRppLIvHFNjQXhmri3PhEocBoiRknYJPbrhU417WeVBeFQxOUPOQNBZ8Co1skYsVqm1qv0rM5sZx1epz/oj4SD8Vg4mYzl95Itzivt9ZqfU5gXL0hEcqOBWMQX8bsCfoc/HsjJj+XnBHOcFpdKqmZ1ZpfFrZPrNDK1xWDWqvUW1iaTqihSJJep9Tq29+Dldvl9npDb5Xc6fU6H1+0MeN1+l9lul2lySeEcpXqqTJzAIBtBmAlSjSNyCpfguARDhQhEQ6CYIoWUiCIlFCVnRFpKbKTEVkpspyVOkdQhltokYgsttBGMDSXNCOmAaT/IhGDKhxJmHGMR3AVSfogKIlQQYdyMyCwmjELMIqKsalxfjGpHUdrJhPx/kc3q9x+y2f8ly+fwgGw+yP0PWQSAIR4o4PCB7GxBNgfP5IqfzbQ8yxmcDb2A4/tEzEmaPoYh56Wy6zLNFUb5o1B1Tay5IdVdEam6KMkjteW+iv2OYb7CsBty3Z+WcMpVkHaVpQLV3dG67lhdKlafjten43U9keruYGV3oCoVqEkFa1KhmnSkOuUr6XbkpTzF6XBFKlx6mw2fEGnX89GhzwF5HDooMQXtUY/dbzEr80qtS1qGbNw0dlPHiB0dY3dtmLBjw4TW5QOGD/MsmF/60vbxG9YOGlinHTfeN3ludPainHmL8xYuKpg2zb9geUFzW/mMuTkTZ0QnTo3Nm180bUp8zDDvyEbnuCbP0rmlpUVKtxWOR5QWK9UwunLX5/s63t5ZXpXjsKtkUkRCC2xqOmqWlgYNJX5NechQFjIU+TQJu6wkoK8Imoqc+qBOHDbJYlZV0mX0GpQhmzk3EPPbfQGn32NzahUqKSNRyzQGtcmstzjMTp8rEPRHIqF4LJLIiebmxvL/GwyKckvz4gX5OQXJaG7EH434o2FfJBaI5QQTYU/YZrBpZFqtUu+1e90Wt0ltUkkUNpPFylotrNWgZ0VCGU2JVUqd0+E1s3aT0epy+jzeoMvtd7sDXmfA6/J77G6TTOMC8bEy5SAR40BBCyN0iKVaklBRpJQgRAjMwCAJgTSG0aQQJyQ4qaCFekZkIhiWFNtpqYuW2CmRlWZYSmhFKStKOVDaA9MBkArClAfF9DiqQXALSPogMoiSfkLiEkvNEtIkx+xaXBfGlWMp0xRcPQVi/lcw6NevX0ZmRiafyxPwwd7qLJ/D/3/JwnwI5AoEHD6YxQGzOWhGNvNcP9tz2cM40CYC3ytkTtL0cQI7J5Fek6ov04pLtPxHofJnifa6VHuZUfyqtf+qdVwSyT/H0O8Y4X2trccYSVnze7zlTwNVqXB1KlSRCpamA0UpV27KmUjbc9P2/LQjP2XP7bbFnxhDT7WBPw3+hwb3T2LjN6jiM41tjUSd7IsEaUPYEomFy8LRAovTHM21ldW6CkoUw4a6164Y/tLG6Qtn1c6YUtDSXNO8oGLKmPDwenZAhWboEMeEGbHJs8NjxjknTnAvXVbYsa3/yrVlCxclFywrWNVev3JV5YwpwfGDncOqLM8PCrTOKq/PVw+r9s4cX1Vf7osnTc1bWpa1N0fDNqkQlIogl1lRmxuIsZKERZRrk5b49P0LvBMGFBUFDFGLMMzSXhXmVOIegyxg0Tg1cptKleMNRb1Rn93vd/idZrtappAKJSqpWq82mLSs1Whz270BXzgazolHk7FwMieal5coKsgtKS2qLMovy40X5CcKc6O5vV7DvkjQHXJb3Fa9ldWwJrXJarB5rB6bweYwOYwqo0Glc7A2q8lqs9itZoeZtbucvoA/4veF7Ta30Wix291Ot9/t9Qc94YAr4LG7jQqtnC/IZ5gkSRhQyEjTVpFYR1FqkpTjpBCGGAiiIIRCCQJncFyCEQpaqGOERpw24kILKXGQYjvOWAmGJRgWpcwo7YRJN0h6YToAkw4Y0ZKYmiBNCOmECR9B+8Rqv1BsFZEWPcomccUIUj4VVU4EmfEC/H+TzfgfspAA5vXeI9IbDP6HLMgVANmAgAMIsjhgJgfpm0k929f5HGcUF95M4HuFwpM0fZLEf2CE16WaS7TiPCm9SMtuiDW35YYfGdWvOudjNnBLZvwGoz4lyGsK/VO9r8cc63EVdLvyfzfH/rTEnlhjv+t9j+S2X6SWXyTmRxLzIwl7V2y4LTHckbO/69y/qBw35aYbOuddZ/znnPJ1ensBqY2aIhFXfjhc4o3leRPxirqi+kHxwROiY6ckRo6OjB0XnzatYP3awS9uGLp+WWNTuXFco2veuLyihKxpqHvwMMvw4aYVK0o2bBnQuq5q8dK8lpbKzS8MX98xcO706IzhzoUjIwuGx3csHrK3Y+obzWPaJ9e1zx28eOqA4kJH/6HVFTUlaiVFoVlqEeTRiwt9phgrixslOXph0iQemOdtzPUWenRRkzBmYuJWcV1hqK4sryQZy/G6gzZnwh8PukJem89n99uMNoVYKmXECrFCp9SyOtZmtLvtHr831LvLxsLJRCy/l2xRfllBbkluTmF+ojAZyw37IkFPMOAOuq0em8FmN9ptBptVb7Ub7U7WaTfafXafw+TQyjQWPWsxmC0mi93udrv8Pl8o4I8EA9FgIOp2+a0Wp9nssDvdIX805Is4LQ6jQkcJIC0K20lCh2IaHNdSpJoiVQQhR3EhBNKggEYQAiVwTIjiEhiT4qSKEhpIoYkUmUmxFRNaMcaC0SxO6XGaRWgnRLkg0omQLggzQ4iRwPQixkwQFhR34pRbInWLKIsSMwURzTBCPhMWTefSU3jkZJD+/yoGGRmZGb3dBN5/u1//JQvxQLD3JhwOAGRyoCwO2jeD/mdf/3O8SdnIVpzYKxSdZJhTNPE9TV+Xqi4zik5S3MVIrolV9xSmH4XqBxpHyhb7Tes+R0i/wKgukfw3vaPbHHxqjd1XOy8RimtiwyVK3YnILmOqq6TuGq3/WWS6I7XcVzsfsYG/XHk9/tKnztzuQOHjWMWfsZqf82rWGOy1ak++uyQWroon6zy55c688pziiqbhtbOWDW7bPK557aDnF+Q1r++/efvYzetHtC2oHT/QOXdMZMn4/KIQk4wSA2qVs6eHjxxfsW33qEXLCpcsLezYMHDjhkFzJ4eWjgu+OKvig5Wjj22edf7NNTff33hu19LtU+q2TG9YMqq6rixa31RZM6opVFtijXp0OpFFQ4YdsrhNWuRUlbnkuWYqYRUV+XRlQXOp3xjS0xGLZHRT1ezpUxpragZWV9WXluUEo16bx8m6PFavVW+VUmIxyciFUq1czepMNpPNaXV7PcFwMBaLJOLhZDySm4wX5CWK8pPF+cniRLwgN56fE06EvKGA2+9z+lwWj8vscrJOh8lhM9jsBpuLdXmsnoAz4La49QqdWWditUZWz1osDrvd4/EEfd6Qzxv2ecMeT9DrCTnsbtZksZgcFqvLwlpNCj0lQHA+T45jLEnpGVqEw1ICVZCEAsMkCEJDIAmjOEqhqBDBpDAqRXA5KdRRQgMlYnGhGReaCZENpQwYqaFFFoR0QrQTpuwwZoEwA4TbUMJCEXoaN2K4FSFtNGaSoXonqq0ndJMQ+TQ+NZNDzOTRz0Oiv5Pt2y8jIyOzXwYnK7u3lcDN5gEcAOaBqADpTbEgVwBk87nZfAEHADM56HN9hf/sE+4LTM1GduDEAZr5jGY+ZajvaPqaVHVVrO4kxZ2M5IpIcVfJXhNrbyksKWu8m41cE+u+RqnvKeEdpfGx3v2bxnldrPlRqLqlst1UOu4bg3+587p9xU+DZT2R8nS0Ih2vTSca0vGG7kDVk2BxKl71NFr7e7zuakFDq87VZAwXBipj8bpobqM/r95d0BjKb8wtrh46rnHd9pmrt41t3jxkxdZBm3aN3fzChLbm/vMnxZsnJ55vtA0pUo8bYFm9tHDPjpE/nH/p7Y8Xz5qZWLygsK21umVx4fyRztcW13+xcVrn7qU/vt1+68PNj95/oXPbwldn1L88vbZtVPmQqpzq/mVNc5+f/MK6VW++WjakXm9iAi5ZYdiU61IUe6VJG5XnklXluetKogPK4nlubXXCM/v5MWNHjhjU2JgfDSf8gbA74DK7esladFYxKRISjJSRaGQao8ZoMVgcZqfH6QsHovFoMh5JxiLJZDw/L1FYkCzOTxTFw8lEJDceTgR9IZ/L53F4XFa32+L+D1mj3cE6XBa3z+EPukMBu9+qZVmtUaNU6DRqs9lqtTqcNrvL7vQ43R6Xz+3yud3eQDDkdrqNelat1ZtMFp1Ch4MYyOESEKClSL2QZhBQjCESDJGhiBhFaRghYAxDSRRlEEwKY3IIlZGMhmS0pMiEM2ZCZMGEFpQyYIRCIjERtAOhnDBpQxGWwEwIZUUJG0noGUKPI0YUN4lgnR5WlRC6cZh6ikAyA2Bmc4lZfHIa+Pcs29tK6CXL4/D/M3wogHunC3AIw0AUA1EEgHjZfH4WIOiXhT7bR/jPvuFM/jQespsgDlPkZyTzOcN8RwkvCxU3ZLrzpKSTll4WKe+pzD9L9T+J9E+tsbQt54HW8R3GfIHhP0lUvyktdyX6m2LdH6w/7SlI+0rT4ap0vCadqEvnNqbzGtN5jan8AemCpnRu/55IRU+sNBWr6o7V/5bbcLGwcbnW02iNF0aqksnGnIKmcEFTIH9AML8xkt+QW145af6QpetHzW8bvOqFYTtenbpt++SVy/svn128YkbezKGeiVXGOcO9G1sr97835/MvNmzfNXHOtOSCacm2BUXbFlW8s3zgty/OvPLv5dffWXdr39Y7e7fdfLW9c+uid2cNeGF4/oaxZQtGlpUWBpJVeVPaFv/rm8/W7fswt3+JxSYJulQxt6oiaqhLmJsKfU2l0UFVeaMaSyvirrrCyIQRg4cM6D904IDccNBvs/ntPrvR7jA5PFYPq2XFlEhIMBJarJSqDGqjxWC1sw63zRP2R/NyC3NiubFoIpGTl58sKkwW58UL4qFELJwMh+J+T9Dr9LptbqfZ6Ta7e8OAzWS3sXanxeV1+AKuYMgZ8lhcFr1RKZWq5HLWoLewOq/DmBNxlRZEiwuiibjP67V5vM6gP+Rxua1Ws9lslUvVCIQBXA4G8qUEJkERIQiJEVSCIhIMIWEIhyAcwTCUJHARhktRXAGjcpJWU0ItwRhRisWFFoxhYdKA4jKRUE3SZoRwwJgVQ0wUYYJJE4qbCVxPE1ohbqRQnQJUB2HlEEo7BZHNgMWzBcxcDjGHR8zmkn8jm9kvs7eDwOcCAj4IAhAIQDAAYwIEFSAYiPbapRACBzGIA/L7ZCLP9ZX8s1+sH2+uAP8XRR6myS9o5htGeFoo/J4S3lAaLtHyTkp6iVHcVZjuKNkrQu3vlnC3M/mXOXyRVn6G4p1C6W2J7oHMfE/CPjYEuh156WBlOlqTTtSl8hpT+QPTBQPThQNThYNSRYPSBQNS8ep0vCoVr32a2/+3ov5dRfXLTb6BzvyiSE0i0ZBbPCynbGSkeFikaEi8aHC8pLF0YPXclWNbN0/a8crcnf+a275+9PLmuqUzC9ctqly/qHJKg2XaAPuUwa65Y4Lty6pbFlc0zylcPbtwz+LaQ22jTm+Zdfnl5uvvtN/4aPPdIzsfHd1z852N115f/dm6GesHJJbVBFrHlFTHTRaDqP/w2lVv7dpz/uyKD96O1xYEgob60nBx1FyRdDUURyuizkK3vjrqLvLZo3bDgIqSgmgkx+9PBv0Bu9NjdVv0VovO6mAdRrVBRAp7ycpFCp1Sb9Zb7KzDZXX7PaFEPC8eTcajyUQ8ryBZVJAo6iUbDeaE/VGf0+exu9xWl5N1ukxOu9Fu0VkseqvVYLUZbHaTw8k6XRaPy+p2WuwauULJMAmfY9KwujWLJ+/asOCtXSve2rN856YFS2ePLssN+T2egM/jtlutJlYqksEQDPB5QgyR4igDChgQokCIEAhQPk/A5aAgiKMYhpIEIcZxKYbLUFyGkXKSUWOUFiENGM1itAki9CiupCglSetR0gohLIrqMNKIUCyKsyhmIBGNBNWIYBULyKow5URSPhMWzQHFMwFqPg+fyyVnZRN/I5udyeVxAIAn6P3TC+ACABcA/6dQgIEoAWEkjJMIQcEkDZJwFh/tkyH/Z9/CDGAJTL7OkIcY4kuG/p5hfhCLPsXwqwr9TyJVJyU5T0muiTU/q4w/SnWPjJ6nzkSPNXFHZvkCxr+l6BsS9R8a5wOptdscS/tKe8LV3ZHqVLw2lWxM5Q1M5TelCpt6CptSRYPThU098epUojadV/84r/6Pwv5XCxraLaHhzsLSUG0sWptTMCSndEy0bHS0ZFSsZERO+YhkVf+msQNbN0zZumPauvXj21aPWLmiYeao8OyRkWmDvVPrbRMr2XHllnEVpskN1nmjgtMHO9dPzT+6eszZLXMv726++lrbzY8239z/4r1Dux8dffnegZ339m+7/m7HW3OGzCi0zO0fro7ptWJBYXFoesvsjn3v/PvMD23vv1c/blhVTX4kyNpYmd+uCVrkLjUZZpVhs86jVwRtRr+FNcikGrHQxbJuq9OsZVmNyaI36xQaGqNojJLQYoVYqVXozHqzw+z0O/0+dyAcisciiV6yuTkFubH8RCQ3GohH/NGwN+xz+t02j9vqdrJOh8FuM9gsOotVb7XqrRadxaqz2PRWi9FuY11Os8Ou1w+tzt+zbv6n773w3d5tp/dvPnNkU9fJrRc/233u+MtvbV02qC7X5zA6zVZWZxDSJAwJQJ5AiCByHJVAoAiGKRAGONmcjH58ThYCgRiCYRiJYgyGiwlciuISlJAStBIj1SipRykjSpkgQk+QBhxX4oQCxfUIasRwHYprcYJFCSOMGnBILQKlCkjmF4hH47KZODMPFs7niWfxqPkAPpuDT8tA/kaWm83775isgPefYxbEAyEeBPNhDERJGCdhgoAwCsJpkCC5ENYnQ/NMv9pMcCWCv8Vghxj8CyF1hmEuyOWf4cRFseqaWNPJyM7QkrO0tFOiuChR39dYn9pjKVvyL23gLCb5GiN/lmkf6zwPZLan9pyUr/RJoOJJsCIVrU7H69LJAencgan8gT0FTanCwemCgT3x6lSyLpVb/yRZ9yR/wM8FDS/YQ8NdeaXh6lioOie3KV46JlY2tpdsonJ4ompIbmX18zOb2tePfOGFSdtenP78uNjwMtPoEtv4CteMOt+cBu/8AYEZDZ7pVY5x+ZpFTd69baPO7Vx08dXWq+923Px4y+392+/u2/Fw366HB3Y/PPLy74f33Hq74715Q5bUhZeOKh9Rl9Ar0XDEMmXW6KUdzWvee+3f35/pOHhg6JKZ0cqkw2MIOjVhm9qspG16mUUrtWglLlaTFwlG/B6dUm416B2sxaDW65Rao9agU2oZnKYxSkyJlBKFXqVjdazD7PA5/X5PMBrOyYnlxiKJnFhuIpqbCCdiwXjYFwl5wwF30Of0ex0+l8XtYB0Ok8NutPd6tRmsVr3VYbA7TQ4ba7Wzdg9rnTSkZv+/Wr78oO2r91Z9+UHLt/vbzh5Z13l8Q+eJzV2nXrz0+e4jb6+aPLzMbdErZRKKQFCBAOHwSQEgxzENRcowjARhgMPlc7MBHhcCIRQlMJxGUQZFhTguhjERRshwSoVRKpzWYrQRwvUQocdJE46rMFQKIwoMN+CkHkM1BGogSQOG6QlEJYZEWkBYiEinkbJ5BDUfZhZwRPN4wjkAPp2DT+oH/Y0sj/N/J7shHghyAZALQDwBAkAYiOAQSiE4jRAkhFEQRgkwmgfRGVnWZ7OGZsLtKP42jRxmsM9E5BmR8Ee58jQlPEtJr8l05xjpWZH8e1ryNSn8hmSuSFR/2IIpd27amrwhYb9HmVsq42O995HS2e3KSwXKegKVPaHKVLgyHa1JJxvTeQPT+QPThYPShYPT+U2peE0qp7YnUdOdqHtaMPhGYcMuZ3CkK6c4VB4LVMQT/eMlI8PFo4OFwyKFg6PF/WNlA2PFtcPHN+1+ecE7by9fsXLIhNHRCTWuabW++YNylwzOWzo4vqgpOK+/f2a5Y1mD/+OVY87tWfrj661XP9j084Htd47svHNw5919L/1yYPcvh3Y/OLjz3vtbvlo7fcvgvPahRUd2r9n7yuayXJ/LoRw1umFu84xpqxc3v7Z7+5enNnx5fM4rOyrGDXWHHA6zzm016zVKh9WkVkhNeo3DZnE67azZrFWo7TpWp9CopCqtQqtTaoUEw+CMiBQpxAqDWtdbNLCzDrfD21vqioZzYpFEPJKIh3Ii/mjQEwp5wx6712P3+px+p8VlM9rsBpvVYLMYrBaD1WqwWg1Wl8nhMjkcrMVlMg4qy3vvxWWfvrnsk9fnf/7mwq8+WPrDgVVdR9adP9px/mjHxZObL57cfPmTrV/u3TBzfKVOQRCQgAAEGI+D8XlyAtcylEEiEmGoiCQwCAR4fAiEEARHMRpBGRimYYSBEBFGKFBCgVJKglFjlA7CdBChx0gjSepQWIoiUgzTYJgeRzQ4qqEJDYWqSEQmBhk7jxpAKGeR8vkEPR+kF2Yzi3iimTxiSjY2MQP+G9neSCDgQwBPAPIAiMeH+ADEBxABiEEwAaM0ggtRgoExEkJwEKGyBaKMbNc/s8ZloRtw7B0KOcxgpxjsjFh4Vaq8KJJ/T4qvKvSdQmmnWNElVnzLSE7g+CkMv65nH3ty0r6iP0zh87j8htr4u9Hzq9adcuf3eErS/sp0sCIVLk/FqlLJulReQyq/MfWfXXZQOlGfitX25FSmEnVPCobcLGg4Gshb7MmrCpTkBMvi8fp40bBw0fBA/qBQbmMwpzpSWB8prK8fNHDXrpYdL86dPbd6TevwVVPKFw4KTK2yTyqxjy+xjis2TK+wtA6K7m0Ze+GVFT+9tvLmu+tu7d187/DO+0d23zu0+97B3Q8Pv/zgwM5b72/+8bW2LzfM3TKstKUp/9sPd9y/9Pm6ZbP8FvWAuvznZ4wePn3c6AWTF+5cv+nToy93nVt//OjQlub8kUPyBjYa/D57OKpzuc0Bvzc/6SxIstGIIxi2WBwqmUZKSxVipUauZXAhhTJiSqKUKLQKjVFj6G3buuwerycQ8IWD/kgoGIuG4tFALOyL9H59Tr/H7nVZ3Q6z02qwWfQW8/+zrAab3WC36212gynXb9m0dMzxfzcf37PwxJ75n7256LuPWzoPtp0/vPb8oTVdR9svnlh/4fiGrmObL5/a9vW+jpkjy+QkHwM4EJ8DcjgKitSLGDVFKBlKIaQwEBDw+JAAhmECRWkYZQQwJYApCBUjmBzGFSipJBg1QqhBRAsTBoTU47gWgaQEKsMxFYayKKyDEBmByCWogoZFUj6dBETjSdVsQjYPpecC2GIesYhHTePiz2diE/sh/5sswBMAfAHAAwQ8PsgDIL4A4gtggQCDYArBRDglwSkhjJMQjPIhOosv7Zvt+ydnCh/ZQmAfkOhxhjzBED+IRVclyh/FygsixU8SzTWl4TtK1CVTnZMovhaKD2PY54zoqsr8uznU7Uz8JNVfVRh/Y/2/6/0pR/KpNZHyFKeDFalwRU+svCdRk0rWp/L6p/KbUvlN6byBqZyGVLQmFa9O5zY+zW16mFPbGSx8KVTV5C0rDFZGchpChU3hgsGhZFMot78/pyaSWxtKVucVl0+fMXLCmOK2thGrVw2fNyJnUqVlRKF2TIFpdCHV1il8AAAgAElEQVQ7Jt8wt9Lx3tLhV15vvfZm2/W3V9/+sOP+/i0PDu98dHTPg8O77xzadfvgS7c+3nrjrfU/vbXmxzfbX5kxeGFj4tzhVx7fOffd8Y+q8oLFCefIUQ2l9WXlA8tHzRk3aW3Lsnfeajt8dPobb0/cs2fU5g0Dm5c2zJ9XM2t21fQZ9XPmNCxZOKB58cCZM5zhqFKuYUiRkBQpxEoGF5IIKabECrFcI1cb1HpWx9pMNrfdG/SFfe6A3xMMesMhXzjgDgbcwd5U4LF73TaPzWS3Gq1mvdmkZVmdxaQzG7Umg9Zk1lsseqtVb3YZjaNqk+9snnp095zDL805unv+Z28s+X5v69mDq88eWt15ZO35Y+1dxzsunNh44cTmCye2XPlkxw8HX5g5olhK8gA+l8/NZhCBisIkMChEYBGGYQI+xONCIAzDOILSEEILYFoA0xAiAWEJjMpRQoFTShiVQ6gaIfQwpkVQNQxJcURM4QoC06GoFkFkGCKR4TIxKFTyqBpcNotSzMMlcyFyHhdZyicX8sjJ2cTEDGJCP+xvZDUKTe/DZXwuj8/jA1wByAVBngAWCHAIphBMiJESnBIiOAFCGA+ks3iKPrxIH2AmBG3D4Y/wXrLkd4zwhkL7k1j1k1TdxSh+1prPixVfUcJzMmWnVPmlUHIQQb9A6fOk7K7efk/vuq4w/2HyPzaEus2xp5ZI2pWX9pf1hCq6I6U98ap0sj6dOyCd35TOb0rn9k/F61KR6nS8Pp07sCc54Ldo5WVf8p1k/9Gu8jJ/dSwxIFgwIJjXP5jTP5jT4Mup8ccqg9HSSCwvEXcPHxhdvXL4ojnVE+vdc0fljm/wjCk0jS00jc0zbBxXcmZP86331998r/3Wxxtu73/h/sEXHx7e+ejI7nsHdtzat+32/u3X3+m4/sbaa2+uufRq25sLRry7ds4fV7/54/aFn7u+XjxzTNSrratOFpTlRPP8tUOqS4c3Vk0eWzFjcsGM6Y2rWkds2DBx65aJ27aM3bJ59PoNI1avHbhyRc3CuYXDhlpcXpVSQ5NCDCaEhIjBGRIhhAQjF8l6yZq0RovB3Fuo8jl8flfA7wz0bqtum8dldbttHrfN4zA7LQYLqzNpFRq5WC4RyRRyhVaj1WoNJp2Z1ZnMBkPEaWmePGD/9pnHds04uHPGkd1zP39jyXcfrjh7YHXnkfbOo+u7jm24eGLThRMbL5zYdPHUtounXrzyyY4vP2xvKHajgkyAl4nws0QoIEZAIQIrRWIKQUAeB4ZABMUhlAJgCoBoAcwIIBEAiiBEiuIyBJOAsBgllCihRTAdDKsggRiBRCQqoTA5iqkwSIljEgkmVgiEdpAaJpTNo0TzUGYOH1/Ew5fxqfk8akIWOTaTGpPx9yJXU2MTBqK8LC7A5fU+piPgCUA+iIAgDiEkgtIozmAEhaAECBM8mObwFH04BRnAIgR+EQffI+FDDPqpkPoSJ35WG24pjD9K1GfEik6J8o7BepoUfk2LzspUF+Sar0jhJwTVKVdflWjuKc1XZLqHWke3MfTEGHlqjqYduSl3UY+3uCdQnIqVpxO1qdzGnrwBqfyB6WRjKlbdE6lKxerTyf6pZP9fo+U/epNHE43TnMW1vsqS5KBkYZM/tz4QqwvFagI5NYFYhS9UGAjnFCZ8w2p8s8cXLZlaPqHOOWds7oJJRVOrnRMKDTOrnfvbJlx7d92tDzfd27/l3qHtt/dvuX9w28OD2+9+vPX62x23Ptj883sbr7zS+tO/W8/vWHqwZeLL80fe++Fo+vdrjx9dv/vTudd2rC+IsDVlkbr6ovzCUGVNfkFVgSPuY6MeedBjKspz1VUGBw+MjRoeHTUsPGSwu76GLS5Uh4NSk1EkkclkCiEtQkAUhzAKpQgYFxJM7y6rV+kMar1Zz1qNFjtrd1pcLpvbbfM4LS4767CZ7FajzWayO8xOm8lu1puVEgWJkSiMwQiM4ohILFartAaN3qzVsGppZcK1q3XSoZdmHt4x5eCO6Ud3z/v0tcXfvL/i7IE15492nD+2vvPY+q7jHRdPbLh0fNPFE1svnNh68cSWK5+8+OaWWT4TCXGeA7mZJAIyMEiBfBlNYTAM8ngIDMMoDsIEAJF8kBLADF8gFEBiGJUiuBRChSAixEklSmhgVCsAVTCkQCAxBosIVIqgKhRWEbBUikkMmCgPo59nRPNxZi5EzeHhSwB6CY+cw6PGZOIjM4iRGX8vcrU0r4qF4hJazMvkCLiC3mgLCSAEhHAIIWGUQjASRjEQwvkQwUVoDqDsw6nigCsxdDsOvk0IDtLwZyLycxK/IFM+0jvuKi0/yXTfk6LrSsNtjfkrjP5KLOmSqX6Sa78hmNNCyW2F8bZYd46RXVcYnrKhJ6ZIjy0n7cjvceT3uAtSvsJ0qDQVrerJqX2arO/JbUwnG1LR6u5IdSpW3xOt685p/C1acctfeDbZv91bNiRQWZM7pLxwWDi3wR+rDefUB3NqAtEyX6jA6wtX5IcHF9nHlDuer/eNKDKNqXW1L+w/vyk8ucjYMabozO4lN9/vuL1368Nje+4f3XVn/9bbH2+8+e66n15ddfnlFddeX/3jq6suvbziwvZlZ7csfnPuiFdWzvj15zO/Pbp681rn158c+tf29vw4W1Hq6z+gqL6haMDAspq6Em/EY/bbVXajmFXLLBqV26ryOrU+l8JpY4w6Sq0kpRJGIhKKRQqFQi6VExiBQ5iQYIQ4I6ZEcrFMI1frlFqDWs/qTBaD2Way2kx2q9FuZx121mE12iwGK6szm/UWq9FqNlhUMhWOEr01dQgGQRhEUEwiFHtt5imjBg4qC08ZmHh745QD26ce3P784V2zTvx74RdvLvvuw5VnD6zpPLK+63jHhVMbLpzsuHBiw8VjGy4c29x1YsvFU1sun9p86eTWF1tGmWQAmPUcDIIYCDKQgAD5fB4X4PFhCAYhFBBgfAHBhygAFvIFDAiLQUQMYyIBTIGoECPkCK4CERUAqmBYjUAyFBKSmBhDFSisIgUyGhIbYbqWEM6ihPMRajYfnweQSwT0Qi45k0ON6keM6EeNzKD+Rnbdmo1zZs2vr+1PICQ3k8vN4nI5fJAPYhCCwwgBoySMYgIYBUCUD5E8hOaAqj68Og7YDMNbMPgtAjlIoqco/BMh+QVF3dKY/zL5/jR4bsoMXaTsocFxVW38jKS/okSdYkWXTPUVQf9AS36Uas5K5OdE8gda1xNzLOUq6HEUdTsKelwFKU9R2l+aDlWmYrU9yfpUsj6VU9cdrOyJ1PRenpxK9P89VP5LsOx2sv/eSO1Ed2F1tKEqMTiRaPQnGgI5DcGc6kC41OvPc3sC1fnhUcXu8cXOYfmmUbnGccXWyfW+iWXWhTXegy0Trr+x5v7+LQ+O7H5w9OW7B3bc+WjztTdXX9i1tGvHoks7l1zcufjstvnfb5n3/eb5nTuWH9m4+Ozx9x7eufzg/rWHD26c+/7LY0feq64JR+OGsopwTX1+bWNBaVkiFPc7Qy6rx6Yza9V6lVKrEquUIrVCqJEJ1TKJSqrRqhQKmVqrMrEmg14vl8hEJCOmhHKxTCGWykXS3l3WqDGY9azFYLYaLRaD1ay3WI22Xq9mvYXVmVmdyaQ1auVqGqdhEAG4AI8LCASQAIQhECYhuDDkenNL8yvtUzpm1769buz7G8ce2z3zs9cXf/bGkq/faf72g5bv97Z1Hll38cSGiyc3Xjq54eKJjgsn1l84ubHzxKYLn2y5cGrz5U+2Xjz54poFA9VCLpDVD+MJxAiCC7g8XgbA58MQAkGoQIACAowPUQAsEkBCEBbBiAhBGQDEQUSI4goYUwoguQBSQrAGgRQoLCIQIYHKCERBCxQ0IDHxyUGEdC4lnQdTM3nYIpBeIqAX8OipWdTwPsTIDGpU5t/HYlpb169e3dG8rLWirEan1Jt0JqVchcMYzINwCCNgnABRTIDAfBDhwRQPZbJB1bO8Gg40kwu0CpDXCHIviR0l8E8Y8jiBnRZK7+ns3ZZAt9l/W266Itb+avNfUxi/xoWfoOQXJPMFJTyOE6dw8jNa+CXO3FJbu125aV9Zj6e8x1OS8pb0uEt6PKU9gYqecHVPtKYnUtMdru4JVqeitT3R6nSiMZ3T+Ke/7K9A5cNozQ+J2qX2nDp3aWW4IS9W74/X++J1nnC5J1Dkdue4HL4BxYnJNdExhfbBcf3opHF8gXlsMTu53PrS5OpzO5bc/2jLr8d2Pzr+8t0DO259sPnWO+uvvbKy66XFl3Yu6Xpx3jfrp37ePuXLjhnfb114Zs+qr9/e9ujG+bt3rt27e+2PX+/cu3vj9A+fjJlYG4xoigo8JaXRnAJ/MGR3u00Wu15nUKnUcplcJpHJGImClohFcrFYJpKIGaVIqBKKtFK5Wik3GvQqhUJMMwxBkihGYbiYZnpLs0aNoRelUWMwaU1Gjcmk/e9iWZ3ZpDVpFRoGp1EIhUFEwAc5HB6fC4J8GAQEKMAtDlm3r5hwaOe8l1c0vd429INN4z9/Y8lXby3/6q2lX7297Jv3l3//8arOQ2sunOi4dHLDlU82XjrZcfHk+ounOrpObuo6uanr1KYLJ1+4dHLb6cMbFk6qVBLZBDdTCAtQIBvgZQA8PgphCIwBfBgAUACkAIgBIBqEGQQRgiAOABiESBBMCaMKAJICsAJCNTCsRiApImBwWIQjEhKSi3hiD48aTSpmU/JZIDkLwBfBwkUAOYdLTcogh/YhR2bQozL/PmOwbMXattUb1qzZuHzpqqmTpk+dOG3ShMmDBw6xGq0wH0YAGOHDEA+CeBDMgykOLMqCVP8EqnnIZC44uw/wIoS9SxOHKfIzijpBEYdx9DtGclWq/d3oeWwL3VCYb8rZblv4vtZ2VWW8KNWepqUncPIAgn4A8I/woAcmdzpYnApUPPVWdPvKU/6KlK+y21PR7avo8Vf2+Ku6/VU9wZqeUG13uDoVq0rl9e+J1f/pLn7irXoQKL2WX7nHmz/IGC8PVCUj1YFIlS9S5Q6WegNFLlfcbnaWhd2Dk7YhceOoPPP4QvO4QnbewNC6cUXHVk+88fba347ueXT05XuHd93dt+3uexvvvNl+dU/zpZcWd26Z+0PHtG/WT/1i/dSTa58/2DL+g9bJpw+++ucvt+7cvn79SteDu9d/+/3+V98cX9U2o7rCnwyYgj6L2aY1GhSsUanVKZRqpUan0Wo1SoVcKpOKJRKJSCwTiSQ0LaEpKUXLaaFExMjlEplULBdLZCIxjRMkiglJSiaWKCUKo8Zg0hoNKl1vrtWr9Tqltjcw9B7ODGq9mBIhIAoJYBCAAADkcvlcDgDwQRDgYoKs/iXhbcvGfvpa89trh73WOnj/9mmfv770i9eXffHaoq/eXnL6w+Vn97X+t8J1+dSGK6c2XD654fLJDZdPbLh4suPiJxsvnNzYdXxj14nN3+5bv+z5aqscpARZCJ8D8bgCvgCBMBhE+FyQz0cEAoIPUgBMgTANQRSPhwhAAkKkIKyAUIUAlfERGYipIUSDQkoUFKMQg6MiAhTLs5lcPv08pZiFS6fzsdkguQBhFgroORxqQl9iaF9yWAY9/H+RbV29aXnLupWrOtau3bR8eduMqbOnPT9z6eLlc2YucNu9Ai4k4IACjgDkQRAfxjgQnQGo/smpEqATAWzSP7irMoFXCXofLTrOMMdF5D4cOkngp0nxGUJyTWn8hfX8LDU80jq67aE/7IFfzd47OvsZkfIIgu+DsK9o2T2rpzuY1xMo7g6UdXtLn3jLnnrLe3xVaX9V2leV8lV1+6u7A9XdvqqeYHUqXpvK7d8drv7dXvDYV/6rr+h+TvnJnIqJxlCFpzjXXxIIl/mClcFARSRS4XLHbazTo1dUBXTDc20Ti+yTim3PV1g7JhV81Dzk/K5FDw5u+/XEvx4c2XX/4It3P9x0/bW2yzuXndk856v2qR/OGbh/8eCjLSP3LR3x8vT6nbOaTry+4ZcbZx//fu/Rw7u3rl/5+dqlX365+/33n69aMbumJBK0a1m93GjUGPVao17HmowWi8VoMKqVCo1KYTLozKxJr9Wo5DKFXKpSydUqlUqhlMukUolIKhEppFKZSCgTCYUkyeCElBEqpTKdSmPU6HUqnU6lM6j1BpVOr9RqFRq9StfrWMJIURCFAFgAQAAf4vH5HE4WNzuTz+fygWwRCUwbVrln1aRPX295f+O4dzvGHNwx49PXlnz++pIvXl/87bvN33+0/My+lecOtHYdXtN1tP3C8XWXT3ZcOrnh0omOyyc7Lp3q6Dqxruv4uq7jHV3HN144vvnMwY6ty0YGjAzM6QvweACfD4ICgA8APFDAxwQAAQhIAURCMAkAGI8HQzANwWIIkkKwDETkfFgGIEoIUSOwEoNlGMyQiJABhJpsshRkJlOyGTAznYfOh6iFILmQT03PIsb2JYb2JYdmUMP+VzBYt25by6oNy1vWr2ztWLNm07KlqxbMWbx0ccuWF3YsWrhMJVPxs3j/08IVIFyQyOAon+lXIUCmIvSkfwJzn+Ft5uHv0KL9YuaYVHhYSB5EoB9kyotq/Q+k5IJQcUWmO88ofpLpLkvUV8SqW1LDTQV7VWO5wbovK9kfKNlPStMlBXvbGkwFi1PB0m5/War32jlfWbe//HGg8mmwJuWvSQVqUzmN6byBj31lv7sKHwdL//QU/BGuvFxQt8qZrLPkFXiLvcESt7c05K8Mh8rdrhyb2W1VSMqc6vEF7qnFrmkFtvmVjldmlH3T8fytd9b/emz3/cMv3T+49d7HG6+9serCzqXfrJt5qmVSx+DkhJhhTpWnuSm6fFBi95LRX+99+Y87F7v/uvf0r0d//fnot0d3bt24fO/O9Xu3r77+8osN5QVOs8bCaixmo1FvsJmtdqvNbGJNeoPZxDrtDrvVZmaNarVCLpPIpGKFXKqUyxUyuVIuUypkapVCrZJrFHKdSqlVKhRikUoq0SjkRq3WbDDp1XqNQvMfr3K1TqnVKDRSkZTEKQiCAQEgAAV8AOTxBDwePzs7MzurD5fP4fE4Vo20fc6ot9dP/+KtVR+/MGX/i9OOvzzv8zeWfPHWsm/eXnH6vZbvP245u3/VmX0rzx9a3XVk7fkjazuPruk8sqbrWPvFE+u7Tqw7d2zN+WNrL55Yf+lEx/ljHeeOrDt/eOPuVRM9eobP7dv7IwCXy+HzAD4fAQAc4BOggIQgkg8gfACBEQpFGBgRgrAYhOV8UMGHFCCiAGEZishwVERBlEwgMvLpalw8mZJMB4g5fHIxRC0CsPlcYkoGPqYvMaQvMSSDGtLv78ev9vatbas3t6zqaF6+prV1/Zo1G5YuaVm8cPnqVe3bt7xUkl/My+SCXAHIE0AAiPAERCZH9kxGCR+cjVOTngWf/we84DlwK4K8L6aPiMSnJPIjJHkMwy9pjA9MrltK00Wp+mtC+BlMdIrkNzXsI73jgc5xVcmexsRfA+QVke6ByXNGqPyCEN01un5hA3dMvrtG/y+m4O/m8F+OZCpc0R2pfhKs7Ik3pPOaUrGG3+yFTwNlj4PFf3ly/wxX3EnWvu4tGKwLF7mLvN5ihzPf6ytxeQucrrjD4rWKRZU21dQC36wiT3OuY8+AxCfLhl/avvjhRzt+Obzzwb4td/duvv7O6ssvL+3aNu/bjpk7RldUGNCARBBQoTlmqiyk3LNx/r3rZ3+9/9Oj+1f/+O3eb7/eeXjv2i8Pbvz68ObZ01+sXbWsOC9mMxtYs0GjURq0WitrZo0mk8FoYS0uh9Npd7BGk1qlUMilGrVSpZQr5FIRwzAUTVOkWMSoVQqNSqGSSRUSsVTIiGlKSBIiitIoFGa90ajVqaRKjVytVWhUMqVKrhIxYhhEAADkAXwun88XCAA+yOMAvGx+dgYnIzMjm5sFcLNKIt5dK6d/vGXOV++s3L9t2rFdc079e8Hnbyz95t2W0x+s+uGjVT/sXdl5sO38odVdh9d0HV7TeXD12YOtnQfbzh9eff7I2vNH154/urbrePuF4+suHG3vOrr2/NG1nYfXnNnfsa1lvMtA8bP68DnZPB6PB/A5AJ8PwABACAQUBNF8oPedDRJBKQQRgrBYAEkBSA7AchCRgogERSQoKiZBSi5gnCAzgJROxoTTefhCkFoCkYsAfA6XmNQPH9WXaOpDNPUhB/X5e112Tfu21e1bWtdsXr5yXXNzW2vbulWt7YsXLl+6cPmalWunjH+egHEBBxDwBCAggHkAlskRP9MvL5u7gKKnZiJj/0FMfgZZ1I+3m8APisQnhOKTEvERijyG4hfk2nsG+y2d9aJMc4aWdokUF0XKH3DxlzD1GUx9hYquy03djuhTV/yKyngchL+lRd+Rou9IyXlG+aNId1tp+9MSTflLngTLunNqU3n9u6N1v7B5v1vzUrHqx+HSJ/6ix+Hy++HSI97kJH2g2lsW8hS5nAm3L591xW3euNPscQiFDQ79gqLw2uLQ+xWJH8Y1XF49+fZr7b8d/Nej/dsf7t108932y/9afmnnkos7Fn64ZNSIqDGuwQJqMmaXJfzqREAzpDFxdP+rT36/+fTx3ceP7//6y81Hd3/89e5P16+caV2+KBH2uxxWs4VVqpQatdrKsqzRaNDrHXa7z+dzuVxOh4M1sTqN1mxiLWbWZNTrdVqFTC6VSKRikVwm6UUsk4hkIiGNYyQKEzBEYaiQJKRCoUIilYnECqlcpVDLpQoRLUZgjMcDuFw+j8vnZvMBDgByAX5WFj8zM7tvRt9+GZkZfVRifOnkIW9vmHNox8Iv32w5unP2568s+uKNpV++2fz1uytOf7TqzL7W84dWnz+0uvNg23/X2f2renPC+cOrO4+sOXd49fmja7uOtp8/vOb8sbVdx9d2Hm07c6jtu/3rtq4YbVLA/Mzn+FwAEMAcAODxIQDAQfA/u6xAgIEgCcE0DIsEkBAAxSAsA2EpCIsQRIQgIhgRkxAt5RFegBqCiSaB5Gw+tQSiF0PEIgExi0OM74uP6Es19SGb+pCD+/09GKxet721fWvr2i2tazY3t7Q3L29buap9ZcvaZYtbli1sXjpvid/hBbMBkAeCfFDA5cH9suhn+gT7Zi9gRHMAYvw/8In/wGY8A7VmAu8J6WNi+ihDHSTwD0DBuwDvMIb/IFbcULOPTM5fTK6HOscdtfWe0fPIFvrVHn7qjP/GBs4z6m9J6WmZ8hOa/gQjftaa/7T4/7SGn7iTqVBxT6jsaaginVP/JFT+yBR/pImkfBXpnPon4cqngfLH4Yp7/oIT3tgsg29YqKYgUB4Jl3jCRQZn2O6MevQuJyNscurX50UPVhRfrKm8MbThUce8Pz7a/uvBfz38aMvd99dffW3lxZeWXNi+5LP1s3bMHTGgxF+X56qMs8MG+MeMSlaWuIY0xmZMrHzjX2vv3Tr35PHNR/cvX7/87dWub999fXduPOSwmIxGg0yukitUrMlsNZtNJpPX54tGY5FI1Ov1er3eQCAQDAT9Xr/X7XE7nazRpJDJJSKxVCyRisRioVAkpAkcJXCUInGKwHAEwiAQg0AaQ0UUTaE4jRMykVhE0RiMCACAw+Fkc7KzszM42VncrExuVj9O5nPZmX36PPts338+S0GcUf3z3to678Cuhaf+vfzLN1pPvbzg6zebv3m35at3ln/93vLTH608u7/t3IHWcwdazx1sO3ewrZfvmX0rf9jbcm7/qs5DbecOrz5zcPW5w2vPH24/f3Rd1/H1XSfau062nznceubg6tMH2tctHWxWQFB2FiyA+XyQxwcBPgLBGAihfAEMCHAAoEFQBEJiABTyBSIBKBaAQghmEISBYCEEi0mQknAxPxcfBtGTBfhcAbUEJJZAxEIBOSObHNeHGNGXGtSHbOpD/X9kN+5ctf7Fleu2rWrf2rb2hRUr1zU3r25r27ByxdplC5cvn988rGEIDVEgB4S4AoDLh/plk/94zvZs1nRavAxnnn8WGvMMOOkZdN4zghe40BGp7Cu56mux/Auh+BhJHkGwTyHiW5Q5J5RfkmlvKI0PDa4nzuhfjuhDk++KxPAlRH+Fia5p7T/qHZ8S4nNC1W8mT9qZSPuKUtGy7mh5d6Q8Fap47C58ZM7505rX7SpLxxrTOY3dwaqngYonkYrb3vxT3vg0maXBksyxJeLxCle4iLWF/OZwWOUI0sKJFt2+/KIfy2vultXeqW/4s3VBz0c7f9+7++GHL9x4Y/Wl3Uu6Xpz/zaa5ry4cu7ttzvCmotHDyqZMqJg9t3htx4ihQ2N1VbZRg/2jh8aXzBu2Y8vitSunThpdt2DGuFFD+nscNjNrkssVUqlcrzXaLHazxRIIRvILipK5BXl5hfkFxSWl5SWl5Xn5hTk5iXg8nhOPu50utVIlFoqEtFBIMwxFMzRNEhiGwjiG4DiK4wiOIjgMUSjCYASF4gSC4hCCCyAMhPkcLpfDycrKysjql5GZkdGvD44AFA5w+j2HAYLyRHDtogn7/r3qk3fWnHp9xedvtn7+essn/170zbstpz9s/fb9Fd+8v+L0R8vP7F1xdt/KzgOt5w60nt2/quvwmvOHVvdG2zN7W/4PV2cd1Ga6tvE9uy01iBB3QYO7BxJCcHf3Qim0pYVSalSwOLRYoUCpUYWiEay4WwSobL27292zddm2kPD9wZ7zzZ6Ze97JvPP++Ztrrvu67+fJch9veaBs5e6Z5YHyewNn7g1VPRiuuT9S+WD07L2hspUBwXJ/+WLfmeqinS4WJLTmDrDGdghYEwyCQDRhIBAUBIaDQCgQCAsE4YGaBBAYBwTjwZoEMBgLgWBgMJymJhYCIWDAWCIA6ayBzoDgDkFRJyGYYk1UEQR1EoQ5uB2dtRmVoYZJUUMlbUal/I+X5dRc4tdc5ldfFFRdOFN9QVBex+NVcbkVZSo+N7kAACAASURBVGU13FJByfHi4weO+Ln5mlHMsFAUYAcItGk75odNxj+qZ8JxZTh88Q5Y7r8AOT9Aj/wLcfpHzSYAapRssGRo+sjY9ImpxTNj82cU04da+gtowiQCNYtCL6JwcjRhAYadAkBnQIj7RN3fTW3/sKGJ0KR2BP65kcMXW7dvVJ9119B1t3AVPUTpFPDF2uOTtfuqU/CaU8QaLVrllaRyj19zClE6B63Sgv6w85518MpFG/pr27tZu3t6RNpR/ewtXRmmNIaOdQiG1ExjPA2Kfusb+S4w/nVYyscj+arWxlXJtbfChqc3uPcbjy3X53cUpTec2ttcU7onNXDfnojTRWllVTuv3jxcVBIfE2m+L41WfDQiLd4pJc45ItDa38OSamtItbNwtLPT19PX1tY2pBjamFtZmFk6OtOCQiJCQiIiImPTd2VlZmUnp6RHRsVFRsVGREb5+wd4e3szGAxHR8cNrSXg8AQcHo/D4XFoLAaFQsIQcCgUAoZDNVEwCBICQ0FgOAQKj0BjIHA8DIkCQwDbduzYtn37tm1btm7ZtnmznZlRreDk5aoTJ/ZGVhVmT3bV/zx2XdHfKO85P3nnjLT77Fwbe7qlWNrNX5KUy8V8aTdHIeYs93AUYvZKL3fDEmwg+2Cg/F6fYLmPr+jjKfr4ywPl/6kz9+9WPhiouD9Qfm+wbOVu2XKfYKn/7GLP2du1eftTfOwttBEQDYgmGASEAYFwEBAJAqGAQCQAhASAMRpgNACEBWviNcFYiCYGDsNDNHEQTRwGhMEDUM4A7G4IPh+OKYRiSiCYIgjqOBB1YCsqczNqlxomRQ2Voobc+T87BqWVFznVl3jVF3lVF86cu1hWUX+mop7Hr+Jxz/I5ZziFnMLDJw/syo4LifPzCDI3ssIBEah/bdP/QT1eAyHA4Wrg6OJN4MM/QPN/QBb8CC/+AVCzBdSJxI8SSFME4hyBOI8jS7FkKRo/BYEPgyEjUPg4BLEAQz/EaP1JsXpv5vTahjZtan1MbVs1BvfcmfkXM+ibe5iKGaaiB6/Z+3wycf1i7aV0i1hnxq1So9fcEtb9dqrc45XUEBUteI0W/G97XxnVNx9JCdCy9XHwdqX6Odt60c0Z3qYMf5L5aQPbn0OS3vrFfvSM/hKQ9DEs7XX6nm8NFWviK/++U73SeHLpXN4YN6MhL7blHKvtcnXOrtCEONci9q4L14/WN+9vat6ff9AzOcImLdwuM87p+IGg3Cz/mBBna1Mda3NTE0NjHbIORU/f3NTM2sLC1sYuJCwyITk1NX3X/tyDh48ezzl4aM/e7D17sndl7I6OifP28XNzY7q4uDg42FtaWFiamxkZGmhraRFweAIOh8WgEXAYHAqFQjRhEAhMUxMK0kSANZEQCBoGIyJQuhgcGYqEbdfQ2LJ129YtW9R+QoLVK4oOvpIJX8lbHow2PhxufDLe9PNo08pg43J/40zHWZnw7Exr6fTt4vkOjkIsWO4RyEVshZitELPlQvaShPtfib13t2xlQHCvn7/SL1jqF8j7+LIevrxHsNRbttQnWO4vv9d/5v7dM/cGy5YHBEt9fEWvQN5bJu87OyM8c6v+VADTFgpUBwDAIAAMBEQAgUh1IFIdiACAkOpANACEBYJxmpq4DWRhmlhNEAYJRBPUkc5A9G4Y4QgMUwTHFkMxRRDsEQ30PjXU7s3oXWqY1M2oFDX0zq3/NAac6ivs6kuc6kvcqiZBdZOgqrG8quFMZZ2grFrAq+Czy4qPF+VkHPBzDfT1CI3wjwx29bHA6utv0gzeAj0FR9dhsBUgRMEmSN4PkOP/ghRuApf+sKPiJ/WbYMQACj2FQs8h8TI0aRlHkqJwUiThMcnglY7pe4rVF2P77xb0j5auD6wcK5GY2H9tPQbHTdAYf3qFffWIULmFrTr6vDWkfrJ0X3eNXPdIWGPErtGiVR6J677JKve4NWqwih6qpIW9sQ+4Rw88TTAK0rJmmtKcrOhu1kxvE3q8Ca3IhDrlE/U+LOWTX/xfXnFrAcnfQlNfx6V9Yp3+1lL76yWWoipvipd1/UB47/mSB9P988OimrJjeQfCjxVE1F/fX9+Sda0rp+7C7j3pjEgvk/Rwx8w4WnywvYezsa0ZxcLERF9Lj6JDsTAztzAzNzc39/LySUpOTUpN3ZWVue/A/rRd6Zl79hzKzz9eUJBzMHd35p7YuISgoBAm093W1tbQ0EBfV1tfT1tHW4tEIOIwOBwGi0ai0UgUBoVGwhFQTQgEBIYAgWg4DI9BE5HIjf0oIgSquX379i1qapv/ZWmsNXin7k/pnV8Wrz8Yb/p55PzTyQuPJy4+HLu4Mtg413VGLqqYul0yfbtkrq1UIeLf6xUs93CXJByZsFTaxZKLOAoJZ7mHu9LHX7krWB7grfTzlvt4SwMCWS9/UcKTiXlLkjJ5L18q4S4NlD8Yrrw3eEbRx18eECj6BIreckXvWam4TNpXfa2mwNlSF7hjK0AdCAJAgSAoAAzXACIBALQGEKMBxGgAsUAwVhOMgUGxUDBKE4SCA9EkdQQNjMpEEgpg2CI4thiGOQ3B5m1HZakhd6mh09UwO9UwSZtQqf/jZbk1V1iVTazKJl71RcG5S2U1TeVVF87UXKg811RVWX+GV1HOLi84WOBO9bIydnKzdw9jBsQwg6hYQ4/N8F074GfR+HoE+gwIcVINfPwH8KmfIOzNYN5PwPrtUCEMNY3GyrGkJSxJgSHI0dinBN23WuZf9W2/Gzt8NrH/aO70pxW1V9941zaA52ZQOADF1TF64B70FzP0m5PvWyPqJwuGihG67hmrcotdY8Qo3ePWfZLXfZPX3KJWnUNU9NA1l5B3tgHPXcPO6lj6IfSYerZu5lRfM3qCAbXK3n3BN/J1SPwnv5hVn/g13wRlYOq30J3vIlLe7dn7V03p04rDc5zd7YciL+UnvJjr/fLvR6+eypcXBof6rxUWxVY2JtRcSz5/e/+19sISVmJ8qE2Ep1m0t7Wfs5mNAdnW1NjM0FhXW9fMxNTOxtbc3Nza2iY4JCw+ITk+PiExKTEmJiY8PDw5OTk3N7fgREERq/RUUXHW3uzo6Fhvb1+qE9XKytKQYkAmkvAbgRcag8Ng/1sYFBoBg6ORKDQSgUUjsUgUEY3WwmJJSBQeBkeAwWD1Hdu3/Cvcj740dOPV/K1f5psfT156MnHh2fTFx5MXH01cvjd0YVFUqRBXzrSUTreUzN4pkXVz7vUKVnp5Sz0chZi9JOYqxJylHu4GxMt9vPsDgnsD/OVe3gaR8l6+QsKXi3lSCVcq4cp7/7YK8l7e8oDg/uDZ5YEKRX+FtEcg7RXMSSquVORF+VIJKKi6BggIgoJBUCAApqGO0gBi1AFodQAGCMJoaqKhEBQUjASDUDAAmrAD7gJG7EbgC5DYYji6BIo+CcLkbEPu2oxI3YLeqYbduQWXtAn1vyFXydmm0ooLpZVNvHOXy2ov86uays9dOlN3ufpCc8OF67XVF6rLzpWzzsRHptpaMOzNGa62bsGuAVEuAf5o48BN0MOauHNo0nkkqhKC5G2BF/+oyfoJxN8ErlYD3wCCJZqa41D4Igy7giQ/J+i/07X4Yuj41czlq4XzRxPHNyb2D0zsKhEkn580XNRRHkBsNlJbRg/47OL3p4nTe1OXdVqQyj1C6Rmr8ohXeSaofJPW/ZPXfZNWGRFKepiSFrLmEvzRPuBPRqTQzDUJTPYnWwZR7OP17M5aMKapPr94Bn0MiP3GjF53i1F5xasCUr8Fp30OSXkXlfj2WPbPrKzhY9F1qe6954s+/KL48v7Z57dPP7x+9scvy40NR4v5oRUXUy92nGwRC2obcs/w9pw4GB/uaU8zo5iQiRbGxsaGRgYUir2dnb2dnYWFhaOjU0BAYGhoeGhwcFBQgJ+Pd1BgYGRkZGpqas7B3GIOiyXgHz5ekJ6ZFR4e6eHhRXVysjAz19PRxaIxaCQKi8ZsFAaFRiNRG7xqkchkIhGHRWOQKCIOR8CgsUgEFokgY3F4JAIB2lZ0KO3FfMerhZsvZ688nmh8Otn4cu7K89mrT6av3hu6IO+pUYgrZlpZc22s2TslCx2sZTH/fl/Z8t+YcjccwpKEsyThLPfyVvr4CglHIeEs9fKW+ssUvXyFhCcTcxdFbKmEK+vhKXr5G++XB8rv3z17b7BqaaBS3lcm7+HJe3hSSdlwC6sgO0aXgAYCNMEgBBAA1VCHqANQ6gAMAIgGAlFgEEoTjICA4WAQEqqOxG6FOIIQu5D4AiSuBIYqgWBOADHZWxApm+CJm1HJarjULbikTagUNcz/IHuBVdXErmri114WnL9ypu7q2fNXK+qbay/fvnKz62pz2/lzF6vP1hUWsPx8Yhmu4a60QE/ngCT/+F2M0ACEbuRWRCGSXItBNaKgF2DIGg2YYAvgzBZA7VaNm0DQGBrzRNvwTx2rd1q2XylOShPaqjXzLzvPVVuPrxaMPyxonSSTtM0Q+laoCxzPhOL3ovXmnP3+tHH73cjhu4ufihGqZIQrmdEqrwSVT6LKL0nln6T0il9zjVhnRippoUqX4C9Oge/pESuOAScQeqFow2iyOdvCed4r/A+a/ztmyDe/ZJV70hozdtUjTumT9D0w9WtA0ofAmN92xi8dTerc41ud6j7X0fjx1cq3j8+/f3754fWT339VTE/drKjKFFRn1F8vqL2YX9+QLemquCu6lJkYaq5DNCSTLUyMDQ0plpaWLi4u9vb2NjY2zi7OXp6eHkymu6srk+Hq6c709/MLCQmJjYvdnZl57NSJUj73ZHHxvpyDSSk7/QOCXGmutra2xsbGJBKJgCcQcHg8Frfx3FBZLBpDxBPQSAQCBiFgsUQ8AYNBYTEoIg6rhcMRUEgKCXGjtvC3hdZXC9d/nb/6fKrp6UTj06mmZ9NXHk9evjfUIBVXKsRn59rY0k7OfHvpQgdLLuQuS/j/hXW5h7uyERH0cO/18e/18RUSjlzMlou5cglvqYcvF3NlIo5UxJGLuQoJb6mHv9wr2KiVfsG9wYrlwUpFX/lSj0Ah5slFHKmQNdnGLtwfRUZDNDTAIBAMCIAANJAAABoIRAOBSBAQqQlCaILgQBAMqoHAboXaAOA7UYTjSFwxDF0CwRYA0HvV4Ds3IxM2IRPUsKlbcClqmP81BqyqJlbVhdLKBl7tJX7t5TPnr1Y0XKtqvH7hRufNjoFb7T1Xr985X9dUXXH+UG5hcOhOX984f2ZUkFtEHDM8ycHHH0LeuR0ugCEbMYgrKOQ1OPoaHHkdCmuFISQI5CKO9AfF/JsZbdXcXWntpbTzUjr6fHP2XaX6frT3nqTYnNiOCFaD0qB4RwyZjiGn4nR7Hdyfmju/t3VbpQcqGaEqRoSKGa30ilX5bFxrkLTmHr1xfFxJD1dSg745Br5zDn3i6HNF1yIDTMrXMR/0DfkjIPobI3zVLWrNf+eaf9qqT6LKJ0npm6z0T/7mG/cpIOrXqIiZjLCmBEbt3hB537VPv9376/3zj+9ffHzz9I9fl+8rBrruVCQnM0MjndLSvQuPxd68WCJsqctMDDPRIhqRtaxMzUyMDR0c7F1d6Q4ODg729nRnZ6qjg72dtaODvTOV6u7u7ufnFxYWFp+YsD9n/+miQjaPd6KwaM/+3KTU9PDwKB9vP3d3dycnqoWFpb6evhaJTMDhSQSirraOrraOjpY2DoNFwhEoJAKFQuBxeBwWi8NhCXgsAYshYjA4BNzZinL31pk/pLdfLV5/OXv5xXTT8+mm57OXn05d+nmsafnuebm4cqGDN9daKu3izLWVzrWVyrq5ciFXLtqIC3j3+vgPBsru9Qv+1t0Nmytiy8VcqZAtE3FkIo5MxJWJeHIxVy7myEScDWoVEp6il7c0IFi6W77Sf3a5p3ypp0wu4cm62QsdxWMtRTk7fbBwAFAdAAJCARpwDQ0kAIAEAhFAIEITiISAkSAQDKqBQG+DmezQjEfijqDwhXBsMRR7HIDeuxmWroZK2oSK24RO2YJLVcOmbvnnWgynuumUoOYEr6qksoFdfaH8/NWz9c0V9deutIpvi4daxIO3u3quXr/dUH+p5mzDkbzCuJjMuJBdAcwYb6fAKHposp1nDJi0bwv8mAaMC0HWI3DX0Ng7GHQXFiPGY0fxhId6hh+tad/sPb86+CjtvdftvL46MN/Y0qV6lud2wA+qIyIgeBcU2QFv4Ew0CsFpX7Vwum9N+0D1WqMFqejhKmaU0iNG5Rmz7hWv8ktW+SV9p4cpXSPW3CLXaGFKavCaY/ALM7dFiuWkuV0NkCg0o/4eHPfBO+ara4TKPU7ll7IWkKL0TVj3TVkNSFH6Jn73ivrsF/4qMHgs0rcm2u3KyQxZ77VPv6x8fvfizdvn7988f/HzfNeNikrWnugw+8hw+omjGazjGQ2Co7Xco0FujsYkgpmevq25pbW5ubOzs6srw9HRydnJmUZ1tjQ1sjAxsLayoFKpTHemr59veHh4QmJS7sG84pKSUjb78PETGXuy4xJSgoPDggKD/fwC3N09aTRXR0cnU2MTfV09LRJZi0TW0dImE0k4DBaFRKHRKAwGhcfj0Wg0Fo3GoVE4BIKEwaIgmn6u9guSxl9mrvy60PzbQvOvsxdfzF58Nt30eKLx8XjT/aHzK33Vi128+Tsl0i7OXBtr9k7pQgdHLuTJhZwlCXeln3/vP7nsci9vuZcnF7MVEs5SD1cm4sjF3MVullTIkYs3kOXLxTypkC0Xc5d6+Uu9AlkvX9bHVfTzl3r5SxL+Un+5rI+/KOLMdRVPdxQONJ/eF+tFgAMBGhpAIBwAhGsA4AAgAghEgIBIMAgBAsMgGjDkNghlGygKgctDE07BsYUwzHEgZr8aIksNk7IZE/cTKnkLPlUNn7oZ/09kKxpO86tP86u51U3sygZezUXBuUuVjdebO3pbe0fb+0Y7e4dbOiTXb3RcuXiztqLh6KGi3Uk5KdF740LTY/yT94SmH3ILjwdqJ26C7/wRmKcG4O2AnAPCGjRhl6HI20hUP47w2NTms4PHZ1uPjxa014ZWT7Upk1hS8zZwIwxfStANgRIckbo2BCMHkqkXVr/axO6Ri+cXWrDSOVTFCFO5RancY5Xe8UrveKVvosor7hs1RMWIUtIilS7hKmrIBysPGdZAQdB/ZUd/YsN84xr03SPqOzPqq1vkmne8yj95zS9J5Zek8ktR+icrfeNWPcI+eQS98Q256+9RG+tzrTBnsefm25dLf314+fnTi4+vHy/PSC5W5HOOx3AKU0oL956vLKwsya0pPXRyX4qTka4BAWtBMbQ3s7Yxt3ah0hkMdxdnujuT6WRvZ6inY2qgb2lu7mDv4Eqje3p6BgYGRUVEp+1Mz96/P//I4YOHj2RlH0hM3unvH+zG8HBxcXV0pDo4Otpa2xgbGhkbGlJ0dXFYLA6LIxNJ2iQykUBEoVBwOAxPJOBweCKeQMBicSiEFh6LBIPSo/wfTlx/tXD9+czlZ9MNL6Ybfpu7+uvslccTjQ9H65f6q5Z7Khc6uAttLJmQt9DJmWtjLXRwZN08uZCrEPGWe/j3+gQbz3t9Zcs9/CUJb6WXv9zDl4u5G0IrF7EVEq5MxJWJuAoJ7+8S81Z6y5f6yhR9fHkfXyrhScVcqYQr7eEuithznaUzHSUzbayB5pLD6SF6eCgAoAEEaAI1oEAADASEg4AIMBABAsFBAAhiO0R/CygCgstHkApg2JMQzHEg5sAWxB41TOpmTPyP6AQ1bKIaNnnTP41BYVlNScV5VmWD4NxFbtUFwblL/JqL1Rdv3RTd7bo7KRqaEt4dbxPdvdXRc+uO6Pq1tgv1zazC8tysY3tT83bG7E0PyzwStTvdyDEDRNizFbXzB8CeHwBHN4OKtoD5W6EVGvA6DegdKHZB1+Shkc2KnvECgTSOwrTuALZC0P2W1CMokgeYYI8yNCdSbMhGbliKwMj2hWfQZ0bkd5dQFSNonRGpYsYqveKVPokq30SlW9R3aojKLXrNKXzdOXLVLvC5jvVDgsFbQ/vvVJ9vHiHf3cOUjAglI1LpEaX0SVgLSF3136n0T1X5paz7Jam8or8zgr7Q/T55hkwE+DbG+F87mfvzpOT1r4rPbx69ejnz7P5Q1/WyClYG52RCTVnO+YpT1dxjjWUnbpwXpEf6G+GR+nislZGZo5WjtaUtjebm7u7lSnf18vSwsjDT0yIbUygmRsYWZmZ2NraO9vYuVBcmg+nvGxAaFpaSmpKTd/DQ0WN7sg/ExSWFh0Uz3TxsbO0sLCzMTc2MDY1IBIIWmaijrY3H4Ul4gg5Zi4DDIxFIOAKBxePweKK2lg4GjUbCNTEIKBoMZB3Z82j62q9zza/mrz2frX86Wfdy8uIv05efT196PNH4YLj24WDt7B3WYgdXLuLJhLzFTo6siycX8uVCnqybsyTmLYv5yxL+/b7y+33lKz2ClR7B/d6y5R7Bf5wrTyFmL0nYSz0bxuBvO6sQ8ZbFgg2/K+sRyHoEiyLeopAjFXJkIo5MyJ/vYM90FM90cQZvcYsOxBmSEaAd2wEamhoaECBAEwSAgIEwEBAKAGpCd4AoWzTDQfh8GOk4DHMSgikAYQ5uQ+7dgt65CR3/L1TsZkycGibhp3+e/So6W8eqamRXX+DXXebXXS6vu1Jee7nhRkdb/1j33UnxyLRocLKrf6y9d6Sle+B2R++N213Xrt2pP3dJUFRxOKsgK3rfocQD6S4+qTB8AVQrbwdp14+IjB80czdBC7ZCC7dCS7ZAuZtB9RqQTjR+EI8fwGBva8BvA2FzxpYiS8ckTYwzVNsWY2hG0rfUMXDG6RUZWj3xD/vgGfnFNUTpEqB0jVhjRq+7x6x7Ja57J36nha06hyldo787hqqcI/6y8ftN1+7f+nbfrJh/2biv0YLX3MKVblFrjEiVZ4zSO1Hpn6oKSFP6paj8ktf9EpXM8K8ufl9c/T95BN8LCe3PzpDeqP9NMfz74znpVIek+0xXK5dzMmlnLHX/Lv+68qN3miounCm+ek5wq7E6lOmih0HoEYjmRuYuDjRbW0cm08vLy8fL09PTnWmkr0fG4/S1tQ31KWamZlYWVhZmljZWto72VAbdzdfXNzY2NudgLovLPXby1L79B9LSd4eEhLu5MR3sHcxMTEyMjHV1tIkEvCHFQE9b9++pGBaHRqMxWCyBQCARSTpa2igEAo9DEzAIPTz6anXxi4UbL6Yv/jJ98flM3Yvp+l+nLr6YbHo8Vv9o9PyD4XOPR+rm2ljSTp5MyJMJudKuDVfAkws5ciFHIeIuiXnLEv6yhL/B60qv4F5f+XKv4L+AKiQ8mYijkHCXergKCWeph7fcy18S82TdHJmII5fwpBKBVMKXSvjzXewNZBXiMmk3b76LNS/iTndyh29yODmxRloIdXUNdSAUCICAAEAACAgCQQBAMEwDbAxEBGvic2CkY3DsCSi6AITO34HK2YbN2IxO/AkdtRkTo4aJ/R9kubUXuecucmqauOcu8movCeouVzTduNom7uwfFw1PiUemOgfGxEPTPSNzbT2jbT3Dd4R9bV3i2y3tN6+2nj97MS/9UF7KwXTvWB8wPgdBKEHqHlEnZv0LlfkjPGcL7ISaJlcDydFA8LbDGzTRnVhyKwzbDETf1TGct3Oq0KL4aaIcMRRTnIERUddCm2KH00/A6PW4eL72jPjoGvjdJUBJD1tlRK67R697xa17xP1FDV5zCV91jvjmGKZyilh1DP5kzvzL3G3dyX/V1nfNIWDdLULlEaN0i1p3j1F5xa/7paz7pah8kpS+Setecd9pgX/R/D4zA957BD0JCX1TV/FFNvzh6cIj2eCl+iNcdviRfP/UOGqQl+npI7suV7OuV3Oayoqaz5+pKClwtTDRQ6H1iFoWRuYuDi621g5Mpqefr7+ft7e9tZU2kUDE4XS1dUyNTW2sbO1tHexs7J0cqC5UuiuN4c50DwgISExMzMs/lH/8+IFD+Wm7M4NDQj08POg0ur29vYWZuZGBoY6WtjZZa2MDgYDDa5O0cBgsmUwmEYnaZC0dLS0iHq9FIuCQEBcr47st1c/nrrxauPJq5tKTiernE3W/Tje9nLn4fKbx59FzDwar7g9ULHSwFaIyhUQgF/E2kJV2cRY6WLJullzIWRLzFCKuQsRd6REsS/hLYp78P+HAf6mViThSIWuph7uRgi338uQijkLEXerhKyQ8mYS/IOTJRGXzney5jtL5rlKpkL/YxZOK+Isi7lwXe6aNM3qjlJUXZ6yLBmmogzQ0gUAwAAQAgcAgIBgFhlqgCH5Q/F4Y8QgcVwBFHweijqij83dg96ihE35CRWzCxGzGxm/6Z/tV1tDMr7vMPXdRcP5KeUNzRdONhpudbX1/S6xkdLrr7phoaFo0NC28OyUZmhLfHevq6b92q/VCU3Nj/dUTeUV7kw5kRmS4oY0DtkPzcPjTWOJRDXTWj5D0TdBD2+ClAHgZGFkGxPJ3oMu2Ic6po1ux2tPW9h2GFjkwnDscZ0s0pJAN9LX0TcmGFgQTV5hOob7FY2boB0bwF0bwGj1UyYhUMqOUXjFrblHfnEOU9IhvTqFrtKg158hVauhnSw+lva/SOUjlHLpqH6Ryi1j3jFExI9fdItaZketecete8eteceueMeuuod+pvqs0v6+ufu8Zvo89vP7gnno3KXz3ZP6usLHyTOqx4/S4eOvYcKfi47ubqrmXK9m1xYca+Mev1fJ5R3NcjY10oCgdHMncyJRq62hn7eDu7uXv4+vBYBjq6uLRKCIOp6OlY2xoYm1p42Dn6GRPdaHSaM50JoPpwfTw9vQKCg6Ki49PSUtLSEmNiIkNCg729/f39PRkuLraWtsYGRhqk7VwGCweiyPiCWQiiUwiE3B4XW0dLRKZoqenq6NFIhG0iXgcFBDtyBgAJwAAIABJREFUS1/sbXo8deHlTNPv85d+nWl4OdXwYqr+2VT9y5kLL6Yano7VLveUT90ukosEy73lColA2sWRdXMXO9kLHaXSLtaG0CpE3CXx/wvtf13s4kan1cNf6uErJJyN/uzvRk3CX5bwFRKeXMyTibhz7aWzbaz5Du5se+lsV+lcF3uhkysXlctFZYtd/Jk29kQra+hGES8/xt4AD9mhDtTQBADAACAADACSkBhTDNENgtkNIx6G4Y5DUEdB6MPq6KPquP1b0Qk/wiN+QsdswiRs/ieyZ5tulDc0l9VfPXvh+tkL16su3b7YKmmRjNyRDHf0jXX2j3X2j3b1j4nuTvYOzw6MzQ+MzXT3DV5svll2pobHO3v0UHFcdEZm4t5dbtG+MEqIBuQIDsfGYvOB8J2boJlbkMeAqBIQvEQDfnSzZsEWaIk6/BJRr8XQgovQSdIkMLC6Vtrm+vqmenqmxtrmJmRLO5xxLI4yQA944xP53j3kq2uQihGxxoxSekV/p4d9cw5W0iO+OoUoGdFrtMjvTsF/WXupqIHfnYOU9IhVp1Cla7jSLVzpGrzq7P/VyfebS+CqW+iqe+gaI+i7o88Xe+Z3R49VJ88PTswVO6eJqAD5JcH8wJVz5XtZJaHZ2fb+vpT9mREN1SXny4vO8Qr4xzPrOIeuVBax8zIZxkZamggSGm+kR6Ha2jvaU93d3P28fWiOjlo4PBYBx2MwWmQtCsXQwszS2srWwd7RxZnmSqe7MRie7l7+AYEREVGJickZu7P27d+fmp4WERERGRkZEhLi4eFha2ND0dMnE4h4DBYJR2AxWAKBgEajiQSCvq6eEcXYkEIhkfA4LFqXiDPAw45lRq8MXn42c+np5IUn43XPJ2pfzV3+dfbC84nzT8fqno3XPhmpkXVzpm4XyYUCuZgvF/GlXZz59tK5tlJpF1vWzd4wBhve4D/48mQizpKELxNxFrpKFRKeQsJXSHjLvbylHt6G0CoknCUJb6VH8J8IjDPfyZprL53v4Cx0ceaF7AURZ76LLReXK8RnZN2C+U7eVDt7sqX47pUT3IMxLmZkiPo2oLoGUAOAhMIMiNrGWJKzJjoVSsiH4Y9B0PlA9CF19DEgNk8dnfoTPPxHZNQmZNzmf44SuOcullTUF52pKyyvLSyvLa1orL3S3tzed6Ozv1U8dEcyLBqcEA1O9AxN9Y/N3p2YH5qSigfGauouFRwrOpx3LCUpKygwMSEqY3/8/kyfxECcSaQG4hiOWELQPgYi7t2MOLANcRSAzN0KPqgGLgSj2BhsKUYrF4DZBcD6aRIdSKaW+rYUA2sDA1sTQwcTiq0tydwLTTlrTXvmH/nGLfCDq9+aa6iSGbnqEblKC1mlhSjp4d+dQ9cYkav0yFX7IKW9n9I5cJUWqnSNWqNFKGlh3138P9sxP1rS31nQ3lkx3tsx39q7/tuO/sLU/qmJ9R8mth8tnH4zt100M+uwMxcVZFSdji8rji4pDIsINcxK9yk4nMYt3H+mJKf4SFre7ojS/PSKk9m5SSFO+lpEMBQLR+tqk+1srJwcqQxXho+Xp5WZKQmDIWHQWkSivj7F1MzC2trWzs6OSqU6Ozu7uroyGAx3d6+gwNC4+MRdu3YfPJifdyg/bdeukNAQd3d3FxdnW1tbM1NTfV09EoGIx2BRCCQaiSIQCCQSSUdbm0wk6+tS9PX0sFgkmYijkAk2erjzJftXBi48nrjwfOby86nGZ+O1zycank/VvZxqeDlV/3y89ulIjbSLM9fOWhKXL0nKlnvKl8RlCx2c+XaWtIstF3L/awzkQo6sm72hnTIRRy7iKkRcWTd7SczfyLbkYs5SD2fp7+CWu4GsXMyWClkyEVcq/LsWuzkLQt6ihLco5kglvMVu7mx76Vxb6eyd0qlW9kQLR9h4mHco3N1BDwbcBlQHkLB4Q5KeAYbkAEYlgHF5UPxxMOaQBvqgBvoIEH0EhM3cig79AR72EyLmf5DNOcXZd7xk37Hi7OMluae4p/i1Dde7WoSD7b2jwsEJyfB039jswNhc38hM3+hs39hc//j8zQ5JUQk/e09uVtq+yJDEIP+E8JBdcTH7snbmZ4dmhBKtwzQw+VhtPkHvBBiXvQV2YBs8Vx1+AophEbUKsPidIGSUBjocSKBCyEZkMwN9G119Gz0De12KHcXAzkTXxgZnmqJj0cvwf0L3+8XV77VH+CevmM8e0V8Y4V8ZEV/p4d9dIr67hK+5hn53CFA6BKw5+K+5BKpoIUqX0FVqyF+2Xn8aObwysvnNyOa5geUjffMHBuZSivE4QWuaoL2kpf9Mz+SxgcmCmXGXjfHZYPvMIIMjmbT9e1wZNNzRgzEH9kaePprGOp6RGE7fmx7CO7mPfzhjZzDDkojFAjURMDiZTLKysqQ6Ud0YdDrVSZdIxCEQBDRam0g00tc3NzUxNzO1tbV1dqbS6S6enu5e3l4+Pn5BQWHxCUkZGZkH8/Lz8g5n7tkbEx/v4eXt4OBoaWFpSDHQJmsR8QQ8BotFY4g4vIE+haKvv/FSX09PV0cHj8Pq62kZ65MZVnrNZYdW+useDtU8Hjv/fKLxl6kLzyfOPxqtejJW+3Lqwi+TjS/H6+TdLGk3Vy4uX+o9u9J7ViESLLSxFttZG6Z2pYe/3MNbEnPlQtYGsis9gg3zKhOypUK2QsRbkvDlIq5MxJKLWAoxe7mHpxDzliT85R6BXPz3rEEu5kmFXJmIN99ZuijkLwp5i0LuopAz38mZaSuZaimabS2ZvsOevMMauXXqTvU+/uGoMKa5NgGmT8ZRCCR9FN4KgIwEYbPB+CMgbJ4GJlcdfRiAOgLC7NfAxv4ID/8BGqn2z3+k2XWoYN/xotxT7MMlZSd4lRUXbrT1jPWNzQ9MzA1MzN+dXOgfn+sdnRHdnejoHW6TDLVJBmsvXD1y9OTu9L27U/Ylx2WFBaeGBOwMDd4dH31gb/zB/UEZkfouoUDcYRy5lKh9Ao45CoCWwPAsrPZBNCEBiAwFYX1BRE+wrglSz9DCxZEZ6h+9O273kZTsU5n5rKw81t6ME0dis68mZU/E7p73T1z2S/rFN/mVR+zvnjGv3aM/0aO/0GI+0SK/08O/O/ir7PxVdv5KWvAqPeC7o/cXa/e3Zi6vDG2fUiwe6Bova+kvalNmdA3uEsl9SMw4mrBI1lvRNXxgaCo1M+m00C+haad7a6WHm6anOHt7UmLCnMJDHPfuCsrZFRwXQj2QGXYwIzw/LTTa084Ii0QBNOEQKB5HMDWzoLnQPJhuVmamBBQSj0IQMShdEsFIW8tYV4uirWVIMbCxtnKlOwcF+qekpmbt3ZuckhKfkJSxO2v/gdzcg4f27c9JTksPCglz9/CmOlHNTEwN9Ckb58d1tLR1tbQNKQYbLlZPV9fQ0EBPR09PV1dbC2+kTwpys75dffxef93j4ZpHw9WPh+peTDb+Mt34fOL8k/G6JyPnnw7XPRmsmm8rnGsvlQnLVvorl3vKpV2cmduF863Fsi6OXMhblnCXe7hyEUsh5mxkCHIRRy7mKyT8xW7WfGeJTMhWiLkKMVcmYsk3BrwSnkLEXdqIuiQcmYgtFbLlYp5MxJOJuPOdrLmO0oVOznwHd76dM9/BmblTOtVSPNVaMtNWMtNePNFaNNh8opmbfuZIVHoUzdGEZIBF68LRZiC4PwiVpYnLB+MOqqNztqEOqaMOA9F5IGy6GirmR2jk5n9e1nmcV1Fa3cCrvcivu3T2wrWbwoG+8cXhWXn/5Fz/xLx4ZKr77liLqP96u/hqa3dzm+hau6j6/MX8/OPpKZkZyft2JR1IS8iJDs4I8U8PDsiICd+7O/ZgXkxurDEtCoQ+iCYUk3UK8aRjKFKWJj4MgPIEYNxhuoHGLnvCdp84dbb6dt+NYZlE8cvQ47djzz5O//Jl+vnnuYdv5mXPZWNLD7umHzX1POI2v8yvfLK36Oe9px4k5TzzSX1Fj3vtGvvWJeKTg9+ag5/SMVjpHP7Vwe+dBe0PU9tfjG2eGlrf0zWRa1PmtXSndPQGdXS6MBgRHDWGxs9r6Ur1DGQGxrOGxu2m+iU07awggwMptKLjKTGhLs42pKQ498ydfntSvQtyo/an+x9MD8qO9w5wNtVDQlFACAwCQaFQ+vqGjg6OdJqLMUWPQiJoY1G6eJSFgY61kZ6tkZ4uDqNHJpoZGTrZ2XoymRERUTvT07P27klMSklJTduXfSAnNy8za298UnJgSIiHlxfD1dXOxtbS3MLIwFBPR3dj+kUiEEkEIplEplAoRkaGpkampsbGWmS8iQGZZqXHzo2TiqqeTZx/Nl73bKzh6dj55xO1T8dqn0/WPxuvfzZy/ue+s3N3CufbWXJR2XJ/hUIiWOhgTdw8OddWIuvmKsT85R6+QsKVCtkKCU+xkQ+IuQqJQCERLHazF7pK5ZK/x10bHyhEXLmILe0u2dj/kovZ/xntcqRC3kIXe66jdPpO0Xwna76TPdfGnmtnz7axJm8XTbUUT7cWT7UWTrUWTbUWC88fPH8ypuJwVHa0G9WAqAeDG2hC3MDQDAjqkCYmVx29fysqZzv6EAB7CIDNVscmb4ZH/wj6p5etu3imsbmi6frZC9fqb3Tc6RkRD8+IRqbb+4ZbJXevtgkbrrfWXbnZdKPtZmdPi3jgRqekuv5SXt7R5Lj05Lisfbvys9PyM1Pyw0N2+wWk+fvvSk04cjSzMMsnzhNMClJHJUAISTBiKAjvCcAxMZRE99CKUxWD/QuKx+/uv15f+rAu/bA+/3599v36zNv12Tfrs6/X51+vLfz7m+zV1wfPvj55+PmZ4s8Xk49+G1r+Y2jpD8nMb40dTw8Jfg7f+9g14t/0kA+uIR+cg744BL4zd39JsXtuYPmzgcWyvqlUx3BWmzKupTuoo9tNJt5GIrsR6DEiaVpHe05ff8HQaNTQ4KaxTomz7i4fw+P7QgvykkP8qG7OxscPp+1O88vNDjySHZoeTc/fFZybEhhIt9RFwREATQQEisFg9PUNbKxt7K0tTfS0rPS1LfWIjqba3s4WwQx7po2hm62pq72VhbG+hYmBnY0VnU7b2DcIDQ318fELDAyOjUtITEqJT0gMDA5iMN2oVKq9rZ2NlbWJkbGutg6ZSMJjcXgsTldbx9DAwNDQwNTExMHOydzE1NTEwMJUz8lcN9bDUthw/OHwuccj556NNbyYqH82XvN4uObJaO2z8fPPRuoe9VcutrPm29hyUfly7xmZmDfdUjh5+7S0i7Mk4W8MBTYGs/9JBgQyEU8q5i2KeYsinkzE3WjCZCKOTMxRiHlyIVvaXSITlspELEUPR9HDVki4Sz18mYi70MWZ72TNd7Jm20vmOkpn20sWOjkbyE63lkzcKhy7eWri1qmp26dnWorGrp24xko+dzi8Ij/sUKwrXQ9P0dR0AkNTNJE5YHQOAJO9DbN3KyZnOyZPHZ0PxO3bjkr+QeMfyJZWNrAqG9nVTZyai3XNbdfae6+0ihuv36m9fKPuys365pamWx23unq7B8Z6RqZFQxN3JHdr6i8dyD4UERQXFJCQvjM3c2fuvsxjGWmHgwN3+vmkxkblZibnJXiEO8PJDDDOHYh1A2KYSMpORngtv3ZG/vjlh/WnX9aXP6wvvlmff7M+/041/1419141+045+0Y191o186dq8rVq6k/l4m/fl198lb/4vPDsneLhnyuKV0vy3x4rfv9t+tEfN/qe7C++55f42CXgha3rcxvqM0uHRxTLh7qmS3omi3qGszoG49p6A1q6Im3tW1j0TRhCjMWP6miPaJNGdch9OlrN2gSeDuoYlXIkwevM6X2nDqcdyknK2ZdcWLA3OsoxNtZuVzIzI5aZvyv01P7EpBB3AxwGrgGGa2qi0SgdHX0zUzMrM2MLfW0nYx1PO6MoT4eUYNe0ELdID7uEIDcPZxt7S2NzYz0rC2Mq1cHLyzM0NDQ0NMzfPzAoKCQkNCImJiE+ISk4JNTdw4NOp9vb2pkZmxhSDPT19bW1tLS1tCzMzM1MzQwMDExNTZ2oVBeqq4WxiY21ua2libeLVWYk4xJnz/27tfcHqh4N1ryYqH8+UfdsouHnkbqfB6sf3a2Sd3GlHTxpJ18hKl/pPauQCKZbiqduFy52spd6BIoe3t8j2b9HBgK5mC8VchdE3AUhRyrmSYUcqZC92M2SiTj/UWKOTFgqE5YuCotlEtbGQsJG1CUV8ha7OQtd7IUu9mx7yWx7yXzn3yo71VI8catw/NbpiVsnJ26enLp5cubmqc7qPTXHIirzA8/mBh2NYrrpYm0BgCggKguM3gfE7NuGzVTD7N2Kyd2OPgLEHQbgsjf/8+L5k/zqE9yqo6VnjpaeZVc08qqbzpy/cu7SjYs321qEfcK74/1jM8Mz0qGphYHxOfHwVPfgeP3l6xlp+wK8I2n0EJpbWGhEWmLCvv1ZBbtT85PicuJjD8ZF7gt08HGG4d2heFc4McDSvryQL5M9+v3z+vOv68sf1uffq2Y+qubeqRbeqBbeK+ffK+ferc29W519szb3Rjn3em3u9drcv1fnX32dffV18tW36V9XZ1/+Nfnyw+ijN+OK3+elr55If307uPyo7NKgT8yoqcOclY3MxlZuYLagYzCvbzSraziuTRnQ1hNq67YSiJdg0JtwVJ+W9pCejkQbf4eErcEhyywMC5k2iVRKYXb8hbOnTh5MqWDnlxUeKjiYEhxqEhxtmp0dnJXgk78rtGBfXIw/XQeJgKmDIACgJgiMhKN1tHWtzU0dLYw9HcxDXW3ivB2zIj2OpoUfSAwMYdrbmOg6WpvaWZnaWJnZ29vS6fSgoKCYmNjIyOiIiKjIiJjwsOjAwBB3Ty8azZXq7OLo4GRhZmFoaEgxoJiYmJibW1hYWOhTDIyNzRwdqYFBQU4OLrZW1s5OdvbWpvZG5BhP6+rjqYq+2uW+qnu9lY8Ga56NnX8+2fRkvOHJaO3Pg1XjN05N3iyWC8vl4rIlyZnFTt749VPTt4vlIv5yX9lSn0Ah4clFnI3k9b+N/2I3Z6OkQu5iN3uxmyUXcxQSrlzEkXWXyoSl0u5SqbBELmFtmIqN9ksu5kuFnA19nWkrnmkrnmotnGkrmblTMtVSPNVSPNlSNHHr1PiNkxM3Tk5cOyGpP3D+VERNfnB5bsDZfQH5oQ5MnKbfDshOMGYPCLNnOyZjMzpDDZO1BZUPwB4DEo5t/+eOwb5jp1OyDyXuyU3df+Rocdn5q613JIM9o1MD47Ojs7KR6cXRmcXhqYW+kUlh31j3wIRweLKirikqIpHm5OtEC7Gw87Ww8fbwiYuK3r0388S+zFMpCYc8XSNsiCZ0rDaTbLw3JmOgd+zVx2+/rK4//Ly+/FYpfa1aeKea/qia+qCaeaeaebc+8041/U419VY59UY5/WZ98q1y8q1y6k/l5B9rI/9eG/pzbeyVauxX5fDv38defRl/9n7k/h/Dspfziy+fzb28f623OyajzZo2YuU8ZmA1oWc8TTGa0DEYIOt2kXVbyNqXUOgLEFgbgTBE0R8z1O/UI1eTsBxL08rYCP6epN2hbnk7QwpzUzLi/crYh84U5x7MCoqKNw2MN8g7GnNkf8z+JO9je6IjfV1IMCh0O1BTXQMMAEJBcBwab25qzHRxDHKjJgW6Z4R77gpzP54Rk58WxbAxNtImWJka21tbOtrZudJd3d3dAwMD09LSd+/OSkxMjomODwoM8/Ly8/D0ptFcHRypTo5Ue3tHc3NLMzMzU1NTU1MzY2NTExMzSytbv4Ag/6AgG2sHphvTneHiZGvu5WQZxbQq3Rsx11W10ldzv6/q57s1T4Zrn4xeeDRW/2C4+uFg5eStookbJYtdZTJxuVxUNnWrePTqyfk2zrLkjKK3TNbL/++I6+85loiz0UItdLH/Tqw62QudbJmQs9F7yUUsubBUIWbLxSyZmC0TcaVCzkbvJRfzZCL2bHvRhsRO3ymauH1q/NbJ6TvFM3dKZ+6UTt4umrxdNHbj1Nj1kyPNBQOX8q+WRNXmB/PzAgT7vc/s8TnoZx8Eh8YDkbtB6D07UBlqqLTNmLRNqAM7MEcB+BMahH8gG5O+Jykrd9eBo0dLyxuvt0tGZodn5UNTi4MT85KhyTbRwM1OybVW4bU7wpsdfS3iweY20cH8U77eYfaO3jZOAY70CAMjVwMjmqt7ZGBo+s5dxzJ2Ffh7RNqQTIJtXNin2SsvXr9Wrj/9SyX/uDr/fm3+nWr+7fr8O9X0O9XEe9XU+/Xpt6qpt6qpt+tTb9YnX69Pvlkff7s+8nZ9+E/V2J+q0T9VI69VI38oh1+tjb5aG331bfTVX4O/fOx//Fas+G1I+qtC8epe3/zdnJJ2R592I+seY5shA8s+XSMhUbuVRLyMw9VpIq5icF0UvT5joz4Tw8v6WtXONs370opToysLcsqPZ1cV5WanhOxNCzsrOFpycndWmltymlX0TovcI2GHssNTQhxPZkelhntpIeGaO4BgDYCmujoMCCXhyGYmpnSqo78HI8qPmRzsmRzEiPVxjvKh2xjrGulpWZub21pZ21rZONg5UB2dqE5Ud3f34ODg0NDwqOiY8IjIiIjo+ISk+LjEkOBwDw8fFxeGk6OLna29mamZpYWVpYWNtZWdr29QUkqal0+Ah4dPeFiYryfT0co43Ms50t06P9l3srVsSVLxYKD68Ujdo7HzD4frHwzX3R+skgl5Y9dOLXSWK8QVCskZaSdvtPnE0JXjc20cmbBMJhZIRdyN9e3FbpZUyF7oKp3vLJWJuItCzoKQMy9kS4Wchc5SaSdL1s2RCks3lhI3tmn/U9zFbrZUyN7Q2oWu0vmu0vnOkoUu1kxb8WTL6bGbJ8ZuFkzcPj3dWjLVUjx5u2j85umRayeGmwuGm4+3l6ecPxJYdtCHv99LkOXFz/DJcTOPg8PSNVBZ23E7t2KSNiNTfkLs2YrO08AdBf4T2f0FRcdZZ07zqs7WN9/qvtveM9omGbreJr5yu6vxWmtDc8uVlq4W4YDw7mSL8O755ttl1Q0pyXv8fKM9fOOcXMOpjEh7l2AC2Vpbz8GWGugZkByfdDA943Ba0r7Gc5eevP/4bH39wWflwsdvM5/XZj+q5j6uz31cn/mwPvNhffq9auaDavq9cuqdcvLN2sTrtYnXyvG3yrG3ytE3a6OvV8ffrI29WRt9rRz5Uznyx+rI76vDr74Pvfo29OvXwV++9j35IFz5tUf6dEr28t7Yg5HS2ktu/jfMHTqNrVv1jFpIOtdx+HNw+Hk4qlVbR0QxuGNgcNnK9Eqgx51Du6+dzqk5uVdyo3q4s6mOfzg1xjMnM6qKmy8ozs7J8ktLp8bvdMjM8jmwOygtinYqJyY7JcyAhIcANcFAIBQIwMCQZAJZX1fPwsyM5mjn7mLv6WzjR7PxdbZkOlramhmZGVEc7O2oTlR7Ozs7WxsHOzsa1YXq5ERzcfH19QkIDAwKDg4JC49PSMrK2rc7Y29cbJK/X4iXpx+D4U6nMeg0hpOji7eXf3JyemLSTi/vgIjI2NjYWIYL1UyPFO7tkhzseiIzfKqlbLFbIBOXPRg693C87ufR+p9H6x8NnZtuKbp7+ZhMVLHUU7kkLpu9XTx08chI84m5Dq5MKJCL+DIhRyrkSLvZG1Z1sZu9ka0ubrRfYq5MzF3oKpV2s2TdrMXuEpmItXExh1z8N6MbZnehq3SjZtuL5jv/+7tkqrVo4tbpkWsFI9cLJm4VTt0u3nAIo9dPjlw7MdJ8XFSTVV8QXHHQR7Dfk5PlzslwZ6UwcxyMUsDw9G2YpK2YODVU/E/ItM2oPdswuYB/7sseY5ef4FWe5FeVNzRfut3deL390u2uK63dt4V9d8R3hXfH+8fn+sfn2iTD5bUXKxuvCKoaIyJSw0JTg0LTfAN30j1jXbyjTWzdkQQzsq6DhZ2fq09C8sHC1pHZ51+Vj9fX5V9XFz59n/28OvtZNf9pff6Tavbj+szH9ZmP67Of1mc/qWY+qmY+Kqc/rk19Uk5/Vk1/UU1/Uc18Uc38pZr6rJr4pBp7rxx9pxx5oxz699rg79/u/v518LdvQ79+HXz5pe/5e9G937rmn9ydeyGdeD5ac/OyR3CTkcUFPYMGLe1zSHwVBHmFTOoy0O/Q17vpYDd4OGewmtNefbrwQPTRvSEtl0tm+i/XcPeHB9kdzYmvLNpfnJ+SmeKdkeaxM80jNpKetzfyWE7EsYNRaQl+FC08BAgGATSgIAAKBkPC4WgUhkwmGxtSHG0tGVRbd2dbN0crJysTFwcbqoOdC5Xq5sakUp2dnJycHBxdaXSmG9PJyYlOpwcGBAUGBvv5B4aEhkdFxUVGxoaERERGxCYnpcXGJYaFR/r7B/r6+ifEp8THJbvSPbx9/FNS02JjY20szHWwqCg/5r6EkKLs+InbApmoXCYqX+6rWBmqejh07tFw3aPhuqnbRWM3Ti/3VC33VsqFgtGrxwea8iduFi508uSiMpmI/7dz7WJLu9nSLrZcyJOJeFIRf0HElUr4sh7BopizKGRLu9nSbpZUWLohtBu1cTxhsZuzIbEb4M62F820Fc93li50sWfbSzdkdfT6ydHrJ8dvnh69fnLiVuF0a8nk7aKRayeGrh7rb8htOh1Zkecn2O/FznRjZTBZ6e6FsYxsS/1kADR5KzpWDRe5GRO/CZmyGZW14587BvnF/8fWe0Y1mX7r//8Xv3MUAohdQUBBRbAz9N577713kN4hjTS6fXRm7IiUNAIJIL2lV6q9t7ELJKBCnvv/Ijrf8Zyz1l5Zd56Vl59cufa19/OksRzfhGw4d+56ezO5p61roHNgrHt4snec0zfGGZjk946yr7RS4LjGpgtXb3X24hp+9/SOdHOP9PNPDo/K9wlK9wlNd/SJ1jtotXu/hd4he2vfuOte8W5qAAAgAElEQVQjnCcQeCYHc7LvQul3gXRVLIVES5BACikY5S1CfCkkkEI8qVywAgm/AdF3IFwFgu+A913O+yoXfoME3wFnBWJK5UwZmJSBiSUwvgDGPstHPqwOv/s29GZl6NXy0Mvl/qdLfXfe9vIeD/Bf8oUvx87fOmXt0bj/UL2ubsM2jWu79hAN9duPGl41OUbPSX7cR5EwWtv/QpeUBScl2lUUh5Cv4SpzQ6PCbZDF0efQmbXlSXXorMaa3MKckKITEeiKhLRkh6CQo46O+/ft2bZFfYOqirK6msomdXV1NfWNGzdt375zt7a20bEj1hYmdlbmNhamZr8dtTI38ff18fTwDA0N9/Lysbd3cLB3cHZy8vb29vcP9PDw8vHxDwkJCwoODQ4JCwmNCAoO9/MPDg6JSM/ITsvMjoqJ9fHxCw0Lj4tNdHfzcnfziomJT01L9XB33aOttW+XZkp4cFl6PCIzYqKtfqbv9J3Bc/dHfp8bPnNn8Nxc/5mZ3pPMNrSos27u9pk7g+ck3XWjzRXD18r5FIKE3jjd0zTd0zDVUy+m14q6aiTdtZLu2il63XRP/XTvyZn+pun+pqnbjaLeWjGjRhEpTPUoItja6d6aqR6CQmglP3lVBAtiOoFHreZ34gQ0PJ+K51HwPApeAetkG3KsBT7WAp9sQykc7VgLfKy5sq0+6UyJb0Oee022CyHDCZvqWJ3sWB1pm3Vwd8z6rZH/rRW6Tiv8v3ZG/9fOpPW/IptVgixCEJC1Zy7donYOTDBG2aTeIXLfCG1gorN/jNI7fO6v5rwyFL7p92Yy/WIzMTmr1Noh0NYh1M4x3NM3JSKmKDKuOCwu39olTPeg7XGHgHPU/sdy8BSAO1+/S6RfhUvfBVK5aBGIFiG+VM6TynlLa5ylNZ4M4isEdUXO/yrnf5Xzvq5xVlZZy9/ZslXuspy9LJ+Uro0trI0tQmOLYGQRjCyCsSUwughGv0DDH1YH/l65/UbW81La83yBced1p/gJXfxMwH1AxJ6vOmYF37XntPaemwYGV44YnLc2Phfs0V5dcHek8zmvt5fc0HQ2A42JRlVFY8vi0sKdCrKCqouj60riGqpSz9UVl+WFI0sT/jwLL8jzc3bTsnbebuWgpa+/bdsmtQ0qyqqqKqoq6qowdXXVjZvUN+/cttPwwAGT34xsLS3tra1srCwsLc3d3dwjIqKSk1Pj4hICAoJ8ff19fPwCA4MViYGXl4+Hh1dwcFh0TFxMbHxsXGJEZGxEZExUdFxETGxAUHBAQFBoaLjiTpuIiKiY2Piw8NBDhww0tm/X362TEh5SlZ1cV5I80V4v6q6/O3Tuwejvd0bP3R06P9d/RtRVN96CFHbWzQ2cuTN4lk/CjlyvGL+JEHXVSRiNM70nZ3obJYw6YRdB1EWQ0OumGXWS7loxvXaK3jDV0yBm1Il76yS9tVO9dRJG7XRvg5heo6BWMQab7q2VMGqme/5xCDXibryoCyfqwvNpWC4FwyVjFSrLbK+ebEdPtMHHblVNtCFGmitHb1Yx29HjtxATtxC0cyfOl/krkMVnOmFS7LHJNogEq8pA8wQdreB124LXaYas0wj9L43o//41MUjJLavCnzz1Z3Nn/3jPKJs+PNlO7++gD3bQh25Re89fupmUWVCBrfurhXThRlsVttHNJ8bCIcTcLtTSLtzZK9HVLy00pjQ1F59TcTIktazhJvXhd+gZAPfX1kQr33my70LpmmBpjSuFuFLAlcp//PrLIP4yJFiW81Yg7oqcu7LGW5HzliHuspwjk3NlEHcZcGQQSwYxpdDkEhhfBCML0LCivkCji2B8EYx+kfd/+tr3VsZ4KWU8XaDPvaEJH/aLHo8z507lwEv2Hz931PisiVGDvXltoGt9avhVbJGw79aLu0NCTktrK7KpIaUGl1CY6YMuiK2pSMEWRtcUxTUhs0/iC8P8LPPSA081FEZGm5s7bLFw2WntuvvQMc3tmzeoKiupwGAqsA2qsI1qKhvUVDds3bJNd4/ukcOHTX8zsbe1dXFxdnZ2dHZ2DgoKiotLSEhIio9PjI6ODQuPTExMjomNj4tPDI+IdnXzcvfwCgkJjYqMTkpOSU5JS0hMjo6JC4+ICgwMDgoK8fML8PX1Dw4ODQkJCwwMdnV10dTcqautdezA/khfj8rMhD9xBQLqSXF33UxP0/zg2fmRs3eHzt8fucAjE8ZuosX0k/PD5+8Mnp1sQQ5eKWN3YKcYjYqa7mmc7mmQMH740WlGrYReqxBdUVeNqIsg6iYoxlri7tqpH7FXreLDP3s1/DSjdqanbqandrq3ZrqnVkTDiWg4URde0InlUbAcEpbVjma2odmkamYHcrwNPtFWNdZSNXS9fPhGxUhz5XgLvP9y8SVkWFOBZ022Cy7DqTrFHptkUxlvAY+zLXI1Dt66xWfdZv/1moHrNIP/x3MMIuKzcktRCPzJP290tNP6yD1DZMYgiTF0k9LbQqLnliB8QmJqzvzxR0vHHzfbC8uxDm5hpvYh5k7RlvaRzr6pjkFZgUlVJbirqDMdbWPT95bXngPo4Zp8enlNuCTnyuS85TW+9DtXKudIIQWv/GWgsKqCFYi7ImevyLkrct4KxF8GfBngyQBXCnFlEFcGcZYhzjLEXIImF+Xji9DYAhj9Aka+QKMLYGwRjC+Csc9g9MNa/9uvvS++9j74Qp15RhY9GpQ8GxgQ1MRkVVjYVHu6YiID4BFe2IyIs6hcRuuZR3ND89P03p7TeHxUVqZtkLdheUbgOVT2KXjaOUzeaWzJhUY0siS1LD+mIC/M2knnqJX6YYvNRyy2HTi0c8fWTSpKSjCYEkxFVUVFFQZTVVVT37hpk+YuTV3d3Qf09c1MTV1dXLy9vb29vQMDA0NDw7y9fUNCwiIioyOiYlJS01LTMpJT0tMzcuITkt3c3N3cXIOCgsLCw0PDwoOCQ4OCQ8PDI8NCw0OCQ/39AgKDggMDg93cPYOCQkxNzTR27DDYq2tjfDwu0JtQknXrdKWQ1jTb2zB7u2m2/9T04KnZ/tNzA2dZ7ThWR+1U75n5ofNTPU0j1yuHr1fyyHgFrDN9TdM9TVOMxunehqme2qne2p/tV52YXivuqhHRCOJuwnRPnZheI+6umWbUSxj1Eka94qYDCaNG1E0Q02tmGLXT9JopOn6mhzDTUzvVTRDTcOIuvKSbIKDieGQsuwPN7kBzydWT7Yjx1qrxtqrRlsqR5sr+q6WD18rGmqtGmytbauJPFXrXnnDFpDuhUu2RKTbwOKuqWOuqSJtUswMeahs91+/0WbfDb92vdyVYWjs7OLr7+obkFVZeaaHQ+scZg+PUnsGbZMbvV24FRyYFRyWd/OPaNWLXmb9uhsVl27lF2HrEWrrG2boluAZnh2dVn8BdLqi7frGbObPw/TkATyD53IpcuCAXLCoYlfNkcr5UzpP+FNcVSPAV8FYg3jLEXYa4KxBvGfCXAU8G8WSAKwNsGcSRQVwZ4EkBRwqxpRBzCZpYAONfwPgXMPYZGv0MjXyGRj5Do5/AyEdo8MPq7bffel5IaQ8/tEueU4VPBmZfUokDRSHRpRGB5YkhhdH+lakR9ZXpzRdQM+zOx3eGucxbxHZUcYFHQoRFQ2VSfUn8OXTmH7UlvxMqLjSgG7HFhScio6OcTK01j1huNTDeqn98y37DHRo7t6rCYDCYsjJMWQUGg6moqKqqqW1Q27pt644dO7S1tQ0MDU1+M7axtnZ0dAwICPD29razs7e1tXN1dfPx9Y2JjU9JTU/LyEpKTc/MzktISnF1dXN1cQ4KCggJDgoJCY2KjomLi4sIjwgOCvHzC/Dw9HZz8/Dx9gsJDjU2+k13z56jRwzdHK0LU2NOIXMpFxEsUo2ou2a2r3Hu9qn5gTN3hs7N3D49dB3OozZN9Z2bHzzHp9QMXikfv4UWdtVLGI3TPY1z/Sdn+hqnFP2WIjfo+TE+ENNrxd21oq4aRVsm6iZMMWpmeusl9LopRt1UT52IQZAwaqYYdRJ6rbibMMUgTNHxkm6cmIaRdOFE1GoxDSek4vgUHI+M5ZKw7A40pwPNIVWz2lEsYvVYC3ykuWroesXA1dL+K8VD10tJp9POlPjU5bhiMhyRaXaIFDtkgjU83qosxqIoyCpMX8/1vzd7rN/m8d+//ruig4P9EUPDY4aHTH4zzy2Gt1L7BsbYtJ6ByzeJ5SiCi3dIZELWX82ki9c7YpML7N3C7b1inPySHf3SnIKy4gvqSuqby0631ty6Pfnq4zMAngHwYBUSS+WCRYi/JP9HVhVmQLACBCuQYAXif4N4KxBvGXBXAHcF8JYBbxko/ABbBrFkcrZUzpHKuUtyzhLgSAFrEUwuAAW1o5+gkY/y4Y/y4Y9rgx/kAx/kgx/W+t9/63uzwni2SJ1/2yF6Rp15NTj38vc/rqXEhuXEBeTE+pekhNeWpl2qL+P3tzwS9d0Xdc9wO9quoi/WF16uLa4piP0Dn/9XXdmVJvTl05h6TFFmapC3729HzLYZGG86ZqllZr/viJH27t071VRVlZWUlZVhMJiaioqqioqKioqKuvrGTZu2bN++U0dnj+4eXQP9A8a/GTs5OVlbWxsbG5uYmJibm5uamnp6+URFxyYlp6ZlZadkZKdn5sTFJzo5OlqYmdnZ2iiGuv7+fu7u7h4ent7evh7uXp7uXuGhEQF+/jbWVocOG5qZGfn7uFTmJtWUJPRdx3I66/mdBEl33TS9aabn5MPRC5KepsEbCF5n43Tfuene05O3UINXKtgkgojRNN13eqqnabqnSUyvl9Drp3sbJIwfuwGKCYKou1bUVSdhNIh7asWMGjGd8KO76q6VMGolvTU/ka2VdBMU9kDCwIvpOGEXRtCJFnWiRTQFrNV8Co5HxnFJWHY7mt2BYrUjmW2osRb46M2qkeaq4RsVty8X910qpP2edb7Crz7PDX/CGZ3uiEy1RyRaVcaZl8aal0Ta5Lia261XcVy/xXH9r8uH/v5eRw/q6+/Zs2/PPmtbl7ScsptEOpUx0HD2YlRiuod/RCW68XIzLTop394lzNYlzMknzj00MyS5Mq38TA7mUmFdM+ovKn3q8RM5eA7AIwjMfoWESxB/CfCkcp7s32YA/LAEy3Leivx/I8tbBgo7y1tZ4y6vcZfXOLI1jlTOXgKsRTC5+B+VHfkoH/6wNvxhbei9fODd2u233wbefe9/+633lZTxdJEy9+aW5Cnlziv61ANEXUNSdGhmtHdeoj++OOUirmSw/eJdVufcJJF4CdPTemqM8hfld3znRcLtW2cplxtbL9ReOVNdU50THulo7bLvsNWO/cZbDhjvMLLYc+iI1l7dXZvVNyorwZSVVWHKG1RgCmRhqqobNmz4Qe2O7Ts0d2oc2K9vZmJ69MjRgwcNDxw4cPjw4SNHjlhYWPn7B8bExicmp2Vk5aakZyUmp0ZGRjs7OZubm1tbW7u6uvn6+vv7B/j7B/p6+zk7unh7ent7ejk62NvZ2Zia/ubgaB3g45QW5UUoihlprRHRT0noDdOMxil6o4BaM93TxKMSRltQvM7Gqd6zHDJ+8GrZyA04n1Yn7m0S9zaJ6PViRoOI0SCk10/1/li/UiwGCLsIou5aQXedkNEgZNQL6LVCRq1Y4WLpdYrhrZj+A9kpeo2EUSPswikiW1EXRkBFiTqr+VQMj1LNIiKZHUgOuZpPxXKIaHYHikNEszvQE7cQE61IhdYOXC3tu1TI+DP3T1RwY7474YRLdYYTMt0OkWxTGW9eGmdWHGleHGLtornlt3UwU9jGX5ANCPQ7ZGhw/MgxJ3sXW3t3J4/A/ArMHzfa0LWNpQh8Zl5lfik2IDTNyi7IwT3a1TfBN/JEzAl0VuXZIvy1otqW/PrmS7d5979BzwB4AqC7q5BIBvGkQNFsKZKBX5EF/+FVpjAGgLMCOMuAuwzxVuTCb9DUKiRZlUtWIcGKnCNdZS+tMRehiZ/IKoT2P8i+Xe1/+63/7bfbf3/teSWjP1+kPf7UPPP8puQZY/49bXK2pKIqMco7J9Gn4kQUoTS97QJONNwyxyROdF8aJJ0fp1wcbT3L67rK77s1RrtGvXb20hlkXnaQg9sBa8/9lh77TRz37j+6XXffFv29O/fqaGhs264CU4XBVGHKqjCYiqJUVdXU1NTV1NQ3bty8Y9uObVu27ti2XX/ffj3dvYrNrL16+/T1DQ4fPmpn7xgYGBweERUbl5iamZ2WeSImNj40LNzb28fGxs7OzsHd3dPDw9vNzcPR3snFycXe1vbwIcMDBgYmJia2ttZOTrbertbxgfbX6/In22uFtEZJd8MUvX6mp2mK0SihN402w0dvIvmUegm9afQmvO9SyURrtZDeIO5tFDIaxD2NCl7FjMb/mAF6rbCLoNBafletiNEgpDeI6A3innpxT52kp05Cr5XQ6xQbiRJGzXRP3eyPpRnCVA/hB7KdaFFnNZ+C4pARbBKSSUSwSEguBc2nVHNJaA4RzWpHstpRk63I8Rb4yI2KwWvl/VdLev7Ku0GIbshzqz3his10RqU7IFPsEYl2lfFWRdGmBRFmMfaHjqj9t6Hy//sFWU9ffxMzG1t7d1ePQGfPoICIhPxK3MmL185eaj5/pS0lq8zaKcjUys/RLdrRM84rPCsioyqpqCa76lwB9ko+/nr9rQHBe9lTCDyG5PchSLKyxluSc5YAewniyqB/88pT2IP/CCr4p8diL0PsZTl3eVX8DZqXg3sA3AXgDgBTqxBPtspaWptckE/8NAZjn8HYZ2j0EzT6CRp5Lx98u9b/9tvtNyu9r5cZL6XdLxapz7+0PXp/Q/yCJH7bM/fuEuN2UnpsVrxvaUYYKjf+DDKrv7VRcPvazGgHi/4X6Q9473UC9S8M7UoD6UpT+6WGP09VREZY2brpuQQddvI5ZOd66DdzPQMDrb3aO/dpa+rp6GxQVYPBlFVgyjAYTFlZRVlZRUVFTVFqauqbNm7ZunnbRvVNmjt3ae7cpb1LR0drt5amto7OHj29fUeOHHNxcQsIDA4MCgkJj4pPSklKTo2LTwwPj/TzD/T3C/DzC1BkBd5evhZmFgYH9A/o7zMyMnZwcLK1sTYzPm51/EBxov/QDQKf0sCn1AmpNaJOgphWc6fvjITWyPg9f+wGQkip45EIty+X9F+t4FDqRPRGEb1BRK+X9DaKGfWi7joxvV7UXftz/aVOQq+XMBpEXXVCWq3iPMVonOltnO5pmPpxh2PtD/PQhZd0E6a6CRJ6zVTPjymDmI4V0TBCKopHQbKJVWwSgktBcchILhnJp6K4JDSXhGa2ISZb4ZOtCGYbcrS5cvBqaf+lwtuX8sknU04XedVmO+OznLGZLqgUJ3i8fUW8TWGUaV6kSU6ItdMBzT3/9f/96mVdva0cPB09g3xC4oJjkmNSc7KKEKXohrxynGdQgomNj61zmI1TmLN7rLtvkltQWmBiaUJh7QnkxSzkhdKmm0P33z6Sg8dy6CEEzXyHeNI1nhTiSgF7CeJKf7hY/r8A/TeyvGXAXf6BLGd5TfBVPi+HHgHwBIAnADwA0DwECb+usZfWJhegfyRWQe0PZD9Cg2/X+t987XstY7yU0l8s0V8sUZ99IT76dGv+3Q3xy1tzr0jzD6vPnEqNDS1Jj0LnJ+IK4v7E59Iu4xnNDa0X4X/V51yqz72Az/mzruTyScSN8+hGfFZQqJGL/76wRMvAUDNLq71OTsfNTQ2Njuw9fmjfPj2dTRs3qqioqMCUlZWVFcjCYKoKZFVVN6iqbti4cbP6hk0Kdndu09DepaO5c9cuDS0tLR1t7d2HDx+1t3d0c/Pw8wsIDQ1XDBTCwiNj4hISEpJiY+PDwyN9fPzs7R1/+83YzNzM1sbG2sra0tzS3MTkuOF+F/MjV+sKOR31Ilr9VHfjVFfDVFedkIwVknDcViz9bM5kM0pCqZ9oRtAv5A3dgHMo9YLOeiGtTkJvkNDrxV01wi6CqJsgoBFE3TUKXsVd9QpexTSCmIYX0wjT9LoZRv0svW6WXqfoyUT0WgmjTtiJl3QTRDSshF4jpuMVxkDcjRV1YYRUFI+M5JIQXDKCQ0ZwyHA+BckjI7kkFI+MZrUjx25WTLbCJ1rhY80Vo9fKhq4UDVzKY/yecbkqqC7LvibTiXDCrTrdtSLBrizWqiTaoiDStCDcNtHN5Mimdb8mBnbOrn6hvmHxoQmZcRl5iVn54XFZrj4xh01dja19XX0T3HwTHD2i3bziffxTfEMyfSLzQ9OQCcVNmZiLVwb591fBEwh6BMnvrgH+MsRRKKsU4kqBIiLgySBFX/V/U7sC8VbknBWI9xWaXgUPIfAMgJcAvADQEwDdB0DyTc5ZWv3fyI58hIY/yUc+gqF3awN/f+t7vdzzUkp/sdT9fLHr2QLt4WfS/U83Zl/dmHlCmn/aMc4rLis7kRaDKEkhVGUg8mOLM4Lz0/1TIh2zYp3rq5Iu1OSdxeafIxThKxLzsr2Dooy8Iw/6RR51dNlvaqRtbWlgZWHoaG/k4WppbWWioaGporJBRUVVWRmmrKyipPQD2X9e1dTUN2zYqKKipr5h45ZNWzV2aO7crrFj2w6tXdq7dmlramoZGBw0MTGzt3Pw9fUPCgoJCAz2DwgKDgkLDg0PDgn1Dwjw8PR2cnKxtbW3tLQyMTE+evjw0UOGxw4aHNmvE+1r13cVJyDWijtrRbS6qa6GO71N8z11M7QaVjPy9u/5zBtIfjt+8K/ingv5Y61oLrVeQK0XdTXM9JycojcIOnF8CkbQiRHQ8PxOvKATr+i6+FSCgIqXUHGzXYSZbsIcvWaeUXuHUTdHrxHTCOLuGgmjXtLTIKHXSroJkm6CuLtG2I2V/DQG4m6spAsroqAFFDSfjOSSEDwykk9G8ogIDhHJISJZ7fDJ1qrJVsRkK3y8uWKyuWLsavHgnzkDf2ST6mNPnnDCp9niMhxRaQ6VSbYVCVaV8VYlUVb5YRb54dbBlnq/IGvn5hMSlxqVkhOfVRiVku3hH2lm63Pc3MvMIcTJJ8HaLcorJMM7MNXbP9kvMC0oIjcgptAzqsg/DVl5sZ33XvoYAk8A9ACCJF8hrhRiywBX+gPTfxsA3grgrQDe8n+uc2WAI4M4y3Luspy7Aom+QXfk0GMAPf+J7DMAHgAgWYVYUjlzAUx8AWNfwNgXaOwzNPIJGvogH/ooH/4Ihj9AA29X+96s0F8s0Z8v0Z8vdj390v3kC+nBh1t339yYeto6/bT33t8X2jszMpMKs6Ow8Ky8zLDwINuYCCdfD1M7M70oPytcSWJtZVplXqS/+xFnl71eIQbe4QdtnHebW+02Md1z5LCmpbmBp7tFaKi7v5+bocF+9Q3qqipqMJiqkhJMSQkGg8FgMBWYwuPCVGEwVVXVDQrRVVfftGnjlu3bdmzZvHXnDo3du3UVz4M7sN/g2NFjJiamzs6uYWERintsIqNiQkJCfX39nJxcrKyszM3Mjx09duTwoUMHDQ4bHDisv+/Ygd25MZ7jt2rFnXUiWu1UJ2Gaip8mo+aJVfOkyolLRWMX85i/Z0/+ldd7PnvsWhmPhBd01kk662a7myREOPdmmZCCk1CwUxSEsBMtakdMkzEiWrWgq0ZIrRPRaiRUjKilaJ5U+rCL8KC7Zp6ImCFVzXZh5ztxszSskFI93YWdpaGnu2r4VLSYhp5l4GYYeF4nWtSFkXRXT3WhhcQqSVvZDBEpJiL5V3P5N/KE7RW8DiSnvZLZXslpg/Pb4czm8rGrheN/ZI//eWL09+Te2sg/i9xq06ywadaoVOuqZJuqZJuKeOuSKKvCCIu8cJPMAKNfkPUNjY1Iyg5PzPIOjbNy9jaydD1m5mHhFOYSmGLvm+Tgl+wekunkk+AbkuEfmhUYmecfU+AbXxaWT2jn3L2/Bp5A0GMAza9CAtnaDxH9R1ll/1FT/i+xgMISAIWFZS9DvBVo+jt0D8gfA/lzAJ4D6DmAngFwDwKCr2sTi6uTX6CJL2DkCzTyRT76GRr5KB/6IB/+CIY/gsH38v53a31vvjJeSunPF+nPFmhPPlOffCI9+tB6782tuVc3p57TH34auPMcgcNkJYVXFCSVFyWmxftEBDl6eVja2Bx2dTwWF+6SGuvp72ni6nLYwXm/lfMuR6+9jq6GNvYHj5vuNjTY4eFqHhzkEhDkEhLsaWtpoqWhsUFtg4qKmrKyioJaJSVlGExVYRL+De7GjZv/XTo6e3bv1t2lqa2lqa2np2doaHjw4GFTU3N3d8/gkLD4hKSkpOTo6BhPT09Hewc7G1srC0sT49+OHj146ID+If19RoY61TlhEzexAgp+ugs3z8DP01BDtSG3i+1HkW6s00nDuAh6sR213L6vMY5/CzXdWTNNrZmn1k43V9xGuveUOrLPJ8+QK+dIZWNnYthnEmfbEbxOBKcbL6bUzNCwzPOJPWV2A9Uu99tLRX+l9FY6MlDukub8J8QK7tno/obwGTL8fidc+EfaUE3I9M3iuS7sTDeOR8OIOjHT1CpR84khQgDv9/j5jvLJU7H9BTYDZQ7Cy+mCNjj3VimrtYjTWs5vrRBcze3H+o81RrIvpjIqHbtyLa+fsGzMtMSmWqKSLZFpdvAUu4pEm/I42+JIy7xwk5yQX5F19gi0cfW1dPYxtvU4bOJoZOlp4xrp6Jvs4Jdk559s65vsGprlHpJp75PoE5EdGFMQFFvil1COb+6ZWlx9LIceQ/IHiq7rB7L/89f/f5sBxVvuCmCvQOxliLMCCVaguTXwEEDPgPwlgF4C8ByAJxCYXYXY0tWxL2ujn6HRz9DoF2jks3zkEzT8UT70QT74/kcNvFvre/ON8VLa81JKf77Y9eRL5+NPlEcfO+69bZt/3Tr9gjT7mvVmpbV/tKAgOz8zpjwvoSovPi85JMjP3tnZ1NXZ1D+ijWIAACAASURBVMH2mKPN0QAfq5goV2fng2a2u6xd9HyDrGzsjxw6qn340K6gQIfoaG83Z7OwQNfE6BCjY4c2btygGIApkFVWVlm/XllxUPCqOCjyL0Wpqalv2bJNT2+fnu5eHa3dWlo6e/fu09c30Nc3OHDA8MiRYyYmZsbGxkZGRhYW5vZ2dhZm5seOHDM8YKh/QE9/7579u7V+M9C+gM5g3qrmtSOFFNQMFTnfcmKw0namNni01G4S6T5Y5jxB8KWUmg3Uh0qImBkaYYqKmyajmfWRYyh3To3fENxhvjV7tjmdXmDMqg2cISL5nSgurVpMqp5ur2AgPYRNIYNIV9756CGsC7fOewztwmoKvncti15o1l/lNN9ROddaPFhqM1xkPXstb7oTPUWFC6hoCRU311ExhvPrzT4mOhUy25rfC3fg4txHqmwmCP6C5vL+U4lDZxP4reXC1jLhmcie7COcWn92Q1hfsdVEtSsxx+T3dMuadBt0shUqVYGsdVmsdVGkWUGkcW7Y8V+QNbVwsnDwsnbxN3f0P2ruYWYfbO+ZaOka6xac7RSU6RCY4RaW4xSc6RqW7RGZ4xOVF5xQllp5evDhu3ty8Hht7ZFcPr8qFy2v8WQQVwY4UvCvn/4fosv9V3EUMwLF1GAZYi9D3GVI8g26B4EnAHoOoFcAegHkTwG4K4cEy6uTi6ujX6CRT2DkEzTyCRr9DP6FLDTwbm3g3Vr/29W+N996FHb2+WL30wX60y9dTz53Pv5Euf++89574syrwWdL4w/f1J85VVqQXpIVXZUbV34iJi8tLDHCOy7MJ9zfJcTb/kRycG5qsJe7sZGZlrndPgfnY4aHdQ4e0z1+XM/X1zo+zici2LUwK644M8He0njblo2qqqowGOwfZBWYKinB/i20CmpVVTco/hJRRUVt+/ad+/T2G+gbHthvuEdHT0drt7b2bm3t3To6u/X09HR1dbW0tDQ0NHbv3qO1S3v71h1bt2zbpbVTb7f2Xk0N6yO6lzCZzBa0gIwRUXHiVjj/ZAwH5/2MVDGC9Z4os2DCHXlnE3uQLiN4nzsd1fO0enE3YYqCGsUHSM7GzV3NHEM6PL2RLqwL7jtxnFcbONuOnCJXC8hwARUlICPGrmTfJVaMY/3EJ0NH0G73rp+YPx/NwXvcbS4Yrwkdq/a631Ex11HOPBnWh3QWXs+boaFmaVWCTriQgpkmYpjnkwbhDqKTIXevZA4iHOeupAqaAkcwHryW0tE/s5mXsvmt5eKWgmG4c8+Jo/yaABbaZxTlIfgrnlFufy3DuiHDFp9mi06xh6fYVSXbVMTbFMeYF0aZ/E9kndyD7d1C7d3DnXwTjlr4mDmGmTpEOPtlOPikWrnHWXkmOAdnOgVlOgSku4af8IguCEipPN85NvcV3IWgx5D8vhya+ioXSOU/Fl9kEFdB5M/6Z0aggFXBK08GcWQQSybnyOTCFWhuDTwC4CkAL364WPkjAGa+Q8zF7+Nf5KOfwfAnaPijfPijXAHu8Edo4J1cwevtv7/f/vt735tvjFcy+vNF+vPF3meLt1/I+l9KB15JB14s3X66QL//kX73neDt8g0avbq6vCg7JjsxsDgroiovtiQzqiw7FlWUWpETn5PgX5ASGBFkZ2ax97jxboODGnv0dhw+ru/gYOLlaeHnbR0T6lGQHpUY4uFhb7pn1/aN6htgMJV/vIEiPfgH2X/yLwWpiuBW8VZjh+Ze3X379PR19+zdpamtqamlobFr1y5tPT29/fv19+7dq62to6Gh+RPlPTq7tXU0du7duc3L6tDNutyhS+XMWwhRJ2aaiJtsTGLVBM+3FQ9ivbkIm/ESk2G4y2CBGR/t8aAVNU9rkHTXzVBQI3X+M78n3bmaM4FxmTsXOVrpwkN7cetCZ9rhEhJSRIYLqShRJ26eXiP8K2Oowun+H7HjGI+7zfl3LiRwcV5PSYjZ6wXD+IB7HWV3u1AzpJJugp/kRuGdTtwUDcOlwQUUlJiMnSIhJxvDBE1hj66mTSBd5i/nSE5FDhG8ea3F/PZKXmuFsLWM90dSX5ENE+7IrfFjYTwnsN6CS8kDCNe2fJvTJ+xqM+2rU+3hybbwFLuKBOviGIuCSNPcsN9+VVlrLyvnUCu3SJ+IXJeAdGP7UHPnKAvnWHuvZOeADAf/NKfgdEuvBGufZMeQLKeIvBO1l5hvFu5C4D6AHgFodhXwl+VcmZwjBWwpYEnlbOka9xdl/QXZHxelcrZMzpLJubK1qW/QfQCeAug5AC8g8BxATwG4B4DwGzS+sKYIs4Y/yYc+rg3/mNPKhz/K+9+u3v77u+K17823239/6329TH++2PtKNvz228SHVeaHVeb7b6x338ZeyoaeLXbP/c16vdLFlWBrMTXVJfkZUQUZ4VX5MeU5UVW5MfD8OExpSnl2RHacV5CXmYW5vsGhnfv1t+3W3aG3X8fG1sjW6pC5ib6N+WFfN8swH5tgL1ujw/u3/hBaVWUlVZiympKSyv+puIoAQU1NfdOmLRs3blYkCRo7NDU0duno7NHV3auru1dLS2eXpraOtu6BA4YHDx46cMBw7979urp7tbV3796tq6enp6upYai9Pd7PsvtCGasFPXK9cuRa0RQVw72Ywa0LnrmcPYn2nia4sRE2XVmGgxkHBNUed8loMZUwRcPNUSvHar3mz8Xdv5LDQroKka4cuMNcQxCP4D/bUSamIKYoSDEZNUPCzbdUDVS58RvD7t3MHcG43b95YvZi0iTe73FHxeyNnEFCwJ328js0xHRbYS/Wf/pqwTwRKyLjOJ0YPhUlpiJnyUhWQzj/dPj8zZQRtMudyxmiU2HDWC/xjSLJrYqptsqZ5pKRaj9WlYug2lVAcOVVO3NwHnN/JgzBXWhVTmfz7Oqz7bHpDogU+6pkm/IEm5JYi6Jos8Io01+QPW7ucdjc28Ilyjem2Dk4y8Yjzto91sIlxtojwcY70SU4wy0829Y/2T4wzSksxy8D2cyam5ODu5D8ASS/BwHRCsSVyjlSwJEC9jJg/thogThS+b/tAVf2c6vwpzdgS+VsmVz4FZqXg4dA/gysPYfAcwg8BeARAPMAcL7KR79AI5+gkQ9rwx9Xhz7Khz9Cg+9XB959H3i3qvADiup786339dfe18uMF0u9r2RjH9Z4i0C0BIRf5PwP3zlvV8aeL/bde3/70efxJ++wjY2E6qqqwqzC9MjC1OCStOCKzNCiJH90bjSuOLEwOSDA3djcVM/AcPuRw7sOGOjs1Nx68NBuc1OD3TqbNTXVDfR32FnsD/az83Sx1tPVUd+oDoOpKiupKSttUFZS/aG1Sv9BVllZ5R87q66+SV19k6rqBpiyqrraxi2bt+3YoaGjs2ffPv19+w7o6enr6OzV1d13QN9w3z79PXv0tLS0NTQ0d+zYuXPHjr1aO030NSozfDrP5040V7E7cEOXS5gtlYLLWWNwl+lTMZNwdy7BdwzjMQR3mqhyYNf5z1KqxCT0TAf8TlvFBM5b0hDw4I+kCbgzF+k2XGw+Vmw2WWouvpwmJlWJWqumSMg5EnKyNngE4fSwteR+W9kYwvnBleSpc1GjOL8HFLT4ek4/3vdOe+U8tXq2pfg2JoB/NW+KBJeQEVwKlkWs5hIrp4jlzIZg7qnImRtZ/Qjne5fi+A0+I1iv6ZvlgutFolv50y1F/dW+twvMRgqPj5Yas6rsOWinhxdi+kqdeutCLpe7N2bbETKdqjOcEKkOlUl25QlWxTGmRTEmvyBrbONnaOx+0MzLzDnS1ivBNzLPyi3W0iPWwj3aMSDNOTDLPjDVJTzHPTLfPb606lInf/H7PAQeQNBDCJpdlXNlqwpkWVLAlEJsKcSR/SCSo5hs/WAU4soAZxmwZXKWdI0lhThSuWAFmpWDBwA8AdAzAD2DwFMAHgPoAQCza4ApXVMgO/RBPvh+bei9fOgDNPBurf/td4W+Kkqhsr2vVxShLOP54vDfX3mLkEQGppcg8edV3rtvY88Xhp98od17x367cqG5ozAnu7IgoygruiAlJDfOtzQtJDfWuzwtFF+ShMqPC/eztrPRP3hox6GjOkeM9u0z1DpyRNfY6ICmhvourc379+2wNNkf4GWdHBNka2GssWM7DKaqrPRjoABTUoUpq65Xgq1br6ykBFM0ZIq8VuFl/zEPKjBVBcTbt+/cvVtXV3ff3r36Bw4cNDhwyODAwX379fX09u3evUdTQ3Pzps1bN2/cr73TyUj3QnVCzx95/X8WsloxzFuoiWY4/1rh7VI7ZqnFULHFSI0fqch6tNRhqMSWfT5mvgszfD6bdTF7vg0+WRcyUm49CXcYwrjNXE2b/iORhXfnIJ2nW3L4raX02hhRe9V0SzG9yGIMbsc9FSG5dGIE7T2Jdh+scGTXR9yn1XGu5vXjfGZvVYhIWHFLEQPty7uaI6EgBBQkh4xlk7BsIpJ/q3ykzpd1Mny+pawf6cHG2A+Um7Oagqc64P2nkwbOxQjaS9l/ZHNOh40gbZjVHtza4L4iE065Fb3QevD35Fv4iKZc59psJ1ymIzrdAZ5iX5ZgWRxnUhJn9guy9u7Rpnb+h0xc9h11cPJJdvJJdQ5It/aJt/aOs/FKtPdJsfVNcQnPdY4sjC4/SZt/PbsK7kLQQwDuQUC0ssqRfudI5awlaHIJYi4BthQoAOVIAVummMRCHBn4IcMyiCWTs2RythTiy6CZVXAXgIcAPFVEBAB6BKBHALoPwMwaxFyQj35W8Cof+gANfZD/02z9NAPfFdX7+ivjpYz+Yqn7xVL3s4W+V0vshVWxDJqWQjNLEP/DN+abpaFnn7sevB95scjgTGdkZJTmpSDLMlAlaRXZsaUZUTnxASfi/BB58eii5KggRyc7w6PHNI0tDSydjh8z1TtyWNfG4pjhAW29PdvNjQ+E+NjHBrlV5KZEBfns3a2zQW2DsjJMGaYMg6koK6muXw/77/VK69YrK3j9t1VQDBp+hAk/Pa6q6oZt23Zoaens3q27b5/+QYNDBw8eNjA4uG+f/q5dWlu3bN2kvnHzBrV9mlsD7I9cRMQPXCkZvFIydLWSRcRzyfgpEnq0LoRebDGIcRs5HdVR4UYrtBuu9hG3lki6atk3EfyblZIOJP/Sidso7+5KN/bljHs01KNOlPhaBu/3RCGpgkUsH7uaK6Agxe1lQ7X+ExjXYYwX+8904ZX023DnfrjHzLXC6c4azs3SkdNxU61IMaVG0Fo+0BTNby4SUarZFCybjOMQURwiituOHDsfy/ojdY6M4V3I6Ct3HEB5TN/MEVDgkzcKJ67lsNrKBR3wKWLpxPkY7tlk8bXcHqwXvdR6qDZ47Eoe/fesv6r860844jPs0Wl2yFSH8kSrsgTzkjjzX42Blf8xC7ej5k57DEwPG3vauCV4hGbb+SbY+iabe8RYuEfYeCbaBaR5JFfUEUfEUmh2DdyBoHsQmFmFeLJVtmyNJQUTi9DEAjS5CJhSiCmF2DLAWYJYUjlLJmcvQ5xlwJUB9hJgLa0xl1ZZ0jXO0proKzQPgXs/kVXo6yMAPQLgPgDTq3Lm4trIJ/nQh7WhD/Kh99Dge/n/cAIKavvefGO8XGG8XGa8lCpGXz0vlyY+fRPJoJllMCsFok+rnLeyoWdf+h5/6bn/gfP8QyUOX5SXgUUUoMtPoEuzyk4k5KdEpET6ZsQFFmbEZCWFOdoeMjLWcfQwtnU32n9o59EjuhHBHu7O5kaH9zjbHA32sEqN8ETkp+alx5oeP7hlo7oqTFVJCbZeSVlJCbb+J6b/RvbnxEFVYW0Vfdi/D5s2bdmxQ0NLS2fPHr09e/R0dPbo6OzR0NDcvGmTGkx5sxrs+N5dyQF2f1Und1/Im7yFGrmBHGvDCqm14o7qsT9PTFw+MfZXFgUfRcZHj/+RI2qHT3XihVSCuLNWRMHzWuGC9iphB5zXhhBQ8eJO/Cy1WkhB8MlVHAqS1Yni09ACMlpARYuoqDlSxRwZLqZgZqjV88SqaSJKTKvhUbFCKk5IxvKJOBGZIKbg+UQUj4xmU6rZFAyHhOa0I7hEJI+IEhORYhJSREJNEVHClgpBe4WAXMUmVfIp1VwimtVeyeyoYBGruK1l4pslvNaiiVsF49dymdcLx68UDPyVR2yIO1PgXpvlgE23Q6XaViZZ/x/IGtkEHDZ1MzRy2Gtopmtgae4YaueV4Bacae2dYOoeYeYebu0eZ+mTFI86N/q3bOY7mIfAHQDNyYFoRc6RrbFk0OQimFgE44vQ5BKYXAJMKWDJAEsKWNKfmiqD2MuALQXMJfnk0uqkdI27LJesgnkIugug+wA8hsBjCDwC4AEADwC4C4Dom3xycXX409rg+9XB92sD79YGfuavva+/Knjte/Ot783X3tcrjNfL9FcyBbK0pwv0F4sjH1YEUvn0MpiVAskXOfetbOzlwvCThb4HHzh/L/1FoaWmJGPgxXh4IbwoozAjtiQ7oSA9NiUqoDQ3GV6UGRnsZmG538rpoLHdfp29G01M9FPiAmPDPQO9rH2cjEM9LTKjfdHF6aW5Sb5utjoa2zeoqCorqaxbr7ReWUlFRVVJSXn9T5VV2IB165TWr1dSvFUwqlBcdfVNW7du37x565Yt27Zv3/lPbdu2c/PmrRvUNqirqW5R36C7a/tv+zUT/Sxbm/LoFwrHW1AcYs3kLayQSODdQo1cKRm5VkY/k9mGDqc3JjJbKvhEjJiMk9CwIhpOSMII2xA8IlxAwwg7cTwylk/GiMhoHhnNJSN5ZAyPhuVR0IIODJeEEXTWTFMxM5TqaSp+loqfo+HEXbWc7loeDSek4tlk3CQJzSWihWQ8j4pjklCTJASbjOK0w7kdKC4JzSRVcajVAhpGSEGIKUghBc0ho9jtcG5b1SQRxSJV84kIDrFqoq2S3V4uaClhtuSPthSMNReNXisYu5w3fCXv9p/Z16tDm3KcarOcMOn2lUlWpfFmJbG/Imtg6nrM0sfI0u+IieuBYzZ6R6ytnKPcg084BiRbekfb+MZbe8fbhmaf7+eLv4Hp1bW7AFLsWHFlcpYUmlyEJhfBxAI0vghNKJBdAkwpmJRCTCnEXFqbXJIzpRBT9sPsTi7JmUsQRyafWgV3AHQHyO8D8BACDyHwAIB7ANwHYB4C/K9r4wurwx/XBt997//7++1/6WvPq5WeVys/DzLGKynj1RL9lZT+cqn7+WL3MwWyXwUyaEoGzUjB1AIk+vyd+Xpp5PHnocdfRp9/6RPPJ6VllORm1iAKkUVpOcnhxVlxlflpOcmRpSeSkCUnUuOD3T1MTW33Glnp7tZVN/9tf0ZCYFqsX1KEZ4CLiZ/D8fQo39ITCSU5idHBXvaWxprbt6kqqyopKSvDlLds2ayqqrpu3bp169avW6f0j9b+A/H69coKrd20acvmzVu3bt2+fftODY1dWlo6Wlo6iiWEHTs0tm/fuW3r1m1bNmts23Jo725j/Z0RrocvouLpF4uHrlexO/CcNpyAhB9pLh+8Wkw/l92OjybVRN6+kM5sreC2o0VErICG4dGw3I5qbgeaS0WLujEiCkpAQfNpOB4VxyWjeB1VHCKSQ0GLaDg+hcAi4wSdhBkqZoaImKFiprpwgs5qXieGS8MKaHgxBSegVrOpaG4nhkdEsIkIFhHOIlay2yu57VWcDhSHhOFQqlnUajYJJSAhhJQqYSdKQK3mEZG8NvQYCTFMqmB3wLkdSFZ7JbOtlNlcMtFcPH6jcOJa/kRz8cj1wuFrBUNX8zpPJ54rdq8/4YjPdKhMsqxMtipPsPoF2SNmHkbWgWb24ZZOoYfNnXUMTAyNXB29kl2D0x2Dkq18Eq0CUhMQZ0ffSIXfVmfl8nsAzMsh4YqcLYWYS2DiCzSxAE0sQBOL0MQiYC4B5hKYWAQTS9DkEjS5JJ9YlDOlYFJRPy4ClhSIv4N5AN0BkMIbPAQ/dg7vATArB2zp2vDH70Mf1obefb/999e+v78pXGzv668KZBVay3gt63q5SHu+0P1yif5yqevZAu3pF/qLpdEP34QyMCWDZmRgRgpNLa2x38qGnnzqf/h54OFHzotPFfja5PgYVFEWIj8tLyUyMyGkNCcJXpRRkp1YWZCWHBvo42ttab//mIm2wYGdDuYH06K8E0NcI7xsfW2P+dkbZcUGnUiJLTmRkhEflhAZZHLs4KYNG2HKKsrKsF2ampoaGqoqquvXK61fr7xundK/k9qf+ML+kdgdOzQUmGpqau3apb1rl/YuLR0NjV3bt+/ctnXLZnW1bepq+to7zQw0Yr1/q87yamvM6r9cMX4LzSXjWWRM15+5tN+zOurjb2LDiI1xA1cKmB1IDhErotZyqQQWFc+l4FkUPLerRtiJE5HRPGo1u4vAphHYFBSvo5LZjmBSUPxOHK+zht2J55Oxgk6ssBsj7MLxaXhuN55Fw/KoGBGtRkzFi6kYfieWT8PySHB2eyWrvZJDhHM6qthtlewOJJuE4VLxHCKG04Hmk7E8MlJAQgiIKB4ZxW6rHiFWDXYUj7dVTLahJjoqx26VjrdUTrQiJprLxm8UjraUDt4ovX05d+Byzu0/s5qxISfznHHptvAkq8pk6/J4y1+NgYW/lXOUhVP4UStfE4dAQ2PnPfoWRtZ+zgFpToGp9kHpjjElF/oFQplc9O37PIDuATDzHeJKV5lL0MQiNLEAFMgqYJ1chCYXoPEFaEIht0sQcwlMLoKxBfn4IjS+CCaWwPgSGP8CCVagOQjcAeAuAA8AuA+gOxB0B4B5OST+Kh//vDrw7tvAu+9D777f/nul7+9vt9+u9v/9H5VVsEt/Jet+tdT9Ssp4LWO8ltFfLHU9X7j9ZmXi45pQCqZk0LQUmpZB4qVVzofl0VcLtx996rv3nv166XciJSY2Mj81tjgjPj89LjU2uDQvFV2eW3IiqSAzOisl3MvL0tJ2/1EjLTOjfb72vwU5Ggc5/BbqZBZkZxTn7XDlVG3zHxfqq+HFOSnJscHWZse3b9qsBlNTXq+0eeOm/Xv3aWtpwZSVFV2XQlkVZ8VBsZygyL82bdqyc6emhsaurVu3b9q0ZeOmLWpq6sowVWVlmKqy8iZV2CYVJe2t6g7G+9JCrcuTnc5VRnSezR28XsHvxA/fqKCeyiA1JbUQom4SYkin0/uvlk20o9gUrIBSwycRuEQcm4TidGL5NIKYWiMiY3mdGFYnmk2uZpHRPBKKRcQwyRgOuZpPwfE7MUIKmkdB82gYPg3Dp+KFnQRBJ45PI3CoeB4FL+wkiGg1fAqWR0FziWh2B4pNrGZ3IDntCE4Hgk1C8zpxIgpGQK5mU3BMMoZLRHLbqjgdCFYbevxWxeStElZr5UQbauRWxcjNkpEbpUPN5aMt5aM3S4duFo/cKLl9Kaf/cs7ItXz6+dQLZZ41WQ6oFJvKRKuK+F9V1sQu+JC57292weZOEUa2AcesvA8cd9A2tDR3jnYKSrcLyYipPN3/7LNwRT6zBt0B0LwcCJflrKW1iYU1hStQGAPmEphcAuOL0PgPZKFJKVBYhfEFaGxBPr4AjX+BxhagsQUw8lnOWlqbWoNmAaT4GtwDkMIii79CzAX58IfVwferg+9X+99+6329zHi1zHi13Pt6ue/N1743X3tfL9NfLHU/X+p+sch4Je15tcJ4tdL3ZqX/7crgu5WJT6vcJUgkgyTLkEQqn5ZB0zKIv/B18u/Foacf6ff/Hn72pYs3k52TnZsam58el5cenxYfWpAVX5KTlJ8Wm5kQkhDl7Wh/yMJK95DBdg8ro6qUsDNlGVdxpVexJedK0i5UZFP+PDV5u6f1yqXslDh/D1vTowd379q9SX2zKgwGU4Zt3bpt65ZtysowJWUVmIqawrb+xFdZWVkJBlNRUVH9pwNTV9+0efPWzZu3qqtvUlHdsG79+vXrlZSVYaowla3qGzbBlPZqbA5w/u1ElB0y3b0mx/8aLrn3ryIeBUs7lU6qS2yriWupiSU2pXVfyBu6Xj7ZhuSQMDwSjk/GCcg4LhnNpVQLOnGSrhoxDc+nYVgkJKsDwSKiuBQMh4zlUfA8Co5PwfEoWAEVy6dg+BSMoBMroOH5VKyAjOWSsWwylkXC8qgEIa1GQMWyO1AcUjWHhOFRsKwOJKcdwetA8UnVAjJaREbzOhBsIpJJRHHJGGYHnNVWxWqDM1sr2W2V7DYEsw050YaYbK0YuVEyfKNk5EbJSHPJ0I3i4WtFA1fzFMgOXcm9RYg4me+CS7dHJFlXJdr+iqxjiIlDmLF96BELP1OHECMbvwPGzrpHbPYbeVp7JzpH5cEvd3IX5MKVtTk5dAdAkm9yzuIac0E+sbD2k9cfQquwsxNLYHwR+iGrP87Q2AIYXwCK1ZbRL9Dwp7XxL2v8ZUiyCs0B6C6A7gEwuwYJlyHWF/noB7niXi7F4KD3jcIMLDNeSnteyXpeL9NfLHU9W+h+vqi4cvvvr4PvVsc+yZkLco4U4i1DgmUgWobEMrlEKp9dhmZlQCRdZb+VDj//2P3gNePB+7GHf6PwhIzkqJLclJLclPTE8JyM6LyM2OzkqLS4UD9PG6Pju6zNtbOiPNpPYgSUS/M918TUS2NXGnqaKnuaKtpqKlrPNIzQqCfSUs2OH/J0tLU2t96lsWujmpqqipqamvo/NmC9EkwZpqrot1RU1FRUVGAwmJKS4o5H1X8WFBUOYdu2HeobNyvDlGEwZQXWG1VUN8OUjuzVjPA0LYxzwGR51eUFnquIIJ3KoF/IbcFFthGiWmtj2uoTyaczGBfzBq+WjLfAWe1oNrGaR8HzKXg+Bc+j4HlUnICGEzMIfCqGRUQyO1AsIppLwfCoWC5F8aBtPJ+CVzyDlk/BCmk4Pg3L68SySCh2B4pHwXFIWC5J8WE0qx0+2Qpnd6C4JBS7A87uQPCIaAEJwyMieSQktwPB7UBwiSgehugM1QAAIABJREFUGcPqQDHbEJNt8MnWysnWqslW+GQrnNmGmLhVMXazbORGyciNktHm0rGb5SM3SoauFw5ezRu8nDN0JZd+Pu1iuTc21boq3rw87v9v7zy/m7ry9b/W784kttwwIZPJTG4yk0kInQAhoaZRTQ9kgBBK6D2AsSzJ6rJN74kBG2Nsqxf3pq6jc3TULEtuEJJJSMC23Jt6O/v8XhybCff+BXet2WsvrbPst5/17O9+vmW/GBjMWLB27tIv5n28ee7SL2Z8tGbu0o1zP94wbf6Kv8/8fPriLz7bkV6CPHL4gSsSewjwdgyz+6LoaMzkxUwegIzxisMjAB7Fnp/+sAdAIxg0AmAPbhwd20QnNzQC9EOYbiBmHMJQD2gM4G0x/AccewgwRwBDhjBDf0zfH1P3hVU9IVVPSN0bVvdGxpJbXf767kBdd7C2K1Db4a/t8Nd3BTR9YeMIhnoxux93BPCmEN4UAo4gcAaAy4c1+0GLD7T4QIsfbxyJajuGah53lrV1ap7033xQ+s2u7UcPfv3t4V0Hdn95aO+208f2njr8zd4dm5csnDlv1n9nHtigys+xll6zCq/YxJdsost20VWH4HIz/wpaeFGUQ1FL+aJS0fYvt361ef2WLzZMnTz5ldTU1NRXkpMnPLdjn9tbz3lNSkpKTEwkkH1eh5Ca+gphGrz6pz+npqampKQkp0xISkpJTiC9khS3aPY7+zYvpu5ffu7kuuvkrbeoW4tz99znbufnbJdc2CG5tFN+7WDl9yfq7p5WF2Ua+HRUykGlPIs8m5j7ThBpLeNZFGyLgm2WsywKjlWR/cJU+LJse0WurSyHQNZRmdtYmdtYeQ6Vsc1Srr0s1yrPtpfl2styrHKuVc6xyDhWOccqZ1tkLEREN0vZjQpuo4Jll7OsUqZZzLAreBY5F5VwTGIWKmGhYiYiYqASFiphm8RsRMQgMDXwyfrSDFhEMQoo+pKzuuIzUEm6ofiMpvCk9NJu1r4FZ3e8T/kfjsGshWs/+PiL9xdtmLt009ylG2ctXDN78drZS9a+O2fZm7OXr9hPV/463BSItcRibQB3hmLm0YhpNGYaHQ8JPGPIGkdx2PPvTRQKQiPAMAwMQ8A4ghNFLdAwru3HtH2YfgAYBjF4EHP48fYYcIVjppGotjem7Y0S4qrqCTa4A8ruoLo3RIQHtV2++u5QnTtY3eGrfeZrcAd1/VGTB7cGQGMIc4ax1ghoieCuMGjyYy4/cPkwlx+4vMDlxZt9wOnD0cFQ3U9uievX8sddpSpo9949u7764ujebcf3b/vmq41fb1l7bN+OfV9vWjLn3R0rFgiyT5sLc9uEV3+qvP1T3e3HdXday79DinJUN6l11yiS3PSyghs21HHz+t19e3Z8vX3zkgUfvv7an1NSUn9XRJvw+2wCiUQi9DUxMTExMSk5OSUpKYX4FxEhpKSkpqZOTE1NTU2dmDJhYkJiUkL8y6+lJqxePOPoto+zDqy4eHrT1Yx/3mF+nc/ecS09rZj7T8mFHdLLu8tuHq65c6rh3lltMRUSMFApzyLPMcvGoCR+zXIeKmNZFGxrGcdeke2oPE/QbCvLMcs5qIxtK8+2KZ4jOzbc2KrIsch4FhnPKs8memXNUrZFxrEpeAS7BLVmKaG1TLuCZZUyzSKGWcJCJeznyJqlbKOQjohYsJAJCxmIiGEopepLyLCQahRmQgIyJCDDgkxEQB5H9tuqW4fIX71/dOOUK+kbXkB29uJ1H3y6ac7S9XOWrJ/xYdqshWtnL1w3Y2Ha9AVp78xfuyn9iqEv6ArH2gHWHAU2XwQdjRH+gMmDm0bw5zoK/Y5a4ygODeOGYQAN488rsHQDmH4QGIaAth/T9gNdP9D0RnW9mGkYt/sw82hUPxBR9YRVPUFNX0TdG2lwBxvcAWKrie7ZLl+dO1jnDtZ0eOs7ffqBiNkD7H68KYI3Y6AlirWEY82BmCsInAHM6cNcPuDy4k4PcHpBsw84vaDRhyM9PlnLU77ridzWdpJCW79u1a4ta8jH9lBPHTy0c8vpA18f3JZ25us0SfZZ3U0WcoeFFjDN+VxLIddSxLMU5ZqLzjnFN36oumfhX6+4e8mK2CqrdFQqZc/O7RvXrpk5fVZy8v9GNjEujhQXFx8fT4qPj48jvkikxMSk3xu047mxhMSEhKTk5ITE5HhSQvzLf/zLK0nrP5l1fPsn9AMrL6dvuUreks/ZfeXMugsnlhcyvxDkbJNd2VN282DN3dPK+xm6EhokYMBitknCQaUcs4z37y3nmaRsi4JrLeNZy7IdlReIF2OsimxUzkZlbIuCa5Fz7WXZjopcR2Wuo+qco/KcvfycTZGDSrhWOc8q51pkbFTCQiUsy7jQ2hQcVMIgkDXLGGYpA5UwxjRVzEYlbETMRmVsRMKEhFlGIQMSMGAhE+LT9KUUiJ8JCSiImGoUZBr5ZESQiQjIMD9DV3RKVXCiiPPliY1Tjqydep+z93+obNrMBaunfbBiygfLZ3y0etbCte8vXj976RczF6+fsnjTwYsCxBNrjWGPAHAEMYsnhowCeHT8mjWCw6P/RhYaGSvENo7ghiFgGAS/L3LV9sf0g0DbH1F1h9W9MU1vTN0T0fRG9f2YcQiDBjFNb6TBHVR1h9Rj9YQhop2rocuvdAdqO7z1nb56d7DeHarv8mn7ghYP1hQErjDeEsXbMNASxpr8kSZ/zBkArgDu9GFOH+70gKbRmNOLufyY04vZRqIOT0z521Bx48/lrl9z7jxYlpa2ZvnH+7ZtOPbN9szj+7npR09sXVPMOWHMY1vu8uzF55pFlx7LbvxSnvekMu+3mrtdyuJ+o2zUUuXWSnT3r1v0kMZgu/V9/q6duzetW7tk4dIJEyaNRbFxJMKaHc+ExSclJZFIpLi4OBKJRFQtPm/NJXrFCCUm7mfxpMT4eBLp5T/87c8T/rlq/undK9hH111K33yDuvUOa2fO4eUXTqz4jryuhLdVemWP4rtDFXdP1t47rSmmGPh0YswgKuUSwwYtCp5ZzrUqclAJ1yThWOQ8i5xnU2Q3VpyzKbLNMq5ZxrHIuRYFz6bgNZbn2MuybWXZxDxuW1mORZ6Njikr1yxlohImImYgEpZFzrXI2ASshNCaJExEzDBJmCYx0yxjozI2ImZCAjosZsBiBiTM0pVSIQHDKGTq+TR9aaaBT4YEGZCQjAgpiCDTWJoB8zNgfoahOL3+zrGLJz4/vm7yoVXvnD+y5gVkp89b/v7CNXMXr5v24cqZC9NmL1o7a+G62Uu/nP3xlrkrvmaU6ixB/CEG2qO41QdQDzCNHf0AHgXIKA6P4sZxodUPYdAwGC9pxXQDMeKX+Iu2P6YbAJresKo7pO2Janoiyp6gssev7g3p+oG2F2twh2s7AvWdIaU7rO6JqHtC9Z2+ug6vqjuodAdqn3lqn3kb3CFld1DbF7Z4MWcAtERAWwy0RkFLBHeFgDMAmgLAGQBOYpatF3eOgiZPzOmLufyxZi/W5MGsI2HrUFTS0ilt+q1UYzvFyN6wZs2WNSu3b1pHO3U0Y//OSycPWgU3Hlfm/VZb2KUs7tEWDxhK+2FhL1zarbvv1tzvMQiGTPI+SNoozHNAWsTm5EuqT5wkT508ZVLqn1JSJpESkonEwcsvx7/0Utx46is+JTklJSUlLi4uLi6OREpMICURvQzj7CaREhJJpIT4sdtZUnx8QjLp5Wl//8vODUvT965mH1uf++3GW7RtucdXM/d+cvHEqutn1uTTvxBe2l2Wd7Ty7onae99qismQgG4UMhERG5VyzTLe83MflXJRKReV8azyHKs8mzjZifECFhkRp+Y2lufaFERijBBjnq0s2yzjmiRMs5RpkbNQCQMWZyFShknCNss5JgkTlTAsMhYqYaBSplnOgSVMZIxpplFEJ0iFxQyTlKXnU7UlmQZ+loFPh0RZkICiKzmrKz6jLT4DlWaYBBRDcTrMzzAJM2E+uezaPva+BYfT3t695HXurqUvIPvWux/OWbh27qL1MxekTf9o1dT5K6YvSJu+eOOMxVuWfnEiH37siOKtAHeGgHmcUWIbR3BoGIeGx+KBsQvWEE5My9INxnSDmG4Q0/ZH9YNAPwh0A0A3CDS9UW1vVNcX1fRFVN0BpTug6Y1oezG1O6LsDtd3hRrcYVVPRNMTVrmDdR1eogS2vstf1+FtcAc0vWHDQMTsAc4gaA5hLZFYaxRriQBnEDhDoDmEu4K4Mwia/JjThzl9mNOLOb2xse3BnF5gG4pY+qOaZz5+468C06Mr96THTmbs3r37wDd7Tx7Yd2TrBv65rN90kl6TdNAkHzZKR03SYat80CYfskv7kNIOdf6zhvxO1f1nyuIm6e0mbYO9sV1WrrmVV7xw8fKEhEkTJr5OSkh9+aWEl15K+K8/JPzxpaT/+gPp5ZcTX45LiCclxSekkBInpkx8PS5x4ktxSfGErMaRSPGJJFJSHIkoUSCRiBtbQuKklMQPZ7y9Z9Ni8v6VnKNrLp7d9B1jO3nnAtaBTy6dSrt6evUtylr+xZ0VeUdr8k/WFZ5SFZMNQgYsZsIiBiJhm2U8VMZDZBxEyoElHLM8e/wqlmNV8KwKLiplo1KWWcqxjulujq2cZy3j2Mo51nKurTzbVp5tUfBQKQuVMFEJAxFlIWK6ScIwihiImGEUUE1iulnKNEuYBLWwmG4U0YkwABJkwSJiUifTJGVBfJquONNQQjPys2BRFiKkwQIKLKAYS8lQKdkooMDCTERIgfkZxtKzwnNfUXfO2b/8za3zJlC/fLH48I23Zk59/9Ppc5dNn79q6gcrZixYPf2j1e8tSJu2aMvWU5frn460YHgrhtv9MXT0d7PcRnBoGIzfqAjrCoeGgX4I6IeBfhhoB2O6IUwzgGn6YvpBXDcANP0xorRF2xvV9Uc1feH6Ll9DV0DTHVV3R1Tu8PPMlrI7pOwO1nV4azu8DW7/WPdsh1fXHzGNYBYv5grjLRHQHMZao7G2GBhDNoA1h/CWCN4cwpv8wOnDXD7M6Y25vDGXF3N5QNMo1uTBmkaAqScM90TKH/fzbb8U1doKpao7JbL8++L8Ow++O59dXXC5E1GMOqs8jiqfrcLfWO5trvE21w7Z5E9VBY8VVx9JL7cJLz+U3rCJv2vUKJscjytqTaWShtwr9z5f9c8Zsxe+/fa0Sa++kTrpvz9avHr/kcz5C1cmJP3p/72U9HLCpPdmLtpziErlfn/wFPuDxSsTkl9JSEhMTkhMjk9OiE+Oi0+IIyWQ4hPGkSW99frEFYtm7N+yiLJ/Be/Y6quUzczDn5N3LeAe+ezcyRWXTq+8npF2n7e18vvDdfknGgrPaIupen6WQZhlFNFNErZZxjNJuSY5D5ZxYdkYso0V5y2KbFTKNUk5JikHlbLMUrZVzrUpeITtZS3jWcu4jZU5xLdFwbXIORYZ2ySiI6IsVMwwielGEd0opMICqklMt8iYqIRhEtNNEgYszoLFWaiMbRRlQYIsWMyExUxYRDcK6ZCAZuBToVKqoYQCi2iIiIYIaIgoC+JT9CVkfSkZFlFgYSbMz4BK0gvoG8nbZ+/65K/rZibt+eTFpvApU+dMnr5g+tzPpn24aur8VVPmrZj24eppC9bO+vRr1v06ux+0YaAliNu8MZMHg0dwhJh8Md6DRRz6RMCqH8S0g5huCNcNAc0Aph0E2gFM3RvVDQBNH1D3YdoBTNUdUbpDmt6IqjtQ3+lTukMqd1jlDiu7/p2JVXaH6rp8Vb+N1D7zjM2AeeZRdQfNHuAI4c7wWDDQGgHtGE4g6woBZwBzBUFLGHcFnzsGoMkTc3qAy4s3e3GXF3eMYI4RzDaEaZ/5lB1+keuZ0PhYpmuVqRzyOmtZDSwXSmoLbzyqKXyqKvqlvuDn6u9/LL/eXnGrpexmo/CivSS3RXC+XXSplX+hsTAHfnDFpq632x9Vq+yCCkhQhVy6Lf5o6ZrUSW+9M3X+geP0vOKaKn3btXvl785c+rf35u88RL10u6xQbpZrH1YjPxZKVJ+u3JyQMDE5PimVlJISn5IYnxRPIsXHx8fFk0jxCa+kJM6f+bcvV807un0JZf+y86fXX8nYdPzL2YyDn2YfW3bu25WXTq+6npF2m75RfGVP9Z1jyvvpuhKqppisLck0CGiImG2RZ8NitkHENIiYiIxrknGJAfAWebZFnkNMhbfKs+1l2TYFzybnWWQ8s5xrUXAtCu5zXu0VORYFx6Jgm8R0VMJAJQxYlIVI6LCIZhRSTRKaRc5ApXSTOMskZZikDERCR2VMRMIwiugGAQ0S0/VCql5IMYhoBiFVy6fohTS9iGYQ02AJHRbTISFVz8/U88mQkAzxM+rvHClib8k5uPj05ulfLX59/fupy99LfNExmD1nxvsfzfhg6dT5n0+e89l7c5dNmbdy8gdrFm8+8cD0uAXgDzHg9ADLKEBGY/AITqBJNGAZhoBhCNcP4sS3bghoB4F2EGgGgLoPaPtxTR+m6cM0faDBHWnoDqt6I8rusNIdUveEVN2hBre/oSuocofV3ZGGziBhtTa4Q3WdvtpOH+EV1Hf5a555lO4AMgoaA7gzDFpjWDsG2qOgNYy3RkBLBGuJYM1h4AqBJj/mDABnADh8WJMfa/IChwdr8mAEtS4v3uTBGkdijSO4wR2sf+qt+KFbZHosVDmFNVZRpUVUphfcKy7iUavOn9Vdz4RuZZnyGOY7DMs9nrXoXLPw6k/l3/9ae7dLXeRWP2gVXDYWnreram3W9lqNQ1JnFtXZpcom5oWC997/7JvjzDy+sqjcLNe2S5Wuk1nXqdkFBRI4T4TclZrFqpYyqK1c23L5e+GUafOT41NeTZowKSElNT4pIT6eFE8ixScmkkj/eOPVNR/P2L1x3vHti7MOLruUviH9q/nfbp3DOvxp9rFlud+uuHh61TXy2lvUdYXcLeXfHVYWpqsfZOhKKXo+Vc+nGYUs4jkNo5gFSzkmKReVcc0ynkWejUq5JgnXLMu2yHPGcgRl2RYZxyLPNst4tvJswlhApWyznGOvyLGWcVEZE5UwCIlFRFlGEQ0WUWERBRFTUWkWIqYiIiospiJiGiKho1IGKmXAYjosYsAiOiykGfkUInGgLyEbhVS9MEsnpBlEWZA4C5Zk6fkZBkGGUZCuvnc8L3MVbcfss1tmHFv77lcLXzu08t09n7z9ArKffbpk3caNn65cPWPekqnvL5k8a+m7sz77x7xVW06fUz4bacfxtgjWOIqjI8A4GoM9ODSMEzMEnne9EnGqYRjXDQF1f0w7iGv6cW0/rukDyu6ouhdT92LK7qi6D1P3Ruu7gkp3SNMbVroDDV3+hs6Aqius7o7UdwRqnvmIYpfqp6PVT0fru/xEYra+wwsNRq0+zO6LOoPRNiz2EMNaI1hbGG+L4s3hmCsUbY2C5jBo8seafJjDB5r8eKMXc3iBwwscHszhwZpGgdODOX24w4NZB6KWAaz+19G6nwcE6I+FtfaSCmtJGVoi1xZ+d7eARYbu5LTyr/wo//6XyrtPKm8/qbnXUf+gV8MfNIhHUJnfWe2xV/5UcRsuuuBU19qtbXXaxrIGq0zlKtc9lCqbz90uu1xQfbNUe09hETU0V0E/3CyuuXK/qqgcvVyoLJBbKgw/Vujb+FWWBzL9V3tOpCS/mkJKnBifMDEuYWJSYmrKhKTEpJSEuPnT3vwqbe6hLfNPfb34/OkNnMPL9qW9m7lnEfvIp+zDH2efWHYxffW1zHU3qGtv0zdKr+1ruJ+ufnBWz6caBDRIkGUUMI1CJiRkImI2Me6dcLvGXzJimyTE/SzXqsixyLmEq2Aty7GW8awKrkXOtcg4qIRllnHNco5JykIJA0vCIJA1iqgmCQ0Rj4FrktAMggx96VmTOMssZZrEdFhIQyUsk4hhEmQZi8nGBxlIKQUuzoRLMmEBzSigG/hUoygLEmbqS88a+Wdh/tny63tzDy2kbp99Yt3kA8vfPLVuyo1jq/iMXS8gS6eduXb9IpNN37Rly6w5H/1j2gdvz1oyddF61oMKonKlMRhDRwEyPI7sCCGr/0ZWNwD0g7huCNcMYJoBTDMAVD2Yth+oezF1b0zbDxrcIVVPRNMfU3aH6zuD4yobbOjyK91BdXdE3R2p7wzUPPPVdQZqO/zVTz21zzz1Xf76Tl99p0/XG7SMYo1+rDmMPcTADzjeHsOaQ9HmUKw1AlojWDsGHgLQGgXOIHD4MMfYOyIY8YJIoweMP94EnD68yQtsg1HrQMzgDtb+PCyy/5ZXbc2XI4VypFCqvnvztuzmhZayu09q7j1TPujUlnbpStyQaACRjphkPkuZz1EZaK33OWt/rb2HFF1sVFY7bG1KnaNCZS/XtVUbH1fBP/Frm/JEhrsy9F6FnV/TVI/+qxJqlWkcYmXjpcK6kuqmGvgXmar1nsxYpDByL9//x5R5KcmvvJI04fXkSW+kTkpNTEqIe/m1VNLKRVP3bfrwxLaFzCOreMfT9qVNPr55FvPQZ7zjK1hjyKZdIa+5Rll7i7bhQe6OqrsnlUVn1EXp6qIMbSnNKGIZREydgG7g0wnPyyLPJl6JMUk4sIiFiDnEI3IEykRmwSLPRmVswsAislxmGQ+RsBAJ0yRlIOIsREw3iRmQkAqLabCIQvBKfEBCsr4kAxbQYGEWIsqCRVmQIMsopMMCOlJKhYszkeJMuDgTKaaYS2imEqrxQSYioMGCTKgk3VhyBuZnKK5+w9238OyWGUdWv73nk9fzTq1tuHLcxT/3ArJ8/p2CglvXr5+nUs/s3LXzwyWfvTXjwwXr9whtD9swvD0KLH4M9gB4BINHMQJZw3NkhzH9EKYbALohoB/GdUO4bghX92PqPkzXDzS9Md3AmLISyKp6ow3ukLo7PG5aeZTuoKo7ouwK1XX46zoD9V3B2k5/1a8jNU9H6zq8tU89arcfGQzbPVFnMNoWBe0x0BrG2iKgPQbaY6A1CprDsXYMe4iDdgy0REBTAG/0Yg4fcAZwQm7tHmD3AIcXd3jwRkJ0RzDrQNTcF1X/6lG4OvOqzQUKQ6FMly+oLrjxXdXtKz/WFnWrSnr1wl6jqB8WDppkAxb5oEU2YpGP2suHHZVDZkVHTSFafM2hVbpcP+pN7VUaR4WhvQ79uQb5Uapy3S9Di6sdhZUOYUOryvqbxvpUaX4ibnDmSSCZ7lGN6RdRg6tAChUp0LtC7a7DmW9Pnv3G63/7y4Q/v0aakPxSHOmPf3j3zVe2pc07tm1R1v6VFzK2nNw2b9fyv5F3LWIdXsY6uox7/PPsk8vPn1l9JSPtKjntambaLfoG8fX9muKzmtIMLZ+qE9D1IqZeyNALGbCIZZJwTFKOWcZ7/jiMWcYxy7lWRTahu2YZz15+nsjfmuVcs4xtljJMYrpZxjJLuaiUY5KyLAqOWc5GxAxExIDFWUYhFRJkEsgiYiokIOtLMyA+xSigGvkUWEBDhHRjKc1SwrAVM2yF1Mb7tKZCWmM+xV5AsRfRTPcyTUUUpJiKlGTCxelw8Wlj6VnF1X3cvQtPb5p2YPmbu5a8KuHuMRey2iTXXkC2oODGhQs8LjuLknkmMzP9yPGji1as33qKjXSNPMJwVwhDvTGjJ2ocxYxERcswrhvE9YMAGsKhYaAdwNT9Y1Gsuj+mGQDaAVw7gKv7YqremLoPq+sMNLjD2n5M04/VdQXrOvwqd6ihy1/920jNs9GGroCqO1TX4a9+4ql96qvvDNQ89VT9NlLzzFPb4a175jH0BW2j0eYgeIjhjzC8JYQ1+aItIdAew9sxvCUMmp9Htxhoi4HmMLB7I3ZPtIl4rckH7F6MQNbuwe0e0OgBjSPANohZ+qOGDn9Zc0d+jS1frr8v0d4rrrl7+Wr5zeyfah/06YXDRvGQUTBgKOk3lPZB/D6IPwALB1BxPyrqM4p+rbpvEeS1QFBb269Gy+Mqjatc31JjelyL/CDTNN8vt9yvaiwosyp0P6hsT+tNv1TqfxDWOUtqGqtMv9SivwjrHPlSqEAK3xHpv+c3bN554p3J89766zt/mvBaMik1KS5hzpQ3925eRDuw4ip565mdS7785L+Pf/k+bd/HWfs/YR3+nHdiee63Ky6cWX35bNqVjDXXMtfdpG0sPrezrvC0upSsFVAhMUMvpOv5dD2fDks4JgkXFrGITcQJFjnPLOehch4s4UAiFirljlcj5BJx7Xhulm2WccwynkWR3ViZYy3jmuVsRMIknAGDgAIJMyEBBRHSEBHNKKQiEjospCECirGYbC6hNRUxnPlZrXfoj79n/Ot71pPb7Cd57F9usx/ns1ru0B0FWdZ7FHMhGX1ANhafNRSdqbp5iLdv0fF1k/d8+saWOUlCxtfW+7wW8Y0XkGWzKadPHT96+MCxowdpWZm553n7T5JzH1S0+cCjGO4IRk2eiNETgUYwiHCvhnDtAK4fAIRvoO0Hmn5cOwhUfVEiKtD0A1VvrK4rrOzB1H2Ysjus6SPCg3BtR0DVHVb3hokcQX2Xv8HtV3UHGjqDdc/8KndY6Q7VdXrrxmcYNnT59b1+hzfWGgIPY6AtApqDWGsYb4/irRHMGYw1+bCmAOYKY61RjHAP2mKgyR+zDIftI1ijF9h8sUY/5vAA++924yhwjOK2wRjSE6552HOvtvGO3FAo0uXfq77Gy5VeYT6qutel5vdqi7tU+c/q8n6r+e5p7Z1n9fluTVEvVNJjLOnSlvxcWdgoyW+B4NbWJyb7T9XaFoXWWQU/rEYeidWu2zI4T4YWVthrkF8azE9q4MeV0A/8WkdprUOufVhh+EFQa7st0RXIjHlC7W2R9kp+2ZLPvnj3nVmzZ3zwxuv/eOO1NxbPmXJy1/LcUxtPbfsobd6kr5a/fXrHfNrepfT9n3COfM47vizn2xXnTq28mJ526Wzatcz1N6kuqfrIAAAA2klEQVSb7nN3VN45oS7N1AlpkJQBSZhGEQsSMGExxyhkIWI2EcUiY+lcLirjwVKOTsgwiFgmKW+8JiHHXpZtlfPMUo5ZyjaJmUYRwyThWBQ8s5xtktJRGQORMCEhFZHQjSKqQUBGRDSTgIYIabCEqhNSoFIKyqdARemm/AxXHvVft5ld+dkDt8+N5F0YvX3Rc/vicN75vrzcrjvZT+5yHt6hN9+lNhVSLPfJxgfkmltHuN8sOLjy7zuW/OWbj/9aQtlmzue0S797Adn/rP+s/yvrP8j+Z/0fW/8fJR3mUKvxs0kAAAAASUVORK5CYII=" /></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-indent: 20.4pt; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Gambar 1<span style="mso-spacerun: yes;">
</span>Gambar 2</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-indent: 20.4pt; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;"> </span></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 20.4pt; text-justify: inter-ideograph; vertical-align: baseline;">
<br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 150%;"> </span><img alt="" 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" 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" /></div>
<div style="line-height: 200%; margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: 20.4pt; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>Gambar 3<span style="mso-spacerun: yes;"> </span>Gambar 4</span></div>
<div style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-justify: inter-ideograph; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;">4.
2 Pembahasan</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 20.4pt; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Gambar
1 adalah gambar yang memperlihatkan pemberian bioaktivator yang diberikan ke
air rendaman dengan perbandingan sekitar 200 ml bioaktivator dicampur dengan 5
liter air rendaman. Bioaktivator ini berfungsi untuk mempercepat proses
penguraiaan bahan-bahan pembuat pupuk. Bioaktivator yang digunakan terdiri dari
beberapa jenis-jenis mikroba, baik yang berasal dari cendawan, maupun yang
berasal dari bakteri. Biokativator yang digunakan terdiri dari bakteri yang
berfungsi mempercepat penguraian, dan mikroba yang berfungsi sebagai musuh
alami terhadap OPT, atau bahkan mikroba yang berfungsi untuk mempercepat
pertumbuhan tanaman karena dapat mennghasilkan hormon pertumbuhan.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 20.4pt; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Hal
ini sesuai dengan pendapat rohendi, (2005), bahwa Aktivator pengomposan ini
menggunakan mikroba-mikroba terpilih yang memiliki kemampuan tinggi dalam
mendegradasi limbah-limbah padat organik, contohnya: </span><a href="http://id.wikipedia.org/wiki/Trichoderma"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">Trichoderma</span></a><a href="http://id.wikipedia.org/w/index.php?title=Pseudokoningii&action=edit&redlink=1" title="Pseudokoningii (halaman belum tersedia)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">pseudokoningii</span></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Cytopaga_sp&action=edit&redlink=1" title="Cytopaga sp (halaman belum tersedia)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">Cytopagasp</span></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Trichoderma_harzianum&action=edit&redlink=1" title="Trichoderma harzianum (halaman belum tersedia)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">Trichodermaarzianum</span></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Pholyota_sp&action=edit&redlink=1" title="Pholyota sp (halaman belum tersedia)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">Pholyota sp</span></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">, </span><a href="http://id.wikipedia.org/w/index.php?title=Agraily_sp&action=edit&redlink=1" title="Agraily sp (halaman belum tersedia)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">Agraily sp</span></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"> dan FPP (fungi pelapuk
putih). Mikroba ini bekerja aktif pada suhu tinggi (</span><a href="http://id.wikipedia.org/w/index.php?title=Termofilik&action=edit&redlink=1" title="Termofilik (halaman belum tersedia)"><span style="color: windowtext; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; text-decoration: none; text-underline: none;">termofilik</span></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">). Aktivator yang
dikembangkan oleh BPBPi tidak memerlukan tambahan bahan-bahan lain dan tanpa
pengadukan secara berkala. Namun, kompos perlu ditutup/sungkup untuk
mempertahankan suhu dan kelembaban agar proses pengomposan berjalan optimal dan
cepat. Pengomposan dapat dipercepat hingga 2 minggu untuk bahan-bahan
lunak/mudah dikomposakan hingga 2 bulan untuk bahan-bahan keras/sulit
dikomposkan.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 20.4pt; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Gambar
2 memperlihakan pemberian molases (tetes tebu), pemberian ini sekitar 200ml,
diberikan kedalam larutan pertama. Fungsi dari larutan tetes tebu ini sebagai
makanan awal bagi mikroba yang akan bekerja menguraikan bahan-bahan yang akan
dibuat pupuk organik cair. Gambar 3 dan 4 memperlihatkan perlakuan bahan-bahan
pupuk organik setelah diberikan bioaktivator dan tetes tebu, kemudian diaduk.
Bahan-bahan yang dibuat pupuk kemudian direndam kedalam larutan tersebut.
Bahan-bahan yang telah dicacah disimpan kedalam karung, agar kondisi
bersesuaian dengan kondisi yang dikehendaki oleh mikroba. Ke tiga gambar ini
menjelaskan mengenai faktor-factor yang harus diperhatikan dalam pembuatan
pupuk organik cair.<span style="mso-spacerun: yes;"> </span></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 20.4pt; text-justify: inter-ideograph; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Hal
ini didukung oleh pendapat Parnata, Ayub.S, (2004), bahwa Kondisi atau
faktor-faktor pengomposan dibuat seoptimum mungkin. Sebagai contoh, rasio C/N
yang optimum adalah 25-35:1. Untuk membuat kondisi ini bahan-bahan yang
mengandung rasio C/N tinggi dicampur dengan bahan yang mengandung rasio C/N
rendah, seperti kotoran ternak. Ukuran bahan yang besar-besar dicacah sehingga
ukurannya cukup kecil dan ideal untuk proses pengomposan. Bahan yang terlalu
kering diberi tambahan air atau bahan yang terlalu basah dikeringkan terlebih
dahulu sebelum proses pengomposan.</span></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center; text-indent: 20.4pt; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;"></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;"> </span></b></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center; text-indent: 20.4pt; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;">V. KESIMPULAN DAN SARAN</span></b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;"></span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%;">5.1 Kesimpulan</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo3; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Pupuk organik cair dapat dibuat dari
bahan-bahan organik yang ada disekitar kita, seperti sampah sisa rumah tangga,
ataupun sampah hasil pemangkasan tanaman.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo3; text-indent: -.25in; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Beberapa hal yang mendukung dalam proses
percepatan pengomposan adalah:</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.4pt; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; text-indent: .3pt; vertical-align: baseline;">
<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Pemberian bioaktivator,</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.4pt; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; text-indent: .3pt; vertical-align: baseline;">
<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Penyesuaian kondisi, dan</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 56.4pt; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo2; text-indent: .3pt; vertical-align: baseline;">
<span style="font-family: "Courier New"; font-size: 11.0pt; line-height: 200%; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Pemberian molases, sebagai makanan awal
mikroba</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; vertical-align: baseline;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 250%;">5.2 Saran</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-indent: 20.4pt; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 200%;">Pembuatan pupuk organik sebaiknya dapat
sering-sering disosialisasikan pembuatan maupun penggunaannya.agar berjalan
dengan baik</span></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 300%;"><span style="mso-tab-count: 1;"> </span><b style="mso-bidi-font-weight: normal;">DAFTAR PUSTAKA</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 42.55pt; margin-right: 0in; margin-top: 0in; text-indent: -42.55pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Djuarni, Nan.Ir, M.Sc., Kristian.,Setiawan,Budi
Susilo.(2006). <i>Cara Cepat Membuat Kompos</i>. Jakarta:AgroMedia.Hal
36-38</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 42.55pt; margin-right: 0in; margin-top: 0in; text-indent: -42.55pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">Parnata, Ayub.S. (2004). <i>Pupuk Organik Cair</i>.
Jakarta:PT Agromedia Pustaka. Hal 15-18.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 42.55pt; margin-right: 0in; margin-top: 0in; text-indent: -42.55pt;">
<span class="apple-style-span"><span style="font-family: "Arial","sans-serif";">Rohendi,
E. 2005.</span></span><span class="apple-converted-space"><span style="font-family: "Arial","sans-serif";"> </span></span><span class="apple-style-span"><i><span style="font-family: "Arial","sans-serif";">Lokakarya Sehari Pengelolaan Sampah
Pasar DKI Jakarta</span></i></span><span class="apple-style-span"><span style="font-family: "Arial","sans-serif";">, sebuah prosiding. Bogor, 17 Februari
2005.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 42.55pt; margin-right: 0in; margin-top: 0in; text-indent: -42.55pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 42.55pt; margin-right: 0in; margin-top: 0in; text-indent: -42.55pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"> Suriadikarta, Didi Ardi., Simanungkalit, R.D.M.
(2006).<i>Pupuk Organik dan Pupuk Hayati</i>. Jawa Barat:Balai Besar Penelitian
dan Pengembangan Sumberdaya Lahan Pertanian. Hal 2.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 78.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 78.0pt;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"> Sutanto, Rachman.
(2002). <i>Pertanian organik: Menuju Pertanian Alternatif dan </i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 78.0pt;">
<i><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Berkelanjutan</span></i><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: "Times New Roman";">.
Jakarta:Kanisius. </span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-91816038287596016122012-03-27T07:11:00.000-07:002012-04-22T05:36:23.580-07:00Laporan Pembuatan Biopestisida<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"><span style="font-size: large;">Laporan Pembuatan Biopestisida </span></span></b></div>
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<b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">I</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">PENDAHULUAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">1.1.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Latar Belakang</span></b></div>
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<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Serangan Organisme
Pengganggu Tanaman (OPT) mempunyai arti penting bagi masyarakat, karena dapat
menimbulkan kerusakan serta kerugian pada tanaman atau hasil olahannya. Pada
umumnya petani menggunakan pestisida kimia untuk menekan kerusakan tanaman
tersebut, karena dianggap lebih cepat memberikan efek hasil, mudah
diaplikasikan serta mudah untuk mendapatkannya. Dalam perkembangannya, disadari
bahwa penggunaan pestisida kimia dapat menyebabkan kerusakan pada lingkungan
dan memberikan efek negatif pada kesehatan manusia. Hal tersebut mendorong
seseorang untuk meminimalkan penggunaan pestisida kimia, dengan cara
memanfaatkan agen pengendali hayati. </span></div>
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<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Penggunaan agen
pengendali hayati dalam mengendalikan OPT semakin berkembang, karena cara ini
lebih unggul dibanding pengendalian berbasis pestisida kimia. Beberapa
keunggulan tersebut adalah Aman bagi manusia, musuh alami dan lingkungan, dapat
mencegah ledakan hama sekunder</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">, </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">produk
pertanian yang dihasilkan bebas dari residu pestisida</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">,</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> terdapat disekitar
pertanaman sehingga dapat mengurangi ketergantungan petani terhadap pestisida
sintetis dan menghemat biaya produksi. </span></div>
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<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berdasarkan
pernyataan diatas, maka praktikum mengenai biopestisida ini sangat penting
untuk dilakukan untuk menambah wawasan mengenai pengendalian OPT menggunakan
agen hayati. Dan dengan dilaksanakannya praktikum ini kita dapat mengurangi
penggunaan pestisida kimia dalam pengendalian OPT yang dapat membawa dampak
buruk bagi lingkungan sekitar.</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">1.2.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Tujuan dan Kegunaan</span></b></div>
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<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tujuan dari praktikum
ini yaitu untuk mengetahui proses pembuatan biopestisida, mengurangi penggunaan
pestisida dalam pengendalian OPT.</span></div>
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<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Kegunaan praktikum
ini yaitu untuk memanfaatkan limbah tanaman untuk pembuatan biopestisida,
mengurangi dampak buruk penggunaan pestisida dalam pengendalian OPT baik dampak
pada lingkungan maupun pada organisme sekitar.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">II</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">TINJAUAN PUSTAKA</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.1. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Biopestisida</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Biopestisida merupakan
tumbuh-tumbuhan yang digunakan untuk pestisida, baik secara langsung berfungsi sebagai
pestisida maupun harus diekstrak terlebih dahulu. Biopestisida dapat diartikan
sebagaimana semua bahan hayati, baik berupa tanaman, hewan, mikroba, atau
protozoa yang dapat digunakan untuk mengendalikan hama dan penyakit pada
tanaman (Anonim, 2011).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pestisida alami adalah
suatu pestisida yang bahan dasarnya berasal dari alam seperti tumbuhan.
Pestisida alami merupakan pemecahan jangka pendek untuk mengatasi masalah hama
dengan cepat Pestisida nabati bersifat ramah lingkungan karena bahan ini mudah
terdegradasi di alam, sehingga aman bagi manusia maupun lingkungan. Selain itu
pestisida nabati juga tidak akan mengakibatkan resurjensi maupun dampak samping
lainnya, justru dapat menyelamatkan musuh-musuh alami (Hanudin, 2010).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Biopestisida adalah
pestisida yang mengandung mikroorganisme seperti bakteri patogen, virus dan
jamur. Pestisida biologi yang saat ini banyak dipakai adalah jenis insektisida
biologi (mikroorganisme pengendali serangga) dan jenis fungisida biologi
(mikroorganisme pengendali jamur). Jenis-jenis lain seperti bakterisida,
nematisida dan herbisida biologi telah banyak diteliti, tetapi belum banyak
dipakai</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> (Anonim, 2010).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pestisida alami adalah
suatu pestisida yang bahan dasarnya berasal dari alam seperti tumbuhan.
Pestisida alami merupakan pemecahan jangka pendek untuk mengatasi masalah hama
dengan cepat Pestisida nabati bersifat ramah lingkungan karena bahan ini mudah
terdegradasi di alam, sehingga aman bagi manusia maupun lingkungan. Selain itu
pestisida nabati juga tidak akan mengakibatkan resurjensi maupun dampak samping
lainnya, justru dapat menyelamatkan musuhmusuh alami (Untung, 1993).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pestisida nabati
merupakan produk alam dari tumbuhan seperti daun, bunga, buah, biji, kulit, dan
batang yang mempunyai kelompok metabolit sekunder atau senyawa bioaktif
(Anonim, 1994).</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> Beberapa tanaman
telah diketahui mengandung bahan-bahan kimia yang dapat membunuh, menarik, atau
menolak serangga. Beberapa tumbuhan menghasilkan racun, ada juga yang
mengandung senyawa-senyawa kompleks yang dapat mengganggu siklus pertumbuhan
serangga, sistem pencernaan, atau mengubah perilaku serangga (Supriyatin dan
Marwoto, 2000).</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; tab-stops: center 3.0in left 345.75pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.2. Sumber Biopestisida </span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berdasarkan asalnya,
biopestisida dapat dibedakan menjadi dua yakni pestisida nabati dan pestisida
hayati. Pestisida nabati merupakan hasil ekstraksi bagian tertentu dari tanaman
baik dari daun, buah, biji atau akar yang senyawa atau metabolit sekunder dan
memiliki sifat racun terhadap hama dan penyakit tertentu. Pestisida nabati pada
umumnya digunakan untuk mengendalikan hama (bersifat insektisidal) maupun penyakit
(bersifat bakterisidal)</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> (Marwoto, 2000).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pestisida nabati
merupakan produk alam dari tumbuhan seperti daun, bunga, buah, biji, kulit, dan
batang yang mempunyai kelompok metabolit sekunder atau senyawa bioaktif.
Beberapa tanaman telah diketahui mengandung bahan-bahan kimia yang dapat
membunuh, menarik, atau menolak serangga. Beberapa tumbuhan menghasilkan racun,
ada juga yang mengandung senyawa-senyawa kompleks yang dapat mengganggu siklus
pertumbuhan serangga, sistem pencernaan, atau mengubah perilaku serangga.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">
</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Beberapa jenis tanaman yang mampu mengendalikan hama
seperti famili Meliaceae (nimba, Aglaia), famili Anonaceae (biji srikaya, biji
sirsak, biji buah nona)</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">(Anonim, 1994)</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pestisida hayati merupakan formulasi yang mengandung
mikroba tertentu baik berupa jamur, bakteri, maupun virus yang bersifat
antagonis terhadap mikroba lainnya (penyebab penyakit tanaman) atau
menghasilkan senyawa tertentu yang bersifat racun baik bagi serangga ( hama )
maupun nematoda (penyebab penyakit tanaman). Formulasi Beuveria bassiana
(isolat Segunung) mampu mengendalikan hama kumbang moncong yang merupakan hama
utama anggrek dan serta mengendalikan kumbang mawar serta kutu daun pada tanaman
krisan</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">(Anonim, 1994)</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">.</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.3. </span></b><b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Jenis-jenis Biopestisida</span></b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Jenis-jenis
biopestisida, antara lain :</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Insektisida biologi (Bioinsektisida)</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berasal dari mikroba
yang digunakan sebagai insektisida. Mikroorganisme yang menyebabkan penyakit
pada serangga tidak dapat menimbulkan gangguan terhadap hewan-hewan lainnya
maupun tumbuhan. Jenis mikroba yang akan digunakan sebagai insektisida harus
mempunyai sifat yang spesifik artinya harus menyerang serangga yang menjadi
sasaran dan tidak pada jenis-jenis lainnya (Sastroutomo, 1992).</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pada saat ini hanya beberapa
insektisida biologi yang sudah digunakan dan diperdagangkan secara luas.
Mikroba patogen yang telah sukses dan berpotensi sebagai insektisida biologi
salah satunya adalah <i><span style="font-family: "Arial","sans-serif";">Bacillus
thuringiensis</span></i> (Khetan, 2001). </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<i><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Bacillus thuringiensis
var. kurstaki</span></i><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> telah diproduksi
sebagai insektisida biologi dan diperdagangkan dalam berbagai nama seperti
Dipel, Sok-Bt, Thuricide, Certan dan Bactospeine. <i><span style="font-family: "Arial","sans-serif";">Bacillus thuringiensis var. Israelensis </span></i>diperdagangkan
dengan nama Bactimos, BMC, Teknar dan Vektobak. Jenis insektisida ini efektif
untuk membasmi larva nyamuk dan lalat (Sastroutomo, 1992).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Jenis insektisida
biologi yang lainnya adalah yang berasal dari protozoa, <i><span style="font-family: "Arial","sans-serif";">Nosema locustae,</span></i> yang
telah dikembangkan untuk membasmi belalang dan jengkerik. Nama dagangnya ialah
NOLOC, Hopper Stopper. Cacing yang pertama kali didaftarkan sebagai insektisida
ialah <i><span style="font-family: "Arial","sans-serif";">Neoplectana
carpocapsae</span></i>, yang diperdagangkan dengan nama Spear, Saf-T-Shield.
Insektisida ini digunakan untuk membunuh semua bentuk rayap (Sastroutomo,
1992).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Herbisida biologi (Bioherbisida)</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Termasuk dalam golongan
herbisida ini ialah pengendalian gulma dengan menggunakan penyakit yang
ditimbulkan oleh bakteri, jamur dan virus. Bioherbisida yang pertama kali
digunakan ialah DeVine yang berasal dari <i><span style="font-family: "Arial","sans-serif";">Phytophthora
palmivora</span></i> yang digunakan untuk mengendalikan <i><span style="font-family: "Arial","sans-serif";">Morrenia odorata</span></i>, gulma
pada tanaman jeruk. Bioherbisida yang kedua dengan menggunakan <i><span style="font-family: "Arial","sans-serif";">Colletotrichum gloeosporioides</span></i>
yang diperdagangkan dengan nama Collego dan digunakan pada tanaman padi dan
kedelai di Amerika</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">(Novizan, 2002).</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo2; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Fungisida biologi (Biofungisida)</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Biofungisida menyediakan
alternatif yang dipakai untuk mengendalikan penyakit jamur. Beberapa
biofungisida yang telah digunakan adalah spora <i><span style="font-family: "Arial","sans-serif";">Trichoderma sp</span></i>. digunakan untuk mengendalikan
penyakit akar putih pada tanaman karet dan layu fusarium pada cabai.Merek
dagangnya ialah Saco P dan Biotri P (Novizan, 2002).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Biofungisida lainnya menurut Novizan (2002), yaitu <i><span style="font-family: "Arial","sans-serif";">Gliocladium</span></i> spesies <i><span style="font-family: "Arial","sans-serif";">G</span></i>. <i><span style="font-family: "Arial","sans-serif";">roseum</span></i> dan <i><span style="font-family: "Arial","sans-serif";">G. virens</span></i>. Produk
komersialnya sudah dapat dijumpai di Indonesia dengan merek dagang Ganodium P
yang direkomendasikan untuk mengendalikan busuk akar pada cabai akibat serangan
jamur <i><span style="font-family: "Arial","sans-serif";">Sclerotium Rolfsii</span></i>.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Bacillus
subtilis</span></i><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> yang merupakan bakteri saprofit mampu mengendalikan
serangan jamur <i><span style="font-family: "Arial","sans-serif";">Fusarium sp</span></i>.
pada tanaman tomat. Bakteri ini telah diproduksi secara masal dengan merek
dagang Emva dan Harmoni BS </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">(Novizan,
2002).</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.4. Manfaat Biopestisida</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sesuai dengan namanya, biopestisida digunakan untuk
mengendalikan hama dan penyakit pada tanaman. Namun, manfaat biopestisida
berbagai macam sesuai dengan bahan-bahan yang digunakan sebagai bahan utama
dalam pembuatan biopestisida yang diinginkan, seperti misalnya pestisida alami
dari ekstrak daun pepaya memiliki beberapa manfaat, antara lain: dapat
digunakan untuk mencegah hama seperti aphid, rayap, hama kecil, dan ulat bulu
serta berbagai jenis serangga (Anonim, 2011).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Penggunaannya memberikan banyak manfaat. Selain efektif
mengendalikan hama dan penyakit, ternyata terbukti dapat meningkatkan hasil
panen, Penggunaan Biopestisida pun umumnya lebih efektif pada dosis rendah dan
cepat terurai sehingga pemaparannya lebih rendah dan terhindar dari masalah
pencemaran. Lain hanya pestisida kimia yang sering kali menimbulkan dampak
residu. Selain dapat mencegah hama dan penyakit pada tanaman, biopestisida juga
dapat memberi manfaat pada lingkungan, sehingga lingkungan dapat menjadi lebih
sehat dengan adanya pemanfaatan lingkungan secara maksimal tanpa bahan kimia
(Anonim, 2010).</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">III. METODOLOGI</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">3.1 Tempat dan Waktu</span></b></div>
<div style="line-height: 200%; margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Praktikum Biopestisida ini dilaksanakan di Malino, desa
bulu ballea, kabupaten gowa, pada hari Sabtu, 9 April 2011 pada pukul 10.00 WITA sampai selesai.</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level2 lfo7; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">3.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Alat dan Bahan</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 27.0pt;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Adapun alat-alat yang
digunakan pada saat praktikum Biopestisida yaitu parang, ember beserta tutupnya
dan alat tulis menulis.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 27.0pt;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Bahan-bahan yang digunakan yaitu buah bila, air, dan bioaktivator.</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l7 level2 lfo7; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">3.3<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Prosedur Kerja</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 27.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Adapun prosedur kerja
dalam praktikum Biopestisida ini adalah sebagai berikut:</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span lang="SV" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Membelah buah bila</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span lang="SV" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Mengambil isi buah bila kemudian masukkan ke dalam ember</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span lang="SV" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Setelah itu tambahkan air sekitar 1 liter</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span lang="SV" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Menambahkan bioaktivator sekitar 1 tutup botol</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 27.0pt; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -9.0pt;">
<span lang="SV" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Kemudian tutup rapat ember sehingga tidak ada celah</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="SV" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Diamkan selama ± 3 hari untuk melihat apakah praktikum
yang kita lakukan berhasil atau tidak.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<br /></div>
<div align="center" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">IV. HASIL DAN
PEMBAHASAN</span></b></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">4.1. Hasil</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-indent: .5in;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Dalam praktikum ini hal-hal yang dilakukan yaitu:</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Membelah buah bila</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Mengambil isi buah bila kemudian masukkan ke dalam ember</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">3.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Menambahkan
air dan bioaktivator</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo4; tab-stops: list .25in; text-indent: -.25in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Menutup ember sehingga tidak ada celah</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">4.2. Pembahasan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Dalam pembuatan penggunaan biopestisida dapat mengurangi penggunaan
pestisida kimia yang dapat membawa dampak buruk bagi lingkungan maupun manusia.
Hal ini sesuai dengan pendapat Anonim (2011) yang menyatakan </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">dalam
perkembangannya, disadari bahwa penggunaan pestisida kimia dapat menyebabkan
kerusakan pada lingkungan dan memberikan efek negatif pada kesehatan manusia.
Hal tersebut mendorong seseorang untuk meminimalkan penggunaan pestisida kimia,
dengan cara memanfaatkan agen pengendali hayati. </span></div>
<div class="MsoNormal" style="line-height: 200%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Penggunaan biopestisida
juga memiliki banyak keunggulan diantaranya ramah lingkungan dan dapat
menurunkan biaya petani dalam pengendalian OPT pada tanaman. Hal ini sesuai
dengan pendapat Untung (1993) yang menyatakan Penggunaan agen pengendali hayati
dalam mengendalikan OPT semakin berkembang, karena cara ini lebih unggul
dibanding pengendalian berbasis pestisida kimia. Beberapa keunggulan tersebut
adalah: 1) Aman bagi manusia, musuh alami dan lingkungan, 2) dapat mencegah
ledakan hama sekunder; 3) produk pertanian yang dihasilkan bebas dari residu
pestisida; 4) terdapat disekitar pertanaman sehingga dapat mengurangi
ketergantungan petani terhadap pestisida sintetis; dan 5) menghemat biaya
produksi karena biaya pengendalian OPT berlebih. </span></div>
<div class="MsoNormal" style="line-height: 200%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Selain memiliki
keunggulan penggunaan biopestisida ini juga memiliki kekurangan seperti tidak
langsung membunuh hama dan responnya relative lambat. Hal ini sesuai dengan
pendapat Sastrautomo (1992) yang menyatakan kekurangan dari penggunaan
biopestisida adalah:</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Daya kerjanya relative lambat.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tidak langsung membunuh hama sasaran sehingga perlu
berkali-kali penyemprotan.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo5; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tidak tahan sinar matahari.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">4.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tidak tahan simpan.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo5; text-align: justify; text-indent: -.25in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">5.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Keterbatasan produksi, <i><span style="font-family: "Arial","sans-serif";">mode
of action </span></i>yang lambat dan inang yang relatif spesifik.</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: .5in;">
<span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Adapun kendala dalam pembuatan biopestisida yaitu kurangnya pemahaman
dengan pembuatan dan manfaat penggunaan biopestisida dan sosialisasi yang masih
minim terhadap masyarakat khususnya petani tentang dampak buruk pestisida kimia
dan keunggulan biopestisida.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in;">
<br /></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">V</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">PENUTUP</span></b></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level2 lfo8; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">5.1<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Kesimpulan</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berdasarkan hasil yang
diperoleh dalam praktikum pembuatan Biopestisida dapat disimpulkan beberapa hal
yaitu:</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Penggunaan
biopestisida adalah salah satu solusi untuk mengurangi penggunaan pestisida
kimia dalam pengendalian OPT yang membawa dampak buruk bagi lingkungan dan
manusia.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Penggunaan
biopestisida memiliki banyak keunggulan namun juga memiliki kekurangan</span></div>
<div style="line-height: 200%; margin-bottom: 12.0pt; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo6; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Wingdings; font-size: 11pt; line-height: 200%;">v<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pembuatan biopestisida masih banyak mengalami kendala.</span></div>
<div style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level2 lfo8; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">5.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Saran</span></b></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: 27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sebaiknya dalam
pelaksanaan praktikum dilakukan bergelombang agar tidak terlalu padat perserta
sehingga praktikum dapat berjalan efektif.</span></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;"> </span></b></div>
<div align="center" style="line-height: 300%; margin-bottom: .0001pt; margin: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">DAFTAR PUSTAKA</span></b></div>
<div style="margin-left: .5in; text-align: justify; text-indent: -.5in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Anonim.2010. <i style="mso-bidi-font-style: normal;">Meningkatnya Konsumsi
Makanan Organik (online)</i> </span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 11pt;"><a href="http://nelsonsimanjuntak.blogspot.com/2010/06/meningkatnya-konsumsi-makanan-organik.html?zx=635ed666bf91df23"><span lang="SV" style="color: windowtext; text-decoration: none;">http://nelsonsimanjuntak.blogspot.com/2010/06/meningkatnya-konsumsi-makanan-organik.html?zx=635ed666bf91df23</span></a></span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt;"> diakses Sabtu, 16 April 2011 tepatnya pukul 19.00 WITA.</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt;">Anonim.2011. <i style="mso-bidi-font-style: normal;">Biopestisida </i>(online) (<a href="http://id.wikipedia.org/wiki/Biopestisida"><span style="color: windowtext; text-decoration: none;">http://id.wikipedia.org/wiki/Biopestisida</span></a>)
diakses pada Sabtu, 16 April 2011</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt;">Hanudin, E. Sutarya,
S. Mihardja, dan I. Sanusie. 2010. <i style="mso-bidi-font-style: normal;">Mikroba
Antagonis sebagai Agen hayati Pengendali Penyakit Tanaman.</i> Available at:</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt;">http://pustaka.litbang.deptan.go.id/publikasi/wr262044.pdf.
Accessed Jan. 26, 2011.</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
<br /></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Untung.1992. <i style="mso-bidi-font-style: normal;">Pestisida Alami</i>. <i style="mso-bidi-font-style: normal;">Skripsi. </i>Fakultas Pertanian Universitas
Jember.</span></div>
<div style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -.5in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: -.5in;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Sastrautomo.
1992. </span><i><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Pedoman
Penerapan Agen Hayati Dalam Pengendalian OPT Tanaman Sayuran. </span></i><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Direktorat
Jenderal<i> </i>Bina Produksi Hortikultura. Direktorat Perlindunga</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt;">p</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">n
Hortikultura. Jakarta. 49 hal.</span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-28193669619440032832012-03-27T07:07:00.000-07:002012-04-22T05:32:08.221-07:00Laporan Aklimatisasi Kultur Jaringan<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"><span style="font-size: large;">Laporan Aklimatisasi Kultur Jaringan </span></span></b></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="line-height: 300%; margin: 12pt 0in 10pt; text-align: center; text-indent: 0in;">
<b><span style="font-family: "Arial","sans-serif";">I.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"> PENDAHULUAN</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: 10.0pt; margin-left: 21.3pt; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l2 level2 lfo1; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">1.1<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Latar
Belakang</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Suatu tahapan yang sangat penting
dalam teknik kultur jaringan adalah aklimatisasi planlet yang ditanam secara in
vitro kedalam rumah kaca atau langsung ke lapang. Aklimatisasi merupakan
kegiatan akhir teknik kultur jaringan. Aklimatisasi adalah proses pemindahan
planlet dari lingkungan yang terkontrol (aseptik dan heterotrof) ke kondisi
lingkungan tak terkendali, baik suhu, cahaya, dan kelembaban, serta tanaman
harus dapat hidup dalam kondisi autotrof, sehingga jika tanaman (planlet) tidak
diaklimatisasi terlebih dahulu tanaman (planlet) tersebut tidak akan dapat
bertahan dikondisi lapang. </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Aklimatisasi dilakukan untuk
mengadaptasikan tanaman hasil kultur jaringan terhadap lingkungan baru sebelum
ditanam dan dijadikan tanaman induk untuk produksi dan untuk mengetahui
kemampuan adaptasi tanaman dalam lingkungan tumbuh yang kurang aseptik.
Aklimatisasi bertujuan untuk mengadaptasikan tanaman hasil kultur terhadap
lingkungan baru sebelum kemudian ditanam di lahan yang sesungguhnya.
Aklimatisasi adalah suatu proses dimana suatu tanaman beradaptasi sengan
perubahan lingkungan.</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Berdasarkan uraian diatas maka perlu
adanya pengetahuan tentang bagaimana Memberikan pengalaman tentang tata cara
aklimatisasi planlet hasil kultur jaringan, serta Mengadaptasikan tanaman hasil
kultur jaringan terhadap lingkungan baru sebelum ditanam di lapang dan untuk
mengetahui kemampuan adaptasi tanaman dalam lingkungan tumbuh yang kurang
aseptik.</span></div>
<div class="MsoListParagraph" style="line-height: 250%; margin-left: .25in; mso-add-space: auto; mso-list: l2 level2 lfo1; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">1.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Tujuan
dan Kegunaan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Arial","sans-serif";">Tujuan
d</span><span style="font-family: "Arial","sans-serif";">ari praktikum ini agar kita dapat mengetahui bagaimana tentang
tata cara aklimatisasi planlet hasil kultur jaringan.</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Kegunaan dari praktikum ini yaitu agar
kita dapat mengadaptasikan tanaman hasil kultur jaringan terhadap lingkungan
baru sebelum ditanam di lapang dan untuk mengetahui kemampuan adaptasi tanaman
dalam lingkungan tumbuh yang kurang aseptik.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="line-height: 300%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 14.2pt 141.75pt; text-align: center; text-indent: 0in;">
<span style="font-family: "Arial","sans-serif";"></span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";">II.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">TINJAUAN
PUSTAKA</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; tab-stops: 14.2pt 141.75pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">2.1 Pengertian Aklimatisasi</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; tab-stops: 0in 14.2pt; text-align: justify; text-indent: 27.0pt;">
<span style="font-family: "Arial","sans-serif";"> Aklimatisasi
merupakan kegiatan akhir teknik kultur jaringan. Aklimatisasi adalah proses
pemindahan planlet dari lingkungan yang terkontrol (aseptik dan heterotrof) ke
kondisi lingkungan tidak terkendali, baik suhu, cahaya, dan kelembaban, serta
tanaman harus dapat hidup dalam kondisi autotrof, sehingga jika tanaman
(planlet) tidak diaklimatisasi terlebih dahulu tanaman (planlet) tersebut tidak
akan dapat bertahan dikondisi lapang. Aklimatisasi dilakukan untuk
mengadaptasikan tanaman hasil kultur jaringan terhadap lingkungan baru sebelum
ditanam dan dijadikan tanaman induk untuk produksi dan untuk mengetahui
kemampuan adaptasi tanaman dalam lingkungan tumbuh yang kurang aseptik. Aklimatisasi
adalah suatu proses dimana suatu tanaman beradaptasi sengan perubahan
lingkungan (Torres, 1989).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Pada tahap ini (aklimatisasi)
diperlukan ketelitian karena tahap ini merupakan tahap kritis dan seringkali
menyebabkan kematian planlet. Kondisi mikro planlet ketika dalam botol kultur
adalah dengan kelembaban 90-100 %. Beberapa sumber menuliskan penjelasan yang
berkaitan dengan hal tersebut.Bibit yang ditumbuhkan secara in vitro mempunyai
kutikula yang tipis dan jaringan pembuluh yang belum sempurna (Wetherell, 1982).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Kutikula yang tipis menyebabkan
tanaman lebih cepat kehilangan air dibanding dengan tanaman yang normal dan ini
menyebabkan tanaman tersebut sangat lemah daya bertahannya. Walaupun
potensialnya lebih tinggi, tanaman akantetap menjadi layu karena kehilangan air
yang tidak terbatas (Pospisilova <i>et </i>al, 1996). Kondisi tersebut
menyebabkan tanaman tidak dapat langsung ditanam dirumah kaca (Wetherelll,
1982).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Mengacu pada penjelasan tersebut di
atas maka planlet terlebih dahulu harus ditanam didalam lingkungan yang memadai
untuk pertumbuhannya kemudian secara perlahan dilatih untuk terus dapat
beradaptasi dengan lingkungan sebenarnya di lapang. Lingkungan yang tersebut
secara umum dapat diperoleh dengan cara memindahkan planlet kedalam plastik
atau boks kecil yang terang dengan terus menurunkan kelembaban udaranya.
Planlet-planlet tersebut kemudian diaklimatisasi secara bertahap mengurangi
kelembaban relatif lingkungannya, yaitu dengan cara membuka penutup wadah
plastik atau boks secara bertahap pula (Torres, 1989).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Selain itu, tanaman juga memerlukan
akar untuk menyerap hara agar dapat tumbuh dengan baik sehingga dalam tahap
aklimatisasi ini diperlukan suatu media yang dapat mempermudah pertumbuhan akar
dan dapat menyediakan hara yang cukup bagi tanaman (planlet) yang
diaklimatisasi tersebut. Media yang remah akan memudahkan pertumbuhan akar dan
melancarkan aliran air, mudah mengikat air dan hara, tidak mengandung toksin
atau racun, kandungan unsur haranya tinggi, tahan lapuk dalam waktu yang cukup
lama. Media aklimatisasi bibit kultur jaringan krisan dan kentang di Indonesia
saat ini adalah media arang sekam atau media campuran arang sekam dan pupuk
kandang (Marzuki, 1999). </span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Arang sekam merupakan salah satu
media hidroponik yang baik karena memiliki beberapa keunggulan sebagai berikut;
mampu menahan air dalam waktu yang relatif lama, termasuk media organik
sehingga ramah lingkungan, lebih steril dari bakteri dan jamur karena telah
dibakar terlebih dahulu, dan hemat karena bisa digunakan hingga beberapa kali
(Sinaga, 2001).</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 300%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; tab-stops: 106.35pt 148.85pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">III.
METODOLOGI</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; tab-stops: 21.3pt; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.1
Tempat dan Waktu</span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 200%; margin-bottom: 12.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; tab-stops: 28.35pt; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> Praktikum </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Aklimatisasi kultur jaringan
</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">dilaksanakan di </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">malino desa bulu ballea,
kabupaten gowa, <a href="http://www.blogger.com/blogger.g?blogID=5440993314694703097" name="_GoBack"></a>p</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">ada hari</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> sabtu</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">,</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> 9
April 2011 pukul 16.00</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> WITA</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> sampai </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">selesai.</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.2 Alat dan Bahan</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Arial","sans-serif";">Bahan
dan alat yang digunakan dalam praktikum ini yaitu bibit yang telah berumur 8-12
minggu sejak dikulturkan, arang sekam (sebagai media tanam), stoples/gelas
plastik transparan (sebagai pot atau wadah tanam), air steril, Dithane/benlate,
agrept, dan pupuk daun.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: 10.0pt; margin-left: 21.3pt; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; text-align: justify; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";">3.3 Prosedur Kerja</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Keluarkan planlet dari botol dengan
hati-hati agar tidak putus dan pastikan bibit tersebut telah berakar, cuci
bersih planlet dengan air yang sudah dimasak secara perlahan dan pastikan semua
agar-agar sudah tidak ada pada akar planlet, </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Rendam bibit yang sudah bersih pada
larutan Dithane/benlate 1 g/L + Agrept 1 g/L selama 10 menit, arang sekam yang
sudah steril dibasahi sampai jenuh dengan air steril, tanam planlet dengan
jaraj yang tidak terlalu rapat guna mencagah bibit membusuk, tutup stoples atau
gelas yang telah ditanami planlet.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">selanjutnya disimpan di ruang kultur,
planlet disiram dengan cara di spray setiap 2-3 hari sekali untuk menjaga
kelembaban, planlet yang telah berumur 1 minggu selanjutnya dikeluarkan
ketempat teduh untuk mengadaptasikannya dengan lingkungan in vivo selam 2
minggu. Pada saat ini planlet dapat disiram dengan pupuk daun dengan
konsentrasi ¼.</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"> </span></b></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">IV. HASIL DAN PEMBAHASAN</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">4.1 Hasil</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">Hasil </span><span style="font-family: "Arial","sans-serif";">Dari praktikum
pembuatan media di peroleh hasil
pengamatan yaitu:</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">No.</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">Tahap aklimatisasi</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">Gambar</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Planlet dalam botol kultur siap
untuk di aklimatisasi.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">
</span><span style="font-family: "Arial","sans-serif";"></span></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">2.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Lalu dikeluarkan dari botol
kultur, dilakukan dengan cara yang steril</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">
</span><span style="font-family: "Arial","sans-serif";"></span></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">3.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Dipindahkan ke arang sekam yang
telah disiapkan. Dan disimpan hingga beberapa hari sampai pertumbuhannya
sempurna.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">
</span><span style="font-family: "Arial","sans-serif";"></span></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">4.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Setelah itu tanaman yang terdapat
pada arang sekam, lalu di pindahkan kelahan.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">
</span><span style="font-family: "Arial","sans-serif";"></span></div>
<img alt="" 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" /></td>
</tr>
</tbody></table>
<div class="MsoListParagraph" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.0pt; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l3 level2 lfo3; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">1.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Pembahasan
</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 3.0pt; mso-margin-top-alt: auto; text-align: justify; text-indent: 33.0pt;">
<span style="font-family: "Arial","sans-serif";">Hal yang pertama kali dilakukan praktikan adalah
mengeluarkan planlet dari botol dengan hati-hati agar tidak putus dan pastikan
bibit tersebut telah berakar, dengan pertimbangan bahwa planlet yang dinilai
telah memiliki akar yang cukup akan memudahkan dalam proses penyerapan hara
dari media tanam (Anonim, 2011).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 3.0pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: 33.0pt;">
<span style="font-family: "Arial","sans-serif";">Kemudian pada gambar selanjutnya planlet dicuci bersih
dengan air yang sudah dimasak secara perlahan sampai semua agar-agar sudah
tidak ada pada akar planlet, setelah itu planlet di rendam pada larutan
Dithane/benlate 1 g/L + Agrept 1 g/L selama 10 menit, larutan tersebut
berfungsi sebagai bakterisida dan fungisida (Anonim, 2011).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 3.0pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: 33.0pt;">
<span style="font-family: "Arial","sans-serif";">Pada gambar ketiga Media yang digunakan yaitu arang sekam
yang sudah disterilkan kemudian dibasahi sampai jenuh dengan air steril.Lalu
planlet ditanam dengan jarak yang tidak terlalu rapat agar bibit tidak
membusuk. Wadah tanam (pot) yang digunakan yaitu gelas transparan bekas air
mineral. Wadah yang telah ditanami planlet tersebut selanjutnya ditutup dengan
gelas transparan lainnya, hal ini dilakukan untuk menjaga kelembaban
dilingkungan tumbuh planlet lalu disimpan di ruang kultur. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 3.0pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: 33.0pt;">
<span style="font-family: "Arial","sans-serif";">Lalu pada gambar selanjutnya jika tanaman sudah dewasa maka
tanaman tersebut dipindahkan ke lahan. Serta untuk penyiraman dilakukan hanya
jika media dinilai kekurangan air,selain itu penyiraman juga dilakukan untuk
menjaga kelembaban (Anonim, 2011).</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 300%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">V. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"> PENUTUP</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">5.1 Kesimpulan</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Aklimatisasi merupakan tahapan yang sangat penting dalam
kultur jaringan karena pada tahap inilah planlet hasil kultur jaringan akan
beradaptasi baik secara morfologi maupun fisiologi untuk dapat hidup di lapang.
Percobaan ini memberikan gambaran bahwa aklimatisasi bukanlah suatu hal yang
bisa dilakukan dengan begitu saja, diperlukan ketelitian dan pengetahuan yang
baik agar dapat berhasil.</span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">5.2
Saran</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 0in; mso-add-space: auto; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Untuk selanjutnya, sebaiknya praktikan lebih teliti dan
berusaha memperoleh pengetahuan yang lebih memadai dalam menjalankan praktikum
ini. Selain itu percobaan aklimatisasi ini sebaiknya menggunakan media tanam
yang berbeda-beda sehingga praktikan dapat memperoleh pengetahuan tentang media
tanam apa yang lebih baik digunakan untuk aklimatisasi.</span><span lang="IN" style="font-family: "Arial","sans-serif";"></span></div>
<div align="center" class="MsoListParagraphCxSpLast" style="line-height: 300%; margin-left: 4.5pt; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">DAFTAR PUSTAKA</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 49.5pt; text-align: justify; text-indent: -49.5pt;">
<span style="font-family: "Arial","sans-serif";">Anonim, 2011. <i style="mso-bidi-font-style: normal;">Aklimatisasi kultur jaringan</i>. Fakultas Pertanian. Universitas
Hasanuddin.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 49.5pt; text-align: justify; text-indent: -49.5pt;">
<span style="font-family: "Arial","sans-serif";">Marzuki,
A. 1999.Pengaruh lama penyimpanan, konsentrasi sukrosa dan cahaya penyimpanan
terhadap vigor planlet kentang (<i>Solanum tuberosum </i>L.).Skripsi. Jurusan
Budidaya Pertanian. Fakultas Pertanian. IPB. Bogor.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-margin-bottom-alt: auto; text-align: justify; text-indent: -.5in;">
<span style="font-family: "Arial","sans-serif";">Sinaga, N. A.
K. 2001. Pengaruh sukrosa dan lama simpan gelap terhadap vigor bibit krisan
(Chysanthemum sp.).Skripsi. Jurusan Budidaya Pertanian. Fakultas Pertanian.
IPB. Bogor.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -.5in;">
<span style="font-family: "Arial","sans-serif";">Torres,
K. C. 1989. Tissue Culture Techniques for Horticultural Crops.Chapman and Hall.
New York. London.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: .5in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -.5in;">
<span style="font-family: "Arial","sans-serif";">Wetherelll,
D. F. 1982. introduction to in vitro Propagation. Avery Publishing Group Inc.
Wayne, New Jersey.</span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-70983710241041004652012-03-27T07:02:00.000-07:002012-04-22T05:19:25.491-07:00Laporan Pembuatan Stock Dan Penanaman Eksplan<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;"><span style="font-size: large;">Laporan Pembuatan Stock Dan Penanaman Eksplan </span></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-left: 0.75in; text-align: center; text-indent: -0.5in;">
<b><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">I.<span style="font: 7pt "Times New Roman";">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">PENDAHULUAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: .25in; mso-list: l3 level2 lfo5; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">1.1<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Latar Belakang</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Proses
pelaksanaan kultur jaringan yang dapat dikatakan proses terakhir yaitu
penanaman eksplan. Syarat pertama kultur jaringan juga masih digunakan pada
pelaksanaan ini yaitu kondisi yang aseptic. Pada proses penanaman eksplan,
lingkungan yang digunakan haruslah benar-benar dalam kondisi yang aseptic. Oleh
karenanya penanaman biasanya dilakukan di Enkas, sebuah kotak dengan tepi yang
transparan dan terdapat lubang untuk tangan, atau dengan menggunakan LAF
(Laminar Air Flow).</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Kontaminasi
yang terjadi pada kultur jaringan merupakan momok yang cukup mengganggu proses
kultur jaringan. Namun kontaminasi juga dapat dicegah dengan
perlakuan-perlakuan yang aseptic. Stelah dua acara praktikum diatas dilakukan
sterilisasi terhadap peralatan kultur dan media kultur, tanaman atau eksplan
yang akan ditanam juga harus dalam keadaan steril dan sehat artinya eksplan
tidak terserang penyakit ataupun terkena serangan mikroba.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Keberadaan
kontaminan yang berasal dari spora maupun mikroba lainnya sangat sulit
dihindari termasuk juga di dalam ruang kultur. Untuk itu sterilisasi ruangan
juga perlu dilakukan tentunya dengan tujuan untuk menciptakan lingkungan yang
aseptic dan menghilangkan mikroba maupun spora penyebab kontaminan.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berdasarkan
penjelasan di atas maka sangat penting bagi kita untuk melaksanakan pra</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">k</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">tikum ini agar menambah
pengetahuan kita tentang pengembangan tanaman melalui proses kultur jaringan.</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: .25in; mso-list: l3 level2 lfo5; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">1.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Tujuan dan Kegunaan</span></b></div>
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<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tujuan
praktikum penanaman kultur dan pembuatan larutan stock sebagai bahan media
yaitu:</span></div>
<ol start="1" style="margin-top: 0in;" type="a">
<li class="MsoNormal" style="line-height: 200%; mso-list: l6 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Mengetahui dan mempraktikan cara
menanam eksplan dan sub kultur.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l6 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Mengamati pertumbuhan eksplan</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l6 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Mencari factor-faktor penyebab
kontaminasi dalam kultur jaringan tanaman.</span></li>
</ol>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .25in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Kegunaan
praktikum ini untuk menambah pengetahuan kita dalam mengembangkan tanaman
melalui proses kultur jaringan.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .25in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">II</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">TINJAUAN PUSTAKA</span></b></div>
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<span class="fullpost"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Dalam m</span></span><span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">edia
kultur</span></span><span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span></span><span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">berisi hara makro dan mikro yang dibutuhkan
untuik pertumbuhan tanaman, demikian pula sumber karbohidrat, vitamin, agar dan
ZPT atau ekstrak tanaman yang diperlukan. Media kultur yang paling banyak
digunakan adalah media Murashige dan Skoog (MS), yang pada awalnya dikembangkan
untuk kultur tembakau tetapi ternyata cocok untuk berbagai jenis tanaman.
Beberapa prosedur yang penting dalam pembuatan media adalah pembuatan larutan
stok dan sterilisasi media (Rahardja, 1995)</span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Penggunaan larutan stok dalam pembuatan media
akan mengurangi jumlah perkejaan yang sifatnya berulang-ulang, sehingga
kesalahan manusia atau percobaan (human atau experimental error) dapat dikurangi.
Selain itu, penimbangan secara langsung dari bahan-bahan pembuat media, seperti
hara mikro dan ZPT, yang membutuhkan dalam jumlah yang sangat sedikit (miligram
atau mikrogram) pada formulasi akhir tidak akan diperoleh secara akurat. Oleh
karena itu sudah menjadi prosedur baku untuk komponen-komponen tersebut dibuat
dalam larutan stok (Sriyanti, 2002).</span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Untuk membuat larutan stok, senyawa-senyawa
yang dibutuhkan ditimbang dan diletakkan pada gelas ukur bersih. Kepekatan
larutan stok umumnya dibuat antara 10-1000 kali, tergantung pada daya larut
dari senyawa-senyawa yang akan dilarutkan. Sebelum ditambahkan dengan air
destilasi, beberapa bahan kimia ada yang harus dilarutkan dahulu dengan pelarut
etil alkohol, 1 N NaOH atau 1 N HCl dalam jumlah yang kecil atau beberapa
tetes. Selanjutnya air detilasi ditambahkan secara perlahan sampai volume yang
diinginkan. Jangan lupa pada wadah/botol larutan diberi label berisi nama </span></span><span class="fullpost"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">larutan, tanggal pembuatan dan kadaluarsa,
dan nama orang yang membuatnya. Untuk beberapa bahan tertentu, misalnya IAA,
stok larutannya harus disimpan dalam botol gelap untuk mencegah dekomposisi
oleh cahaya (Anonim, 2009).</span></span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.1 </span></b></span><span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Hara
Makro</span></b></span><span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"></span></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Larutan stok hara makro dapat dibuat 10 atau
20 kali dari konsentrasi akhir. Larutan stok untuk garam kalsium disarankan
untuk dipisahkan untuk mencegah adanya pengendapan. Larutan stok hara makro
dapat disimpan dengan aman untuk beberapa minggu dalam keadaan gelap di tempat
yang sejuk. Penyimpanan dalam refrigerator pada suhu 2o-4oC merupakan kondisi yang
terbaik. Disarankan pula semua larutan stok hara makro untuk disaring terlebih
dahulu sebelum disimpan untuk menghindari partikel-partikel yang tidak larut
(Anonim, 2010)</span></span><span class="fullpost"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">.</span></span></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: .25in; mso-list: l2 level2 lfo6; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.2<span style="font: 7pt "Times New Roman";"> </span></span></b><span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b></span><span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Hara
Mikro</span></b></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Larutan stok hara mikro umumnya dibuat 100
kali dari konsentrasi akhir. Penyimpanan larutan stok hara mikro disarankan
disimpan dalam refrigerator atau freezer. Mellor dan Stace-Smith menyatakan
bahwa larutan stok mikro dapat disimpan selama lebih dari 1 tahun dalam
refrigerator. Gamborg dan Shyluk menyarankan untuk stok KI sebaiknya dibuat
konsentrasi 100 x dan disimpan secara terpisah dengan stok mikro lainnya.
Begitu pula untuk larutan stok besi (Fe) dibuat dan disimpan ditempat yang
terpisah dalam botol yang berwarna gelap (Anonim, 2010).</span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.3 </span></b></span><span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Vitamin</span></b></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Larutan stok vitamin dibuat dengan
konsentrasi 100 x atau 1000 x dan disimpan dalam freezer (-20oC). Apabila
refrigerator atau freezer tidak tersedia, larutan vitamin harus dibuat setiap
media akan dibuat. Larutan stok vitamin dalam refrigerator dapat disimpan
selama 2-3 bulan, setelah waktu tersebut lartuan harus diganti yang baru
(Rahardja, 1995).</span></span></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">2.4 </span></b></span><span class="fullpost"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Zat
Pengatur Tumbuh</span></b></span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"></span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span class="fullpost"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">NAA dan 2,4-D termasuk ZPT yang tergolong
stabil dan dapat disimpan dalam suhu 4oC selama beberapa bulan, sedangkan
larutan IAA harus disimpan dalam freezer pada suhu -20oC. Penyimpanan larutan
IAA pada suhu 4oC dalam botol berwarna gelap dapat bertahan tidak lebih dari
satu minggu. Larutan stok auksin umumnya dibuat dalam konsentrasi 100 x atau
1000 x. Untuk membuat larutan IAA dan 2,4-D, terlebih dahulu harus dilarutkan
dalam alkohol 95% beberpa tetes, kemudian ditambahkan air double destilasi
sampai volume yang diinginkan. Sedangkan NaOH 1 N digunakan untuk melarutkan
NAA, juga dapat untuk melarutkan IAA dan 2,4-D. Apabila menggunakan pelarut HCl
atau NaOH, pH larutan harus diatur 5.5-5.8 (Anonim, 2010).</span></span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Problem
terbesar yang dihadapi para tissue culturist adalah kontaminasi mikroba pada
kultur (baik bakteri maupun jamur). Dua cara dapat dilakukan untuk mengurangi
kontaminasi kultur, yaitu (Anonimous, 2009).</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Untuk
meningkatkan kesuksesan menggunakan chlorine, langkah berikut semestinya
diikutsertakan: Tambahkan deterjen ke larutan kloringe, misalnya beberapa tetes
Tween 20 atau Triton. Berikan sedikit tekanan pada perlakuan chlorine. Ini
dapat dilakukan dengan desikator vakum yang disambungkan ke air atau pompa tipe
lain. Goyang – goyangkan (agitasi) larutan klorine secara manual atau dengan
menggunakan shaker selama periode disinfestasi (Gunawan, 1988).</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Semua
teknik tersebut akan meningkatkan kontak tanaman dengan larutan klorine. Lama
perlakuan dengan larutan klorin yang diperlukan akan berbeda – beda, tergantung
tipe dan sensitivitas bahan tanaman. Setelah eksplan selesai di sterilisasi,
eksplan perlu dipotong supaya efektif dalam penanaman dan hasil yang diharapkan.
Pemotongan dan penanaman eksplan dilakukan di LAF untuk tetap menjaga kondisi
aseptiknya. Laminar air flow cabinet biasanya disteriliasi permukaan dengan 70%
alkohol (v/v). Meskipun alcohol asam (70% v/v, pH 2.0) mungkin lebih efektif
sebagai desinfektan, jarang digunakan karena memiliki efek korosif pada
permukaan logam. Semua alat dibenamkan pada larutan 70 – 80% (v/v) ethanol dan
dipanasi dengan lampu spiritus sebelum digunakan. Agar aman, sebaiknya wadah
yang mengandung alcohol untuk pemanasan (flaming) diletakkan pada suatu wadah
dengan dasar yang berat. Ini mencegah jatuhnya wadah alcohol akibat tersenggol
secara tidak sengaja yang dapat menyebabkan kebakaran dalam laminar. Sebagai
aturan umum, buanglah alkohol yang tersisa pada beaker glass setelah melalukan
pengkulturan (Anonimous, 2009).</span></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">III</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">METODOLOGI</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;"></span></b></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">3.1</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Tempat dan Waktu</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 12.0pt; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Praktikum Pembuatan Larutan Stock dan
Penanaman Eksplan ini dilakukan di Laboratorium Bioteknologi Pertanian (PKP)</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> lantai 4,</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> Universitas Hasanuddin,</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Makassar pada hari </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">kamis</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">, </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">31</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> Maret 2011 pukul 13.30 WITA </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">sampai</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> selesai.</span></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">3.2</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Alat dan Bahan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Adapun
alat-alat yang digunakan dalam praktikum Pembuatan Larutan Stock dan Penanaman
Kultur adalah buku Penuntun Praktikum Pengantar Bioteknologi Pertanian,
diseccting kit, bunsel, cawan petridish dan alat tulis menulis.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 12.0pt; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Bahan-bahan yang digunakan dalam praktikum
ini adalah eksplan, media, wrapping plastik dan alkohol.</span></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">3.3</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">Prosedur</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Kerja</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Adapun
cara kerja dalam praktikum pembuatan larutan stock dan penaman eksplan ini
adalah:</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Membuat larutan stock dengan
menggunakan unsur hara makro, unsur hara mikro, vitamin dan zat pembantu
pertumbuhan.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Semprotkan kaos tangan yang kita
gunakan dalam menanam kultur dengan menggunakan alkohol untuk mencegah
kontaminasi pada saat penanaman eksplan.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sterilkan semua alat dan bahan yang
akan digunakan dalam penanaman eksplan.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Rendam dengan alkohol dan bakar
alat-alat yang akan digunakan dalam penanaman kultur di atas bunsel
seperti gunting, pinset dan cawan.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Gunting-gunting eksplan di atas cawan
petridish</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; font-variant: small-caps; line-height: 200%;">K</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">emudian
tanam eksplan pada media yang telah disediakan sekitar 3-5 potong eksplan.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Kemudian tutup botol kultur yang
telah berisi eksplan.</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tutup celah pada botol dengan
menggunakan wrapping plastik.</span></li>
</ol>
<div class="MsoNormal" style="line-height: 200%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">IV</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">HASIL DAN PEMBAHASAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">4.1. Hasil</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Pada
saat penanaman eksplan hal-hal yang harus dilakukan yaitu:</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Mensterilkan
alat dengan alkohol</span></li>
</ol>
<ol start="2" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Membakar alat di atas bunsen</span></li>
</ol>
<ol start="3" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Keluarkan
eksplan dari botol kultur</span></li>
</ol>
<ol start="4" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Gunting – gunting eksplan yang akan
ditanam</span></li>
</ol>
<ol start="5" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tanam
eksplan pada media yang telah disediakan</span></li>
</ol>
<ol start="6" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Tutup celah pada botol dengan
wrapping plastik</span></li>
</ol>
<ol start="7" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo3; tab-stops: list .5in;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Letakkan botol kultur yang telah
ditanami eksplan pada rak kultur</span></li>
</ol>
<div class="MsoNormal" style="line-height: 200%; margin-left: .25in;">
<br />
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">4.2. Pembahasan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Dalam
penanaman eksplan harus dilakukan di lingkungan yang aseptic. Hal ini sesuai
dengan pendapat Anonim (2011) yang menyatakan, Syarat pertama kultur jaringan
juga masih digunakan pada pelaksanaan ini yaitu kondisi yang aseptic. Pada
proses penanaman eksplan, lingkungan yang digunakan haruslah benar-benar dalam kondisi
yang aseptic. Oleh karenanya penanaman biasanya dilakukan di Enkas, sebuah
kotak dengan tepi yang transparan dan terdapat lubang untuk tangan, atau dengan
menggunakan LAF (Laminar Air Flow).</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Dalam
penanaman eksplan semua alat-alat yang digunakan harus steril untuk mencegah
terjadinya kontaminasi yang merupakan hal yang dapat menyebabkan kegagalan
dalam penanaman eksplan pada media. Hal ini sesuai dengan pendapat Gunawan
(1988) yang menyatakan Kontaminasi yang terjadi pada kultur jaringan merupakan
momok yang cukup mengganggu proses kultur jaringan. Namun kontaminasi juga
dapat dicegah dengan perlakuan-perlakuan yang aseptic. Stelah dua acara
praktikum diatas dilakukan sterilisasi terhadap peralatan kultur dan media
kultur, tanaman atau eksplan yang akan ditanam juga harus dalam keadaan steril
dan sehat artinya eksplan tidak terserang penyakit ataupun terkena serangan
mikroba.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 21.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Selain
peralatan yang digunakan yang perlu disterilisasi maka ruangan yang digunkan
juga harus dalam keadaan aseptic. Hal ini sesuai pendapat Rahardja (1995) yang
menyatakan, keberadaan kontaminan yang berasal dari spora maupun mikroba
lainnya sangat sulit dihindari termasuk juga di dalam ruang kultur. Untuk itu
sterilisasi ruangan juga perlu dilakukan tentunya dengan tujuan untuk
menciptakan lingkungan yang aseptic dan menghilangkan mikroba maupun spora
penyebab kontaminan.</span></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> </span></b></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">V. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">PENUTUP</span></b></div>
<div class="MsoNormal" style="line-height: 250%;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">5.1</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Kesimpulan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berdasarkan
hasil yang diperoleh dapat disimpulkan beberapa hal yaitu bahwa:</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo4; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Dalam penanaman eksplan harus
dilakukan dala Laminar Air Flow</span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l0 level1 lfo4; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sebelum menggunakan alat-alat untuk
penanaman eksplan alat-alat tersebut harus distrerilisasi terlebih dahulu
menggunakan alkohol.</span></li>
<li class="MsoNormal" style="line-height: 200%; margin-bottom: 12.0pt; mso-list: l0 level1 lfo4; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Kita
harus menutup celah pada botol kultur untuk mencegah terjadinya
kontaminasi.</span></li>
</ol>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;">5.2</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 250%;"> Saran</span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sebaiknya
dalam praktikum dilakukan bertahap dan semua praktikan bisa masuk agar semua
praktikan mengetahui tahapan dalam penanaman eksplan ke dalam botol kultur
sehingga praktikum berjalan efektif.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"><br /></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 300%;">DAFTAR PUSTAKA</span></b></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Anonim.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;"> </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">2009.
Sterilisasi Media adan Alat.
http://e-learning.unram.ac.id/KulJar/BAB%20IV%20STERILISASI/IV2%20Sterilisasi%20Alat.htm.
Diakses tanggal 06 April 2011.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Anonimous.
2009. Media Kultur Jaringan.
http://www.fp.unud.ac.id/biotek/kultur-jaringan-tanaman/12-media-kultur-jaringan.html.
diakses tanggal 27 Desember 2009.</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt;"></span></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Gunawan,
L.W. 1988. Teknik Kultur Jaringan. Bogor: Laboratorium Kultur Jaringan, PAU
Bioteknologi, IPB.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Rahardja,
P. C. 1995. Kultur Jaringan : Teknik Perbanyakan Tanaman Secara Modern.
Penerbit Swadaya, Jakarta.</span></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-left: 27.0pt; text-align: justify; text-indent: -27.0pt;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt;">Sriyanti,
Daisy P. dan Ari Wijayani. 2002. Teknik Kultur Jaringan : Pengenalan dan
Petunjuk Perbanyakan Tanaman Secara Vegetatif-Modern. Kanisius, Yogyakarta.</span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-37468608692779791082012-03-27T06:49:00.001-07:002012-04-02T21:34:56.563-07:00Laporan Pembuatan Media Kultur Jaringan<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="font-size: large;"><b>Laporan Pembuatan Media Kultur Jaringan</b></span></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="line-height: 300%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 7.1pt; text-align: center; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">I.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">PENDAHULUAN</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level2 lfo1; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">1.1<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Latar
Belakang</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Perkembangan
kultur jaringan di Indonesia terasa sangat lambat, bahkan hampir dikatakan
jalan di tempat jika dibandingkan dengan negara-negara lainnya, tidaklah heran
jika impor bibit anggrek dalam bentuk ‘flask’ sempat membanjiri nursery-nursery
anggrek di negara kita. Selain kesenjangan teknologi di lini akademisi, lembaga
penelitian, publik dan pecinta anggrek, salah satu penyebab teknologi ini
menjadi sangat lambat perkembangannya adalah karena adanya persepsi bahwa
diperlukan investasi yang ’sangat mahal’ untuk membangun sebuah lab kultur
jaringan, dan hanya cocok atau ‘feasible’ untuk perusahaan. </span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Indonesia memiliki keanekaragaman hayati yang luar biasa,
salah satunya adalah anggrek, diperkirakan sekitar 5000 jenis anggrek spesies
tersebar di hutan wilayah Indonesia.Potensi ini sangat berharga bagi pengembang
dan pecinta anggrek di Indonesia, khususnya potensi genetis untuk menghasilkan
anggrek silangan yang memiliki nilai komersial tinggi. Potensi tersebut akan
menjadi tidak berarti manakala penebangan hutan dan eksploitasi besar-besaran
terjadi hutan kita, belum lagi pencurian terang-terangan ataupun “terselubung”
dengan dalih kerjasama dan sumbangan penelitian baik oleh masyarakat kita
maupun orang asing.</span></div>
<div style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sementara itu hanya sebagian kecil pihak yang mampu
melakukan pengembangan dan pemanfaatan anggrek spesies, khususnya yang
berkaitan dengan teknologi kultur jaringan. Tidak dipungkiri bahwa metode
terbaik hingga saat ini dalam pelestarian dan perbanyakan anggrek adalah dengan
kulturjaringan, karena melalui kuljar banyak hal yang bisa dilakukan
dibandingkan dengan metode konvensional. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Berdasarkan uraian diatas maka perlu
adanya pengetahuan tentang bagaimana proses pembuatan media dan teknik
mengkultur agar dapat menghasilkan tanaman yang baik. </span></div>
<div class="MsoListParagraph" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l1 level2 lfo1; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">1.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Tujuan
dan Kegunaan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Arial","sans-serif";">Tujuan</span><span style="font-family: "Arial","sans-serif";">dari
praktikum ini agar kita dapat mengetahui bagaimana cara pembuatan media itu
sendiri dan cara mengkultur tanaman dengan baik agar menghasilkan tanaman mini
yang sempurna.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Arial","sans-serif";">Kegunaan dari praktikum pembuatan
media kultur jaringan yaitu mengetahui tata cara penyediaan bahan tanaman untuk kultur jaringan serta
mengetahui tata cara sterilisasi, serta pembuatan media yang benar.</span></div>
<div align="center" class="MsoListParagraph" style="line-height: 300%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: 14.2pt 141.75pt; text-align: center; text-indent: 0in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";">II.<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">TINJAUAN
PUSTAKA</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoBodyText" style="line-height: 200%; margin-top: 6.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Arial","sans-serif";">2.</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";">1</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Arial","sans-serif";">Media Tanaman</span></b></div>
<div class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 6.0pt; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Media merupakan faktor penentu dalam perbanyakan dengan
kultur jaringan. Komposisi media yang digunakan tergantung dengan jenis
tanaman yang akan diperbanyak. Media yang digunakan biasanya terdiri dari garam
mineral, vitamin, dan hormon. Selain itu, diperlukan juga bahan tambahan
seperti agar, gula, dan lain-lain. Zat pengatur tumbuh (hormon) yang
ditambahkan juga bervariasi, baik jenisnya maupun jumlahnya, tergantung dengan
tujuan dari kultur jaringan yang dilakukan. Media yang sudah jadi ditempatkan
pada tabung reaksi atau botol-botol kaca. Media yang digunakan juga harus
disterilkan dengan cara memanaskannya dengan autoklaf </span><span style="font-family: "Arial","sans-serif";">(Suryowinoto,
1991).</span><span lang="IN" style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Dalam
kultur jaringan, unsur-unsur diberikan tidak dalam bentuk unsure murni, tetapi
berupa senyawa berbentuk garam. Sebelum dicampurkan kedalam media tumbuh,
garam-garam mineral itu haruslah lebih dahulul dilarutkan dalam konsentrasi
tertentu, sehingga dalam media tumbuh nantinya jumlah tiap gram benar sesuai
dengan ketentuan sebagai pelarut dipakai akuades (Yuwono, 2008).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Untuk
memenuhi faktor pertumbuhan tanaman, media kultur jaringan yang baik mengandung
:</span></div>
<div class="MsoListParagraph" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.0pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Hara
anorganik</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 3.0pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: 33.0pt;">
<span style="font-family: "Arial","sans-serif";">Ada 12 hara
mineral yang penting untuk pertumbuhan tanaman dan beberapa hara yang
dilaporkan mempengaruhi pertumbuhan in vitro. Untuk pertumbuhan normal dalam
kultur jaringan, unsur – unsur penting ini harus dimasukkan dalam media kultur</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anonim,
2011).</span></div>
<div class="MsoListParagraph" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.0pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Hara
organik</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 3.0pt; text-align: justify; text-indent: 33.0pt;">
<span style="font-family: "Arial","sans-serif";">Tanaman
yang tumbuh dalam kondisi normal bersifat autotrof dan dapat mensintesa semua
kebutuhan bahan organiknya.Meskipun tanaman in vitro dapat mensintesa senyawa
ini, diperkirakan mereka tidak menghasilkan vitamin dalam jumlah yang cukup
untuk pertumbuhan yang sehat dan satu atau lebih vitamin mesti ditambahkan ke
media.Thiamin merupakan vitamin yang penting, selain itu asam nikotin,
piridoksin dan inositol biasanya ditambahkan. Selain bahan organik tersebut,
bahan kompleks seringkali ditambahkan, termasuk ekstrak ragi, casein
hydrolysate, air kelapa, jus jeruk, jaringan pisang, dan lain – lain.
Penambahan bahan kompleks ini menghasilkan media yang tak terdefinisi.Dengan
penelitian yang cukup, semestinya bahan kompleks ini dapat diganti dengan zat
tertentu, mungkin tambahan suatu vitamin atau asam amino</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anonim, 2011).</span></div>
<div class="MsoListParagraph" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.0pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">3.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Sumber
karbon</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 3.0pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> Tanaman dalam kultur jaringan tumbuh secara heterotrof dan
karena mereka tidak cukup mensintesa kebutuhan karbonnya, maka sukrosa harus
ditambahkan ke dalam media. Sumber karbon ini menyediakan energi bagi
pertumbuhan tanaman dan juga sebagai bahan pembangun untuk memproduksi molekul
yang lebih besar yang diperlukan untuk tumbuh. Biasanya sukrosa pada
konsentrasi 1 – 5% digunakan sebagai sumber karbon tapi sumber karbon lain
seperti glukosa, maltosa, galaktosa dan laktosa juga digunakan. Ketika sukrosa
diautoklaf, terjadi hidrolisis untuk menghasilkan glukosa dan fruktosa yang
dapat digunakan lebih efisien oleh tanaman dalamkultur</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anonim, 2011).</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraph" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.0pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Arial","sans-serif";">4.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Agar</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> Umumnya jaringan dikulturkan pada
media padat yang dibuat seperti gel dengan menggunakan agar atau pengganti agar
sperti Gelrite atau Phytagel.Konsentrasi agar yang digunakan berkisar antara
0.7 – 1.0%. Pada konsentrasi tinggi agar menjadi sangat keras, sedikit sekali
air yang tersedia, sehingga difusi hara ke tanaman sangat buruk. Agar dengan
kualitas tinggi seperti Difco BiTek mahal harganya tapi lebih murni, tidak
mengandung bahan lain yang mungkin mengganggu pertumbuhan</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anonim, 2011).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">5. pH</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Media biasanya diatur pada kisaran 5.6
– 5.8 tapi tanaman yang berbeda mungkin memerlukan pH yang berbeda untuk
pertumbuhan optimum.Jika pH lebih tinggi dari 6.0, media mungkin menjadi
terlalu keras dan jika pH kurang dari 5.2, agar tidak dapat memadat</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anoni,
2011).</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">6. Zat Pengatur Tumbuh</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Pada
media umumnya ditambahkan zat pengatur tumbuh.Zat pengatur tumbuh</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anonim,
2011).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">7. Air</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Distilata biasanya digunakan dalam
kultur jaringan, dan banyak lab menggunakan aquabides (air destilata ganda).
Beberapa lab, dengan alasan ekonomi, menggunakan air hujan, tapi ini
menyebabkan sulit mengontrol kandungan bahan organik dan non-organik pada media</span><span lang="IN" style="font-family: "Arial","sans-serif";"> (Anonim,
2011).</span></div>
<br />
<br />
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">8. Pemilihan
Media</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">Jika tidak ada informasi awal,
biasanya mulai dengan media MS (Murashige dan Skoog 1962). Media ini mengandung
konsentrasi garam dan nitrat yang lebih tinggi dibandingkan media lain, dan
telah sukses digunakan pada berbagai tanaman dikotil. Untuk inisiasi kalus,
2.4-D ditambahkan ke media dengan konsentrasi 1 – 5 mgL-1.Untuk multiplikasi
tunas, sitokinin seperti BAP ditambahkan dan juga diberi auksin, seperti NAA
pada konsentrasi yang rendah.Untuk inisiasi akar, IBA pada konsentrasi 1 – 2 mgL-1
ditambahkan (Anonim, 2011).<a href="http://www.blogger.com/post-edit.g?blogID=5440993314694703097&postID=3746860869277979108" name="_GoBack"></a></span></div>
<div class="MsoBodyText" style="line-height: 200%; margin-top: 6.0pt; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 300%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 12.0pt; mso-add-space: auto; tab-stops: 106.35pt 148.85pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">III.
METODOLOGI</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; tab-stops: 21.3pt; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.1 Tempat dan Waktu</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 200%; margin-bottom: .0001pt; margin: 0in; tab-stops: 28.35pt; text-align: justify;">
<span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> Praktikum </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">pembuatan media </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">dilaksanakan di Laboratorium </span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Bioteknologi
(PKP) Lantai 4, </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Universitas Hasanuddin,
Makassar</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">,
p</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">ada hari</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">
Kamis</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">,</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> 24 Maret 2011 pukul 16.00</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> WITA</span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"> sampai </span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">selesai.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.2
Alat dan Bahan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Arial","sans-serif";">Pada kultur jaringan alat-alat yang
digunakan pada praktikum kultur jaringan adalah botol kultur dan tutupnya,dissecting
kit, timbangan analitik, wrapping plastic, cawan petri/kaca blok, label,
tissue, laminar air flow, autoclave, bahan kimia untuk media biakan, ph meter,
aluminium foil, dan pipet mikro/pipet tips 1 set ( 10 ul,200 ul,1000 ul,5000 ul
),pipet ovendoor</span><span lang="IN" style="font-family: "Arial","sans-serif";">, </span><span style="font-family: "Arial","sans-serif";">Erlenmeyer,
gelas ukur, </span><span lang="IN" style="font-family: "Arial","sans-serif";">dan</span><span style="font-family: "Arial","sans-serif";">
alat tulis menulis</span><span lang="IN" style="font-family: "Arial","sans-serif";">.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> Bahan-bahan yang digunakan pada
praktikum kultur jaringan adalah tanaman kentang, gelas aqua, plasti</span><span lang="IN" style="font-family: "Arial","sans-serif";">k</span><span style="font-family: "Arial","sans-serif";"> transparan, media pasir,karet
gelang, plastic tahan panas</span><span lang="IN" style="font-family: "Arial","sans-serif";">,gula, Air
Aquadest dan </span><span style="font-family: "Arial","sans-serif";">agar-agar.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 21.3pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-indent: -21.3pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";">3.3 Prosedur Kerja</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">a)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif";">Siapkan alat yang telah disterilisasi serta
bahan-bahannya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">b)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif";">Tuangkan aquadest sebanyak 1 liter kedalam erlenmeyer,
lalu masukkan stock sesuai ukuran dengan menggunakan pipet ovendoor.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">c)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif";">Setelah semua stock dicampurkan maka selanjutnya di
homogenkan dan pada saat di panaskan dituangkan
gula dan agar-agar sesuai takaran, serta menentukan pHnya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">d)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif";">Setelah larutan tercampur maka pindahkan larutan ke gelas
ukur dan masukkan kedalam botol kultur dengan hati-hati, lalu di autoclav
selama 1 jam dalam suhu 125<sup>0</sup>C </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">e)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif";">Media yang telah dibuat dipindahkan ke ruangan
penyimpanan selama 2 hari untuk mengetahui apakah larutan jadi media dengan
sempurna atau timbul cendawan atau bakteri.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo3; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">f)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Arial","sans-serif";">Kemudian dikultur di ruangan sterilisasi.</span></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 300%; margin-left: 0in; mso-add-space: auto; text-align: center;">
</div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 300%; margin-left: 0in; mso-add-space: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">IV. HASIL DAN PEMBAHASAN</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 250%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">4.1 Hasil</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Arial","sans-serif";">Hasil </span><span style="font-family: "Arial","sans-serif";">Dari praktikum
pembuatan media di peroleh hasil
pengamatan yaitu:</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">No.</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">Teknik pembuatan media</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">Gambar</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Persiapan alat yang telah
disterilisasi</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
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" /></td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">2.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Pencampuran aquadest dengan
larutan stock</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">3.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Di homogenkan</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">4.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Setelah dihomogenkan lalu di
pindahkan ke botol kultur</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">5.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Ditutup mengunakan aluminium foil
dan disimpan di ruangan penyimpanan selama 3 hari.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<img alt="" 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" /></td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .45in;" valign="top" width="43"><div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Arial","sans-serif";">6.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Setelah 3 hari lalu dikultur di
ruangan sterilisasi.</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 235.8pt;" valign="top" width="314"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">
</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<img alt="" 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" /></td>
</tr>
</tbody></table>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">4.2<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Pembahasan
</span></b></div>
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<span style="font-family: "Arial","sans-serif";">Dari hasil
tersebut dalam pembuatan media seperti pada gambar 1 dibutuhkan peralatan yang telah disterilisasi
selama 2 jam, lalu pada saat pembuatan media dibutuhkan larutan stock Karena
larutan stock pengganti unsur hara yang dibutuhkan dalam jumlah banyak. Pada
saat pencampuran larutan stock dengan aquadest tampak pada gambar 2 dibutuhkan
pipet ovendoor agar tidak terkontaminasi (Anonim, 2011).</span></div>
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<span style="font-family: "Arial","sans-serif";"> Gambar
3 larutan dihomogenkan menggunakan hotplat, dalam proses ini gula dan agar-agar
dicampurkan dan diaduk menggunakan magnet, kemudian dalam proses ini diukur pH
larutannya, jika pHnya kurang dari 5,7 maka larutan ditambahkan KOH, sedangkan
jika pHnya lebih dari 5,7 maka ditambahkan HCL (Anonim, 2011).</span></div>
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<span style="font-family: "Arial","sans-serif";"> Pada gambar 4 larutan yang telah dihomogenkan
dipindahkan ke botol kultur dan ditutup menggunakan aluminium foil agar tidak
terkontaminasi. Setelah itu dismpan di ruang penyimpanan selama 3 hari seperti
tampak pada gambar 5. Pada gambar 6 media yang tebentuk dengan sempurna di
kultur di ruang kultur (Anonim, 2011).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">V. </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"> PENUTUP</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">5.1
Kesimpulan</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
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<span class="nw"><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Berdasarkan
praktikum yang telah dilaksanakan, dapat diambil kesimpulanbahwa</span></span><span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">pembuatan
larutan stok dilakukan dengan mengencerkan menggunakan aquades. unsure makro
diencerkan sebanyak 5 kali, unsure mikro 100 kali, stok Fe 200 kali, vitamin 10
kali, ZPT berupa IAA dan Kinetin 100 kali, sedangkan pembuatan medium MS
dilakukan dengan mencampurkan stok yang telah dibuat. Untuk pembuatan 1L
medium, maka stok unsure makro diambil sebanyak 100 ml, stok unsure mikro
diambil 5 ml, stok Fe diambil 5 ml, stok vitamin diambil 50 ml, stok ZPT untuk
auksin dan sitokinin masing-masing 1 ml.</span><span lang="IN" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">5.2Saran</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 200%;">Sebaiknya dalam praktikum pembuatan
media siswa diberi waktu yang cukup untuk lebih mengenal dan memahami
media-media yang digunakan dalam kultur jaringan agar mahasiswa lebih
memahaminya dan ruang laboratorium yang digunakan harus lebih bersih dan
disertai AC agar mahasiswa dapat melakukan praktikum dengan baik. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">DAFTAR PUSTAKA</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif";">Anonim, 2011.<i style="mso-bidi-font-style: normal;">Pengenalan Alat Laboratorium Bioteknologi</i>. Fakultas Pertanian.
Universitas Hasanuddin.</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">Suryowinoto,
1991.<i style="mso-bidi-font-style: normal;">Kultur jaringan</i>.</span><span lang="IN" style="font-family: "Arial","sans-serif";">http://mail.uns.ac.id/~subagiya/struktur</span></div>
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<span lang="IN" style="font-family: "Arial","sans-serif";"> Diakses
pada tanggal </span><span style="font-family: "Arial","sans-serif";">11Maret</span><span lang="IN" style="font-family: "Arial","sans-serif";"> 2011.</span></div>
<div style="margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 11pt;">Yuwono T. p2008. <i><span style="font-family: "Arial","sans-serif";">Bioteknologi Pertanian</span></i>. Yogyakarta: UGM
Press.</span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com1tag:blogger.com,1999:blog-5440993314694703097.post-68439911330253897452012-03-26T10:23:00.002-07:002012-04-22T05:22:29.485-07:00Laporan Pengenalan Alat Kultur Jaringan<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><b><span style="font-family: "Times New Roman","serif"; line-height: 150%;">Laporan Pengenalan Alat Kultur Jaringan</span></b></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br /></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">BAB I</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">PENDAHULUAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.1.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Latar
Belakang</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Bioteknologi adalah
aplikasi terpadu dari berbagai cabang ilmu seperti biokimia, mikrobiologi dan
rekayasa untuk memanfaatkan mikroba kultur jaringan dan komponen – komponennya
dalam skala industri. Bioteknologi
selalu berkaitan dengan reaksi – reaksi biologis yang dilakukan oleh jasad
hidup sebagai suatu individu atau komponen – komponennya yang dapat berupa
organ, sel, jaringan atau bahkan molekul – molekul tertentu misalnya DNA, RNA,
protein atau enzim. Dalam perkembangannya, bioteknologi kinitelah mencapai aras
rekayasa yang jauh lebih terarah sehingga hasilnya dapat lebih, atau bahkan
sepenuhnya dikendalikan. Sebagai contoh sekarang telah dimungkinkan untuk
melakukan manipulasi genetik pada suatu jasad secara sangat terarah sehingga
hasil manipulasi tersebut dapat diramalkan secara lebih pasti. Teknik
manipulasi semacam ini mulai berkembang ketika para ilmuan berhasil melakukan
teknik manipulasi bahan genetik secara kultur jaringan (in vitro).</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<span lang="SV">Kultur jaringan
merupakan salah satu metode perbanyakan tanaman secara vegetatif. Kultur
jaringan tertua dilakukan pada biji anggrek dengan tujuan untuk
mengecambahkannya dalam media yang kaya nutrisi karena biji dari anggrek tidak
mempunyai cadangan makanan. Kultur jaringan terus berkembang dari mengkulturkan
biji berkembang dengan mengkulturkan jaringan dan terus berkembang hingga mampu
mengkulturkan satu sel dari tanaman. Penggunaan kultur jaringan mempunyai
kelebihan yaitu mampu memproduksi bibit yang seragam dalam jumlah banyak dan
dalam waktu yang relatifr singkat. Oleh karena itu kultur jaringan sering
dijadikan solusi sebagai metode perbanyakana tanaman dan juga dapat digunakan
sebagai suatu metode penyimpanan plasma nutfah yang tidak membutuhkan temapat
yang besar. Keberhasilan darai kultur jaringan sangat bergantung dari ketepatan
konsentrasi nutrisi yang berada di dalam media kultur. Ketepatan konsentrasi
ini menyangkut pada ketersediaan nutrisi bagi eksplan tanaman. Kelebihan
nutrisi dari tanaman akan menyebabkan tanaman mengalami keracunan unsur hara.
Oleh karena itu, pembuatan larutan stock dan sterilisasi media dianggap penting
untuk diketahui sebagai sarana penenunjang kebutuhan informasi akan kultur
jaringan</span><span lang="IN">.</span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
Alat dan bahan yang digunakan dalam kegiatan di laboratorium
memerlukan perlakuan khusus sesuai sifat dan karakteristik
masing-masing.Perlakuan yang salah dalam membawa, menggunakan dan menyimpan
alat dan bahan di Laboratorium dapat menyebabkan kerusakan alat dan bahan,
terjadinya kecelakaan kerja serta dapat menimbulkan penyakit.Cara memperlakukan
alat dan bahan di Laboratorium secara tepat dapat menentukan keberhasilan dan
kelancaran kegiatan. Adapun perlakuan terhadap alat-alat di laboratorium
seperti membawa alat sesuai petunjuk penggunaan, menggunakan alat sesuai
petunjuk penggunaan, menjaga kebersihan alat, dan menyimpan alat.Berdasarkan
uraian sebelumnya maka perlu adanya pengetahuan tentang berbagai peralatan yang
digunakan dalam kultur jaringan. <span lang="IN"></span></div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1.2.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Tujuan
dan Kegunaan</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Tujuan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">dari praktikum pengenalan alat kultur jaringan agar kita dapat
mengetahui peralatan yang dipergunakan pada penelitian kultur jaringan dan
penelitian tentang bioteknologi lainnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kegunaan dari praktikum pengenalan alat kultur jaringan yaitu
mengetahui tata cara penyediaan bahan
tanaman untuk kultur jaringan serta mengetahui tata cara sterilisasi
media biakan dan alat untuk kultur jaringan.</span></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> BAB
II </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">TINJAUAN PUSTAKA</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Di dalam memulai melakukan kegiatan kultur jaringan
diperlukan ruang dan peralatan. Ukuran ruang yang diperlukan dapat disesuaikan
dengan volume aktivitas kultur jaringan yang akan dilakukan. Ruang yang
diperlukan untuk kegiatan kultur jaringan yaitu laboratorium yang ideal yang
memiliki: 1.) Ruang persiapan yang di dalamnya terdapat timbangan analitik,
lemari pendingin, hotplate, mikrowave, oven, pH meter, alat-alat gelas standar
(labu takar, pipet volume, erlenmeyer, gelas piala, batang pengaduk dari gelas,
dan wadah kultur), alat untuk mencuci (washtaple), lemari untuk alat dan bahan kimia,
sentrifuse, fumehood, destilator, dan kereta dorong; 2.) Ruang transfer yang di
dalamnya terdapat laminar air flow, dissecting, mikroskop, alat diseksi, lemari
tempat penyimpanan alat-alat steril, dan timbangan kecil. 3.) Ruang kultur yang
dilengkapi dengan rak kultur dan lampu fluorescent, timer untuk mengatur lama
penyinaran, AC untuk mengontrol temperatur, mikroskop binokuler, dan shaker.
(Barahima, 2011).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
Peralatan yang mutlak dimiliki untuk memulai melakukan kegiatan kultur
jaringan yaitu: timbangan analitik, destilator, pH meter, autoclaf, laminar air
flow, dan gelas-gelas standar. Peralatan ini kemungkinan dapat menimbulkan
resiko pada pemakainya atau menimbulkan kerusakan apabila salah prosedur dalam
mengoperasikannya. (Barahima, 2011).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kultur
jaringan tanaman terdiri dari sejumlah teknik untuk menumbuhkan organ, jaringan
dan sel tumbuhan. Jaringan dapat dikulturkan pada agar padat atau dalam medium
hara cair. Jika ditanam dalam agar, jaringan akan membentuk kalus, yaitu massa
atau sel-sel yang tak tertata. Kultur agar juga mempergunakan teknik untuk
meristem (</span><span class="fullpost">Suryo, 1992</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> <span lang="IN"></span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Keberhasilan dalam teknologi serta penggunaan metode <i style="mso-bidi-font-style: normal;">in vitro </i>terutama disebabkan pengetahuan
yang lebih baik tentang kebutuhan hara sel dan jaringan yang dikulturkan. Hara
terdiri dari komponen yang utama dan komponen tambahan. Komponen utama meliputi
garam mineral, sumber karbon (gula), vitamin dan pengatur tumbuh. Komponen lain
seperti senyawa nitrogen organic, berbagi asam organic, metabolit dan ekstak
tambahan tidak multak, tetapi dapat menguntungkan ketahan sel dan
perbanyakannya (Anonim, 2011)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Medium yang digunakan untuk kultur jaringan tanaman
dapat berupa medium padat atau cair.
Medium padat digunakan untuk menghasilkan kalus yang selanjutkan diinduksi
membentuk tanaman yang lengkap, sedangkan medium cair biasanya dugunakan untuk
kultur sel. Medium yang diggunakan mengandung lima komponen utama, yaitu
senyawa anorganik, sumber karbon, vitamin, zat pengatur tumbuh dan suuplemen
organik (Anonim, 2011).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Adapun gambaran secara sederhana proses kultur jaringan
tanaman sampai akhirnya menjadi tanaman yang lengkap dan dapat dipindahkan ke
medium tanah atau medium bukan artifisial lainnya. Secara garis besar meode
perbanyakan tanaman secara kultur jaringan terdiri atas empat tahapan, yaitu
seleksi dan penyiapan kultur aseptic, multiplikasi kultur, regenerasi plantlet,
aklimatisasi, dan pemindahan ke tanah. Dalam tahapan seleksi dan penyiapan
kultur aseptic dilakukan pengambilan bahan awal dan penanamannya pada medium <i style="mso-bidi-font-style: normal;">in vitro </i>yang sesuai. Setelah diperoleh
tunas pada tahapan pertama, dilakukan multiplikasi kultur untuk mendapatkan
tunas-tuans baru dalam jumlah lebih banyak. Tunas-tunas baru hasil perbanyakan
kemudian dipindahkan ke medium yang khusus dibuat untk menginduksi pembentukan
akar sehingga akhirnya terbentuk plantlet yang lengkap. Planlet yang terbentuk
selaniutnya diadaptasi dengan lingkungan alami sebagi persiapan untuk
dipindahkan dan ditanam di tanah atau lapangan (Yuwono, 2008).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Secara sederhana, tahapan yang dilalui dalam proses
kultivasi tanaman secara kultur jaringan dapat disejikan sebagai berikut : (1)
pengambilan eksplan, misalnya daun yang masih muda. Daun yang muda dipotong
sesuai dengan ukuran yang digunakan, selajutnya dilakukan sterilisasi, (2)
eksplan yang diporoleh kemudian ditanam pada medium (padat) yang sesuai dan
sudah disterilisasi. Medium yang digunakan dimsukkan dalam wadah yang akan
digunakan untuk kultivasi, misalnya tabung Erlenmeyer, sampai terbentuk
struktur kalus, (3) sebagian kalus terbentuk diambil untuk disub-kultur pada
medium segar pada tabung lain, (4) sebagian kalus terbentuk dari subkultur
kemudian dipindahkan pada medium lain yang khusus digunakan untuk induksi
pembentukan organ, misalnya tunas, (5) jika induksi organogenesis berhasil maka
pada langkah ke-4 di atas akan terbentuk tunas adventif, (6) sebagian tunas
yang terbentuk kemudian dipotong dan dipindahkan ke medium lain yang digunakan
untuk menginduksi pembentukan akar, (7) jika induksi penbentukan akar berhasil
maka sudah di dapatkan planlet yang siap dipindahkan ke medium bukan
artificial, misalnya medium tanah, (8) yang sudah terbentuk selanjutnya
dipindahkan ke medium tanha utuk proses aklimatisasi (Yuwono, 2008). </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Perlengkapan
dan sarana</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> yang digunakan pada percobaan kultur jaringan tanaman meliputi (1)
</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sterilisasi, alat
yang digunakan adalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">lemari aliran udara laminari atau ruang
kecil</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">catatan: lemari ini
tersedia dalam berbagai ukuran, dan
dapat diletakkan di tempat yang diperlukan tanpa diperlukan tanpa perlu ruang
khusus untuk itu. Kipas angin pada lemari ini seringkali dijalankan terus
menerus dan pra filter diganti atau dibersihkan sebulan sekali),</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Otoklaf, Oven untuk
sterilisasi kering (sebaiknya ada tetapi tidak muklat)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">, </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Perlengkapan untuk
sterilisasi dengan penyaringan, Radas penyulingan air dan atau pembebas mineral
air murni, (2) Kultur alat yang diperlukan adalah Ruang kultur dan atau kotak
berpengatur suhu</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Catatan: baik terang ataupun gelap
terus-terusan sama baiknya untuk pertumbuhan sel. Umumnya cahaya
yangdipancarkan dari lampu neon yang dingin dan putih pada 25 W.m<sup>2</sup>
sudah mencukupi. Lampu ini dapat ditambah dengan bola lampu pijar. Atau, dapat
dipaki lampu Gro-Lux yang berspektur luas sebagi ganti lampu neon dan lampu
pijar), Rak</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Rak
dari kawat kasa yang kaku memungkinkan aliran udara sebanyak-banyaknya dan
naungan sekecil-kecilnya), Pengocok</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Yang lebih baik
adalah model putar. Bentuk ini tersedia dari ukuran kecil untuk diletakkan di
atas meja (ukuran meja) sampai ukuran besar untuk ditempatkan di lantai), (3)
Alat yang lainnya adalah Pisau klinis, tang dan pembakaran Bunsen. Botol, cawan
petri untuk kultur agar. Lebih cocok digunakan botol gelas dan cawan petri
plastic sekali pakai yang disterilkan lebih dahulu. Labu kultur, botol Delong
mempunyai beberapa keunggulan dibandingkan botol lainnya seperti labu
Erlenmeyer, yang mempunyai leher sehingga cenderung mengumpulkan debu.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sumbat, dapat
digunnakan sumbat busa. Sumbat kapas yang dibungkus dengan kain kasa tipis
tidaklahmahal, tidak berubah bentuk dalam pemanasan dengan autoclave dan dapat
digunakan berulang-ulang. Pipet, tersedia pipet steril sekali-pakai, tetapi
lebih baik digunakan pepet gelas sengan ujung yang dapat dilepaskan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Lemari pendingin dan
pembeku </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">(Yuwono,
2008).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">BAB III</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">METODOLOGI</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.1.Tempat dan Waktu</span></b></div>
<div class="MsoBodyTextIndent" style="line-height: 150%; margin-bottom: 10.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN">Praktikum </span>pengenalan alat kultur
jaringan <span lang="IN">dilaksanakan di
Laboratorium </span>Bioteknologi Pusat Kegiatan Penelitian (PKP) Lantai 4, <span lang="IN">Universitas Hasanuddin, Makassar</span>, p<span lang="IN">ada hari</span> Rabu<span lang="IN">,</span> 14 Maret 2012 pukul 14.00<span lang="IN"> WITA</span> sampai <span lang="IN">selesai.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.2. Alat dan Bahan</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Alat-alat yang diperkenalkan pada praktikum
kultur jaringan adalah botol kultur dan tutupnya,dissecting kit, timbangan
analitik, wrapping plastic, cawan petri/kaca blok, laminar air flow,</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> oven, </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">ph meter</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">,</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> autoclave dan pipet mikro/pipet tips 1 set</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">. Sedangkan bahan yang
digunakan adalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> bahan
kimia untuk media biakan,</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> t</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">issue, aluminium foil</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> dan kertas
</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">label</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 6.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.3 Prosedur Kerja</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">a.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menyiapkan modul dan alat tulis</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">b.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Semua peserta di bagi berdasarkan kelompoknya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">c.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kemudian perkelompok berjalan dari ruangan ke
ruangan yang lain untuk mendapatkan penjelasan tentang alat-alat </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">dan bahan yang digunakan dalam kultur jaringan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 35.45pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">d.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Menulis penjelasan yang diberikan dan
menanyakan apabila ada yang kurang jelas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">BAB IV</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> HASIL
DAN PEMBAHASAN </span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level2 lfo2; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4.1.</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
Hasil</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berdasarkan praktikum pengenalan alat –
alat laboratorium bioteknologi diperoleh hasil sebagai berikut :</span></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: -.5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tabel:
Hasil dan pembahasan praktikum pengenalan alat – alat laboratorium
bioteknologi.</span></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: -.5in;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">No</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Nama Alat</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Gambar</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Fungsi</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Botol Kultur </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sebagai
tempat untuk menkulturkan atau menanam eksplan</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
</tr>
<tr style="height: 137.75pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 137.75pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">2</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 137.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wrapping plastik</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 137.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<img alt="" 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q9QyCbGhykEPKyiArp6Daa8GrWqHFNWRYLCGzBYPBoFh8FgaAS6oR6ChoNgkOqamrI1ZTAQnEKkdLfT+xgDI0MTw8MTI8PjbPYsn88X8PkCHk8iEilkMplYLBWJJAKBiMcX8fgcNodG60Rj8SAwFAZHwuDI6pq6OhAEBIaCwNA6EARIEAiyY8eOvXv3vvLKK8ePH3/99deBnvXuu+9+7bjzt9O5c2/1xhtvvPbaa0ePHn355Zd37dr1zDPPjDaCRhtAow2gYXLdELFmmFQL5AhgiAQdIUFGSNDfJxEyQoKMfvl1mAztJyN66qGdqJoORAUDXzdGRc62YYaI1ZNUkJiBl/cSTGNNrukmz0S9cwTtGcNb+xHWfqR3nOAcxjqHsM5hnGsI5x7CuYcIziGifZBgG6i39uHMvRgTE2NgIPUMlJGJNvZijL236Rh60XoGSkdHajqRajpqBLOmqeLfiRX/ial+kIKHo5EgCLgKCQcT8ZjWpsYeesfU+JBEyJGKuHzuNIc9zudMSUUchVyoVImVKolKLVVr5RqNUq1WqVQKtVqt0Wp1Op3ZbLHb7Tq9RqtTapUy7sQYEQKFPbSGUFVHrIUQQfB6KAILR6DgSCQWVYsGl4ErVlWsAoFrKQ3kAWbv7MQUe3KaMzvH5wo5HN7M9DSXPSMR8KRCnoTPVUqEOqVcp5QbVAqzWmXRamx6rd1otNpsXL6wrZ0GgyNBICgMgUIg0UD5AUNgIDC0DgQGg6HPPPPMrl27Xn755aNHj7722mtvvPHGnfusvw8dYEZeGXQuXLhw6tSpI0eO7N+///nnn9+yZcscoYbbAGc1QLta0M1EeFsjpq0J10Gt72qq7ySjeqhQVjOUTqnrboc1ttQQmyo72yB9TVAWsbaTUkfthGA6ahoaqlrqKxvry6lNdawOlICCniSAB1qg7KlmHo8m4XRqJ9q1Y82ScbJ8otEwRjEOkGRjZNlEo36w0TBEUU1QxXMtqqkmzQhFNtogGyNphgnGfrK2v1U62MXpaxH0E1UsmKW72tZd7RxCOYcIZla9rhutpMElbTBRB4KJWNVc+60m6FoStJyMApGw8JZ6JKuJwKDW97aQJvvpwrlxhWROLJiRCNkyMUcpE+qUEp1arlbJNBqFVqvS6dQGvdZg0FktJqNBbzDozCaj2WQ0GHQGg8Zk0Bg0SrtRL+HMkVFIeFUVqrYWAwFjYTAkFAKHgKqqyx5c/QAIUkNpIveyuicnRmanJ+Zmp/hcjlDA486x+TyuWMgX8NhSEU8mEcilQpVMrFfL7Wa93ax3WAxOq8ltM7ttFpvVYjQa5XL5+PhEc1MzAo7AYnAwKAIKRSIRGCgEAaqFQCCwLVu2PP/88/v37z9y5MipU6cuXLiwMu6sTMp/Ix3g7UOADjAjX79+/cqVK+fPn3/11VcPHTr0wgsv7Nix46mnnhquR8oEs+u3/zx2YIflpe22F3YFD7wY3L0zunuP84Xn5S89Y3rlOc/+Z+3PP+15Ybtj/3bnS88GX3g++Py26HPbYi8/5zz4nGPXFu/zW3y7toZeeDZ6YKdj7zbf3l/F9z+ffmVf5MRL9l/vir60K35or//I7sSBXemXdyVe2R05tDt+aHf2wJ7CS3uiLz3nOrIz+vLO3P5dsYPPRg9tSR/8xeKLWxf37Snse7mwZ993tm/WyPoUnSALE2YYwJj68JbeegMTp+xE8ZogY6SabsSaDmR5G7qmEV5NhNdQccgeMmawAT3ShJuiU3kj3RLOqFQ4LRXNyiUclVygUUr0KrlerdSpVTqtWq/TGPRak1FvNhmsFpPVYrKYjRazwWIymIx6g0Zp1qk1CqlZr/E4bSq5uIXagICCQDWVoOqK6vLVax/81re++R8oJLSXSR8e6hsZ7h8e6hsfG+JxZ0VCroA/x+fNioRcqUQgFvGkEoFcJlKpZBq1XKdVmk06i8Vgt5lcTqvX4/D7XF6Py2wyWM1Gp8OuUiqGB4cIeCISjkYhMMR6MgFPRiGwCATqqaee2rFjxwsvvHDo0KFXX331/PnzV65cuX79OjApr9C560biL6WzsjP/4IMPVk50zp07d+LEiVdeeWXfvn3bt29/8skniaR6jlL/3KGzj+87/cPDV5+9UfrxxY+/f6OUL5W8pZK/VEqUStlSKVYqxUqlYqmUKpUipdJ8qfTIxc82f1BaKpU8pVL+d6XHzn+x5dIX37ny26WbpfUXfvPDa79L/LYULZUipVK6VIqUSsFSKVYq+Uola6kUK5VSpZKzVPKVSrlSKfdZKf1FKV0qxUqlQKnkLZWCpVK0VEqUSsVSafNHH/BNIh6DpOlvVAxRlAysvgdjYNbLOzEzDXUM5JpOxNpOVGUzopIILiNAq5pxcGYjdrSFwGG2SMaYcvaweG5UzJ9USDhKGU+tEOnUMqNGadSqDVqNXq81GnQmo95iNlotJrvNYrdZbFYzkFaLyWrUmXRqk07ttlt8LrtBo5weHyFgUdXlayrWPPTAN/591QPfbCDVMxidgwO9Y6ODY6ODU5Ojc+wpoYADcAE+KBUShVysUko1arlepzIaNBaz3mY1OuzmFTfBgMfndX2Zbp/X7XG5OOw5Ap4IqgWjkVgUAgODINFo7JNPPrl9+/Z9+/a98sorJ06cOHfu3Mrpzgqdr15m/RV0gKsrgM7K9urEiRMHDx7cu3fvM88888QTT3RQsSa+bCPb96zmJ0/MPHrQ93xY873Mc6+v/6IUL5Uyn3+R/viTXKkUK5UWPittOH3te+fei+48Mr/lsNvynZ/sOJP7/HNj6bP1Nz/7TuCXe767/2HvphcfPbYptPWxZ04lSyV3qRT99NPsF78tlkrp3/3WX/rUW/qdu/TbYOlz/+cfeb74xFsqJT7/1PjMPvfxU4VSKfFFyV8q2UslX6kUKZXCpZKj9PnSJ28JXBJZH8HVRzD0YIxMnK4HK+9Ec5qgQ7jKTuiaVsjqJlgZGbwWV7uaCKvqbsSN06hz3c2iwS7FVL+aO6YQTMnFs0oZVyUXaJRivUZu0qlMOo1RpzUadGaTwWI22qxmu83ictqdDpvDbgUM2W0Wo05t1KrcdkvY73HZzDIRnz83001rQ0Dq1j70wOpv/1cDATc0wBoaZE2MD7NnJ6cmR6enxricGbGIp5CLZVKhRMyXy0RAmfkqGo/b7vM6gwFPOOSLRvzBgDvgd4WC3mgkGA75/T6P1+2ZmphEwBDVlTVwKAIORdXWgJ544olnnnlm7969Bw8ePHHixJ2bLIDOyv78b6cDHOoAdC5dunTmzJnjx48fOHBgz54927Zte/zxxzkkUHZ2bsuIpbT9s0u2PUdGvvMT7sYtjx/btOPkuk37fnTojW2n3v/Z08ce+/HLZzed/9FIfpPxJy/+95Ffb379J1NLp3702nf2nw7eeH/zJ6VduV1HvTv2CX50zfTsbu3mk1vP/mLH6Z89e3rn4eu/eO7Mhu8+v+W5M9t/fe27T7/yo+3HvnvmrU2vvvnUYwc2bT2x59TNX/78yPanT/1y2+lN217/5f5LL5y58dTOU4/98uT6PWeyv7mx8dNzAh9bzADHWCh/B9TRg1PTsRwKeAhb2YMopyGqmqDlZHAZtuohXM1qGgEx1NHAY7UrRpnKiV717JBWMKGVsNUKrkYp0KnFBq3cpFdZDVqrUW81Ga0WE4DGYbcCaJwOm8tpXzHkdlj9bkfI53bbLQaNUikVCTizMxOjJDzmgW/8ez0GOdLf29fbMzoyMD01NjkxMjM9zuexRUKuTCpUyMVAqpRSnVZpNGhMRq3FrLfbTA672e2yAW4Cfnco6I2E/ZGwP+B3xWOhbCaRTkWjkWAo6AsG/FazeWhgAAaBIWAIDBIDgcIef/zxbdu27dmz58CBA8ePHz9z5sylS5dW6Nx5tPM/orNyqAPQAQ4Dd+/evXXr1s2bN09j6vJToi0s26uSn26f/c7r7l0/n/3u0fVHd4ef+6Xkv3888/DZxK8fG1q/R/nkcc2255jrX1A+/aTm58+annmx97t7h374RHLnYx98/pOPSzt+dGKnfutFzfOX2b98xbfvV/MHvz+yuFWx6XHNpmORl3bzN2/rWTrl3PejrtwhzTPfl/7gRc/zzw4+/MrsT49In3pOsvkV7a+eHFy3XffT/55Ln/X/4pcjiYOqzUX2wg/feu+RT9+YDQp4A1hfLzHcTTbTcaI2+Hh9FQO+lgYrb0fVNcKrcTVrMNWrmlG1I+0kNrNFOtpjmB02zA0beOMG8YxWOqdV8Y06qUkvNxtUVpPWYTY4LCbHl2JcTrvb5XA57XabxemweT0uj9sJfPU6bV6nzWExmnRqlUwsEXD5czOcmckWCrm6fE0fgz41NjI63A+0qumpMT6PfRcarUah1SgAOmaTzmoxrNQbv88F9KkVOol4KJ2O5POJXDYRiwaDAXckHHDYLUqFrKO9HQICwSBQOBy5efPmrVu37t69GzgYvJPOzZs3/550gEOdFTrAzhygM0QhO9iajdOxI/Mvvrzn+pVDv1vifP9Q9sQe4/Y90ie3t+RuhU5ccL2wU//k6wu/fpz/nVPR/fvVT+wXPXGAtm47OX58+fC+G6VH3/vN0/vfXJqcv+F85dWODa+Edm39weGNkodPHf7k6RfeeMr8+Gn1s7sbM6+pt+8RbCpteGvHwPJx0ROH9FtuBQ+9wli/d/b7B/VP/3Tu4dc2XSpyCwf0P9vGe/jD/OtPjf3wZxc/2fibtyf9ysm+Bn1vk6GLImtGcBrrRnBV3YjyFlgFFV6LB1XAK1Y1ImoH20nTPRTpSJeRPWhgD5u4oybhlEnKNih4Bq3IbJBbjCqbWeuwGtw2s9tucdqsDocNoONxOwEuHrcToON02KwWk1mvMes1Rq1Kq5TJRHwBZ5Y7OzUzMdrT2d7eTOHMTEoEXO7c9MzMxOzMBGduWijgyGUipUKiUkrVX47DQJ8C3ABDMVBvQkEvgCYaCcRjoXgsmIgHM5lIoZDI5RKJeCgU9AYDbq/HaTLqZ2cmSUQCEo6AQeEAHWB/vkJn5Wjn708HOA9cobNly5ZNmzZxW1sEcrXJld189OoPPy/9/Nxv4+FfPPm9Iz+2b/6FZdNm1Q/OL/365+Lv/VCwcXd61/aFveusP3jU+qPtmZ0/tz++d37fd/Nbf3jtw4XPPn/6+mfF4M9effTUdu1ju37w8k+efCUc/e+tH/xuw7WbG2w/3mt66pfsjWf9e3/QEXpG/7NnF3fvD/zqmYbQi/KfnPjur38Ufvyn2S2p4E9+8dyVgPcnL258ea/hicPDP3l66Idbz3+66cY1mVU8141RMXDSLswMsXICVzaAqehCVDZBq4iQakTVWhy4htFEnGG1CYdpmimGeW7Iwhm18Ces4hmbgmtWC80Gqc2ssls0Tpve7TD7nDavw+b6st4AXIDJ1O/z+H0ej9tpt1nMJoNerTBolAaNUquUycUCMZ/Dm52eHB0aZDHYk+NysUAq5ElEPKGAI+DPARMxMAtr1HKg2Bj06jvdOB2WlT4FoIlFg4l4OJWMppLhVCqYy0Xn55P5QjyZDEVCvmDA4/U4TEaNRCxobWnCoJEwGHzTpk1btmxZoXPXqeA/is7Ro0dfeuml39NpJAvshh+9cXbps08sv/sk9PnnyfduZX7z6bqbt35w7cONb976wXtfLF+8ufTmzUc+Ly38thR96+bCtVuPXvt44eLN9e98lrvxmfazj2ylLxY/+WLp/U8W3/vN+nd/M//2x8n3P058+JHzNx8FPvv0x+/97okLHz979pOnHjtqVhV/fvjaf39a0i8/sV7z/UOvffrTW6Wlmx+vf++Thcu3Nr7zxQ+u/+aJI+/+PLNnK/dn3+P/4KlrHz/24UWVXSCjwXUdNbyOyjHi2kH02l5UBQ1RRQFV4irLsNWVXSTcFKNdMNClnmQa2CwLZ9jGn7aJZu0yjl0ltGmlVpPSbtU4bXqXw+RxWf0uu8/l+AM0Po/f5wkEfMGAz+/zuF0Om6dq5NMAACAASURBVNVsMuqNWpVBqzRoVXqNUq2QyER8Lnt6bKh/bLhfIuQqJEL+3IxULJBKBBIxH5iI1SoZgEavUxn0apNRazbpgBHH5bS6XTavxxHwu8MhXywajMdCiXg4mYikU7F0KpZKRfL55OJCrlhMp1LhcMgT8Lu9HodBr5aIha0tTWgEEoVCrdB56aWXjh49+k+ls3Pnzqeffvqxxx6jd1BmXOaf3by29LuPI6UvPKWSp1RylUqeUslbKrlKJV+pFC2VwqWSt1QKlEqBUilYKgVLpUipFCmVol9up32lku/L//KXSt5SKVQqOX5X8pZK4VIp+nlpY6lUeP8j+4lz6z4uLX9aCl56N3D+7aUvSsnflhKlUrxUipdKkc9LsVKpeOOL7z17+ac/PvbsyfceLX288MUbowEZpw2naKgdIX27j1DOxNfRUTUtoHJy5WrC2lU9WOQsrVUy0K0e7zOyB1yicZeEbRfz7DKhQymxa+V2o8pm0TkcBofD5HRZ3W67z+3we50Bv9fv9wYCvkDAFwz6g0F/KBQIBHwej8vhsFmtZrPFYDbp9DqlTqvQ65QqpUQgYE9PjY6O9s+xJ2UygVjMlYh5gBvgzEapkCgVEq1GARQbYC62WgzAiOPzOv0+l9fjCAW9ABrATSoZTadi6VQ8k0ovFOcf3ri8ft1iLhsPR9zBoMPvd9isRqVC1txEhYIgOCzusccee/rpp3fu3PmvpNM7TBEFNN9/dd/6i0ezl08krp6KXn0tduVU/PLJxKWTsTdei144FbvwWurSmczls+k3Xk9dOJW68FrmjdPZi6/lLp3OX3p9/vL5xJlTucsXim9eyl86lzp/pnDljcKVi8U3L2Uvnpu/erH45qXcxXOZc6cWr15YfvON4oVzhQvnc+fPzr91OXDmNf/Z10OXL7ounvG8ecZ57ajv2vHQhSOPvHn20StnFi4dn792dMPZPRwzb7QZNY2r7If9VzdqDaMeREfXNFQ+RCp/qAsJGW9uEDC61GN9xtlhK2/UI5v2KHguudilkjp1CpdJ7bLqnHajy2lxua1uj83ndQa8rqDfEwr6V8SEw8FwOPhVOhaL3qBX6bQKrUaukIu4nOnxsUH27IREzJNK+CIhR6kQKxUSmVQIuFGrZEDVuYuOzWp0Oix+nyvgd/t9rnDIl0xEADSAm2wmns0k5/OF5aXFhzcub1i/MD+fTKUC0ajb5TQZ9GqpRNTS1AQFQ6BQ6D1BR9lP5PdTBOP02XHm5HjfxHjfxFjf5BhrapQ5NUwf6mkcYzWJ51g2DdsknxBMdmmFA2bZqEU6YpWP2BRjduWoUz3gNw7ZFN0ebZ/fMKgXtstnGpzqXquMbhR32JUMq5xulNDsml6LkuEyDLoMg1oJ3ahiaRS9NFo1m9ei0A+oraMDU6ThiYaAbiYkm9JLx9GNtRQa1i6ajc5O6zvbphqRjPrKHnx5T31NJ7qqCbyGUPGtZnDlaDOZz+xUjvabOeMO0ZRLMh1QcQNaiVer8OpVXrPOazf5XGaPx+rx2L0+p9/vCga8kYAvEvIDXCKRUCQSikbD0Wj4LjrAUa/JqNFpFRq1TCrhz0yPTU4MC/hsmVQglwnVKqlOq7jzuA9oVSsjzp103C5bMOAJBjzAlPNlpYll0vFsJpHLJnPZ1Hy+sFgsLi3OLxSzuVwslQpEIk6X02A0qDlzMyQiAYVAweHwe4KObAAn6yOIuwl8Gl7YSRB2EgS0ei4Nw+lAzbUh2a0I1UCzi9NrnaQZR5rN4y1udpePQ/dzuoK8rhCPHuJ3xSW0CJ/qnSGEeRT7GFrYukrDqAlyGjzT9c4JrH+W5JrEBWdJibmmwBgxxW0LzzQGpykRTquBheyu+99TpId83PaQmK6dauilPuSdpKQm21nob1Nx3+qmVISGOxf7etwU4iS+loGr7MVXMwjgFmgZvuybpOpvM+phs/Qm2QjTMDviEM145XM+BSesFYYMCq9R4zPr/XaT3231ex0+v9MXcPkDnmDQFwsFE6FQPHxbTCwWWcmv0nHYTWaTVq9TqlVSoWBuemqUMzclFnElYp5aJbVZDTqtQiEXA1uqlf0UMOXcScduM7ldtlDQGw75QkFvLBq8y00+l8rn0vlcLp/NZjPJdDqWSARiMY/fb/G4zXabcXRkEIVE4DBYHO7eaFi8YYJwiCQZIIv7SKJegmyoQdBXP94JGaHVsXsRtunWiLDXN0ezjDV4ZlsCnNYIvz0mbI8L2xKi1oSoJSlqy0uYiTl6TtgXGG9VtkLDk+3uIUpgvCXOpsdmu0KT7aGJ9uR0V2aiOzvVk57qSU51J6eZqbl+PY2g7cBPwNYISLD43FBKNqGaaBK1QTmoMjYZZOS29XdU2+dooXGan0mVYOtm69bMwarp4ApS7Wp85QN0PGSqi8If6DBwh+3iKad01qPk+TXCkE4aNKl9VqPfbvG7bH6vw+93BULeYNgXCgei4VAiEk1FYoloNBoJxePRVCqRSiXi8Wg0Gg4G/X6/1+NxOZ12m81isRotZp3JqDEZNUqFmDM3xePOqJQSjVqm1cgNepVBr1IpJQq5aIXOnUc4d54aAwlsyGPR4B+2qtt05gvZ9Uvr8rlsMhFNp6LpdDge9/n9VqfTaLXoaR1taBQSAYOjUKh7go6K1aBmkTW9ZDWQfWQhHT3VXMfrQZpmW+NKlm2arOqH+3hNXm5jSESNSZsi4oaYhByXkhIyYlJGDnLJUX5rgE2V0ar9bEpeybQMob3T5BC3OcRt9rMp3mlymNsSmmsOcJp93GYvr8XNa/WJOgU9EN040cltHyY8OIB9wC1kKqfoXTUPaKmYjcKxOLubS4co2FTxVANvkDDUDGrBrqHiK4jgNfiqh9oxdYMtONFIl447aBGPOeTTLgXbpxGEDLKIURW06v0Oq99t83kd/oA7EPIGw/5QJBiJRGLRWDIaT0cTyVgsHo8mk/F0OplMxmOxSDgc/Cods1ln1KsMepVcJuTMTYmEHJVSotcpjQY1MP1IJXyNWrayA18ZioEmtXL65/U4gIsqgA4wIAN0Mul4LpvM5VLzhezy4lIuk4nHwqlkJJUKxWJen89is+nkMmETtQGNQiLhCCQSeU/Q0bDIqj6Sop+kHCKrRxp53YjJ5loODWGabItJR3wzvfZhWpw/Epnri3B6E3xWkt+TEtAzgs6MsCMras+J2lOCjshcm7ytJjjdlBF2J3md9kG8b6IxxmmPzrUFp5uCU00Rdktorik41+znNHu5zT5Bm3GSNNNWaZttTij7oqIeJR3ZDvt3cv3qflJtZor1KH84P9vlHCGaB/BKOorbjhhqRRKxlQhEOaZ2DRVaPdJO5g3QdJxBp2LaqZhyq2Z9Gm7III5ZVAmrPuK0BLyOgM8VCHqCYV8wGgrHI9F4LBaLJeKJTCydi6eziVQ6lchkUplMKpmMRyIhYGS+m45Jp9PdHnR43BmFXKTXKQE6ZpPWZNRoNXK9TrVSY4BLBqfDAvwLHOEA0zFwABgO+YCznHgstLK3AgpPIZ9ZmF9IJ5PRSDAWC8TivnDE5fYYzWbVxPgQHodGIxFoJOpeoaPuJyqGCLJhomS4nsNEjDdXCXqQXl5PXDLonGg3DlJCPGZMyIqLelNSVpTfGRd2JERtSXFrWtKckTbnFG0BDpXbXGkeJmaU/WF+V1rGck83W0aIMWF3kNvhnKSEuB2B6abYDDU60xSebQqwm4K8Vv0gZqZhdWCuLSnsjnM6c3yGoA00RofaJlqddFyKTZMwQNpJnJGFVlEgIiJ0hoKjweoIa1aTqsuYZCynj6aZGzIJRx2KaZ92zqflBvXCiEmesGlTDlPMYw/53cGgJxT2R2LhSCISTcbiyUQikUglU7lEppDMFtKZXDaTy2Wy2XQyGQ+Hg8AW/at0tGqZUiEWCTl83qxGLbNZDVqNXKuR+33ORDzkcloMejVwfrMyEd95tRnwu4HbTeCqATgGjIT9KyeBXxaeRCGfKhYKyUQ8EvZHI/5Y1BcOOd0uo8moYvTQ4DAwCqCDuDfoqPoJhvEm1TCJR0ewO6ASVr1f3JfWz1inu/jtsCCnLSnsSAjaM+KulIiWFHdmZN0JES0hoiXEnWkZ3cemCNqqbBMN5lFiTNKTlPcm5cwAp9U2Wh/mt/tmKGFOc2CWGmRTg7ONIXZjcJYSmm2KctssgxhpW1WC15bkdXhHyZHpZscIWTtESIh71V1IQ3/9IPZBbhtUTEPxm5HsRtQUFduLBZPLHmAR4XPMZsVkr4k/bpfN+vWikEkWNClCVk3Ubkq4rQmvPR70RiLBaDQUi0cSyXgylUimEql0Mp1OptPJbCaVy2Ry2XQ2m85kUqlUIpGIRaPhSCT01c25yaTVqGV83iyfN6vTKkxGjdWiB+qNzWpw2E1Wi95k1AITsdGgMRo0Br3aYtbfefq3ctuwcnaciIfTqVghn87nUndmLp9MJaPJRCSTiCbDgaDb6Xc45EIxhdyIRqIRCDQcjoJD740dlmaILGfheTQYuxWkHCKH5cNR5ZhuvFXaT3Jz6WkxPSvsyIpoaVFXRtSVEdNTInpewcpImQkxwzvTyqNWemZb4hKGcag+LumJiuhxSXeE327uR8X47f7phgS/NcRuDLIb/exG/2xDgE0JzjbFuG1GJlxDB8e57ZG5Vv8UxT/RaGCiNH24hLxfP0h0TLaN48rnGiCiDjynFTtOQY1QkOTq/2I1wDhMqmSYZuAMWcVTbgU3ZJSHzOqQWRu2GyNOa9znTATc8bA/Gg3HYtFEIpZKJQAxmUwqm01ns+lcLpPLZbK5zJ10YrHIVzfnZovBaNColBIBny0R88wmrcWss5h1Vot+ZXw2m7Rmkw5Ii1lvMevNJh2wnwIuOIMBz8qFA9CkVjZW84VMIZ8GEqCTycYTyXAyHskmoolgIGh3OHSGIUYvuLoWAYaiUWgUCoNEou8JOsp+Ar8Tzu2AKvrqw9L+qHzIONGiH6OGpP1xWX9aTM+JaDlxZ0ZMz0q6s5LutKQ7KaLnFb0hToe8CxrhdxW0wyF+p2WUFJN0R0VdGUVvVsHU98LDnJYwpzkpbA/PUf0z5BU6gVlqhNMqp9VYBrGhuTbfdHOY0+4cJQtbanhtdR4OTdWLMw9Th1CrJuqreC1odjNmkopuBa3qxNQIBjqkY3Td3KBDOu1WcrwaQdCkCFu0IZs+4jTFvPZkwJ0K+xPRYDweSSRiwBQMoMnlMvl8Np/PFgq5QiGXz2f/Ejo6rUIq4UvEPK1GbjZp7TajzWoAAJlNWiAtZt1Xh2JgvgFuG+48NQaG4nwuVcinv0onmYrGYqFEJJiKBuM+d9BmsavVHSTSmm/8R8WDD8BqKjFIGBqFuSfo8GgwUTfKOt0alfcHRAzdMMkw2hCWMFOq4YSkNyOm5yVdeUlXTkrPyXryMkZG2lNQ9SXE3VOEh9xTTQu60RCvMybuMQ7Ve9ktUVFnWs5My3rswzjnGD4t6UqJOkJsin+aHGQ3+KZIgVmKf4Ya4baKWqocYw2+mVbvdGtgjuaaaJomlbFbqm1TLdJutKIHN4otY1Ohc03IiQY4C1vXDquYY7Zw+2nqmX6njO3XCgI6sU8nCZpVYbs+7DBF3ba4z5UK+TLRYOoONyto5ufzQBaLBSD/EjoatVwomJPLhAARh91ktxm/QkcPHBavtKeVK3FgHw6UmZUjHABNcT57F51cLhVPRMIRfyzsT4T9cY8zYDaYJcK+5kYaAdNFxrYTUfRmYjuFdE/Q4dJg9tmOjHYsrRkxjTaYRslBfmdKzkrKWXlV/7yCmZd0LatZOWlXVkqfV/SmRPSooFPJgKkYCD+7LSbsVjIQfk67l93qYTdHRV0RAS0loftnKOZBREbaGeU0RzhNgRmyaxwXYlNCbGportk7TRG2VbunW1xTLQEO3c+hy7vRU+QK7TBZP0oRd6N5bfBZKlTQgZ1sgLEwtTRYxWQ7WTLCkE/2m4VTLgU3oJeEzcqwRR22aqMuc9xjj/tciaAvGQ6mIsFU4vZpTSaTAtwUCrkVOn+i6gSDfp/P4/G4PB6X3W41GDRiEU8i5ul1Sofd5LCbnA4zMOusdC6b9Q/evwHa00qHSiYit/fe2eTK+Q1A5049+Vwqm0lkMvFUJp5IRsIBd8TnCFoMIZPGwJ2WjvbKx/vk40zRSJdkrEc0Qr8n6AQl/XnjdEDEMI012sYp/rm2mJieljPzSlZeySzIu4uy7rykKyfrzkq7i0pWnE8Tt1WHuG0hbod7qskz3cxrqXZNN1nHyJZRQlrRm5QxUpLuCLfVNIBKCDsinKYItznGbQ5Ok4OzDf7phsAsVcNETNY/aBujuKbbXLOd9mnaVGMtrwOpHCBpRxoFnagZKljQgZ2lIseI0C5o+RgVKxvpkU/063mTNsmcS8EL6KURmybmMEQcxrjHlgx4kkFfMhxIRUOpWCSVjK30qT/mJvd1s04w6Pd63R6Py+t122wWjUYhFnFVSonVonc5LS6nZaXkAGjsNqPDbnK7rF6PY+V9v5XtNzALZzMJgAvw7519aqGYA/QAdNKZeCabSKWiYb8r4rb6jaqATqadHlSO9sgGadL+FtlAi3KoVT5AvSfoZI2zPgHTMNrgmG4O8TtjInpG1pNXMPKKnryUPi/rzopoeUlXSthZVLLivHZlJyglohdV/cG5dt9sa1rGErXXWkZJIX6neYQQFtASku64sDMh6DAPYGL8toSgLcJpSgraktwm/zQxNEdNCGn2MfIQ6ptD6Acc021ONl0z1MRArpptg/O7Mex22Bi5htuGEtCwE2RoJ2TNMAkh7qPxWDT55ICOO2mTzHk1opBZGXMaEm5LzG1NBtzpcCAdCaZjkUwilkkmMulkNnvbzZ0dqlgsrAD62qoTDgd9Po/b7XS5HCaTQaGUatRys0nrclq8HjtQcu4oNianw+x0mD1uG3B4c9dEfCedlTJTnM8uFHNALi0WFhfyAKBCPp3Lp9LZRCwWjAbcUY8tYFTaxWzVSLe8r1XKbJD2EGSMekUvUc7A3xN0XNwewzjVNdseFTHSClZexVpQ9xVVzIK0KyvqyIs7l9WsBQWjqOzNiLp0PdAot32dYXRBPRCYa7MME/OqQVFHnX4Al1b06QewvrmWhKQ7wmtPS+jWIWyU25IW0WK81sgcJcpuiMw1xgVtMX67Z7pJP0hgwb7BQj5kHG83TXUxUGvZHeg+QtkQqZLdhuDTMJw29BCuloWuEXQ3iwe6JKNMi4htl/OdSr5XJ43YtEmPOeWzJby2TMiXi0WyiWgumcilU/lMZmUnVSjkisXCwsL84uL8wsLdeu6iA+jx+70ul8PhsOn1WrGYbzHrPW6b3+/y+5xOh9ls0lotervN6LAZATeAqoDfFQy4wyHvbTdfbqYy6Xg+lwTQLC7kFhdyiwv5pcX88lJheXl+3bri8tL8l3oyxWI2nYkHg55YyBvzWINGpYE9Iu1vkzIaxF04MQ0h6YTL6Uhx571xEaFg4RzTLWnlQErWW1D3FdV9ixrWopJRlHfnZfSCqndBO1jUDoR5bRzKGudEw5JhNK/sT0uZMWG3oR+XEDNMQyRpFzwi7DENE31zrUlpT1zUmZbQ7aM43zQ5K+uM8ZrCbHKETYrNUWJz1MB0g2e8wTfdZh5qoIMe6qh9cIRY2wZ6oKnmmwxMGY+OlfSSOTTMILGuF1s919UgGehUTrBsErZHI/GblAGzKmjVxJzGpNeWCjhTQU826s/FQ9lENJ+KF9KpQiZduL2Nys/PFxYWiouLC4uLCwsLxYWFYrE4D+T8fCGbzWQyqWQyEY//fkwOBn0ej9NqMykUErVG7nKaA157OOAK+Jwuh9li0tosBofd5HCYXS6b22X3uJ0+nyvg9wYDvnAoAFypxmO/n9NzuXQhn52fzy0uFpYW5xcX55eXistLxXVLxY3LixvWLW5YXly3WFyazxULuWQqFQmHYgFv0m0N6qSKEbqQThJ34UU0tKgdLuqAizoQAtq9UXWc081RUXdC2pORM+dVrKKqt6hiLigZi0pGUcVMKphp7ZCPT9MOYA3D9bZJSl47VNAO55QDGXmfbZQc4dNNQ2RROzSjGHJMNNknGtNyVlbBTIpp7sl65xgmK+uIcMlRDjnOaYiyGyOzjZEZamy21T5A0jPxtrFWFnIN/sH/p371/+nBVszRsLPtaOVQ61xnPRNfO9VJ4vW3yieYZuGkXTrnVguDZlXUZYx5rHGvPRlwpsOebCyQjQWz8VA2Ecmn4vOZZCGbnC/kFooLQCwtLS0vLy8tLS0sLCwsLC58GfPz85lMLg3cYMXj0WgkHA76fd5A0Ovzu/QGlVwhstuNPpcl4LaGvLaA1+F2mG0Wnd1qdNgtDqfd7XZ6vG6v3+f3+wOBQDAYDIfDkUgkGo0mEolkMpVKpTOZTC6Xy+fzhflCcXF+cbG4uFhcWlpYXlpYt7Swcd3SI+vXPbJ+3cbFpeVCYT6TS8bSyWgi5vUknRavgidiNvE6sCIaRtyBFnWghR1ofjua1064J+iEBPSMsj+n6kuIugrK3nklc17JmFcyioqeeRWzoBtycVoFnXURMT0m6bGMEtNyVlE/kpb1FrXD3imqb6bZx+6Q05FBHj3A6zSPENNyZkbGSAhpAXajaxyXFLXEBdQorzHGpUTZlPBMY3CS4p+geieaBU0gQQtC0IHpw1eOUmDcHvIoBTLRjBAyG4fI0NFmtLC/XTrWreOMOGRzbpXAp5eGbdq4xxr32ZMBZybsycX8hUQwn4zkUrF8Oj6fTRZz6WIhU5zPA3QWFxcBOoCexcVFAE0+n8/lcul0LpVaoROOREIBv9/jdbrcVrVGZjRpnE5zwGMLemwBt9XrsrodZrvd6HSYXU6b2+30et1+v9cf8gVDt9HEYrF4PJ5IJFKpVCaTyWazuVyuUCjMz8/PF+fvorO8tLB+/dLDt+ksLhcKxUw2FYmlwqGU3x21as28cX4Phd9ZL6LjxZ1YcSdW1IkR0jDc5nvjSDCn6s+p+7NKVkHTX1Cx5m8ns6jqXTYMedhN3NaKkICWUvbO64aso4SosDOv7i9oBpYNI2FOm3u8IS3rk3cjbeOUvGZY24dJy5k5BTMh6Ijym90T9TFuU0LYkhS1xgRNMQ41NN3gHSM7R8iu0SZhM6QX9m1uB5bXRZxux0+0YkYpsJFGKANXzcDXsnsa+QNt6tkBm2TWq5P49IqAWRV1GpJ+RzLoyoQ9uVigkAzPp6OFdLyQScxnU8V8ZqGQWyjmFxbm73Szbt269evXr1+/fnl5uVgs5vP5TCaTSqXvqjrADajH69Ab1GqNzO4wud22cMAZ8tp9TrPLbnI5zG6X1e2yedwOwE0w6A+GA5HobTRJoNSk7yg2hUKxCChe+LN0FjKZdDiYCniyQXfIKFdMMNndDfwesrCHJOwhiOh4YRde2Innt2LvCTpZBTOnZBV1g0XdUE7FyiqYWTljXt23pB92TzVwmsuC/PZl81he3T+vHbRPkGKizpyid1E7uKQbTonpjhFiTjmgYqCE7XU5Vb9rmhoTdcVFnWlxV1zY5p6oD802pkTtEW5TmEsNzVH90w3uUbJtkKhn4oUt8NaK/2+EBGJ3Eibb68dasUONsHboqi50xQy9QTLcqecM2SSzbo0waFaFLNqIXR/3WNNhbybqz8ZDhWRkPh0rZpPFbAooNgvz+cWF4tJicWlxcWlpacXNCp2lpaX5+flsNptO336+f9iwAsGQ1+W2KZQSs0Xncls9Hls06A557V6HyWU3eVxWrwd4fcLp83mDAX8oFAhFg7FY9I8Vm2KxCAheWl5aWCouLS0AuW5pYd3y4oYNyw+vX/fwuuUNCwvLhfxiJp0OetI+ez7kChgV/KHumR7qHIPKZVB4TIqQSRH1UsS9FEkP5Z6gU1Sziuq+eU1fXs1Ky5kFzUBeM1DUDfs5rdOkB92zjUum4SXTSEHTV9QNOMaJMV7bknYgL2MsqvsXVSz7IC7Ma48Iu3T96AC3zT1DDXBa07KejLQ7LaGb+uC+SVJS0B6YbfBME/0zDd7JBtsQQcfAyDtRvGZYP2ptY9m/UWsf6CWB+xuRNGR5K3TVSDNKNNihmOy1SWbCRnnYoo7adQmXOeWzpwKufPx2h5rPJAA0i4XsYjG/uDC/Imb9+vUbNmzYsGHD+vXr130ZS0tLhUIhm81+WRIK2Ww+nc4kk8lYLBaJhMPhgM/nMhq1Or3K53cGgm6Pxx4OOMNeu99l8bqsPo/d73P6fU6f1+X3e2+/0RwNRf+QDuAGKDZLS0sA3HXr1y2vX1q37nauX7e0Yf3yow9veHj9ug1Li8uFwkI2t5hNF+OBbMCR9Fp14jk6Fd+Ch7cT4J0kJIOC6W/BjXYQJztJM7TGe4LOoqZ3QdO3oOkrqvtzqr6ifvgRJzvApSl6ELZxclTYsc48Mq/tyygYBTXLM0n2TpAWlKyCnLGk7l9W93lG6yP89pxmQMNCBHntntkmH7s5I2NkJN1hbquktTLKaUuLugKz1MAc1TPVYBuu1zFR0g4YvxnCb0PKmA1jVBj6wf+3+t/+N2r1vzXWfnukCS0aaFdO9lqEkz6tKGxRR2y6uMuU9NrTQXc27CskIvlUvJCOF3OphXxmoZBdKBYWF4pftqd169at27Bhw8aNG1f0AIDuopPL5TOZXCqVTiQS0Wg0HA6FQgGHw2Y0ah1Oi8drj8YCgYArEnRF/M6A2+r32AM+ZzDgDvjdAb8nGPTffqM5HoknE8lkMp1OZ7NZoEmttMvf/5iNG9ZvXLdhw+/zkYc3fPe7jz66cePG5aXlQqGYyRRTiXzUF/dYnHrVSF83BgEG11auXfXtslUPVJetglSuRtauxYLK8XVV9wSdJU3vooa1qOkvavrz6v553bBziqobqF8wTqaU/fp+xJJxYMk4WFAzFnV9WTndtSD44wAAIABJREFUMoAsyLsX5IxlVe8GbX9oiuyfbQwL2/3c5oSMHuK3WUbxOUWve7zB2IfxTlK8k5TIXLt/huqebrCM1GuYSDkNKmqFSDpQyh4Sn4afasEMUpEdmBpS7bc7kBVzPRQDZ8gsmHApuHGbJuE0xN3GlM+WCXry0UAhEZ5Px4vZVDGfWSxkl+b/oNgsr1u/vH7juvUbN2x8eOOXAQD6uqqTT6ezqVQqHo9HIpFwOBQI+Ewmg8Vq9PldwZAnFg9Go/5Y2BsNuIAdVtDvCgU9oaA3HPKHw6FYNBxPRBOpeCr9R4vNhg0bHn744UceeeSRRx95+NGNjzzy+/zudx754Q+/973/n7q7ao4j2xcFP3PvxL0Re3fbFmOpVGJmWWSxLIssNDPKttBiWUzFzFVZWclYjGJT9973c81DSmW13WfOiXnSWbFCkY8Zkb/6w1orU5DdbrWYtVqtXK6WitXiTeHG0szEu4b62uzc3PTsnPiUtPgUHi8tPTMzIy8nszAvuzgv/1LQMU/2mKZ6jVN95plBYPHep3s172/mqSeGLIuPlWN9S8Nluolu1bub2vFblpl+83Tfx+4c9Wi7YeyWabwLmLoteVq/PFK296ploid350Wj/P3NheGSnSf14x1Z0pete49vLPQVCx81bj6oXRgqm+oueNeW/bYle7Ql721L4cumoof1hcM1+f01BR0lGa1F/Hstlc96Gxde310de7o29ly+Oitfn5dvLCp2VtXCbZ1UaFBI9GqZTqM0aNVGndZk0JtMBrP5rIeyWAErAFoB0AbaQRD8iY7RaPyJjlyuksnkkc58fX1lZnZ6dXVpe3tNKt0Vibak4h2paFO8s7a3+Wlnc3V3e024uync3RLu7YhEQolELJNJZUqZSvXDTSTYcG5sNpvdbocgCIIhOwxC0NmEIRBDYIYiCBTm6GhkMqVEqBBt7mwsjb5+XlBQyM/ITk7PjkvNTOBlJfMz+ZnZuXkFBYVFZWXVl4KOcbLbMNVjnOqzzAxtPKqfuV1qmrsvfdsrenVLOzm8MlItftZimR60fhzUj/Xox3pWR8qkLxtNUz2a9x2G8Vvqd+1Ldyq3X7RuPr0hedcuGW1bulPypjlR/KJe9/6m9Gn9fFfu7r2a9eHrs91l71vy3jbmvGstfNdW/Lq56EVT8cO6/Nul6S2Z8R25yS86aj/cuTX7fGT1w7PNqdc7sx8kKzPKzWXF9qpKuKmRCPVyiUEp06iVarVKo9HqdDpu7SbSQwE2m81mO/uV2+0gCHJozGazwWDQ/nWoNWqFWqVUKkSiPYlEtLuzNT83vbaysLO1It7blIm25aItqXBDuLUq3FoTba+LdjbFe9tS4Z5EtCcRi84rG5XyrJE6c8PdDHcbkTvh6MAohCAQisIoCmMoTOKog6YoDIUAK0dHId7b215fXZ4f6OvNy8nPyy0SCHJ5qVl8fk5GVn52bmFOXmFWbn5F5WWiY/7Yrxi9Od1TYPg4rJkcHCyO+ni7Alh4tPmgYftBnX3urnHitn6sxzDeu/2wZuvBdfN0j+Z9h378lvp9x+JwpXi0W/6+W/6hc+9V46vmpL1ntdqxDtmrJs1ox2Rr5lJvyUJP2YeW/DcN2W8a88Y6St93lL1tL39SX3C3Ovt2Cb8xPXq4Onf2Qe/Mk8GVd0+2P77ZnXkvWpyUrs8rd9aUextq8Y5OJjYqZSa1QqdVabVajg2XqSIN1JkbEIQgKEInsh74Ex2NRq1QKxQKGbd1tbW5urw0t7W5ItzdkIm2FaItuXBTursu2l4Xba9Ldjelwh2ZeE8qEcukYrlUKpcrVCqVWq3RaPQ6nT7ihgty9vMBQRAEQTAMwwgMo2duUAzBMYTAUQJHMdgOWswmjUYrkyslwp2N1enJD81NjXk5+VkZOfy07IT4NF5qZnn59dq6poKi0vTsnNy8y3HAlKNj+tivHO1cGCrXTg1op4bulMdO9ZaZZ+9LXravjVTbZu/ox3q0H7oN472yV83Lg8WmqW7dWKdurFM7dnNxqEL06pZmsl/+oWuiJ2eiO2vvRYNitE34vFH4rHn6VuF8b/l4e8HrG9kvG3LethR+6Ch/01ryuD7vfm3OcFVme25CdzF/cvjm4vPhlXePd2dGZctT0k8fZatzqu1P6r0NjXhbJxOalDKzVmnWa4x6vcFgMJ433pFamKsquB/6f4mOVqvSKGVyqUi0t7GxtvJpcXNjRbi3KRXvKKR7KsmOTLgp3lmX7m1K97bkoh2FRKiUiRVyqfJsT55rv/U6vclo/HEzIAieWYFhBEEQBEHPBoJgMIrCGIZgOErgKI4hkN1mB6xWo8GoVmvlcpVUvL3+6dmTByXFRXk5+XxeRnJSenRUUhovKzu3sKi4orK6tri8Iif3ctQ6xslu/VQ3l7A+3a3eftZsWbi/dKd25d4N9fiAfqJ/ZaTKODVgnOxTvevUjfdoPnTO9uXqJ7v0k13qDx26ya61+7WbT1pU431TvUUbT+p3XjRM9eaJX7XuPW/dedL6vj3/ea1gtKXgTUvBq+b8t+3Fb9pLH9XnDlcKhioz2/OS2vKTX/XcmH8yuPTyzvb0G9mnafXmgnJjUbm1pN1b10p2dFKhQSE1a5QWvdZqNJjPIw1XSXA1TeQ68kP/TxOWTqdVaZRSmVgk2vv0aXlxYVa4tymT7ilkQrVCrJbtyYSb4p01uWhbId5TSYUqmVitkKqUMrVKoVGrNBouQ5mMJovZ/KMi5sRwWDAMwzAMx3EcxzEcQ3EEwxAMQ3AcJQkMxxDAagbMJrNeZ1CpInQG+3sEAn5OVk5KMj8hPjU1OSONl5WRmZeZW5CRky/IzsnIyLoUdDTvOzRjneaP/cjKQ9lo58r9WtPcXfGbrunectlor2Xmzuqdatnrm6aPA/qJXs2HLtmb1k8jJar37drxTt1Ep3bi1vbTpuW7ddN9pUt3qmXvOjceN8wPlW89bR6/VfymNe9dR8ndMt7b9pJ3nWUvW4tetBQ+bcofrhJ0F6e25iQ0ZiU86aydezq4+GJkZ+qVfOWjfG1OubWk2VnRCdd14h2jQmJSyY0apUmrteh1ZqPBev7j5pREHhVyYUAQxHkym81Go1Gv13ONj16v12q1Go1GpVKpNWqJXCwU7YpEe0tLC+trn2RSoUopUSslKrlIJd1ViLfloi2FeFcpOaOjkkuUSolaJdeoVVwHbjKZzWeGbXa7PXIzHBeCIAiCIM8GQVA4RRE0TZIkjqEwAtttgMViNJj1OpNGo5JIxNubS3PTjTdqk5MSM9IzE+KS42JT+Gk5OdlFgozcxBR+YmpaarogIzP7UtBRvWu3zPZDS3dt83c0E32LI1WayYHVhzfGbhUZpu8Ac3c379UInzSZJm8bJ/p0H7qtswPbj6p3Hl+3fOwzT/dqx26qP/Q+r+d/ulu/MFQ12pG996p9oqdo+V7Di6acofLUZzeKeguSX3eUv7lZ+qy58EljwYOGvP5KQUtOfH1G9J2m0rG7t5bf3NuceCFeGFOszys3FzXbKzrhpl6yq5cJzWq5Was069Rmvc5iMJhNZsB6FmAuuuF+3+eJAYEgiItGXGPF0eEuIhtYSqVSLBNJJKKtrY2VlU8i0a5MKlSppBfpKMTbSsmeUiJUy0RquUStkKqUco1aodWodTqd0Wg0my2WsxIL5OhwNxNx84MORRI0TtMkw1AURXB0QBCwGA1mndaoVsuFwp311fdvX5aXFvJSU1KSUpISUhPieWm87JycYn56dmJSGl+QJbhEtc5UDzA/aJkZ0E30aib6ZvpLJW+7xG+6xm4VbT5usc7eFT5p2rhbYxjv5fSYpvpEzxo271dapvsME12m6Z6N+/XP69KV72/PDVS8ahYI39ya7Cudu1P3sq2ovzT1yY3i/pKMF+1VT1uKHtzIvVefO1Kb3V3Ku5EZ01WROX6/a/H13bUPT6XL44rVGfX2J83Oql60YZTumhRis0pm0arMOo3FoLeaTFazBbBYwfPEdPE5nSWFcz0wDHN6uM0HbteT+xsJPAqlQiIXiyXCtdWVnZ0thUIil4nUKplGJeUSllKyoxBvq2VCjUyskYs1CqlWJdeolTqNSqfVcJ2d1Wq1AvazhRsIiji+iIY6GyTJEAxDsSxNUQSOIShsh+w2q8lg0mp0CoVkZ2d9efHOYF92Vjqfz4uPjU9O4iUn8dP5uVmZBTx+Zho/MzevKCu/4LLUOsjyHeN0r2n6tunjALB4f7qvWP6+RznW/6Y1Z+/5TXD+vuxl++LtUv1Yj2myzzR52zTVpxpt37hXoRvrNEx0bdyvXOgvWxi8vv2kdfX+jRdNguV79RN9Ze+6Sh/UZXXkxD66UTJYkXuvtuBxc+Gduqzh2syB65mt+QktBSlvbrfMvxxZHXuyOfVK9mlKvbmo21vTiTaM0m2zQgRoZFat2qrXWg06wGQELBabFbDZQDt4lqd++n1zdCLhB4ZhOwTZbDaLxWw0GrnlFi7waLVajUarVqtkCunm1vrGxppcLpVJRRq1XKuRa9UyjVKikQuVkh2lZEcjF2nkYp1SqlPJtGqFVqPS69QGndZoNFosZgCw2UAItP+gE7mliBuapmmapmiKYgiWpVmWpmkSxxAu8FhNRqNWo5HJhJtby3Mf25rqU5MTUpKT4mPjE+OTU1MEmRkFAkFeKi8jIzO3pKwyr6i4sOhyvBEBzo2YZ/ots4Pm2SHrwsjei5bNJ42mmbvyNz17z9r1k4P6iYH5/nLlaLfp46Dp4wAwP6Kb7F0cKlZ/uLnzpHa6O1sx2rb9uHZ5pHzjUcPbtpyJnvK3N0seNuSMXM9qy42/U18w0lDUWZw2Ul84UJM3UJPXVZbZkJP48Gbt9JPBT++e7HwcFS9OqNbn9cJ1g2zboNgzq8RWrdxmUNuMWsCos5kMoMUE2gDIboMhOwTBEIwgCIagGIoROE7iBEmQFE6QGEYgKAYjKAQhIAiBNthmswOAzWo9W03m4o5Op9XrNRqtYndva3V1WSreM2iUaqlIr5DqFTKtXKKUCpVSoVIhUimlSi5JqRQ6jUqn0+r1OqPRYDaZuMUbu93OtVORYBPhwvx1sAzjYGmng3E6GJoiMAyBIdAOAoDFrNdqZBLRzub6+Pt3vd3dlZUVqam86OjY+PjE5CSeID07Q5CbksrPyckvKiotLi4tKLgcpwQ379VaZ4f0U72GmX7jzIDkbfv8YLlt4dHek7b3zdni153AwoP5gQrp207D9KBxdtg4M6ifvr324PrKvcqp3lzpaKviXbPoee3iUJHwZcvj2tQPXWVvb5b3V6Q/bCpuyo7trcp42nW9rZjXUZJxqyyrozTzRi5v6Eb5+IPbsy/vbUy8FS9OKVbndNufTJJto1JkVEstWrnNoARNWtCst5kNoMUAASbIbkNgO4pACILCCIagOIaTGE5iOEWQNEHSOEGhGAEjOASjIIjYANhmg0AbBIIQCNptNq5L547raPV6lUot3dpe29paVSkkRo3SIJcaZFKDTKqVipVioUIiVColaq1CqVSebTKcb4ObzWaLxXqxD4/Ev4gb9pfhYFmng3E52TM6KAzZbaDNagMser1WJNxdXVl68fzp8PCd3t7+qqrreXkF+fmF2dm5mVnZGRlZqalpOTm5eXkFBQVFl+X7OpO38s0zQ9qJLsvcgGG6zzQ79LGv2Dr/UP1h4GN36fqDRnDp0ac7NXsvW/XT/caZIe1kn3VhZOZ20ZsWnuhVk2q8U/WhTTHaMttfuPmk8WlD+vOm3Nc3K3pL0h42ldzIim0tSn58s7KnOqelgN9ZnlObldhemvmqv2Pm2Z3VDy9F8xPK9QX15rJhb90i2zOpJGaNzKpX2Iwau0VvtxpBixG0miAbAEMgikAYhqIYwaEhSJqkmMgkSBrDSQTFYQSz21HQhoAgdD5Bm81mtVrNZqNer9VoVGq1XCoTbu+sSyR7aqXUoFaYVUqzUmGUy7RSsUoqUkpFKpVUo1VETlBcXCzmWnGu3uLocEnqb+PNWdRhmZ/o2EEAsJptgEWv0+zubM18nBoc6O/s7LrdP3jrVndjY3N9/Y26uoaamrrGxua6uoaiopL8/MKKiqrc3MtB58PNAv3UgG6ixzY/aFsYBOaHloYqxK86NeND6w+b5/orrfP3hS/aV+7VmOfvmGaHDR/7FR86XzWlzA0UqcdvKd53qMc7Ra8bJ3vyZm6XP67ldxfEv+yoHKzKGa4r7CrPbC1O663Nay9Jby7gNxXwW4oErwdvTj8ZWXr7dOfjB+XavH5nVbe7ZhJvW5Vik1pm0iosehVg0tktRggwg4AZtFkhO4jAEIahOI4TJIUTFEHSFM3SjINhnRTNRuigGIGgOAShdhC12+Hzabfb7TabzWw26fUalVouV0iEou3tnXWNRqFRyXQqGaDTABq1SSHXy6U/6OiUao1ao9HodLrIWdXIynWkG4/UNxRFMQzza8j526gD2qxWi8kGWAx67dbm+of3ozdvtjc2Ng8MDvf3D9661d3Z2dXZ2VVdXVNeXllVdb2goKi0tLympi47+3J8EG528Lpl7q55dsAw1W2e7jVMdm89rNt91mpbejbZXb44dF0z3q/60DfVUwCtPLLM31GP90x0Za89qJrtLxC+bFS871C87xC+bHp/M+d1S/aThuwm/u8v2q/fbSjtrsi+11LVkJtyo4DXVJhWk5VUwY+931E/9+LB0tunOzMf5Ktzmu1Vo2jTJNkG5EKbWgYY1Baj1mbSgxajHTDbQavdDkJ2EIYhBMFQ7gGdBxuKZjk93CQpBicoDCcRlIBhHLJjEIRAdgQEz5YHQRC02QC9QaNSS2Vy0db2mkS6p9Op9FqlUaMEdBqrWmWUy/RyqUYu0Sikao1co1NyJ7Yim+EX1x4j/VSkLo5EnV/pOB0Ozg3LUCSBoQiEcB2WxaTVqDY31p49fVxWWpKcnNrS0vby5eve3tstLW1NTS0NDY2FhcUlJWV1dQ0NDY3FxWU83uU4dLE3OvDpfj28ch+YvW2Z7jFN9ypHO+cHquC1Nyv3W5ZGatRjtzXjt2f7S9QTverx3qme/K0ndYaPt6d6cqRvWzk3uy9aXjVnPL2R+eZmeWtG9N26kpG60u6y3OHGysr0+BsF/KaijOKUmI7yvLcjvQuvn2xMjspX5/V7GwbhpkmyCygkoEYO6lWQxWi3miDADNmskA2A7CCKoAiKohiOYgRGUBhJkzRL/XVydCia/ZGzYByBCRg+r5fByBkMq8mkV6nke8Ktnd0NtUau1SpNBo1Fr7GoVSaF3CCTGhRnxw61OqVWp9Trz0ocq9UaWRSIrPtdWPH70YdztY7jr8PldHjcTi7k4BiCwHYEtsMQqNWohHs7y0sLtzo70nip8fGJCQlJpaXleXkFZWUV3H/qy8jIKiwsbm5ura+/UVhYnJSUfCnoSCbuzw5VW+YGocUh+9xtdHlEP9E73VtmXni2cr91+U7d5qNG6/z95TtVstHOmdslm4/rdFN98nedC0Mley9uiF41rdyvXrhT/e5mwYNawYvWklsFqV1FGcO1ZT1VRW2luVUZSY2FGTXZvPrc9JcDXTPPH2xNv1dtLut21w3ibbN01yoXg2oFpFdDJj0EWOw2CwxauWYKhhEMxzGcIAgapxiCZgnGSZ2HmZ8mF3VQrsk6pwPDqN0OR+hwhzsVCtnm1ppKLdXqlAaDxmzUmvVqs0pplMmMCplJpTCoFQaNUqdX6fSqSLz5ab34p34qUuKcpSeH45f/ZO7k6DA0SeAoVybbQUCnVW9vbUxNjtdcrxKk83k8flpaempqGo/Hz8rKKS+vrKmpKyoqKSurqKtrKCkpEwgyExMTLwUd+czz2ZFa8+wAtDgATN1Cl4atM0OLwzWSd0N7r/ue1vEmuwoN08N7L1peNqbtPm/WTvVJ3rRpJnsXhko+3S3be3njY3/x6M38V225d6r5b29d7ykWdBVl3m+qbSvMbirMrs3m5yVcrc8XPO3rWBp9tj7xdm9+UrO9YhRvWeRCq0ICquWQXo2Z9LjVBIMABIEIbEdgCEVgFMVIiiZplmQcJOuiHG7a6WEdrp8mzTgo6kfIgRAUgXEUIREEg2EMghAIgrjNLACwarVqkWhPLNnTG9Qms85s1llMOoteY1TIdRKxSakwq5UmrcqoVRkMaoNRYzIZuTwVWYSMbDJwlc1FLr+KiQy3y+n1uFxOlqFJbgMLge2gzarTqvd2t188f1pSXJCdKcjJycvNzc/Jzi0vr6ytrS8vrywqKsnOzi0sLC4tLc/IyEpMTI6Pj78UdBST95bv16k/dFpneg1j7eDcgG1+ZONhw/azdv3MgxeNWVN95brJIdlo53x/sXmmXzPWqRu/pX5/c+dR3Wgzf+VO9fv23Fct2e+7yobKeY+bSoeuF9zITOmqLGopym0szK4UpBSnxj67fXPxzZONydG9+UnJp1nV5opBvA2oJIBGDhpUiFmHW024zYpAdhiBEQRFMQzHCZwgKJqlWCflcNFON+P0sC4v63Q7nG72bLpYp5txOCnGQVA0ihMwitlhFEZxFCNRFEcQFIJgCIKsVovJZARBQCYTb22t6XUqk1FjMesAqwEw6006tV4h08mkZo3arFWb9BqjQWc06U0mg8VitQKADQQhCEYQFMNwgiAJkjxzw7LsBS4ul8vlcrndbrfbHbnghsfj4eiwDEXgKIYisB006HUyiWR1ZbW3uyc9jS9IT8/MysnJyUsXZAoEmdev17a1ddQ3NJaWlhcUFufk5CUlp16LiomJib0UdJDle0sDxbJXzba5QcNEt2WmH166s/OoZvvhdfjTow/dFS9bC7TTI9rJvk/DRcbxdvNku+F9u+ZNm+jRjbf1mfM9VRMdxR/aiyZ7qwfKeH2lguGGkgp+XGNRZnV2WrkgpS5PMNRSO/P8wafR51vT7+Qrc7rdNaN42yIXgjoFaFBBZi0MGFDQjNptMIzAKM413hdLYNbhcjjdDqfb6fKwbg/r9jAuN+Ny004X7XQ5PF7G5cZpBsJwEEHtKAbjBEKQKI5BCAxCdhC0Wa0mk8mg06qEu5ti4ZbVpAVMWqtBY7caAJNOr5JrlXKDRm0y6IxG7lix2WyxmC0AYLMDNjtohyOLSVydHunvWIfL8YubCBePx+M9Gx6f18lFHRxDYAiyA6Beq9vb2fs4NVNX05CcmJqVkZudnZvGFyQlpyYlp/LTM3LzCkrLKsrKKwuLSviCzPiEpOiYuGvXoi8Fnd3HtYu3C8D5IetMv2mq1zjZg366p3zbtjxQZJkbXrrXON5XpZ4c1kz0rd8rV79rNo53aN62SJ83bd1reFUnmOgo/dBWNHaz+G1byVBlRndpem91flHStYaCzJo8QU7C1bbygrGHQwtvn2xOjYoWp1Sby0bxllm2a1VJIKMGMmsRqwEFLTgE4DCIICiCEThBkRTDPZjzZ+N2ujwut9fl9jo8XofHG9HDuNys20M5nBhFQxgOYThCkChJwTiBYChHx2azAoDFZDJIxLsi4ZbZpDUb1RaD2mbSgWa9Wa/WKKQalcJg0JmMepPJeP4KjtVi5fYZYAhGOTfcvXFuuHTpcLrP1Jy78Xg8f0fH7XE7nA76bD0QBG1WQKVQbq5vvnn1tjC/UMDPFKRnCwSZvLT0lNS0lNS0dEFmVnZucgqPl5bO/fNzXlp6VHTs1atRl4LOx+4ceOmOdXbAONlj+XjbOtMPLY6YpnoXbhdoxnvEb3vf3SreetZinBlcv1e1ca9C+65d8apl91HDynDtk2r+68a8DzdLX7cWvWguGr6e3VbI66zIKU+LLxckVefwq7PTXg/3LL97vjc3Lln6qFhfMog2rQqRVSm2aeSIRY8CJgy0EoiNxOwkjmAYjp2v2UQejMPp5tC4PT6P1+/0/NDDTdrpIhgWJSkODcGwHCMYRUAYAkAbAFgBwKLRqPZ2N5UKsQ0wWk1aq0kHW42gWW9QK5RSkUalMJsNFrPRYoks+tkAm90OIXYIgREs4uZCsOFAe9zuv1jhxk90PB6Xy3nWmSOw3Q6CFpNZIhKvrawP9g/xeekZ6Vnp/KzUVH5Kaloqjx/53+Yco+QUHhdyoqJjL0vUARaGbAtDtoUh3USXeeY2snLPMttvnR9cHi4Rv25VTQ6+bM2e7Csxz49sPKiZvpUjfdksed66fq9+bqD6fjXvcV3mu87yJ435j5uKBqpzmvJSOsrzqrNTywRJZYLkx70di2+fro29lH2aUW0s63Y3LHKhTS2zaRV2vQYFzBhowWCARCEKR0gCx3ECJ2nu8TjOn43T5XF7fJwbry/g8vqcXt9FPZTDidMMRwenmfMIhIEoYoMhG7dqazZIZUKxaMdo0JhNWpvVYLcaYcAEGLU6pUwpEek0CqvFaLUYrT9OpIM2EIJglAs5kXXInwKh2+O7SOcciuevIcfrdjudDpplCAJHYAgEAcCg0+9u76ytrDU2NPFS0tLTMgTp2UnJqSmpaby09DS+II0v4KWlx8UnxsYlxMYlxMTGR0XHXiI6lpl+YH4QWbmnn+jm6JhnbtuXRjYfVG0+rtN8HHp7M2dhpFo51rP7rGm6q2D3SfPavfqFgZrx7orHN7IGylKet5Y8by8frs3vrsi+kcfvrCoqEyRlxPzW13h95tWj5dFnsuVpw+6qSbJrlgkBlRTUqSCDFrEYUdCC2q0YZMMQO44jOI4Rf00HP8UbbkbocDmLdrooh5NgWIJhcZrhJkKQMI7DOAahCADaTCajUikTirZVKpnJqAWsBshmsluNFr3apFUaNQqTVm0x6a1Wo9lksJjN54vFEBdvkL+WX5FAyFH2+YNer8/r9Xi9Xt+F4ff7A4FAMBj0+Xwul8vhYJwOmmVIksAgu81iMqmVqs31jbH344X5xXxeeqYgW5CenZCQlJScmsYX8NMzuMwVn5AUF5+S5Oa7AAAgAElEQVQYExsfHRMXHRN39Vr0ZUlYholuLk8BswO2uUHTVK9puhecH1K9bfs0XKqZ6tt92br2oG7tfr3k1c2Z7tLl4drFkbqPA9enB+redlV2lSQ+bC4eqStsL+LdyOPV5aa1VRaWCVLaKksmnt7bmBwVzU/oNhas4m2zTGRRSG0aJWTQIWYjCpgxCMAgEENgDEMIAiMIgvirm0i8idDx+gIun/8iHcblphxOknVc1HNW6+CYHYbMVotWq+HeD9ZplRaz3gYYIZvJDhitBo1JqzRqlWad2mo2AICFS1g2m80OghB0VhqjF8qviwV7hI7P5+fY+P1+Tgx3EQwGI3RYB80yJLeoYwcBk8GgUig31zcGbg9kZ+ZkZWRlZ+amJPM5Ory0dF5aenIKLyExmQs5Z6kqKubK1ajLQkf7odPy8fbqSNlcb659YVg/3mWa6jV/vG2a6l0YKNRMdcvHOqdvF84NlGs+9I+1FXxoK5q5Xfv+VsXL9tK33VWdJYk9lYLGnKSSpN8bCwRNxdkFKXG1BdnvHt3Zmh0TL07rNhetwhW7cs+qlNo0KkivRc1G3GbF7QAOgxgC4RhK4MTZYiznhnX+FG+8Xr/XF/D6Aj5fwO3z/6SHdrpI1kGyZ7GHq3UQgkQw1GYH9UaDXC6VySRardps0oE2k91uhkEzR8esU5m1SoteYzUbbYDFajEBgBUEQchuhxE0sj9PkDRX4nBufqLj9wciaDgugUCAuw6FQn6/3+12O1iGoQmKIjAMAW1Wo16vUiiXFhZqqmvSUtNzsnIF/MykxNTEpBQuZyUlnxU3MbHxXKri3Pz2+9XLQgdZvit62jDbnTd5MxOYGbR+HDBN9hknuk0TPQv9BcLXTdL37aMdGR9u5gpfdr5vL3xWnzPRff1ZU0FXUcL9pvzO0qSbpfy2EkF5alRLcVZdnqCQl/Co/9bS2OutmTHJ0kf91hIo3YDVEptGaddpEKMet5pJCCRgOw7DBIoQOEoQJEVRFEMz7F/iTSRJnbnxB33+oNsfcPkDTq/f4TnTw+UsLvZw4SdCBwBtGp1WJBbKZBKz2WgDTLDdCkNWjg5g1Fr0arNObdFrAIuROwJhA23nq39n8SZS4nA39mvC8p+L4ayEQiFOD3cdCAQ4OjSF0SSOoTBgNRt0OpVCOfb+fXFhSWoyL1OQnZSQkpLMT05OTUpJTUpOTUhMjomNv3otmqtvrl6LvnI16vcr1377/eqVS0Jn71HtbE+hfenhfH+F6EU7MHvXMjFget9lHe8SP6r9NFKuGOt525F1rzphoq/sfXfpYAVv+k5TbxmvPPF/99dkd5WntxbzW0ozSlKv1uWmlvPj77TXL7x7tvnxvXRlTrO9ahRv2FVC2KCCjTrEbMAAMwFaCRgkEYhEEApDKQJjKJplGNbhcLl9To/f5Q24fUGPP+QJhL2BsCcQ9gTCbn/I7Q+5/EGXP+Twhxy+kMPrZz1+xu1j3V7G5WadDpplKIYmaZKgSZTCbXab2WpSqOQSidhiMdntNhgCUdiOgABoNQMmPWDSAyaDzWyyWU02wMptVoB2CIIRGMFRjEYv7M9HTEcK5AidC3KCkajDMQqHw4FAwONxe90ur5NlMBS1gzazSadSifeEI0PD6XxBZmZOYkJqaqogLU2QnJySlJyUkJAYFxcfExMbFX02oqKirl27du3atavXrl2WqDPWwtdP9AELD0Qvby7fqQEX7+s/dBtGb9qnetQvGydv5SjGej8Olg9XxD9tynzfW9lXnjLaVztwPasuI6q7IqOjmH8jL6WjIrsmOykr+n+3led+fH5/berN3uKkenvFKNkyy3dAjQwxaVCLCbWaCNBKQSCJ2CkUIlGExnGGIFmacbKs0+FyeQJOX9DlC7r9YW9wPzIjelz+kMsfZv0hxh9iPX7G7WU8Zy26w+VkHCzF0CRNEDSOUhgAWvVGnVwpU6kUIAhwr3mjMASBNpvZbDUabGaDzWKyWS0gYAXByPua3CoOgRIUSjIU42D+WuJEGqvzkBP6Rc7f0nF6HQyDoRgIAkajUiZbW1nraGtL5wsyMrJSknkpqfyUVH5yckpSYmJCQkJcXGz0hRGhc+3y0LHMDwOL9+Tvu8SvO+YGSiyzg9oPN/Xv24HJTu1oy9jNbMlo13hPSavg98c3sqZHbgxdz7jXkH/3RmFjTkJzfnJbUXpDHq+nrrQo+VoZP27s0eDG9LvdhUnFxqJJsmVVigCVBNIrUYsBBywECJAQSKEQg6E0jtE4RhMES9FOhnU6XC6X1+0NuHxBNxdvgvu+0AE3I3o8gbDTF2L9IdoXZNx+xu2l3W7W7XGc06FZhmJInCZgArHaLAqlXKaQms3GCB0EtttBwGY2ASaD3WI8Ow8EAnY7eP7CJgwjGIoRGEFjFEuzTva8xPnRjXt8Hq/f5w8GguFAaD8UCof+OiLJ65yOx+10OGmCRhEMBM16nXB3d2JsvKKsXJCekZaWzucLEhJTEpNSk5NTEhIS4uPjY2NjOTHc34t0Lktzbl9/Zlt5vPqobmGkYnGkTPauTTfZaZzs0L1v0o21TfQUjnYWjPeVdxdEPW7KHeuvu38jv7s07X5Lea0gti4zvrVYUJuTWp+fXpGRdL+reWXi9e7ClPjTjE60DqgkoFYGauWwSYsDZtwOEBBIIRCNoyxJMCRBEQRN0QzjcDpdbrfH7fa5vUHXL24iejhADl+Q8QVpb4Bx+2iXh3K5WI/X6fE63S7W6WAcLM1SBEPYcdgCWoUSoUQmhmE7BIH28yOqkN1ms5gAkxECzHabxQ4CkN0GwxAMw3a7HeIacoxASRqjWObHkrHnR9nO5algOBjaD4UPwuH98F9HpNaJ0HE5GAZHaRTCINCo1WxvbD5/+iwnMyudL0jl8TMysuLikuITkpOSkhMTE+Li4mJiYjguv0adqKjLQWdqpE4zf3/+bu2bjszle5UbT66b5/q0k23y0QbZaMt4T/Hd66lTgzUDFckjNYJ3fXXPO6raC1P7awtrBPF1Wckd5bkVgsSClOihtrrF9y82Pn6QrMxq9tYsSpFNq7Ab1IhJiwNGwg4QCESiMI2hDIEzFMlQNE1x+81up8vn9vjd3gAXby5Of/jQHz6M0PEG91lvgPYGKG+A8fhZj4/1ermo4/K4HS4nzTIkTUAYZMdhlV69JxXa7ACKISD3MRu7DbRZAavZZjGDFjMMmCHQAtmtMMSdJkNQFEUxHCMonGYI1kk53A6Xx/nXeBOp2f2BEKcnHN7/dYTDYa5G9ni8TqfTydJOimAJBLQY1XLZ+spqR3tHVkZmGo/P5wt4PH5cfFJSMi8+PjE2NjYmJiY6OvratWtXr1699su4LNufhbH/d19F6v36jLc381Yf1S3dLTfM9MretwjfNGy/uPG+u/judf7Cvdb+cl57btzDpuKHLRWNOUm3ynOqBYkVaQltpXnFqXGdtWUTz+8tvH++PT+h2F4xK0SARgHqlbBJhwFm0m4lYZBEEQrDaYJgKIqlGJZxsA6uZ/G63H6XN+j2hX6tb/6GjidAefyUN8B6Ag6v3+HzMW4343I53S6n20UxNE5iIGI3gxaZUqbWqVAcgRE7gkAYhthBwGoxWS0mm8UMWS0IaIHtAAzZENiOIDCCINwBVpJmadbBOD2s2/frwhLX6J1lK47OL24ODg729/d/LOqwLEtTDhJnMNSi10mFezNT09WVVVkZWWk8flpaelJSSnx8cnIKLy4unnMTFRV19erVK1euXLly5erVqxcNxcbGXQo6eXH/LE/6x8brAcnYwObztqnbRdJ3Hbuvmjae1X16VDfWW/GwIWfxYcfzttI6/u/9Vdn3m8sbspNvluc2F2YVJcUUJsY0Fue+ezi0Mvl2c25cvDqvFW3ZtApQr4JMOtRqIu0ADdspDKFwnCJIhqRYmmEZh8Phcrk8LrfP7Qm4vUGPP+wNHHBQfpoXE9bf0PH7KKeLcpyd3yRpCsUREAFVerVKo7TZARCywbCdJHHu/RUbYAGsZtBigQEragcQCOSyGIahGIaTJEFRNM04WNbFujwOj99zYV2AizTcDATDofBBKHwQ3j/c3z/4NeqchxyPw+FkGIYmCRpDcLvdpNUKt7eePnpcmF+QlZGRzhckJ6cmJCQlJKYkJCbHxsbFxJylpytXrvz++++Xl05W7LXqtLiN1yO6+WeSdwNvO3I3nzWvPrmx/KhueqhqrK96sIL/rK30WVtZW15ieyFvuKG0pSC9q7qouSg7K+q38rSUV8N9S2OvxCtzmr0N1d6GSSG269WwSYtajQQIMAjkwFGWxCnusAJNO1iH0+lyuTxuT4ALNp7AgS946A8dBQ+Of5r/edTxe0mnk2RYbimRoEgUg82AWaqSGUx6O2K32QGCwEgSx3H0Bx2rBQYBHLZhiB1DIByFcQzFcZwiSZpmGNbpdLicbp/TG/CdQ+ECTDC0H7nm3BwcHP1Khyt3fD6f2+1mWZaiKBLHcMgGW61GtXpnY72vu4fP42cKBJkZmfHxiXFxCYnJvNi4xOjo2Eiq+v333y81nbzEa035vO3Re7Lxe2sPW9+25W48aV6+Vzs3VDkzWDU3XPuwLmOoMu1Ja3FfRWZjdlJPdWFLUXZLSV59bmZOzJWnPbc+fXi9NTeu3FrR7G3opbugTgWbNKhFj9nMFGRjUZghUIYkaYphaCfDuhxOj9Ppdbm8Hm/Q7Q15fGGff98fPPCHDoMHx4G/Tn/40Bc+5PKXOxB2+UOM20+5fbQn4PAGXL6gJxBknS7W6XS5XSiGISiCE6jRZNBo1TbQaodADENomuReB7XbbSAInNXFkB1GYJg7LIoTOEHiJEUxDtrhYpweh9vr8gZcvrMww6HhuHBiwvuHB4fHB4fHB0cnB4eHBwcHXJK6SIdbRz6jg+GY3QYYjSqpbGl+8UZ9Ey8lXcDP5KWmx8YlxCckJqWkxMbHR0efVcdctvr99985N5whrmqOjb0cpwSzY/6fpzcr1XPPPj1sfVLH23h4Y/1+3eJgxcfe4unu4tnb5a+aM28Xx95vyLlVklaRFt1dU1yXK6jNyajgp/Q31Cy8erY9M7G39FGytqgVbVpVEsigxiwGHDCRoJWG7QyGsATKUhTDulnWwzq9TpfP6fK73AGPN+j1hby+kN8fDgQP/KGDwP6R/5fpCx96gvucG4c3wLj9jNvv8AadvqDHH/L5w9zetcfj4b5VYAcBrVYNABYYtiMwRNMkTZMwbLfZrFyLDsN2BIFgFLEjuB0lYZxCCBqjWIx2kNwZVrfP4Q1wvZ4/EAoEQhE0+wdHZ2IOjw+PTg6PTg6PT4+Ojo+Ojg7/CiiyjszRoUkSsdl0ao14T/T29YfiwgpBeg6fnx0fnxIbl5CYlJyQkhiTGBtppiJ0uMz122+/cdcxMTGXhU6t4Kpo/O7Gs85HNamLQ5UrI1Wz3QVLg+UzPYUTtwrGu4pet+Z050ffqcvuLOGX8aLay/OaS/LyEmMaC3PnXjwRzk3LVhdlG8vqvQ2TXATqFKhFR9gspN1GwSCDwQ4Kc9GEi2UdTq/D6XW6fG5PwO05c+Pzh/2B/UDwIBg6DIQP/yt0nL6Qyx92+sMuX9DtC3i8PrfH53C6uW4NxzCVUq5SyWHYjmEIisIROpwbCAIjdCCU4NygJIPTDoJxUg434/I6PH6nN+AOhL3B/Yu56Vc3R8enR+d0ftLzEx2Gpmxmk0Iq297cHuwfyUjPyRDk8tOy4uNTYmLj4xMS45Lio+Kjf6XDhZx//vOfv/3229WrV6Ojo2NiLkfC2npzW/S273Edf+522fq963O9hQt9RYsDpSvDVTO9Je/aC1635ndkXxuozugsExQm/l6Xl15fkFWRxX93f3hrely8NKvd29CKd0xyoU2rgM063GaiIIBBIAZHHCTuZiivg/G43C63n0PDiYmg4dyE94+DB8f/FTqe4IE3dOgOHrh8IafH53R7WYeLZliSJBmGsdlsapXCYjHhOEpRBEFgNE1SFMFlq4gbFIURDEXP4w1OO0jWRbKuH278IW/owBc6CIUPwheCzVmkOXdzfPL5+OTz8fHJ8fEPPRygv9KhCRwHTEa5VLYwt1B7vSE1JZ2flsVLzYiNTboWHRsbnxCbGHctLupXOlzI+cc//vHPf/7zypUr0dHR0dGXozkXvul505I1d7tk7U716nDFfG/h8mD5dHfBh47c0bac0faiV20ltwoS+yuzb5Vn5ydcrcpKLUiNf9R3a3NmfHd+UrYyZ5DumVUyq1YJmbQYYMRBK4XYGQJhCcxJkW6W9TidbpfnYqS5GGxC4aPw/vH+wUno8OSnWoej4w0dcG64v/79I//+sSd44PKFHB4f6/YwDidFs9zXLTQajcVsxDGEJHHuSzYUReA4evbd0HM3KAqjGIbiFBdvIq9bODx+bjnbG9z3hw8D+0eRsuZimDkTc/L55PTLyemX45OT4+Pji3oODg64coejQ9M0BiNWo0Eulb559SYvp4iXmsFPy0pO4sfGJkVFx0bHx0cnxF6Li4qKjrpIhxu//fZbJOpERUVdFjovmzOXRmp2nzStjlQtDZbN3S55UpPSVxD1obv0ZWv+86b8l60l/eWCm0X8jrKcqozUwtT4vub6lcl3wuWPktU5vWjDqpICWhVo0MIWI2az4JCNxmCWwFmSdNKMi3W4HA6X0+3xBDzeoMcb5Oj85Obg8DR8dBo+Og0dnYaOToOHJ8HDE06PJ7jv9AWdvqAnuO8LH/r3j33hI0/wwO0POb1+h9vj8nhpxgFBkNVqVSqVkN1GkThFEQxD0TRJEBi3mowgFz4giiEYjnNbDZE8xbp9kT0Qf/iQa/EupipOz8npl9PPXy/Ok9PTk5MfgYcbXODxeDxcwkIgyKTTCnd3e7t7BfysjPQcflpWXGxyXFxybFxCdFx8VHxMVPyFbc6rVzk9XJXD9Vln2xCXhM7yvYbd5+2Lg5XLI9cXhiqf1Kd151+7VRBzryHnSWvJw4b8+7X5vaUZtYL41pLs0rTEloqipfG34rVF0cqcavuTSbYN6hWgQQuZDRhoJWCQQiGWwB0U5aAZJ+vgFmLdHt9PxU0geMC5Ce8fHxycHB593j/+vH/8OXz8+aIeLuq4/CGXP+QJ7nMh5yIdl9vLOlw4QdlsNpPJZLGYUQTigg1X5UTonAUbzg2G4ARBUCzBOCN5yuHxc/HGFzrg6IQOTy42U1zU+Y/onFyIPYeHh9wWhMvlommaIEnQBuiUirVPK/W19ZmCnMyMvMQEXlxscmxcUkxsfExsXFRc9LW4qP9OdJbu1i/fq58dqFy+W/+8MfN2aeLYQH1XOb+3JudxR9XDG8UDZVkDlbkNmcm1WbzKzNSZN88256f2Ps2p9lb1kk1IJ0UtOthiREErCdsZHGFJwknT7vPzoR6Pz+v1+3zBSJ4KBg8vxhsu5BwefT44+XJw8iV8/Dl8AVDg4DhCxxs6+Fs6FM1CMMp9jB3DMIYiaYr4Ner8QIOjOI7iJMG9Gci1VM6zVj/MuQnsH4UOT0KHJ/sHR5GQw6Wqn9ycfv56evr59DzwcOPw8JA75OV0OimKwnECBACFWDT27l1RQVGmIIeXmhEbkxQbkxQTyx0ejY2Ki74ae+2/E53ZoeszA1Wzg9dHb5b0FCa86a563V3bcz27sypnqLF0qKbgdnl2d2lWeUp0YVLU6L2hnYXprYUp5c66TrxtUYoggxyx6FHQikMgjSIOknQxtPP8SLrb7fX5Aj5f0OcP+QP7/uB+IHQQCh+F9s/iDefm4Oj08PgLR2f/5OtFPYGDY1/40BMMe4JhX/ggcHDsCx95Q4ee4H6EDk7SVsDGfWiSpkkHSzM0GflqH46jMGznGi4MQzAcw4iztxtI9kdLFSlxInSChyfho9P9gx/x5j+i8/nzl9PTz58/fzk9PT05OeXoBINBr9fLsixJEhiG2m024e7u/bv3c7PzBfyshPiUuNhkjk50TFx0TOy1mOhrMf/FqBNzKegsDF+f7qsc76ocKuW9bK180Vb1uKl84Hpua1HK3dbS3pr87uq8G/lpOXH/HGqtXXz/Ynt+UrrxSSPe0UqFJpUMMutxO4DDdhJDaQJnGYplWafL5Xa7XW6vxxPw+kIXq86zLHB0Gj465TLUhfnl4PT7/skf+yffwsdfQkenwcNT//6Rf//Qf3AQmU5/kEtenkDY6fU5XS6UwLR6nU6n5VoqkkB8HofbxVAUcfZhOATm3qNCcBwhKJRiUIrBaZZyuGinJ0LnYsg5K3QOTw5/qYs/f/n20/zy+fvXL39+//av79/+/Pz5K1frhMNhp5PlbgmGbUajeW11p72tm5+WnZSYxkvNSEzgxcYkxsTER0fHRkXFXLsWc+1a1JVfBkeH03PlypWrV69clvM6s4PVY13l/UVJL1rKPvQ2PW2pulNXdKtU0FHC663J7b6e11GeU5D4+82q/MXRJysTb/aWZxQ7azqZ0KCQWrUq1GYmEZBEYYrEaZp0OhiHw3H2GpvX7/H6fb6gJxj2hg4C+0fcI/k7NGd09k/+2D/5I3z8LXT0OXh4Gjg4+ZUOd+DLEwq5/AHW7aZZBkZgjU4LggCXnliGcDlpp4MiCRxFYQSBEAzlXmpASQqlaJxlMcZJMK6LISdSHUfukyMeCTZcM/W3dD5//v7l85/fvv357dsfp6dfDg+PuITlcjkYhsIwBLCZ1Gr1xPh8zfVmXmpWchKfl5qREJ8aE53wn9K56OZ8U+Jy0Pk4UH27NOluTfbztsoXnbUPmitq+NElCf+4kZPYVZndVZ1Xzo9tKsqYfnp3e3ZMsjIrWV/SiLbMKqlVq7SbDSRip3GEJhCaJliGcrtYt9t99uqRL+DzBfyB0MWqk3senBUuQ12c+yffw8ffQkdfQ0efAwcngYOTwMFx4OAoePRjcms8nlDQ4fVRrAMjcQtgNZpNJImzLE1ThNNBsQxBUziBo1x9g5MEQZEEReI0QzAs4WBJh4tyuiNVzs+pirvVo9Pw0enRyeeTC25OP3/9D+j88fXr93M6hwcHB8Fg0O12sSyNorDeoBaJxPfvPcvJLklOEqSmCHipGXGxyf8VOr9unl8WOrdLEu435Ny5UdiYnfCgvbq1KL0uI6GjJKOaH3OzPLsuN7U4NfrN3Z61yTd7S1PStQX59qpeJrRqVaBRCwMWBsdZEmdIjGUIp4PxuJ0/XkfyB/3BkD/0c6r6WzTnNfI3js55yDkOHp4ED4/P3RwGjw594QNvMOwOBh0eL0bRdhTRGvQgBDIM7XQxDgflYEkHS5IEghEQikI4jlI0RbEMwdAk66AcTsrlol0erhvnquOf3Jzf6uf94x+LN2dlza9uvnw7Pf32+fT716/fv379fnLyOdJeeTwup5NBMFCtkW9tbd/q7E9OykhK5HN0YqIT/5qwznbL/yM3l45Oe+618aHGitSr+Qn/aCnNainJ6q8vG7hRcSMntTo9oSDx6p2bDfPvnq5Nv1NsLqv2NtSiHYtGCVtNsM2KgCCFoS6GdDsol5P2epw+r/vCS2xBfzAc2D/gHgZX30RCzuHp16PP3w5Pvx6efj2n83X/5Hvo6Kt//9QXPgocnISOPu+ffNk/+Rw6PgocHvoP9n374cDBsScYdvh9tNMF44TebDKYTQRJMAztcrNuD+ty0gyNEzhMkghJYTRNMg72Bx2nk3a7GbfP4flxmDXiJnKHBydfuDu8KObL1+9/O799/fPb13+duzne398PBAJut8vhYFmWgmBAo1XMzc6VllxPTODzUrPi41KioxKirsXHxSbFxiZwdK5e/csy4MWE9ROgS0MnL/Zp1/XCpN94V/9nZU5qx/XivhuVHRWFdVmpJUnRvQ2VM68fb8+O7S191Iu3rRqZQSEBDFrMDuCQHYdhiiA8DsbrYj1up8/r9vs8kTeSuBMt4f3D0OFJ6PD0pzzFPZi/6vmZTvj4y/7Jl/DxafDojI43HPbvH7kDYdrtphxOCMO0Bj2EwBRNsSztdjtdLofLSdMURuAwSWBci8442LNjyw4n7XIxHjfr8Tm9Qe40WSSfRuqwyO0df/l+Ec3Xb3/87fz+/d/fv/37JzrcG58kiQOARSYXPX/+IjOjICE+LTUlMzGBFxuTFBeb/Fc6UVev/n/VOpeOTktu7FBTiSDmf6dE/a+mqsLm6uKm8vzr2Wl5Mb83F2RNPr23OfNBvDIrWVtUC7fMKqlZo4SsJgpFaBynCNLJsn630+92+rzugN8bCvq5Q92hUCgUPtjfPzw4PL6YoTgoHJrjL9+5i3NA336lEz7+HDo+CR4d+Q8OfPv73nDYGz5weP2k04kzrBW0my1mmmUYlnG5HG630+lkHSxJkeivdFgny7jcrMfj8PmcvoDLH7qYpH5Cc/T52/HXP06+/hER8+37n9++//n9j399+/7nf0onFAq53W6Hg4FhyGjUb2yudHZ28lIzkxLTk5PSkxLT4mKT4+NS4mKTIgnrvx+dtvyEW9VZyVf/V9Q//sf10uzm6yXVeRklvMQqfvLbwZ7Vibd7S9M64YZRuquX7hkVUkCnQUGAJQmWplnG4XF7g15v0OsO+H2hYGA/HDw/sLK/f3B4eHh8dCE3HX3+dnT67fjLd26efP2DuzjX8zd0QkefQ0cngcND/8GBNxz2hELe0D7BumiXC6NordGIYCjrcjrdLo/H5fG4HA6GpnCSQAgcuUiH5Y4Rut0Or8/p97v8QU9w/2IFdpE1d2+n3/48/fbn13Mx3Pzjz39zhi7OX+mEw2GOjs1m1WiUi4uz1dXVaalZ/LScxAR+YgLvyu8xvySs/250ekuSb5XxS9Nirv2P/6uQH1dTmFnETyjiJwy11c29ebq7/FGyuayV7Jg1csCgAU16DAYpAmNp2uFwus5eng16/EFvIOQL7vtDB/7QQfjw5PBHjPl+9JOxsh8AACAASURBVOWPoy/fD79+P/z6/fDbH0ff/zz6/ufx9z+Pv/959O2Pg6/f9798C3/+Gj79un/8OXhw7A3ue0P7wcPjg5PP4aOT0OFx4ODQH973hcLeYMgfDFIMjZOEBbACgJVhaZZlnE7W7Xa63U6WpSkKJ0mc+48eFE0zrINhnbTTTbu8jNvn8Aad/rAreOAJHQQiuw1Hp1xQ/MnN5+//+vqvf33917++/evf3/789/d//fuPP/8dYXSG6fu//vzj//zx/f98+/L95PjkYD8cCvkDfo/X6yJJDIJAvVb38sWrdH4mLzWTl5qVlMhPiE+NjkqIjkr4/xd1rl27HHRGqgQdBSl9NQWVgsSq3LSaggxB/O/N1YUf3z7eWZ6W766pRFs6hciiU9mtRsQO0BTOnK37uT0ev8cfcPvDrsC+O3jgDR95w0e+8FHo6PPB5+//b3v3HR1neS6Kfp9zdoKt3psb2JQAoQQCCdXBxoCNe1EddU3vvffei6YXTZFmpJFmRlOkGXXNjKoLxtcNcIxNsU0wNcAlO2ez7rp/fEZRDEkIm2STvfysZ2nNsv9739963vZ975eaSqem0mPTmbGZbGo2m8pkU5nsWHZufG5+Jceyc8l0ZnQ2nZieGZmaHhkfjydT0ZGR2MjoyNh4cmJyZGx8ZGw8nkwBdCKJeCQSCQb73W6XyWjo6/MFg4FAoC8Y7A+FBkOhwWCw3+/v7fP7/YHgyoub/UORwNBwfzgWjMQHh0eG4mOhkYnI6Hhi9E/zG6DkrHYzk1mYyS7MLtzI9Pyf0cl+nXOZ+fns4lxmcXY6PTk+nhxNJOKRWHQoHBro9bntNptKodm9a9+66k3rajbXVN9RVbmpovzGVvLKCquoqKSwsLig4FtWWD9eOg1P3f/UHaV7n3po2yP3/uLODfesL3/y4XvhbfVcClohoBvVMrNOZTfp3Xazz+30ez0D/f7B4MDQ0FAkMhyNxuPx0dhIMjoyFh0di6cmEqnJxNhkcnImNTW7Qmd8OjM+mxlLZ4GSM5GdX8mxr6tOYno2MTkdS6biyVQiNZZIjY2Mja/8XSk54XgsGAwGAn12u9XhsAFfeenr8w0MBAYHBwYHB/r7/b293r4+v79/sP/rFzf7hyID4WgwEh8cToTiyfDIRGR0MpqaHElNrbhZXW+mM/Mz2YXZ7GJ6fim9uAhkZmExu7A4N7f4rXSy6YWZqdmJsfHRkXg8Fh6ODA7093nczm69gUZh/OqxJzeu31xTDdDZeOMIoqSqrLSqpKS8uLi0qKikoKAoP/9fik7dkz9/5u6aZ+7f/OhdG++sKXvo7tthrQ1cKk7MpugVQqfV5HLYPD3OPp874O8b6O8fGgyGQkORSCQWiyUSIyOjydHk2EhqfCQ5nhybTI1Ppsanxiamxyenxyenxyamx6dmJqfTEzPp8ZvozC1MZOfHM3MrA1ZiYmo4kYgnU8mJydTkVCI1Fh0ZBRjFRpPDiZFIPBGJx4ODQYfDZjYbgdNN4JEuoPAAkrxed29fb2DgT++KD4QiwXAMeLwwHE9FRiejqenY2NTo2J/cTM5mJ2ezAJqZ7MLs3GJmfjmzsHwTnezCt9CZywB0ZsZTYyOJeDwWDocGBvp7bVaTXqfrbAfffee9G9Zvrqm+o7rqdoBOaUlVSXFlaUllSUk5UHLy8wtWbRr/K9A5/PRDT9y97ufryx++c9OdG6rqDu6hk7AqCd+klTssBo/H7fXe+HBGf/9AMBgEbu0cGrqhJx6PJ0ZGVx7aBfbs0+m5mZn01PQsMKkcm5hKTU2PzWbGZ7MTmbnJ7PzYTCY5PZuaSaem06npdHJ6Njk9Ozo5HU+mgHFqdHwCGKRio8l4MgX8jsQToWg0GAxaLCar1Tw0FOzr8/l8nsHBAYARUIF6e73+gH9g8Mb1W0OhG88aD0VHhqIj4XgqPDIRHp2IpibHJm+eF09n5m+UnLnF9PxyZmE5s7QEZHbxRmbmF26ik03Pp2fmpienx5KpkXgsFg2FQwMBv89o1KsUygP7Dt6xaUt15cbqqtsrKzaWl60rLakCqk5pcWVxcdkKnZXjqm/Gn0+Ti34UdOqee+zJn236xZ0btqyr2LfzRT6HqZJLnHazt8fe1+vx+HrdPr+31+/rA77MEPB6fR6vt7fX5w8EBvr7gwP9wWAwODgUCoUjkeFYLB6LJ6ampmdnM+lM9ujRY0tLy8tHjy0fOzE7tzidmf96PZWZTM/NZBem0nMTM5nU5MzI2NTI2GRqcmp0fGJ0fAKY38STqejIaHRkFPgRisYGQiGP12O1WjyensHBAaDMDA0FBwcHgKtrenu9fn9v/0BgIPgnOoPhaDASGwjHhqIj4URqODkVH58dmZj5Jp0bs5zswuzc4uzcUnp+6SY6cwtL2fmF7NzC3NzCDT3pufTM3MxUZnJ8KjWajMeisWhoaDDQ6+sxmQxcNvvZp7fevnFLTdXG6qrby8vWl5ZUlxRXlpfVlJfVfIPOX5LzZ3QKCn4cdPY+8eBLv3roZxuqnn/2KblE7HQ4HHaby+nwuF3+QJ/T22dz99ndvXa3z97jdbg8PW6v2+31eDxej9vr9fi8buC9SeD28pXv+YTD4dHR0bGxsdnZ2dOnT58999ry8ZNLx0/Ozi0mJ6ZHx6durNgnZ5IT0yNjk8ChI1BvvkkHcNM/FPL1B8xms91m7e/3R6ORaDQyNBRcoQM8iOP39wYCgT+bJg+GB4fj0dHx6Oh4dHRiODkVTU3Hx6dTE39akAM7BX+a6HwbnbnFpfmFpezcN+lkpyfTE2MTyZHReGw4OjzUH/C5e+wmox4Bh993z/0b19+xacOWqlV0gC3B0pLVdArz8gr+lei8+Mv7f3nXxq2PPSwX8W0mk9PhdLlcVpvVarU4XC5rT6/J1Wd0eLttLoPV0W2xW2wOq81usViBb9oZuw1mM/A9OpvT6fR43F6v1+NxBwKBSDgci0VnZ2eOHTs6v7A4OZOZnM0uHD1x8sz546+enp1bWjkzT03OAAcOf4lOJJ4IhiO+QL/T47HabEClCQb7I5FQNBoJh4dWqo7P5/H7fb29fV6f/+uncvp7+4d6B0J9wUhgaDg4nABWWNHUZHLiTxuVwA7T1KoB67vTmZ3OTE3MjiXHR+KJ4Ug4Eg4O9Pc6HRaVUnb40KEN6zZuWLdpw/rNf6vq/KvReerndz5yzxYOjWY2mQ1Gi9HisDs9FrvTbLVarHaTzW2wOA1mm8Fk1egNcoVCJBaKRXyJiCcX85RSvlom0MhFaplIr5Z1axUGtdyoUzosht4eW8DnioeD6anUZDIWDg0NhocjiWQ8OTY2MT23ePTYK6eWjp84evyVxeXj2bnF2XR2aiadmpwcHR8fHRsbSaUSyVQilYqNjsZGRoeGhweGQp7eXqvD0evvG45GQuGhQL9/KDQ4HI0AX14I9Pv9gb5Av38gOBAKR4Zj8Ug0PhxLROMjw4nR2OjYyPjU6MR0amo2NZ0dn81OzGRTE9OpiemJ6fTY5MyNH1OzkzPZmcxCem5pNrs0k11MLyylF5fSi0uZhRuZnV8EMpNdSGfn05m56an0eGoqOZoaiSei0UhoaCA44LdZzVwu57nfbK+p2rC+5o511bdXV20sLakqLakqLaksK6suL6suKb6xvPq76PxY5jr3b6zqaGy0WByabrve5tPaPFqLS2d2GExWQ7dZo9GqlCqpRMznsjksOpdF4TCIfBZRyqdqpIxuJces4tm0ErteZlaLjEqBTS91GZU2ndSmkzq7FcMBVzLcN+i1Bnrd/v5gYDA8FI5GY4nESDKVGk+n08vLy0ePHs1ms+nZ2XQ6PTUzPTYxPpIcTYzeOMYYSY4mRhOhSDg4NGh3OuxORygSjkSHw8OR8HAkFAmHIuH+4EB/cGAwFAoPR6LxWGIkER8dBabYQEZHkysLt/HpmcnZ9FQ6O5udy2Tn0+ns4tLy8tFjCwvLc3NL09PZ6ens1HR2Zno+PbucyS7Pzi/Nzi+uzszicmZxOb2wNDO3MJWdn8rMTUzOjo6MxW/cHBgdGPD7fB6z2YjHE39+/y/Wr9u8Yd3d62ruqKleX1RYXFZWUV5eWVpaXlZWUVRUsrKj893p/FhWWI/efbtSJDSb7WaHT2f1aaxutdmh7raodd1arV6n0cgkYgadQsSiaCSckEMXc6hCJoFLQ7NIUAYBTMN1skkIPhXDpaDlPKrDIPdatQGXcdBj6XMYeu16t1ltVouNOpXFanP1uHv7AgPBIeBTHNFodGxsbGpqampqKpPJLCwspLOZqZlpQMxoKjmaSsYS8Wg8Fh9J9AX8RrOpL+APD0eASy0GQ0PAFQWDoaGhcAggNRyLxuKx4UR8OJ5YnZFYPDQcjcTi0cRIfDSZSKaS42MzMzOzs7Nzc3Pnzr32+usXFhePLi8dX5g/ls0spWcXsumlbPZoen5pZVcQyMziYnpxcXZhYTo7N5XJTqYz45MzoyPjwGWUofBQb5/bYjHqdJqW5rZNG7fcsemeP9Ep+h9EZ//2Zx3d3QaD2Wjz6K0+jcWt7LbKNQaZUi2XybksBo2AI2KQZCwSj4TAu1rQkBYMtBkNbUJ11SM6ahEdR5oP76rd83zzkZdBh3Yd3PmbI3ueJ8DbVEJGn8MQ8TtDvbahXnuPzWjQa7sNBrPZ7HK5/H5/MDgQCg3F43FgNp3NZo8fP7a4vDSbSa8UnpHkaHwkEUvEw8MRl7vH4/OucAFONIHzcOCigtU5MBjsD/avTmCLZyg8FB4OA1edxBOxZHJkampicXH+7NmzZ86cnpubm51Jz2UXFxeOLS4czaYXpqez6cz87NzcqpzPLixm5hfSc/PTmcxUOjM1m56YnBkdGR8ejkUikYGB/h63Ta/XCAS8bc89X121cdPGu9bX3LVh/Zbq/2F0uuoOGlUqjcag6bZrLV61uUdusEjVeolMIRAIaEQcBQMnIMDIzmZYWyOiswkNBmGgICy8mYBsI6PbqdhOKg5CJ8DoBBgFC8ZAmxsP7dy3c+uzv3pgx9bHsLAWk0YU8juig70Dfq/DajJolN16jc1q7vV5/H2+4NfXpYwmk5lMZmFpMTOXnZqZTo2PAXriIwmg5DhczuFYdDA0BFwnGhjoB9LfD7wA4ff3B3r9fb6+Xo/P6/a4enrs7h57j9ve02Prcdl63HaPx+nxOD1eZ2+fe2CgLxjsGwz6RxLDS4vZ5aX56anxifHU1MTE5PjE5Pjk1MR0ZjazsLCYnZvPzs1l5+cyc9nMXDadzQA/svNz6WxmJj07NTMzPj6diKcikWgoFPL7++wOs06nJpEID/z8oZrqTevXba6p3rJpw13V1euLi0v+59DpOLLPpNEYDGa1waYwOBVGh0xnVui6JXIlg04jY2BYcAsW0opob0B3gXDQFgK8lYhsJ6PbydhOIGkEKIMIp+OhVCyYToCxKSgOFY0Gg+r2v/D804/++hf3NB7aaVAI+j32UMDb22Mz6VQmvcbtstvt1t5en98f6Av4B4fC8cTISHJ0cnoqnc0AtScxOhJLxEORcI/H7fF5w8ORwdBQr78PSG+vD0iPz+vxed1ej8vdY3PYzRaz0agzGlRGvdKgVeg0Mq1KqlXLdBpZt05p7tZYjFqbWW8163p9jlhs8PT/c2JpMZOIR0YSkXgsEhsOJ2LR1OgI8AbNzOxMZi47v7iwsLgwtzCXmctOTE1OTE3OpGdn0rMTU5OjqdHESDIWHY1EhkOhUF+fz2wxSGWilmbQhvWb1q+7fdPGu2qqNtdU315ZUQ3ch1JWVlFWVlFSUlZQUASgAdys0Mn7OnJzc79JJz+/4EdBB7Rvl0Wn0+uNKr1V2e1SGp0SrVGq1gslcjKJSIS3U+CtFEQ7prOBhGgjI9uJyDYyqoOM7iBju6g4MBUPpuNhDDyMgYfRcVAaDkLDQijoLjoOKqDj+DQstKV22xMPP3TPRjDosLNbNeCxuS0Gi0GjVystJqPDYXe7PV5fX6A/OBQKD8eiI8nR8cmJ8cmJ5FgqMToyHIsGhwa9vb6+gB+47w0oLcAHi1zuHmePy+50WGxWg7FbrdXIlQqpXCaXidQygUYu0CpEepXEoJYatXJrt9ph1rqsBpdVbzdrLUaV06oNBd3LC1MjsUGXzehz291OS5/HORjoHR7sj4WH4sOReGw4mRyZnp7MZNPz89n5+ezs7Mz09OTU1ATwhufoaCKRGB2OJIaGwsFg0O126Q1qPp+z4/nt1VXrNt9xd2XFhqqK26urN1WUVwF0SkvLS0vLi4tL/7XpbH/8FxIOV683KbRmZbdLYXSINQaxQsPmiTBoFKazgYsDc/EQIgTEwkEZOAgF3UnFdtFwYBoeQidAGUQYkwBnEuBMPJyOg9FxUBoWwiGjuBQ0Bd1FQXexiAgKBtx04KVf3nv7vuefUvLpDoNqwOe0GXU6tUKn1ZrMZpfL4/b63b19wcHBofBQJDoMTI3jI4nwcAQYjIJDg4GBfn/Av+IGEGO2WHQGg0KlEkrEHD6Py+cLhEKlXGxUi00aiVkrterlNoPCZdZ47QaPTe+1G/wuU9BnH+i1BXyWwYCjv88W6LX5vTaHWd+tlVsMaqfV2NvjGPL3hoOBgX5/KDQ4MhKfnByfmZmcmZmam8ssLs4vLc3PzWWmpyeSyZF4fCQcig0MDPb19VmtZqVKgsej77//3vLyyk0b7ywvW1dRBhxBVAIlp6SkDDgt/9em8/CWDbC2VrPJptSaNSa30ugUqgx8qYrBEcBhMHjLETEZIaGgqLBmIRnOJ0IZmE4GDszAQ+kEOJ2EpJORTCIc0LNSe6gYMBHRTkZ1rvxm4aEEMGjro/dtfewBGgZq0ytdVqNaLpFJxVqt1mZ32F09VldPn7/fHwj0DwwMhUPDsWh8JBGORHx9vf3BgaFIuC8Q8PX1efv63D6vo8dlsVkNJqPOoJcr5XyhgMVhMVl0vpAnV0jVCrFGzFYLGQo+Tcohi1lEEZMgZOAlbJKcTzMo+D1mVcBtCvU7E+HeWMgbHugJBVyRfk+k3+OxG40aqUEttRk1Xpcl4PcOBv3R4aGRRDSVTKSSicmJ1MJc+uSJ5RPHl2amx8JD/aFQKBQaDgQGPB6P0WiQykRtbc0bN24sL6+srFhXVbmxvHRDWWlNeXnVylC1clr+L0ynadezLzz5S5lAoNMZDUaXQucQKU1soZolUGNwlI7mBiK8XckicTEdEmKnggIRYtt42E42DsogYqgkIplMopNQLAJsddIwXRRUBw3TRUV3UVAdZGQ7CdFGgLVS0V27tv7qV/ffRUFATHKJXa+VcFk6jdJo0hst3U6v2+72Oj293r7AQDAYDoei0UgkEurr9Xl9Pm+v39M34A0E7b29JrfL1OMwuqxak14oFfAELDaHwqThOEwcn0Xg0LEULAQLb8NAW5GdTbDWeiiotrPuAOjArsYDu47se3H/nu17Xn5u78vb2ur2c4gYs0I85DSn+r2pfk9ywJMc8ga9Jo9DbTTwNVqe2azuD3iHBgNBf280FE7GR5Kx+MTo6Pzs9CvLC0tz06n40NBgXyDQ6/f32e12rVYnFst27dxXVbmxumpjeVl1eVl1eVnV6tFqZRvwm3TyvhHfdpZe+KOgQ2jZ98wDd+7Z8ZxBp5cr9RKlSWVwi1Q2tribwZV3dXV1NNfxqFg5E6uiIVQUiJTYLiZ2CYgwNglNJxGoZCKDeDMdNhHOxEMBQEREKw4CwkFAGDAI1dFAgLZuf/zhl595UivkWdRKlUggE/EBOvYep9Xltbt7e3y9fn9/cKB/KNjv87p7fV63x+3s8fb4Au7+QWtvb7fbaXDZ9A6zUq/iCJhkKo5KQdNICDyqDQmuR3XWwjtqIW31iPZGVAcI39VCBLdRYJ10BISKBFMxMAK6q7O9HtRwoO7Ay8/+6pEnH75v/7atxK4Wo5gTcZtTg56JWF9syBEbdrpdap1aZDbq+jyufp/P7/WFB0LJ2EgyFh8fiacnUtnp5MxELDkS7u/39fQ4zWaLWq2jkJmPP/ZMRflG4PH1stLKiorKysrq/2l02nc/8dKvf/7A5vWtTY16vUmls8i0dqnOxZGZWSItiUZvAtXDwM1SDrlbTJNSIXIaVMGAS2lwPgXBJiOZZBSLiGAT4d9MFgFGQXXgICAsuAkLacJAmmCtRzrq96PaGp999EFMZ5tSwNXIJXwuW2fQG8xGk8NucXlsPV6H2+Px+Hp93kCfz+d12+3WQH+/29vn9PTaPX1Wr6/b5dTZrFpTt0QpoTHIBCKKSkbTSAgsvBnSegDadhDVVY8Bg3BgEKGrmdzVQgG3UsGtdGg7GwVmoMFUVBcVA2aQEFQKGovpgoNBB3dte/rR+55+5N7a3dulbILbooiFXMNDztCAI9BrVyuEconAbjZ6e1wDff7IYCgaCsfCQ4nIUCoRmZ1MTE+NhsL9Tqddp9MJhZK2VvDtm+4uL1tfVlpTWlJZVlpVWVldWVldXl75g9DJy/txDFiHnvlZw0u/3r/t1w/es3nf3j0SuUqiNvEVJqHawZObGCIpnkZtammCglukXLJWSFFzsRouWslCSmgwPhnMIYHZJCibCOeQECvJIsCo6E4ysp2C6qCiOsmodhS4AdZe29V8sL1+f2fjoYMvbm+rPcQhE+VCoUQkUShVGkO30ea0OD1Wp9vm6nG5enpczl6fx2LqxuGwbq/H7e2z9XgtTo+lx2twuLQWq8qg44sFRBIOh4NhUZ0YeDMW1oSF1SE6DqI66/CQFiK4mQJppUPaWNB2FqSdBW5nQTto4FZKZzMV0kpCdmCwnVhcFw7TicN0ICCNjUd2Pvvrnz9y/6bavdsUAqpRxXOaFdEhj9dtVMv5apnIaTX1unt8PT1Bf180PDQcDsaig2Op4cmp0Xgi7PN5FAoFiUTZv+9wcVFlaUkN8LJVWWlVVdW66up1P1TVycvL/++kk8lkkslkKBSq3/5g/QuPNb787JFd25745YMv7niByRYodRa+oluksfCUeqZIgsDjQS0gSFeLgEXolrE0AqKMiZDQYGIqlEcCc8kwLhm54gYYrehYMB0LJiPbCbAWAqwFBwd1th5oadjdUrv7yMs7Du96AQxqZBCJPBZHKpErlDqlzqQxWvVmu8FstzpdHo/X6bC7nHYqhfSLXzys1mjc3j6r02Pr8RkdXr3NpdKbJAoVh8/DYBBwaDse00lAt2Jg9Xh4HR5yBNV+GNlWh+9qYsA7WPBOWjuI0HAEvv/lzp07EIf2UNob2fAOGrIDi2rD4zqRMBCksw4FA+FQbVhUa2vD3ofv3fTUI/diIc08KlonYwd7LV6HTi5kdWsUTouxx27rdbv7A72Dg4FweCAaC44mo4mRYb/fJxKJMBj8k09sLSwoLy6qKiwoKy2pKiutrKysqalZv7K8Wr0NuApNQV5eQW5ubl5eLoDmL20P5uUVhEKhZDKZyWT+qXTOnDlz7NixFTqgl59o3fssaO+zLQd3gA7ufGnbMy/u2E4kkWQqnUJnFmvNfLmWL1WS6UwwBAzuaiPjEBIOWS9l60UMJZsgZ+HENIyAigH0sAgwOhbMxEMZOAgN00VGtuOhzZiuJhSkAdp1BNx+uLP5YOPBl0GH9qPBXWwqnccRSKRqpcas0NmUBpvOZDdanVany+FwulyOHpfj0MEDP/3JT1rb26x2l9Hq1HZbdSaHwdKj1JrEMiVPwMdiENCuFjIOwiRBSchGMqKehKgjIhpJyFYSopWBamfAWrFNh9p2bmvZsZXYcIjV1cyGtHLg7Vx0FwcLZmA6ychWLLQRCa6Hd9VDuxrgXQ3Q1trnn/rlg1s2EOHtQjpKJab47GqTWqQUc/Uqmctm8bgcXq/L3+8bDAVCwwPR2NDIyHAoNCiVymAw5OY77ikqrCguqirILy0rrSotqaysrK6pWQ9s56ymsxrN96Nz7NixM2fO/MPpvPvuuxcvXlyhk0qlwuEwHdXCQIGo8Hp85yFU6wFUWx3o8J49L21vBTVweQKZ2iTX2pQ6m0JjEojkFAoD3AlGQiAMIl7GZWpEbDWPyaeg2UQ4Z9WYBVQdKrqThGjDQUAAHXDn4bbm/a2N+5qP7O0CNVCxWAGbJxHI5Ipupdam1DtV3U6DxWl1us12h15vsNusGrWysaFux/Pb79i8mcXmdVsc3bYerdGpN/YoNWaZXCMWickELKyzmYTu5JBhTHw7C9dCxzTgkQ0YJAgLB1HRbWxsFxPeSumoZ3U1C5GdXHgbB9FGaq9H1e5httWLkB08VDuhsx7ZVouFgjCwlvamA5DWWlhb/Z7tzzz+wF0kZBOPBrFq+T0mpYhD0aukNpPBYbe4emy+3p7AgK8/7B8M+eOJcCIRV6lUR47Ul5ZUlhRXFRZUFOSXlpZUlhRXVFRUVVevA9wA782snDx8PzrhcDiVSq3QuXjx4rvvvvsPofPxxx+///77K3SOHz+ezWYBOmI2XsxAKtkoBQMup8EE+E4BCc4loSAttU11hzFYqkjarVDZpHKTXGmWyvQikYpGYSPACGhbJxYKYxEIAipeRMcKaGgeBckmwll4KBMPoWO7qOgOIrwVBwFhuhrhnbXtrfs72w5BO+q6WmoRHS1MElkqlCikarXarNY7FXqXythjsDi7rY5ui1Wr1RsMeiQC9vKunXW1tU889dSjj/1aqtQabW5tt0trcCk1ZoVCJ5XIaCQCpK2RhOoQMlACGkRA7WTimqjEVjIZjMO0kjHtTFwXE9nOhLWIsFAOrA3TeIAKBrGR7bi6ffAXtmJ376A2HmSBQXRYGx4MgrfVwtrqO5oOd7XUdoFqn3/60d/86m4KulHMQjm6pTIeTaeUGPUai8Vgd5h6PA6v390b9PkHvKHwQDw+rFSqtm59rqZ6Y2Xlxvy88vy8kpLiypLi8rKyyurqdat3Ar85VH0POtls9vjx4yt0+5PwQQAAGZRJREFU3n///Y8//viHpPPZZ5+tpnP27Nnjx4/Pzc2NjY1FIhEeE8elIQUMtJiJkbAwfCpCQEfzaBgJh0QnohAwGBaDJ5NoPJ5YruqWKgwylUmldYhlRg5PRWPK0FgmEUvEwMCwjhYsrAuPgBARYCISTIR3EGDteEgrDgzCdYGgHY2gloaWtmYwDILCYBlMjkiiksi1UpVRrrMpDC55t1tl8hgcPrXRqu02GvQaLoMEOrS7bu+OxgO7Du976dGH7t+3Z7daozEY7Xpjj1pvkyi7RTItk8tHodFIeAeHhpSx4GISSEJsFJBbmWQwFd9Jw3XQcB00TBsd1cbDgvmYLnTdPsjuFzgdzRoUTNXegn9pR8dzT5EaDlE6m7AdDYj2+q7mI+2Nh9rrD3Y2HAEdfPmZX96D7DhCQrZLeTQxlykTCg06vdlktlptTpezx9fj9XsCfl84OBALD0lFonvuvHvzxi3V5esK80uKCsuKCkpLiyuqq9dXVlaXlpWVlJYWFRcXFBbmFRTk5ud/M3NycnJzc3Jzc4ErS1cMfT1BBm7BzY9EImNjY3Nzc8ePHz979uxqOp999tkPQ+fLL79coXPlypU333zz3LlzJ06cmJ+fHx8fj0ajPCaWx8Ry6BgWDUUnI5hUJIuKYtNQbDqay8AyqRg6BUskoLAYJJVKEUnkUpVeobPJ9S6tNdDtHpYb+lg8FZ3Bw2CJUCgShcLCIPDOtg5wewekvR3a3gZrb4W1t3V1gbuQeBSZRefLBAqDWGMRay1SnU2mt8sMdoXRqTL3KE0uqcGmMdt0er2Ix+hq2NtxcDvk8PMdB7ZB6nZBQQd3PP3LXS9sk8tUeqNdoTMLld1irZUj15DZfCgcikV2iGgwNaNTSwVJiM18YieX2MUidNDxbRRcGw3XTkO2slHtLDAIe2g3avdL2Jdfou7bA/7N05AXnmO0NhKbazHNh6ENBxGtdbDm2rbDe5r2vQQ6sGvvjmda6/dT8SiVRCjm8ZQSuclgMZvsVqvD4XS6PG6PzxPo8w319SWGwiQMtqa8oqqkoqywtLigtKS4PD+3uKykasO6zRXl1WXlFd+FDnBF8godYEO5sLCwoKAgNzd3zZrbcnLyotHo+Pj4/Pz8iRMnzp079+abb165cmWFzpdffvlfpfPHP/5xhc7169evXLly6dKlc+fOvfLKKwsLC5OTk7FYjM/ACJhYIQsnZOEETCyfgeXR0VwamkNFsqlIDh3FYWCYVDSZACcT0Uw6hUKjsnkChc5osPboLW653iZSdss0JoXOIlZ28yRqnkTNESmYfBnr62TypFyxWqAy8hQGvsIg0pjkBqvKaFUbrGqDRW2waAxmjcGkMZiVeqNUIWcxKZC2uvqXt7bu3dq+99mOfVuhtS9CGnZ3Ne5/aesTL27fxmJyDN3WbqtLojbyZVquWE5hMLFoGAYC4uA7NWykkokQkyECMoRL6mIROxjETgaxg45poSFAXEy7ENvJ6KrH1O5GH9qJPbKL0nRACG2hNx9p2/Fs64vPoer2Y5tru47sadjz/JHd2/e9tLWj+QgBDRdymEIORyaSGvVms8lmtdodTmePx+X1uf0+71AgMBqNH9yzr6SguLykvLy0sqigtLioIi+/pKSkat36zRXlNaWllSXF5UWFpfn5xXl5hbm5BXm5hX+WeQXfkU4sFpucnFxYWHjllVfOnTt36dKlK1euXL9+fYXOH//4x+9P5z//8z9X6HzyySfXr1+/evXq5cuXX3vttZMnTy4uLk5NTSUSCQEDK6BjeFQUl4ri0dB8GppPxwgYWCETJ2LhhSyMkIUWsrFCDl7AInCZBAYNz6QTBUKOVC6RK2UWm8Xu8qj0FpnaqNBbRapukdok0lj4SjNfZeapLFyVlauy8tUWsdYi0dlkeqtUaxKrdDK1RqPTqzUalUqpVsqUcolSJmYxqQhoO7yjsathD6x+J6ppJwb0EqrxRVjdCx0Htzft/U1b7a59Lzy3/amnGFSqXmdUqgxKjYkvVvLFcgaThcei4Z2tJBRYxiLIGRgJFSWgIjgUGJsCYZPBXAqYhm0hIxvp2BYasomBbSEhGyjwOgakDrbnubbf/Krt6cdgO7aCX/hN1+7nOw/tbDqwY9+uZw/vfxEF7SBikRwmXSISyaWKbr3JbLRaLXan0+72OHy+nj6vJzw4KJdI795yV3FhSVVlTXlZVUFBSUlJRV5+SXFp1fqNWyoq1pUWV5QUlRcVlObnFeflFOauLczLKcrLvZH5uUX5eQU5ObnfhU4ikZiamlpcXDx58uRrr712+fLlq1evXr9+/ZNPPlmhAxj4u+l89dVXK3Q+//zzTz755IMPPrh27dpbb731+uuvnzp1anl5eXZ2NplMilgEPh0rYuJlPIqEQxKxCEImXsjEC1l4MYsg4eBELJSIhZbyCHIhWconi7gkAQcv5JI5TDydihYLGVaL0ef12Wx2sUTK5gn4IplYoZNqjBKNSayxiDQW4Y3hySTRGCVqvVStVag1CqVcLObLRFyZkCUTMGR8mpRLYZLgFHQniwCmoUBUWC0VcgjTvBPd9BKp6wD4yI6O2h2ddTvbjuwGHdi9e/vW1sYGBpWhUGiUKr1IohJLVWKJEoMhtLW2EZAQHhEhomHEDJyAjuFSEWwKnEOD04mdVEIbndyJRzei0Q0obAMB04TtONCx61n07u3kvS/hdu1o2/okaNtTrfteAB1+sfbgjo62OiwaymXRlAqZSqHq1hstJqvFZLXbbD1Om6fH5vHYB/t7vS7H4X17K0pKKsvKC/Lyc3Nyc9bmrlmbuzanoKS0oqKipriorLS4vKSotLCgOD+vMHdtfm5OfnFhSVFBcWF+UX5uYV5OQV5O3tq1OWvXrgVqD7AfCNzvX1hYmJ+fn5OTs3bt2tzcvGQyOTs7u7y8fOrUqddff/2tt966du3aBx988Mknn3z++ecrdL766qvvT+cPf/jD559//umnn3744Yfvvffe22+//cYbb5w+fRpYn4+Pj7+07Zk9L24D1R1AwzqIGBgFj2RR8Twmmc+iCjkUGZ8q51OkPLKQQ+AyMGwqkkvHiHkkiYAi4BC4TCyfjRPxyFI+QyZgSvksPofGpJGYDCqHw2Jz2CwOh8XhMjk8Fk/AFojYfAGbx2NzWSwWg8ehS0UsuZCpEjE0YoZOwtBKGCoRRSUkyXlYORslZcCldKiY0iUkdXBwrQw0iAyvJ0DqYM37Yc2HIKDDtfteOrh3JxjcKRAIZXKVSKoUSpQ8kZzBFhIJBDwKSsLA6AQUh4bjMwh8Bp5DQzMocCoRTCR0EIidOFI7Ct+MwTTh4Q0UcAOjpZbZVEupOwjf81Ln3hdbDrzYXLcbCmlEoyFUCkEiFui02m6D0aDrtpptLofL5bA7raYeu8nvc/g9NrWEj4eDIS1NzfWHD+ze+cK2rU889ui9d991911b7r5zS1VFRV5Obu7aNblr1+asWZOz5racNbflrl2bn5uXl5Pz9T+uyVmzZu3XkfN15OXlAffA5eTkrFmzBpg3j4+PAyvz06dPv/HGG2+//fZ777334Ycffvrpp59//vkf/vCHH4bOF198cdOu4NmzZ1955ZX5+fmpqanCgoK1a9bk5uSUlJRUV1Vt2rjx3p/97PHHHnvuued279rZ0dqEhHSScCg2nSTk0MV8hkzEVsq4CglLyCXzWAQxnyLl0+R8ulLEUopYMj5DyCaLuFSpgCnlMyV8plTAlApYQh6Dw6Zy2FQOi8JmEtkMPI9JEHNIEi5JxiMreGQFj6wSUPQymlZCVYtIKiFByccreDgpGyNmoURMpIAO59NgPCqUTQZzKFAOBc6mIqlEWGdbAxTSTiLhmVwOXyITydVihYbNF1OZLAaTSaVSCDgMBgHFIWBULJJCQFCJcBIRiiOAMbgOFKYFjWzGIppxEBChs4nQ3oRsOgKuOwhvqUd1gdDQNiIBKRCyZXKJVqvp7jYZu83depPD5nRYbHazscdm9jjMXke3nEdloMFMLIRPxUhYRB4FLaQTRCwyFY8goiAYWAektalu/56Xnt+67dknH3/kwfvu3nzHhqqqsqLcNf+ee9v/yfnp/1rz7//20//zbz/53//205/+ZO3atflff5AGoAN8cTg3Nxf4r/z8gqmpqfn5+VdeeeXs2bM37Qd+8cUXPwCd//t//+8KndWLrPPnz586dWppaSmdTheWVeYXl+UXl+UVld6WW7gmr2htfvHa/KLbcgtuy8kvLCgtLS6vrqy5c/Ndjzz08NO//vX+3btammrh0FYCFsqi42RitkzCk0kEapVEp5FrVBKVXKCQcBVitlLEVIoYSiFdJaSrhHSFgCwXkGQ8koRLlHAJIhaOR0MJGFgBEytk4cVsgoSNl3IwEi5GysNJeHgJnyAREKUCikxIkQnIUj5JyidJ+UQeE8FhQHlMBIMCJmDbKSQojYrCExBINBSFRZFodI5IzFNo+BqDRGuSqQ0isYJF59AJFDoWT8IgsQgwAtoGgbTAIM0YMAgNASGhzUhoCxzWAoW1dnU1d3W14HEIBo3AZVKlYr5Gq9LotTqDobvbbDJZLSaHzWS3dpscJqPbbrYYFCI2iQxrJnYcIXfV0WBNNHgzFd5MR7TSUe0MTBeHABdQMSIGnk/HsWlYJhVDIyJIOCgRC8Eg2tubDzcceXnXC888+fgDD9x7+5bb11VUlBUWFq1Zs+bf//0nP/nJT9esWZuTk1NYWFhUVJSTm7t2bU5+QUFBQWE6nV5aWjp16tT58+dXL69W6ABz5L+PDhArdFa2dlamO5cvX37jjTeAjcH5+fm80uq8kurc4qq1hRVrCyrWFlbkFFbkFlXll9QUlKwrLKwuKqwuKqwsyC/PzS1ac1v+T3+yNi+3oKysfH3Nuru3bHnowYeefOqZ32x/YeeevfUgEByFIFPIHDZLJOTJpQK1QqyWCxVirkrM0orpahFVJaDI+WQZlyRhE/gMDJ+J5TOxAjZexCGKOQQhAyFkIoRMJI+J4rEwXBaOToZTiVAqEUIjQukUGJMG53PQfDaKzYCxaFAuEyng4Fk0FIUEJ+JhWAwUhYYhMQgcjUbmC2l8MVesUGu6nTa30+LSK3VqqULEFzAZDDKFRCLgaTgsjYAlk/BkKoFIJ5FYVDqfzeRzxAqpQqWQy+QqlVKlUSrVCo1GZdBpLSaT02pzmExui9FhVKuEdDYJxsR1sTAtXHSzEN8mwLdx0CA6vIEKrSdD6kiQekJXHaGzjtBVh4c24hDNBHQrGddBI4IZJCibhhBycHwWhkNHMikwBglCwoFbWxvqG2r37du9fdvWxx9/9MEH71+3rqqqqrysrCgn57af/uR/r1nz0zVrbpufnwc2A994443Lly+vTHRu2tT56quvVqv4rnS++uqrlfX5ynQHGLMuXrx4/vz5V1999ejRowXF6/MLavIKqnPzq/MKavIK1+UXrisoXl9YsqG4ZFNl+ZbK8s3lpbeXlGwsLlpfULCusGhjcekdpeV3llfdU171s/Kqn1Wtu7e0cvPagqrbcssLStZXb7h7y90P3vvAY488/vRzz+86eKSprQuGQKDwaDgFh2SScTwmRcxjSAVMCZ8p4tEFXLKQSxLyyCIuSchAy3kEOY8gZKD4dKSQheFQYQwSmIbvoOLbGeQuDg3GpsC5NBSfgREwsCI2XsIhidgEERsv5hBlPLJCSJMJqHIJRyoRcLlMLo8lk0m6jUaTxarRGRUqg1iuFUg1ArlOKNOJZVqJXCdR6GUqg0xtkKsNUpVOptLJ1XqlzqA2GHUGg16v7tYpTTqlWSe36qQ2nVgjIMsYSAGpnYtt5GIahIQmPr6Ri2vk4Rq5uCYuDsTFgThYEBsDYqFADEQTDVZPgdQSwEewkFostBYLqcXB6nCwOjy8/sYPWD0eXo+H1+MRjXhsB5kEZ9AxTDqGRkWRCNDO9lpQ477DB198cceTT/zq5w89sGXjpsqjR4+++uqr58+fv3jxIjBarUx0VlbmgIG/m863TndWdncuX7584cKFM2fOnDx5sqBofV5BDZD5hesKitYXFm8oKtlYVLKpuHRTZcXmyvLNleWby8s2l5ZuLim7o6zizvLKeyqq76ta/0DNxodq7vhFRc39FdX3Va+/v3r9zytq7i2tvLOwdFNu0fqcwpqcwur8kvXF5ZvKqzasW7d+yx13/Pz++x5/7JfPPvPUC88/d/DA3qbGWii0A49HUMgYBgUjYhE1YpZOypHzqUIGTsDASjgEERsnYGK4dBSHhuDQkFwqikdF8+kYYPtAzCaIWHjgh5RLkvMpCgFVIWYopVy1nK9WCOVyoVjMl8klSrVaLFPwhRIuX8IRyPhipUSukUrVYolKJFIIhFKBUCKWyMRSmUQqk8ikUrlMLpMppSKtXGRQS7RyrpRL4lJgLFw7B9fKx7fw8U1cTB0beYiJOsxC17LQR1joOha6HvjLRDUwEI0MRCMd3kCHN1ARDVRUEwXVREGDqGgQFdNMRYPIyEYivB4HrcV0HUJ1HIC1H+gA7Qe3HUF0NaJhzWgoCA0FkbCdRHQHFt6CgjQhwI0IcCO4q/7kyZNnzpy5cOHC5cuXV3Z0vnWi8/3prIxZq9dZ77zzzqVLl15//fXTp0+v0MkvXAegKS7dVFy6qaT8jtLyOyoqNldWbqmqvKuq8q6q6nuqau6t2XB/zYYHajY+WL3poZrbH67Z9EjNpkerNz5Suf6h8nUPVqx/sGrjQ2U195VU/axi/X0V6+4tqtySU7Qhp6CyoLCisLCisKi8sLi8qKS8oKgkJ68gL7+gqKS0al3N5jvvvO/en/36kYd3bXu26dB+REcrnYCWcOlSHl3MoYrYZD4Dz6VhODQ0l4bm0dB8OgbgIuEQAT2r6ShFNIWYphDSFSKGQsJWyrhalVivkWtUUrVSqlHK9RpNt06n1+n1Gq1OrdGolGqlQqWQSkR8sZArEnKEApaAzxDyGHIxR6sQmrUSq1bcreCqhVSdhKIVEhRMuIjYzsM2stF1HGw9F9fAxTVwbxSeJiaqngavpcHq6fAGJrKJhQIxUCDa10lHNzMwLQxMCxPbSse0UJFNJHgDAVKLA9ehO+qw4Ebg+Thkex2s5TCi9QiyrRbZXodoq4U1HwI3Hmip33369OnXX3/90qVL77zzzuq11U2j1Xel862TZYDOTYXn2rVrb7/99sWLFwE9J0+eXF5enp+fT6fTU1NTY2NjwOfdY7FYNBqNRCLhcDgcDodCoVAoNHQr/gEBtC3QzpFIJBqNxmKxRCKRTCaBd6vT6fT8/Pzy8vLJkycBNxcvXnz77bevXbt2U8kB6PyVCfJ3pQOMWcBhFlB4Pvroo/fff//q1asres6ePfvqq6+eOHECAJTJZGZnZ6enp4EPPK18zPKm73jfih8kVrdqKpUCWntiYmJycnJ6enp2djaTyQBoTpw48eqrr549e3bFzdWrV99///2PPvpoZZbzH//xH39zWf436Px/3zjM+sMf/rCy1Prwww9X9Lz55psXLlw4f/78mTNnTp06deLEiWPHji0vLy8uLi4sLMzNzWWz2Ww2m8lk0rfiHxyZTAZo7bm5uYWFhcXFxeXl5WPHjp04ceLUqVNnzpw5f/78hQsX3nzzzRU3H3744crCCpjlfPPo6u+m880Zz5dffvnFF1+s1nPt2rV33333rbfeunjx4oULF1577bWzZ8+ePn361KlTr7766smTJ0+cOHHixInjx48fP3782Ko4eit+oFjdqkA7A21+8uTJV1999dSpU6dPnz579uxrr7124cKFixcvvvXWW+++++61a9dWu/niiy9Wn5b/9VnOX6TzN4etFT0fffTR9evX33vvvatXr77zzjtvvfXWpUuXfvvb3164cOH1119/7bXXzp8/f+7cubNnz549e/bMn8fpW/EDxU0NC7T2uXPnzp8//9prr73++usXLlz47W9/e+nSpbfeeuudd965evXqe++9d/369Y8++ugmN99xqPpOdG4qPDfp+fTTTz/++OMPP/wQAHTt2rUrV64Ahi5fvnzp0qU333zzzTffvHjx4sWLF397K/4pAbQ20PKXLl26fPkyIObKlSvXrl0D0Hz44Ycff/zxp59+epObby05/yU636oHWK7//ve//+STTwBAH3zwwfvvv/+73/3u2rVrV69evXr16pUrV95999133333nVvxTwygza9cuQL0wrVr1373u9+9//77H3zwAYDmk08++f3vfw8sxb/VzQ9D5y/pAWbNX3zxBQDo008/BQx99NFHAKPr169fv379/a/jd7finxIrDQ60P8Dlo48+AsR8+umnAJovvvgCmBf/dTffh85f1/OtgD777LPPPvtshREgaSU+uhX/lFjd5kAvAFyA3vlWNN/Dzd+g85f0rC4/K4CAIQxgBEhawXRT/P5W/APiW5sa6AWgR4De+fLLL1fQrC42f6+bv03nr+u5qQIBhoD48uv4f2/Ff1OsdMFKpwB9tLrSfG8334nOTXpuAvRNQyvxH7fiRxCre+SbYr4VzXdx813p/CU932potaRb8WOI1f1yk5jv7ebvoPM3Aa029M34z1vxT4y/0hE3ddn3Q/N96HwroG9ldCt+tPGt3fc9GHwfOn8F0C1SP574jh30vQF8fzp/r6Fb8aOK/3q//wB0vjX+u1vmVvwp/kFd/I+icyv+x8ctOrfie8YtOrfie8YtOrfie8b/D1mx0cpz08ViAAAAAElFTkSuQmCC" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 137.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">untuk
menutup media atau botol kultur agar tidak terkontaminasi oleh cendawan,
terkadang juga digunakan untuk penutup parsel atau buah-buahan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
</tr>
<tr style="height: 177.2pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 177.2pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 177.2pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Cawan Petridish</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 177.2pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<img alt="" 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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 177.2pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">sebagai
media perkembangan mikroorganisme</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
</tr>
<tr style="height: 121.0pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 121.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 121.0pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Laminar Air Flow</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 121.0pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 121.0pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">untuk
menanam eksplan ke dalam botol dalam kondisi steril atau melakukan sub kultur
yang dilengkapi dengan <i>blower</i> dan lampu UV</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
</tr>
<tr style="height: 116.5pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 116.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 116.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Autoclave </span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 116.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<img alt="" 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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 116.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">untuk mensterilkan
media, baik media agar atau pun media cair. Juga dapat digunakan untuk
sterilisasi tanah atau kompos yang akan digunakan untuk media tanaman.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">6</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hotplate </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">untuk
homogen dan juga untuk pemanas. <span class="fullpost">Hot plate juga merupakan
alat untuk mencampur dan memasak media kultur.Hot plate digunakan untuk
memasak segala macam bahan nutrisi dengan melibatkan pengaduk dan pemanas.</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 25.5pt;" valign="top" width="34"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">7</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.45pt;" valign="top" width="105"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Oven </span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.95pt;" valign="top" width="187"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 163.8pt;" valign="top" width="218"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Digunakan
untuk sterilisasi botol kultur, gunting, pinset, pisau, dan lain sebagainya
yang digunakan dalam kultur jaringan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 113.4pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 113.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 26.55pt;" valign="top" width="35"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">8</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 113.4pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 76.75pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Shaker</span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 113.4pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 145.8pt;" valign="top" width="194"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
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" /></td>
<td style="border-left: none; border: solid black 1.0pt; height: 113.4pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 158.6pt;" valign="top" width="211"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">mesin pengguncang, yang
digunakan dalam proses perbanyakan sel atau pertumbuhan PLB (Protocrm Likes
Body) dalam kegiatan kultur jaringan, setelah dilakukan inokulasi eksplan.</span></div>
</td>
</tr>
<tr style="height: 119.3pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 119.3pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 26.55pt;" valign="top" width="35"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">9</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 119.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 76.75pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pinset</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 119.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 145.8pt;" valign="top" width="194"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
<img alt="" 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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 119.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 158.6pt;" valign="top" width="211"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Untuk mengambil eksplan</span></div>
</td>
</tr>
<tr style="height: 134.5pt; mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 134.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 26.55pt;" valign="top" width="35"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">10</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 134.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 76.75pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Gelas Ukur</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 134.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 145.8pt;" valign="top" width="194"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
<img alt="" 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" /></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 134.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 158.6pt;" valign="top" width="211"><div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Untuk menuangkan atau
mempersiapkan bahan kimia dan aquades dalam pembuatan media.</span></div>
</td>
</tr>
</tbody></table>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: .25in; mso-add-space: auto; mso-list: l2 level2 lfo2; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">4.2.</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Pembahasan</span></b></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Alat – alat yang
digunakan dalam kegiatan kultur jaringan terdiri atas: botol kultur, wrapping
plastik, cawan petridish, laminari air flow, autoclave, aluminium foil, hot
plate, oven, rak kultur, dan planlet.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Botol kultur merupakan tempat
untuk menkulturkan atau menanam eksplan. Pada umumnya dalam budidaya jaringan
yang biasa digunakan sebagai penutup botol kultur adalah aluminium foil.
Aluminium foil dipotong persegi dan ukuran potongan aluminium foil dibuat
sedemikian rupa sehingga aluminium foil tersebut menutupi bagian terbuka dari
botol kultur sampai 2 inchi ke ba</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">wah pada tepi botol kultur atau wadah lainnya.
Dan untuk lebih merapatkan penutupan dapat dipakai karet gelang. Aluminium foil
tahan panas sehingga pada saat pembuatan media setelah media dimasukkan ke
dalam botol dan kemudian disterilkan dengan menggunakan autoclaf maka dengan
aluminium foil ini tidak masalah karena aluminium foil sifatnya tahan panas ( </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wetherel, D. F. 1982 ).</span><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wrapping plastik adalah suatu
alat yang berfungsi untuk menutup media atau botol kultur agar tidak
terkontaminasi oleh cendawan, terkadang juga digunakan untuk penutup parsel
atau buah-buahan. Dengan adanya plastik ini media akan bebas dari serangan
cendawan (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Suryowinoto, 1991 ).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Cawan petridish adalah
sebuah wadah yang bentuknya bundar dan terbuat dari </span><a href="http://id.wikipedia.org/wiki/Plastik"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">plastik</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
atau </span><a href="http://id.wikipedia.org/wiki/Kaca"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">kaca</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
yang digunakan untuk membiakkan </span><a href="http://id.wikipedia.org/wiki/Sel" title="Sel"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">sel</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">. Cawan
Petridish selalu berpasangan, yang
ukurannya agak kecil sebagai wadah dan yang lebih besar merupakan tutupnya.
Alat ini digunakan sebagai wadah untuk penyelidikan </span><a href="http://id.wikipedia.org/w/index.php?title=Tropi&action=edit&redlink=1" title="Tropi (halaman belum tersedia)"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">tropi</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
dan juga untuk mengkultur </span><a href="http://id.wikipedia.org/wiki/Bakteri"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">bakteri</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">,
</span><a href="http://id.wikipedia.org/wiki/Khamir"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">khamir</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">,
</span><a href="http://id.wikipedia.org/wiki/Spora"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">spora</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">,
atau </span><a href="http://id.wikipedia.org/wiki/Biji"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">biji</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">-bijian.
Cawan Petridish plastik dapat dimusnahkan setelah sekali pakai untuk kultur
bakteri. Cawan Petridish plastik dapat dimusnahkan setelah sekali pakai untuk
kultur bakteri, terbuat dari kaca atau plastik yang berbentuk silider, yang
digunakanuntuk membiakan bakteri. Selain itu fungsi dari cawan petridish adalah
sebagai media perkembangan mikroorganisme (</span><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hallmann, 2001</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> ).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Laminar air flow adalah suatu
alat yang digunakan dalam pekerjaan : persiapan bahan tanaman, penanaman, dan
pemindahan tanaman dari sutu botol ke botol yang lain dalam kultur jaringan.
Alat ini disebut Laminar Air Flow Cabinet, karena meniupkan udara steril secara
kontinue melewati tempat kerja sehingga tempat kerja bebas dari, debu dan
spora-spora yang mungkin jatuh kedalam media, waktu pelaksanaan penanaman.
Aliran udara berasal dari udara ruangan yang ditarik ke dalam alat melalui
filter pertama, yang kemudian ditiupkan keluar melalui filter yang sangat halus
disebut HEPA (High efficiency Particulate Air FilterI), dengan menggunakan
blower. Fungsi laminar air flow iniI untuk menanam eksplan ke dalam botol dalam
kondisi steril atau melakukan sub kultur yang dilengkapi dengan <i>blower</i>
dan lampu UV ( </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Wetherel, D. F. 1982 ).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Autoclave adalah salah satu
jenis pressure vessel yang berfungsi untuk menampung udara panas
bertekanan.Autoclave digunakan untuk mensterilkan alat-alat bioteknologi
seperti <i>tip</i>, <i>e-tube</i>, <i>mortar pestle</i>,
dan lain-lain. Selain itu alat ini juga digunakan untuk mensterilkan
media, baik media agar atau pun media cair. Juga dapat digunakan untuk
sterilisasi tanah atau kompos yang akan digunakan untuk media tanaman. Pada umumnya, tangki ini terdiri dari bagian
bodi shell yaitu bagian silinder dari tangki, bagian tutup heads yang merupakan
penutup tangki, dan nozzle yang merupakan sebuah pipa yang menjadi jalur masuk
dan keluarnya fliuda (</span><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hallmann, 2001</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Aluminium foil adalah
lembaran aluminium tipis yang dapat dipakai untuk berbagai macam aplikasi
memasak ataupun lainnya. Salah satu keuntungan dari menggunakan aluminium foil
adalah karena sifatnya yang dapat digunakan kembali hingga beberapa kali. emula
aluminium foil lebih banyak dipakai sebagai penahan tampias atau kebocoran atap
dari hujan. Tapi, kemudian dikembangkan juga sekaligus sebagai penepis panas.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hotplate adalah suatu
alat yang berfungsi untuk homogen dan juga untuk pemanas.<span class="fullpost">Hotplate
juga merupakan alat untuk mencampur dan memasak media kultur.Hotplate digunakan
untuk memasak segala macam bahan nutrisi dengan melibatkan pengaduk dan
pemanas.Pengadukan dan pemanas yang dihasilkan oleh alat ini bersumber pada
energi listrik. Besarnya kecepatan pengaduk dan pemanasan dapat diatur
berdasarkan keperluan(</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Suryowinoto,1991).
</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">O</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">ven adalah </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">salah
satu mesin yang digunakan sebagai mesin pengering berbagai komoditas bahan,
dilengkapi dengan alat kontrol suhu otomatis, sehingga suhu pengeringan dapat
diatur dan dikendalikan secara otomatis.Rangka mesin pengering terbuat dari
plat besi kotak sedangkan seluruh body dibuat dari plat stainless steel food
grade (khusus makanan) yang difinishing sehingga mengkilap dan elegan. Mesin oven
kapasitas minidigunakan sebagai mesin pengering, pemanas, pengembang aneka
produk pertanian dan makanan Anda. Beberapa komoditas yang dapat dikeringkan
dengan mesin bisnis ini antara lain: sale pisang, ikan, </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">dan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">tanaman obat <span class="fullpost">(</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anonim,
2011 ).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">R</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">ak kultur adalah tempat yang
bersusun biasanya digunakan sebagai tempat planlet atau hasil kultur. Rak
kultur dalam suatu laboratorium dipisahkan agar mengurangi terkontaminasinya
bakteri atau jamur dengan media. Rak kultur biasanya disimpan berjajar dengan
rak–rak yang lainnya agar mudah mengamati media yang dikultur (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">A</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">nonim, 2011). </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify; text-indent: 28.35pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">P</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">lanlet adalah bibit hasil
perbanyakan secara generatif. Biasanya planlet di tempatkan pada botol kultur .
Planletsering di jumpaidilaboratorium. Planlet berfungsi sebagai media
penelitian khususnya dibidang pertanian (</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">A</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">nonim, 2011).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">BAB V</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">PENUTUP</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5.1. Kesimpulan</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berdasarkan
pembahasan dapat disimpulkan bahwa alat – alat yang digunakan dalam kultur
jaringan beserta fungsinya yaitu : botol kultur untuk menyimpan media, </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">cawan petridish untuk tempat planlet yang telah
di potong-potong, wrapping plastic untuk menutup botol kultur, autoclave untuk
sterilisasi basah, hotplate untuk homogen dan pemanasan, laminar air flow untuk
penanaman, dan oven untuk sterilisasi alat-alat laboratorium seperti botol
kultur, gunting, pinset, pisau dan lain-lain.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">5.2.
Saran</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dengan adanya praktikum pengenalan alat-alat
yang digunakan dalam penelitian kultur jaringan, diharapkan cara atau metode
yang dilakukan dalam memperkenalkan alat yang ada di laboratorium lebih
ditingkatkan dan tidak terlalu terburu-buru dalam penjelasan.</span></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">DAFTAR
PUSTAKA</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 49.5pt; text-align: justify; text-indent: -49.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Anonim,
2011.<i style="mso-bidi-font-style: normal;">Pengenalan Alat Laboratorium
Bioteknologi</i>. Fakultas Pertanian.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Universitas
Hasanuddin.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Hallmann, 2001.</span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Manfaat Teknik Kultur Jaringan Pada
Tanaman.</span></i><span lang="IN" style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Arial","sans-serif";">Hendra, T. 2007. <i style="mso-bidi-font-style: normal;">Kultur Jaringan</i>.
http://lelos66.blog.friendster.com.htm. Diakses</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "Arial","sans-serif";">pada
tanggal 12 Maret 2011.</span><span lang="IN" style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.65pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -49.65pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Suryowinoto,
1991.<i style="mso-bidi-font-style: normal;">Kultur jaringan</i>.</span><a href="http://mail.uns.ac.id/%7Esubagiya/struktur"><span lang="IN" style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">http://mail.uns.ac.id/~subagiya/struktur</span></a><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoBodyText" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.65pt; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: -13.65pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Diakses pada tanggal 13 Maret 2012</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Wetherel,
D.F. 2008. <i>Propagasi Tanaman Secara In Vitro</i>. Avery Publishing</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Group Inc. New Jersey.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt; text-align: justify; text-indent: -21.3pt;">
<span class="fullpost"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Suryo. 1992. <i>Genetika</i>.
Gadjah Mada University Press. Jakarta.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Yuwono Triwibowo, 2008.
Bioteknologi Pertanian. Gadjah Mada University Press.Yogyakarta</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Barahima Abbas, 2011. Prinsip Dasar Teknik Kultur
Jaringan. Alfabeta. Bandung.</span></div>
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<br /></div>
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<br /></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-13650177601109186082012-03-05T07:26:00.002-08:002012-03-28T06:58:31.328-07:00Partikel Density<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-family: "Times New Roman","serif"; font-size: 21pt; line-height: 150%;">LAPORAN PARTIKEL DENSITY</span></b></div>
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<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">I.
PENDAHULUAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">1.1 Latar Belakang</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Salah satu cara mengutarakan berat tanah
adalah yang disebut dengan Partikel Density. Partikel Density didefinisikan
sebagai berat suatu volume kepadatan tanah. Jelasnya yang dimaksud dengan tanah
disini adalah volume tanah saja, jadi tidak termasuk volume ruang-ruang yang
terdapat diantara partikel tanah.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Partikel density
dinyatakan dalam berat volume tanah. Pada umumnya kisaran partikel density pada
tanah mineral kecil adalah 2,6 – 2,93 gr/cm<sup>3</sup>. Hal ini disebabkan
mineral kuarsa dan silikakoloidal yang merupakan komponen tanah sekitar angka
tersebut.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Besarnya ukuran dan
cara teraturnya partikel tanah tidak terpengaruh kepada partikel density, akan
tetapi kandungan bahan organik memberi pengaruh pada partikel density. Ini
salah satu penyebab tanah lapisan atas mempunyai nilai partikel density yang
lebih rendah jika dibandingkan dengan lapisan bawahnya karena lapisan atas
mempunyai kandungan bahan organik yang banyak. Faktor-faktor yang mempengaruhi
partikel density adalah bulk density yang secara tidak langsung berhubungan
dengan kandungan bahan organik tanah, tekstur, dan struktur tanah.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Kecepatan zarah tanah
dapat ditentukan dengan memperhatikan partikel tanah, jadi kecepatan partikel
tanah yaitu konstan dan tidak bervariasi dengan jumlah antara partikel tanah.
Kerapatan tanah dapat ditentukan dengan</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">menunjukkan
partikel tanah. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berdasarkan uraian
diatas, maka perlu dilakukan percobaan mengenai partikel density agar kita
mengetahui tentang partikel density pada tiap-tiap lapisan tanah.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">1.2 Tujuan dan Kegunaan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Tujuan diadakannya praktikum tentang
partikel density adalah untuk mengetahui tingkat partikel density yang
mengutarakan tentang berat tanah.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Kegunaan diadakannya
praktikum tentang partikel density adalah untuk mengetahui tinggi atau
rendahnya tingkat partikel density pada tanah untuk disesuaikan dengan keadaan
dan pertumbuhan tanaman.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">II.
TINJAUAN PUSTAKA</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">2.1 Particle Density</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Partikel density adalah berat tanah
kering persatuan volume partikel-partikel tanah (jadi tidak termasuk pori-pori
tanah). Tanah mineral mempunyai partikel density yaitu 2,65 gr/cm<sup>3</sup>.
Dengan mengetahui besarnya nilai partikel density dan bulk density, maka dapat
dihitung banyaknya persentase (%) pori-pori tanah. Kandungan bahan organik
memberikan pengaruh pada partikel density (Hardjowigeno, 2003).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Untuk menentukan
kepadatan partikel tanah, pertimbangan hanya diberikan untuk partikel yang
kuat. Oleh karena itu, kerapatan partikel setiap tanah merupakan suatu tetapan
dan tidak bervariasi menurut jumlah ruang partikel. Hal ini didefinisikan
sebagai massa tiap unit volume partikel tanah dan sering kali dinyatakan dalam
gram/cm<sup>3</sup>. Untuk kebanyakan tanah mineral kerapatan partikelnya
rata-rata sekitar 2,6 gram/cm<sup>3</sup> (Foth, 1994).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Kerapatan partikel
(bobot partikel) adalah bobot massa partikel padat persatuan volume tanah,
biasanya tanah memiliki kerapatan partikel 2,6 gr/cm<sup>3</sup>. Kerapatan
partikel erat hubungannya dengan kerapatan massa. Hubungan kerapatan partikel
dan kerapatan massa dapat menentukan pori-pori pada tanah (Hanafiah, 2006).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Partikel density
dinyatakan dalam berat (gram tanah persatuan volume cm3) tanah. Jadi bila 1 cm3
padatan tanah beratnya 2,6 gram, maka partikel density tanah tersebut adalah
2,6 gr/cm3 (Pairunan,1985).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Pada umumnya kisaran
partikel density tanah – tanah mineral kecil adalah 2,6-2,93 gr/cm3. Hal ini
disebabkan mineral kwarsa, feldspart dan silikat koloida yang merupakan
komponen tanah sekitar angka tersebut. Jika dalam tanah terdapat mineral –
mineral berat sepereti magneti</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">k</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">,
garmet, sirkom, tourmaline dan hornblende, partikel density dapat melebihi 2,75
gr/cm3. besar ukuran dan cara teraturnya partikel tanah tidak dapat berpengaru
dengan partaken density. Ini salah satu pebnyebab tanah lapisan atas mempunyai
nilai partikel density yang lebih rendah dibandingkan dengan lapisan
bawahnya.karena banyak mengandung bahan organi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">k</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> ( Hakim, 1986).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 250%; margin: 12pt 0cm 0.0001pt; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;"> </span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">2.2 Faktor-faktor yang mempengaruhi particle
density</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Faktor- faktor yang mempengaruhi
Partikel density adalah BD dan bahan organic, semakin tinggi BD (bulk density)
tanah dan bahan organic tanah maka partikel density dalam tanah tersebut akan
semakin rendah. Begitu pula sebaliknya</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">(Hardjowigeno,
1992).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">2.</span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;"> Pengaruh
Particle Density Terhadap Tanaman</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Jika particle
density suatu lahan rendah, maka tanah tersebut kurang baik untuk dijadikan
media tanam, sebaliknya jika nilai particle density nya tinggi, maka bagus
untuk dijadikan suatu media tanam bagi produktivitas tanaman</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">.
Bahan organik memiliki berat yang lebih kecil dari berat benda padat tanah
mineral yang lain dalam volume yang sama, jumlah bahan organik dalam tanah
jelas mempengaruhi kerapatan butir. Akibatnya tanah permukaan biasanya
kerapatan butirnya lebih kecil dari sub soil (Hardjowigeno, 1992).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">III.
METODOLOGI</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3.1 Waktu dan Tempat</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Praktikum Particle Density dilaksanakan
pada hari </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">kamis</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">,
2</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">8</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> Oktober 2011
pada pukul </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">15</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">.00
WITA – selesai, di Laboratorium Kimia Tanah, Jurusan Ilmu Tanah, Fakultas
Pertanian, Universitas Hasanuddin, Makassar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3.2 Alat dan Bahan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Alat-alat yang digunakan pada praktikum
Partikel Density ini adalah gelas ukur dan pengaduk.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Bahan-bahan yang
digunakan pada praktikum Partikel Density ini adalah sampel tanah, tisuue,
akuades dan air pembilas.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3.3 Prosedur Kerja</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Masukkan tanah hasil analisa bulk
density sebanyak 40 gram kedalam gelas ukur 100 ml yang telah diberi air
sebanyak 50 ml dan aduk dengan baik untuk melepaskan udaranya.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Membilas gelas pengaduk pada dinding
silinder dengan jumlah air (kurang lebih 10 ml).</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">3.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Membiarkan campuran selama 5 menit untuk
melepaskan udaranya dan catat volume air dalam gelas ukur, ingat bahwa pada
tanah terdapat udara dan air.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 49.65pt; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">4.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Menghitung Partikel Densitynya</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 49.65pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">PD = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 10.5pt;"><img height="33" src="file:///C:/DOCUME%7E1/ARUN-1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.gif" width="138" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> gr/cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 49.65pt; text-align: justify; text-indent: -21.3pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">S</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Vol
partikel padat = (Vol air dan tanah)–(Vol gelas ukur+Vol air
pembilas) cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">IV.
HASIL DAN PEMBAHASAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">4.1 Hasil</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berdasarkan
pengamatan yang dilakukan, maka diperoleh data dalam bentuk tabel sebagai
berikut :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<b>Tabel 4.</b> Hasil Pengamatan
particle Density<span lang="SV">:</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; margin-left: 5.4pt;">
<tbody>
<tr style="height: 21.05pt;">
<td style="border: 1pt solid windowtext; height: 21.05pt; padding: 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="SV">Tanah Vertisol</span></div>
</td>
<td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 21.05pt; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="SV">Particle Density (gr/
cm<sup>3)</sup></span></div>
</td>
</tr>
<tr style="height: 30.25pt;">
<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 30.25pt; padding: 0cm 5.4pt; width: 155.8pt;" valign="top" width="208"><div align="center" class="MsoNormal" style="text-align: center;">
<span lang="SV">Lapisan I</span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 30.25pt; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: center;">
<span lang="SV">4 gr/cm<sup>3</sup></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 200%;">
<i>Sumber
: Data Primer diolah, 2011</i><i><span lang="IN"></span></i></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">4.2 Pembahasan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Pada tabel di
atas, nilai particle density ialah 4</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> gr/cm<sup>3</sup></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">,</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">dimana dikarenakan tanah ini cukup banyak mengandung
bahan organik.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Hal ini sesuai dengan pendapat Foth H.D. (1998) bahwa </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">k</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">erapatan partikel dipengaruhi oleh kandungan bahan
organik dan tekstur tanah, tanah dengan kandungan bahan organik tinggi
mempunyai partikel density (kerapatan jenis) yang lebih rendah.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Bahan organik dikatakan
menjadi faktor penting karena pada lapisan </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">vertisol</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> mempunyai bahan organik yang
tinggi tetapi bahan organik tersebut mengalami pencucian oleh air hujan maka
secara otomatis bahan organik tersebut bergerak ke lapisan di bawahnya sehingga
bahan organik menjadi berkurang dan Particle Density-nya pun menjadi rendah.
Hal ini sesuai pendapat Hardjowigeno (2003), bahwa lapisan atas mengalami
pencucian oleh air hujan dimana bahan organiknya menjadi rendah maka Particle
Density-nya pun ikut menjadi rendah</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 1cm;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">V.
KESIMPULAN DAN SARAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">5.1 Kesimpulan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berdasarkan hasil pengamatan Partikel Density
pada tanah kering oven dapat disimpulkan :</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 1cm; text-align: justify; text-indent: -1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Tanah tersebut memiliki partikel density
sebesar </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">4</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">
gr/cm<sup>3</sup>, sehingga dapat disimpulkan bahwa tanah jenis ini memilliki
banyak mineral kecil seperti mineral kwarsa, feldspart dan silikat koloida.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 1cm; text-align: justify; text-indent: -1cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> Faktor- faktor yang mempengaruhi partikel
density adalah bulk density secara tidak langsung berhubungan dengan kandungan
bahan organik, tekstur dan struktur tanah.</span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0.0001pt 1cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">5.2 Saran</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">U</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">ntuk kelancaran praktikum selanjutnya, </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">sebaiknya
</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">bahan dan alat praktikum harus tersedia </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">l</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">engkap .</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> Dengan adanya ketersedian bahan dan
alat praktikum yang lengkap, akan mempermudah dan membantu para praktikan dalam
melakukan percobaan.</span></div>
<div class="MsoNormal" style="line-height: 200%;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">LAMPIRAN</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Perhitungan nilai Particle
density</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Nilai Particle density pada tanah lapisan I tanah Vertisol.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Dik: </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berat tanah kering oven = 40 gram</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Volume dalam gelas ukur = 50 cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Volume air dan tanah = 70 cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Volume air pembilas = 10 cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Volume tanah = 70 – (50+10) = 10<sup> </sup>cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Dit : BD.....???</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Peny :</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 34.2pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> Berat Tanah Kering Oven </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 34.2pt;">
<span style="height: 2px; left: 0px; margin-left: 95px; margin-top: 9px; position: absolute; width: 264px; z-index: 251661312;"><img height="2" src="file:///C:/DOCUME%7E1/ARUN-1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image003.gif" width="264" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">BD = gr/cm3</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 72pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> Volume Tanah</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> 40
gr</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span style="height: 2px; left: 0px; margin-left: 89px; margin-top: 6px; position: absolute; width: 46px; z-index: 251662336;"><img height="2" src="file:///C:/DOCUME%7E1/ARUN-1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image006.gif" width="46" /></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> = </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> 10
cm<sup>3</sup></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> = 4 gr/cm<sup>3</sup></span><sup><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></sup></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">DAFTAR
PUSTAKA</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Foth, Henry D. 1994. <i>Dasar-dasar Ilmu Tanah</i>. Erlangga. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Makassar</span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Foth H.D. 1998. <i>Dasar-dasar Ilmu Tanah. </i>Erlangga.
Makassar.</span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hakim
N.M, dkk. 1986. <i>Dasar-dasar Ilmu Tanah.</i>
Universitas Lampung. Lampung</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 12pt 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Hanafiah,
2006. Partikel Density. Makassar </span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Hardjowigeno, S. 2003. <i>Klasifikasi Tanah dan Pedogenesis</i>. Akadeika Presindo. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hardjowigeno,
S. 1992.<i> Ilmu Tanah.</i> Akademika
Pressindo. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Makassar </span></div>
<div class="MsoNormal" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">makassar</span></div>
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0.0001pt 35.45pt; text-align: justify; text-indent: -35.45pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pairun,
dkk. 1985. <i>Dasar-dasar Ilmu Tanah.</i>
BKPTN Indonesia Bagian Timur. Makassar</span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-81318363898208956372012-03-03T05:11:00.002-08:002012-03-28T06:44:08.413-07:00Laporan Kadar Air Tanah<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;"><b>Laporan Kadar Air Tanah</b></span><br />
<br />
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<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>I. PENDAHULUAN<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b>1.1 Latar Belakang<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Kadar air tanah
dinyatakan dalam persen volume yaitu persentase volume air terhadap volume
tanah. Cara penetapan kadar air dapat dilakukan dengan sejumlah tanah basah
dikering ovenkan dalam oven pada suhu 100<sup>0</sup> C – 110<sup>0</sup><span style="font-size: 8pt; line-height: 200%;"> </span>C untuk waktu tertentu. Air
yang hilang karena pengeringan merupakan sejumlah air yang terkandung dalam
tanah tersebut. Air irigasi yang memasuki tanah mula-mula menggantikan udara
yang terdapat dalam <st1:city w:st="on">pori</st1:city> makro dan kemudian <st1:place w:st="on"><st1:city w:st="on">pori</st1:city></st1:place> mikro. Jumlah air
yang bergerak melalui tanah berkaitan dengan ukuran pori-pori pada tanah. </div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Air mempunyai fungsi yang penting dalam tanah, antara lain pada proses
pelapukan mineral dan bahan organik tanah, yaitu reaksi yang mempersiapkan hara
larut bagi pertumbuhan tanaman. Selain itu, air juga berfungsi sebagai media
gerak hara ke akar-akar tanaman. Akan tetapi, jika air terlalu banyak tersedia,
hara-hara dapat tercuci dari daerah-daerah perakaran atau bila evaporasi
tinggi, garam-garam terlarut mungkin terangkat kelapisan tanah atas. Air yang
berlebihan juga membatasi pergerakan udara dalam tanah, merintangi akar tanaman
memperoleh O<sub>2</sub> sehingga dapat mengakibatkan tanaman mati. </div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Dua fungsi yang saling berkaitan dalam penyediaan air bagi tanaman yaitu
memperoleh air dalam tanah dan pengaliran air yang disimpan ke akar-akar
tanaman. Jumlah air yang diperoleh tanah sebagian bergantung pada kemampuan
tanah yang menyerap air cepat dan meneruskan air yang diterima dipermukaan
tanah ke bawah. Akan tetapi jumlah ini juga dipengaruhi oleh faktor-faktor luar
seperti jumlah curah hujan tahunan dan sebaran hujan sepanjang tahun.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b>1.2 Tujuan dan Kegunaan<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Tujuan dari
praktikum menentukan kadar air tanah ini adalah untuk mengetahui seberapa besar
kadar air yang dapat ditampung oleh tanah Inceptisol beserta faktor-faktor yang
mempengaruhinya.<span lang="IN"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<span lang="IN"> K</span>egunaan dari praktikum ini
adalah sebagai pelengkap materi yang telah diberikan di ruang kuliah dan
sebagai bahan informasi bagi para pembaca mengenai kandungan air tanah</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>II. TINJAUAN PUSTAKA</b><b><span lang="IN"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 250%;">
<b><span lang="IN">2.1 Kadar Air<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Kadar air tanah
dinyatakan dalam persen volume yaitu persentase volume air terhadap volume
tanah. Cara ini mempunyai keuntungan karena dapat memberikan gambaran tentang
ketersediaan air bagi tanaman pada volume tanah tertentu. Cara penetapan kadar
air dapat dilakukan dengan sejumlah tanah basah dikering ovenkan dalam oven
pada suhu 100<sup>0</sup> C – 110<sup>0</sup> C untuk waktu tertentu. Air yang
hilang karena pengeringan merupakan sejumlah air yang terkandung dalam tanah
tersebut. Air irigasi yang memasuki tanah mula-mula menggantikan udara yang
terdapat dalam <st1:city w:st="on">pori</st1:city> makro dan kemudian <st1:place w:st="on"><st1:city w:st="on">pori</st1:city></st1:place> mikro. Jumlah air
yang bergerak melalui tanah berkaitan dengan ukuran pori-pori pada tanah. Air
tambahan berikutnya akan bergerak ke bawah melalui proses penggerakan air
jenuh. Penggerakan air tidak hanya terjadi secara vertikal tetapi juga
horizontal. <st1:place w:st="on"><st1:city w:st="on">Gaya</st1:city></st1:place>
gravitasi tidak berpengaruh terhadap penggerakan horizontal (Hakim, <i>dkk</i>,
1986).</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Menurut Hanafiah (2007) bahwa
koefisien air tanah yang merupakan koefisien yang menunjukkan potensi
ketersediaan air tanah untuk mensuplai kebutuhan tanaman, terdiri dari :</div>
<ol start="1" style="margin-top: 0cm;" type="a">
<li class="MsoNormal" style="line-height: 200%; text-align: justify;">Jenuh atau retensi maksimum, yaitu kondisi di mana
seluruh ruang <st1:place w:st="on"><st1:city w:st="on">pori</st1:city></st1:place>
tanah terisi oleh air.</li>
<li class="MsoNormal" style="line-height: 200%; text-align: justify;"> Kapasitas
lapang adalah kondisi dimana tebal lapisan air dalam pori-pori tanah mulai
menipis, sehingga tegangan antarair-udara meningkat hingga lebih besar
dari <st1:place w:st="on"><st1:city w:st="on">gaya</st1:city></st1:place>
gravitasi.<b><span style="font-family: "Arial,Bold","sans-serif"; font-size: 10pt; line-height: 200%;"><o:p></o:p></span></b></li>
<li class="MsoNormal" style="line-height: 200%; text-align: justify;">Koefisien layu (titik layu permanen) adalah kondisi
air tanah yang ketersediaannya sudah lebih rendah ketimbang kebutuhan
tanaman untuk aktivitas, dan mempertahankan turgornya.<b><span style="font-family: "Arial,Bold","sans-serif"; font-size: 10pt; line-height: 200%;"><o:p></o:p></span></b></li>
<li class="MsoNormal" style="line-height: 200%; text-align: justify;">Koefisien Higroskopis adalah kondisi di mana air
tanah terikat sangat kuat oleh <st1:place w:st="on"><st1:city w:st="on">gaya</st1:city></st1:place>
matrik tanah.<b><span style="font-family: "Arial,Bold","sans-serif"; font-size: 10pt; line-height: 200%;"><o:p></o:p></span></b></li>
</ol>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Kemampuan tanah menahan air dipengaruhi antara lain oleh tekstur tanah.
Tanah-tanah bertekstur kasar mempunyai daya menahan air lebih kecil daripada
tanah bertekstur halus. Oleh karena itu, tanaman yang ditanam pada tanah pasir
umumnya lebih mudah kekeringan daripada tanah-tanah bertekstur lempung atau
liat. Kondisi kelebihan air ataupun kekurangan air dapat mengganggu pertumbuhan
tanaman. Ketersediaan air dalam tanah dipengaruhi: banyaknya curah hujan atau
air irigasi, kemampuan tanah menahan air, besarnya evapotranspirasi (penguapan
langsung melalui tanah dan melalui vegetasi), tingginya muka air tanah, kadar
bahan organik tanah, senyawa kimiawi atau kandungan garam-garam, dan kedalaman
solum tanah atau lapisan tanah (Madjid, 2010).</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Air tersedia biasanya dinyatakan
sebagai air yang terikat antara kapasitas lapangan dan koefisien layu. Kadar
air yang diperlukan untuk tanaman juga
bergantung pada pertumbuhan tanaman dan beberapa bagian profil tanah yang dapat
digunakan oleh akar tanaman. Tetapi untuk kebanyakan mendekati titik layunya,
absorpsi air oleh tanaman kurang begitu cepat, dapat mempertahankan pertumbuhan
tanaman. Penyesuaian untuk menjaga kehilangan air di atas titik layunya telah
ditunjukkan dengan baik (Buckman and Brady, 1982).</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Kadar air dalam tanah Alfisol dapat
dinyatakan dalam persen volume yaitu persen volume air terhadap volume tanah.
Cara ini mempunyai keuntungan karena dapat memberikan gambaran tentang
ketersediaan air pada pertumbuhan pada volume tanah tertentu. Cara penetapan
kadar air tanah dapat digolongkan dengan beberapa cara penetapan kadar air
tanah dengan gravimetrik, tegangan atau hisapan, hambatan listrik dan pembauran
neutron. Daya pengikat butir-butir tanah
Alfisol terhadap air adalah besar dan dapat menandingi kekuatan tanaman yang
tingkat tinggi dengan baik begitupun pada tanah Inceptisol dan Vertisol, karena
itu tidak semua air tanah dapat diamati dan ditanami oleh tumbuhan (Hardjowigeno,
S., 1993).</div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>III. METODOLOGI PERCOBAAN<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: 20.2pt; text-indent: -20.9pt;">
<b>3.1<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>Tempat dan Waktu<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Praktikum kadar
air tanah dilaksanakan di depan Green House dan Laboratorium Kimia Tanah Jurusan
Ilmu Tanah Fakultas Pertanian Universitas Hasanuddin, <st1:place w:st="on">Makassar</st1:place>. Praktikum ini dilaksanakan pada Rabu <span lang="IN">9</span> November 201<span lang="IN">1</span>, berlangsung dari pukul 13.00 WITA sampai
dengan selesai.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: 20.2pt; text-indent: -20.9pt;">
<b>3.2<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>Bahan dan Alat<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Bahan yang
digunakan pada praktikum ini adalah sampel tanah Alfisol dan air. <span lang="IN"> A</span>lat-alat
yang digunakan pada praktikum ini adalah cangkul, plastik, ember, cawan
petridish, timbangan dan oven.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: 20.2pt; text-indent: -20.9pt;">
<b>3.3<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></b><b>Prosedur Kerja<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 250%;">
<span lang="IN">Adapun prosedur kerja pada praktikum ini adalah:</span><b> <o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: 16.2pt;">
<b>3.3.1 Volumetrik<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 34.2pt; text-align: justify; text-indent: -18pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Menimbang sample tanah utuh beserta ring sampelnya.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 34.2pt; text-align: justify; text-indent: -18pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Meringkannya di dalam oven suhu 105<sup>o</sup> C
selama 2 x 24 jam.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 34.2pt; text-align: justify; text-indent: -18pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Mengeluarkan sample tanah utuh beserta ring sample, mendinginkannya
terlebih dahulu, kemudian timbang sample tanah tanah beserta ring sampelnya
yang telah kering oven.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 34.2pt; text-align: justify; text-indent: -18pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Mengeluarkan tanah dari dalam ring sample, kemudian
menimbang ring sample.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 34.2pt; text-indent: -18pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Menghitung dengan rumus :</div>
<div class="MsoNormal" style="margin-left: 70.2pt; text-indent: 1.8pt;">
<span style="height: 39px; left: 0px; margin-left: 427px; margin-top: 0px; position: absolute; width: 85px; z-index: 251656704;"><img alt="Text Box: x 100 %" height="39" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image001.gif" v:shapes="_x0000_s1026" width="85" /></span>Kandungan air
tanah : <u>berat basah – berat kering</u>
</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 34.2pt;">
Volume tanah</div>
<div class="MsoNormal" style="line-height: 200%; text-indent: 14.2pt;">
<b>3.3.2 Kapasitas Lapang<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Menentukan
tempat/lokasi yang datar dan dekat dengan sumber air.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Membersihkan
tempat tersebut dari rerumputan.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Membuat
bedengan dengan ukuran 1 x 1 meter.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Setelah
bedengan dibuat cukup tinggi, padatkan bedengan tersebut untuk mencegah air
merembes.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Menyiapkan
air <u>+ </u> 200 liter dan menumpahkan pada bedengan secara
bersamaan sampai tanah tersebut jenuh air.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Menutup
bedengan dengan menggunakan plastik. Memastikan bahwa seluruh bedengan tertutup rapat, kemudian menyiamkan
selama 1 x 24 jam.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Setelah
didiamkan selama 1 x 24 jam, membuka
plastik yang menutupi pot kemudian menyungkil tanahnya.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Menimbang
tanah yang telah dicungkil (nilai tersebut sebagai berat basah) kemudian mengovenkan
selama 1 x 24 jam.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Setelah
di ovenkan, menimbang tanahnya (nilai
tersebut sebagai berat kering).</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-align: justify; text-indent: -21.75pt;">
- Menghitung
kadar air kapasitas lapang dengan menggunakan rumus : </div>
<div class="MsoNormal" style="margin-left: 35.95pt; text-indent: -21.75pt;">
Kadar air kapasitas lapang : <u>berat
tanah basah – berat tanah kering oven<o:p></o:p></u></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-indent: -21.75pt;">
berat
tanah kering oven</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-indent: -21.75pt;">
- Melakukan analisis partikel
untuk mengetahui persen liat pada tanah lalu menghitung kadar air pada titik
layu permanen dengan menggunakan rumus :</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-indent: -21.75pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 35.95pt; text-indent: -21.75pt;">
<span style="height: 42px; left: 0px; margin-left: 11px; margin-top: 11px; position: absolute; width: 138px; z-index: 251658752;">
</span><br />
<table cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td bgcolor="white" height="42" style="-moz-background-clip: border; -moz-background-inline-policy: continuous; -moz-background-origin: padding; background: white none repeat scroll 0% 0%; border: 0pt solid white; vertical-align: top;" width="138"><span style="left: 0pt; position: absolute; z-index: 251658752;">
</span><br />
<table cellpadding="0" cellspacing="0">
<tbody>
<tr>
<td><div class="shape" style="padding: 3.6pt 7.2pt;" v:shape="_x0000_s1028">
<div class="MsoNormal">
Kadar air TLP =</div>
</div>
</td>
</tr>
</tbody></table>
<span style="left: 0pt; position: absolute; z-index: 251658752;">
</span> </td>
</tr>
</tbody></table>
<span style="height: 42px; left: 0px; margin-left: 11px; margin-top: 11px; position: absolute; width: 138px; z-index: 251658752;">
</span><span style="height: 2px; left: 0px; margin-left: 155px; margin-top: 23px; position: absolute; width: 158px; z-index: 251657728;"><img height="2" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.gif" v:shapes="_x0000_s1027" width="158" /></span> ` (0,649 + 0,3538 x % liat)</div>
<div class="MsoNormal" style="line-height: 200%;">
100</div>
<div class="MsoNormal" style="line-height: 200%;">
- Menghitung
air tersedia dengan menggunakan rumus :</div>
<div class="MsoNormal" style="line-height: 200%;">
Air Tersedia = Kadar air kapasitas
lapang – kadar air TLP</div>
<div class="MsoNormal" style="line-height: 200%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>IV. HASIL DAN PEMBAHASAN<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b>4.1 Hasil<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Dari percobaan
yang telah dilakukan, maka diperoleh hasil sebagai berikut.</div>
<div class="MsoNormal" style="text-align: justify;">
<b>Tabel 8.</b> Penetapan Kadar Air Tanah Alfisol</div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none;">
<tbody>
<tr>
<td colspan="4" style="border-color: windowtext -moz-use-text-color; border-style: solid none; border-width: 1pt medium; padding: 0cm 5.4pt; width: 326.2pt;" width="435"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b>Gravimetrik<o:p></o:p></b></div>
</td>
<td rowspan="2" style="border-color: windowtext -moz-use-text-color; border-style: solid none; border-width: 1pt medium; padding: 0cm 5.4pt; width: 81.6pt;" width="109"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b>Volumetrik<o:p></o:p></b></div>
</td>
</tr>
<tr>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; padding: 0cm 5.4pt; width: 81.55pt;" width="109"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b>Kandungan Air Tanah<o:p></o:p></b></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; padding: 0cm 5.4pt; width: 103.85pt;" width="138"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b>Kadar Air Kapasitas Lapang<o:p></o:p></b></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; padding: 0cm 5.4pt; width: 72pt;" width="96"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b>Kadar Air TLP<o:p></o:p></b></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; padding: 0cm 5.4pt; width: 68.8pt;" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b>Air Tersedia<o:p></o:p></b></div>
</td>
</tr>
<tr style="height: 37.55pt;">
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 37.55pt; padding: 0cm 5.4pt; width: 81.55pt;" width="109"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN">Tanah Alfisol<o:p></o:p></span></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 37.55pt; padding: 0cm 5.4pt; width: 103.85pt;" width="138"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN">42,7%<o:p></o:p></span></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 37.55pt; padding: 0cm 5.4pt; width: 72pt;" width="96"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
0,<span lang="IN">4</span>2<span lang="IN">%<o:p></o:p></span></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 37.55pt; padding: 0cm 5.4pt; width: 68.8pt;" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN">-<o:p></o:p></span></div>
</td>
<td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 37.55pt; padding: 0cm 5.4pt; width: 81.6pt;" width="109"><div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="IN">-<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b>4.2 Pembahasan<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Dari hasil yang
diperoleh, diketahui bahwa kandungan air tanah di dalam tanah Alfisol terbilang
rendah<span lang="IN">. </span>Keadaan tersebut dapat
dipengaruhi oleh kandungan <span lang="IN">bahan
organik tanah</span> dan kedalaman solum di dalam ring sampel. Hal ini sesuai
dengan pendapat Hanafiah (2007) yang menyatakan bahwa kadar air tanah
dipengaruhi oleh kadar bahan organik tanah dan kedalaman solum, makin tinggi
kadar <span lang="IN">bahan organik tanah</span>
akan makin tinggi kadar air, serta makin dalam kedalaman solum tanah maka kadar
air juga semakin tinggi.<span lang="IN"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Kadar air kapasitas lapang pada
tanah Alfisol sebesar <span lang="IN">0,</span>42<span lang="IN">%</span> karena dipengaruhi oleh besar
kecilnya pemberian air pada permukaan tanah. Hal ini sesuai dengan pendapat
Bukman and Brady (1982) yang menyatakan bahwa jika pemberian air pada permukaan
tanah dihentikan, air akan turun ke bawah lebih cepat. </div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Sesudah satu hari kecepatan gerakan menurun akan terhenti sama sekali.
Pada titik tersebut, pengujian tanah akan menunjukkan bahwa air telah keluar
dari <st1:place w:st="on"><st1:city w:st="on">pori</st1:city></st1:place> makro
dan tempat ini ditempati udara.</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Besarnya nilai air tersedia pada sampel tanah Alfisol adalah 1,3 yang
bisa saja dipengaruhi oleh tekstur dari tanah tersebut. Hal ini sesuai dengan
pendapat Saleh (2000) yang menyatakan bahwa tektur tanah sangat mempengaruhi
banyaknya air yang tersedia. Tanah berpasir umumnya mempunyai air yang lebih
kecil dibandingkan dengan tanah liat berdebu, namun dilain pihak, tanah
berpasir mempunyai <st1:place w:st="on"><st1:city w:st="on">pori</st1:city></st1:place>
makro yang banyak, adhesifitas terhadap air lebih kecil, dan konduktivitas
hidraulik yang lebih tinggi. Dengan demikian, meskipun kandungan air awal pada
tanah liat berdebu lebih tinggi, namun faktor lainnya menjadi penghambat
pergerakan air dibandingkan dengan tanah berpasir, sehingga pergerakan air pada
tanah berpasir lebih cepat dibandingkan dengan tanah liat berdebu.</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Kandungan air tanah Alfisol adalah sebesar <span lang="IN">42,7</span>% yang mungkin saja dipengaruhi oleh
besarnya tegangan air dalam sampel tanah tersebut. Hal ini sesuai dengan
pendapat Hardjowigeno S. (1992) yang menyatakan bahwa <span lang="IN"> <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
banyaknya
kandungan air tanah berhubungan erat dengan besarnya tegangan air (moisture
tension) dalam tanah tersebut. Kemampuan tanah dapat menahan air antara lain
dipengaruhi oleh tekstur tanah.<span lang="IN"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 36pt;">
Tanah-tanah yang bertekstur kasar
mempunyai daya menahan air yang lebih kecil dari pada tanah yang bertekstur
halus. Pasir umumnya lebih mudah kering dari pada tanah-tanah bertekstur
berlempung atau liat.<span lang="IN"><o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>V. KESIMPULAN DAN SARAN<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b>5.1 Kesimpulan<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Dari praktikum
yang telah dilakukan, dapat disimpulkan bahwa :</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 54pt; text-align: justify; text-indent: -18pt;">
a)<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Tanah Alfisol memiliki persentase kadar air yang cukup
besar yaitu sebesar <span lang="IN">0,42</span>%.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 54pt; text-align: justify; text-indent: -18pt;">
b)<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span>Faktor-faktor yang mempengaruhi banyaknya kadar air
dalam tanah adalah banyaknya curah hujan atau air irigasi, kemampuan tanah
menahan air, besarnya evapotranspirasi (penguapan langsung melalui tanah dan
melalui vegetasi), tingginya muka air tanah, kadar bahan organik tanah, senyawa
kimiawi atau kandungan garam-garam, dan kedalaman solum tanah atau lapisan
tanah.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; text-align: justify;">
<b>5.2 Saran<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Untuk menentukan
kandungan air tanah lebih mudah digunakan metode volumetric, asalkan kita
memiliki sampel tanah utuh dari suatu jenis tanah.</div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>DAFTAR PUSTAKA<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Buckman,
H. O., and Brady. 1982. <i>Ilmu Tanah</i>.
Bharata Karya Aksara : <st1:place w:st="on"><st1:city w:st="on">Jakarta</st1:city></st1:place>.</div>
<div class="MsoNormal" style="margin-left: 54pt; text-align: justify; text-indent: -54pt;">
Hakim. N., dkk. 1986. <i>Dasar-Dasar Ilmu Tanah. </i>Penerbit Universitas Lampung : Lampung.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
Hanafiah,
K., A. 2007. <i>Dasar-Dasar ILmu Tanah</i>.
Rajawali Pers : <st1:place w:st="on"><st1:city w:st="on">Jakarta</st1:city></st1:place>.</div>
<div class="MsoNormal" style="line-height: 200%; margin-left: 54pt; text-align: justify; text-indent: -54pt;">
Hardjowigeno. S., 1993. <i>Ilmu
Tanah. </i>Penerbit Akademika Pressindo : <st1:place w:st="on"><st1:city w:st="on">Jakarta</st1:city></st1:place>.</div>
<div class="MsoNormal" style="text-align: justify;">
Madjid. 2010. <i><a href="http://repository.usu.ac.id.pdf/Kadar-Air-Tanah">http://repository.usu.ac.id.pdf//Kadar-Air-Tanah</a>
</i>diakses tanggal 1</div>
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November 2010</div>
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<br /></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com1tag:blogger.com,1999:blog-5440993314694703097.post-6902445366702257592012-03-03T04:57:00.001-08:002012-05-08T06:32:59.046-07:00Laporan Porositas Tanah<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="line-height: 300%; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;"><span style="font-size: large;">Laporan Porositas Tanah</span></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">I. PENDAHULUAN</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;"><o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">1.1 Latar Belakang<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Porositas perlu diketahui karena merupakan merupakan gambaran aerasi dan drainase tanah. Banyaknya ukuran pori-pori tanah memegang peranan penting dalam mekanisme penyerapan air dalam tanah, sifat-sifat Porositas dapat berpengaruh bagi pertumbuhan dan perkembangan organism yang di budidayakan karena didalam tanah terdapat sejumlah ruang pori yang saling berkaitan satu dengan yang lainnya. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Kelancaran aerasi dan drainase tanah sangat tergantung pada pori tanah yang terdapat pada tanah tersebut. Tanah yang mempunyai tingkat Porositas yang akan mendatangkan aerasi dan drainase yan lebih lancar bila dibandingkan dengan tanah yang mempunyai porositas yang lebih rendah. Untuk menentukan tingkat porositas tersebut perlu diadakan analisa terhadap tanah tentang Bulk Density dan Particle Density. Berdasarkan kepada nilai Bulk Density dan Particle Density inilah dapat ditentukan tingkat Porositas satu tanah.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berdasarkan uraian diatas , maka perlu diadakan percobaan tentang porositas tanah untuk mengetahui tingkat porositas dari tanah yang diambil, sebab porositas tanah mempengaruhi aerasi dan drainase tanah. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">1.2 Tujuan dan Kegunaan<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Tujuan dari pratikum Porositas tanah adalah untuk mengetahui nilai porositas pada tanah alfisol serta faktor-faktor yang mempengaruhinya. Kemudian untuk mengetahui banyaknya persentase Porositas.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Kegunaan dari pratikum Porositas tanah adalah sebagai bahan informasi untuk pengolahan tanah lebih lanjut berdasarkan nilai Porositasnya. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">II. TINJAUAN PUSTAKA</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;"><o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">2.1 Porositas</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Porositas adalah total pori tanah yang ditempati oleh air atau udara serta bagian yang tidak terisi oleh bahan padat tanah. Pori-pori tanah dibedakan menjadi pori makro, pori meso, dan pori mikro terisi oleh air, sedangkan pada keadaan kering, pori makro dan sebagian pori meso terisi oleh udara (Hanafiah, 2005).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Persentase volume ruang pori tanah secara total disebut porositas. Ruang pori total adalah volume dari tanah yang ditempati pada tempat yang terisi air sehingga jenuh kemudian tanah dikeringkan melalui oven adalah volume ruang pori untuk tanah. Pada umumnya pori-pori besar (makro) berisi udara, kecuali bila tanah seluruhnya tergenang air, dan pori-pori kecil (mikro) berisi air, kecuali bila tanah sangat kering. Porositas tanah adalah persentase volume tanah yang tidak ditempati butiran padat (Pairunan, dkk, 1997).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Ruangan pori total pada tanah berpasir mungkin rendah, tetapi sebagian besar tersusun dari pori-pori besar yang sangat efisien untuk pergerakan air dan udara. Persentase volume yang diisi oleh pori-pori kecil pada tanah berpasir adalah rendah, yang menjadi penyebab rendahnya kapasitas penahan air. Sebaliknya tanah permukaan yang bertekstur halus mempunyai ruangan pori total lebih banyak, dan relative sebagian besar tersusun dari pori-pori kecil. Hasilnya adalah tanah dengan kapasitas menahan air yang lebih tinggi (Foth, 1994).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Pori-pori tanah adalah bagian yang tidak terisi bahan padat (terisi oleh udara dan air). Pori-pori tanah dapat dibedakan menjadi pori-pori kasar (macro pore) dan pori-pori halus (micro pore). Pori-pori kasar berisi udara dan air gravitasi (air yang mudah hilang karena gaya gravitasi), sedang pori-pori halus berisi air kapiler atau udara. Tanah-tanah pasir mempunyai pori-pori kasar lebih banyak daripada tanah liat. </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Tanah dengan banyak pori-pori kasar sulit menahan air sehingga tanaman mudah kekeringan. Tanah-tanah liat mempunyai pori-pori total (jumlah pori-pori makro</span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 5.5pt;"><img height="22" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.png" v:shapes="_x0000_i1025" width="19" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">mikro), lebih tinggi daripada tanah pasir (Hardjowigeno, 2003).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Air tersimpan atau tertekan dalam pori karena adanya gaya kapiler. Pori-pori besar yang tidak menahan air dengan gaya kapiler disebut dengan gaya nonkapiler atau pori aerase atau gaya-gaya kapiler yang dinamakan pori kapiler atau pori mikro (Hakim, dkk, 1986).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Porositas tanah dipengaruhi oleh beberapa factor, yang salah satu diantaranya adalah keadaan tekstur tanah. Tanah yang bertekstur granular atau remah memiliki tingkat porositas yang lebih tinggi daripada tanah yang bertekstur massive (pejal) dengan tingkat porositas tanah yang kecil. Kedua tipe tekstur tanah tersebut memiliki perbedaan dalam hal ruang/pori yang didalamnya terdapat air dan udara. Tanah yang bertekstur granular memiliki ruang/pori tanah yang besar yang berisi udara dan kadar air yang lebih sehingga menunjang tanaman dalam perkembangannya, sedangkan tanah bertekstur massive dengan tingkat pori yang lebih kecil serta kandungan air yang sedikit dan sangat mudah untuk hilang sehingga tanaman mudah kering (Pairunan,1997).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Porositas suatu lapisan tanah juga dipengaruhi oleh ada tidaknya perkembangan struktur granular pada tiap lapisan horizon tanah yang akan memberikan hasil porositas total yang tinggi dan dapat meningkatkan jumlah pori makro dan pori mikro suatu lapisan tanah. Sehingga, pada lapisan tanah dengan struktur remah atau kersai sangat berpengaruh dalam penentuan porositas karena dengan struktur tanah tersebut umumnya mepunyai porositas yang besar (Hardjowigeno, 1992).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Nilai Porositas berbanding lurus dengan besar kecilnya stuktur tanah. Tanah denga struktur kersai membuat tingkat porositas semakin tinggi, sedangkan bila struktur tanah rendah maka nilai Porositasnya juga akan menurun (Syarief, 1988). </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Penentuan Porositas tertuju pada partikel-partikel yang ada dalam lapisan tanah. Jadi porositas tiap jenis tanah adalah konstan dan tidak bervariasi dengan jumlah ruang atau antara partikel-partikel. Untuk kebanyakan tanah mineral rata-rata kerapatan zahranya adalah 2.6 gr/cm<sup>3</sup>. Perbedaan kerapatan dengan zahra diantara jenis-jenis tanah tidak begitu besar, kecuali terdapat variasi didalam kandungan bahan organic dan komposisi mineral tanah (Hardjowigeno, 2003).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Salah satu pentingnya dilakukan pengolahan tanah adalah untuk memperbesar porositas tanah. Selain pengolahan tanah, adapun cara lain yang dilakukan untuk memperbesar Porositas tanah yaitu dengan penambahan bahan organik dan pengolahan tanah secara minimum. Karena tanah pertanian dengan pengolahan yang </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">intensif cenderung mempunyai ruang pori rendah, apabila terjadi penanaman terus- menerus tanpa adanya pengolahan tanah maka akan mengurangi pori-pori mikro dan kandungan bahan organik dalam tanah (Hakim, 1986).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Faktor-faktor yang mempengaruhi porositas adalah susunan butiran tanah. Susunan butiran tanah menentukan jumlah dan sifat pori. Liat memiliki porositas yang tinggi daripada pasir. Ukuran pori-pori pada liat kecil dan dapat menahan air tetapi permaebilitas lambat. Sebaliknya pasir memiliki sedikit pori-pori, tetapi pori-porinya berukuran besar yang kurang mampu menahan air dan drainase cepat (Pairunan, 1985). <o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">III. METODOLOGI PERCOBAAN<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3.1 Waktu dan Tempat<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Pratikum Porositas tanah dilaksanakan pada hari senin, 1 November 2010, di Laboratorium Kimia Tanah, Jurusan Ilmu Tanah, Fakultas Pertanian, Universitas Hasanuddin, Makassar. Pada pukul 11.00 Wita sampai selesai.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3.2 Alat dan Bahan<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Alat-alat yang digunakan pada pratikum ini adalah ring sampel, desikator, gelas ukur 100 ml, pipet tetes, mistar, mortal, timbangan dan oven.</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Bahan-bahan yang digunakan pada pratikum ini adalah sampel tanah Ultisol dan air.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">3.3 Prosedur kerja<o:p></o:p></span></b></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hitunglah nilai density dan Particle Density contoh tanah.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Hitunglah nilai Porositas dengan persamaan sebagai berikut : <o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">IV. HASIL DAN PEMBAHASAN</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;"><o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">4.1 Hasil<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berdasarkan hasil percobaan Porositas, maka diperoleh hasil sebagai berikut :</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Tabel 1. Hasil pengamatan Porositas (%) pada sampel tanah Ultisol.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Tanah<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Porositas (%)<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Sampel tanah utuh<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">Sumber : Data Primer Setelah Pratikum Porositas Tanah, 2010<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">4.2 Pembahasan<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Hasil pengamatan yang diperoleh menunjukkan nilai porositas pada sampel tanah Ultisol sebesar 86,3 % yang berarti bahwa bahan organiknya tinggi. Nilai Porositasnya tinggi disebabkan kandungan bahan organiknya tinggi. Ini berarti masih rendahnya nilai Bulk Density dan Particle Density suatu tanah, maka semakin tinggi nilai porositasnya (Pairunan, 1985).</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> Faktor yang mempengaruhi ruang pori adalah tekstur tanah. Factor yang mempengaruhi ruang pori adalah perbedaan besar jumlah ruang pori berbagai tanah tergantung pada keadaan. Faktor-faktor yang mempengaruhi porositas adalah susunan butiran tanah. Susunan butiran tanah menentukan jumlah dan sifat pori. Liat memiliki porositas yang tinggi daripada pasir. Ukuran pori-pori pada liat kecil dan dapat menahan air tetapi permaebilitas lambat. Sebaliknya pasir memiliki sedikit pori-pori, tetapi pori-porinya berukuran besar yang kurang mampu menahan air dan drainase cepat (Foth, 1995). </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Salah satu pentingnya kita melakukan pengolahan tanah adalah untuk memperbesar Porositas tanah. Selain pengolahan tanah, adapun cara lain yang dilakukan untuk memperbesar Porositas tanah yaitu dengan penambahan bahan organik dan pengolahan tanah secara minimum. Karena tanah pertanian dengan pengolahan yang intensif cenderung mempunyai ruang pori rendah, apabila terjadi penanaman terus-menerus tanpa adanya pengolahan tanah maka akan mengurangi pori-pori mikro dan kandungan bahan organik dalam tanah. Jadi sebelum kita mengolah tanah sebaiknya diketahui terlebih dahulu nilai Porositas tanah yang akan kita olah. Tanah yang bertekstur halus mempunyai Porositas yang besar, sedangkan tanah yang bertekstur kecil mengandung Porositas yang kecil. Disebabkan tanah yang bertekstur halus memiliki daya menahan air dan bahan organik yang besar, sehingga nilai Porositasnya juga besar, sedangkan tanah yang bertekstur kasar daya menahan air dan bahan organiknya kecil dan ini mengakibatkan nilai Porositasnya juga kecil.</span><br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 300%;">V. KESIMPULAN DAN SARAN<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">5.1 Kesimpulan<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Berdasarkan hasil pembahasan, maka dapat diperoleh kesimpulan sebagai berikut :<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 200%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Bahwa sampel tanah Ultisol memiliki nilai Porositas sebesar 86,3 %.<o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 200%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Nilai Porositas akan tinggi disebabkan oleh bahan organi yang tinggi, yang berarti apabila nilai Bulk Density dan Particle Density suatu tanah masih rendah, maka semakin tinggi nilai Porositasnya.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">5.2 Saran</span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;"><o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">Sebaiknya tanah yang memiliki nilai Particle Density tinggi ditambahkan dengan bahan organik agar dapat digunakan dalam usaha tani, misalnya bercocok tanam.</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;"><b></b></span><br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">DAFTAR PUSTAKA<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Foth, D. Hendry, 1995. <i>Dasar-Dasar Ilmu Tanah</i>. Gajah Mada Universitas Press. Yokyakarta<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hanafiah, K. A, 2005. <i>Dasar-Dasar Ilmu Tanah</i>. Divisi Perguruan Tinggi. PT. Raja Grafindo Persada. Jakarta.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Syarief, Saifuddin., 1988. <i>Fisika Kimia Tanah Pertanian</i>. C.V. Pustaka Buana : Bandung. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Hardjowigeno, S, 2003. <i>Ilmu Tanah.</i> Mediyatama Sarana Perkasa, Jakarta.<o:p></o:p></span></div>
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Pairunan, Anna, K., Nanere, J, L., Arifin., Solo, S, R. Samosir, Romoaldus Tangkaisari, J. R Lalapia Mace, Bachrul Ibrahim., Hariadji Asnadi., 1985.<span lang="IN"><o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 250%;">LAMPIRAN<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Perhitungan Porositas pada tanah Ultisol.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Dik : <o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 200%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Bulk Density (BD) = 0,36 gr/cm<sup>3</sup><o:p></o:p></span></div>
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<span style="font-family: Symbol; font-size: 12pt; line-height: 200%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Particle Density (PD) = 2,63 gr/cm<sup>3</sup><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Penye : <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">Porositas = 1 – ( </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"><img height="30" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image006.png" v:shapes="_x0000_i1025" width="16" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> ) x 100 %<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"><img height="30" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image008.png" v:shapes="_x0000_i1025" width="95" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> <a href="http://www.blogger.com/post-edit.g?blogID=5440993314694703097&postID=690244536670225759" name="_GoBack"></a><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"> = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 10pt;"><img height="35" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image010.png" v:shapes="_x0000_i1025" width="36" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;">x 100%<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 200%;"> = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"><img height="30" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image012.png" v:shapes="_x0000_i1025" width="71" /></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 200%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-20707760551383414162012-03-03T04:48:00.003-08:002012-03-27T05:25:05.560-07:00Laporan Bulk Density<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;"><b>Laporan Bulk Density</b></span><br />
<br />
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<div class="MsoNormal" style="line-height: normal; margin-left: 72pt; text-align: center; text-indent: 36pt;">
<b><span lang="IN" style="font-family: "Times New Roman","serif";">PENDAHULUAN</span></b><span lang="IN" style="font-family: "Times New Roman","serif";"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif";">1.1<b>. Latar Belakang</b><o:p></o:p></span></div>
<br />
<div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Tanah adalah
campuran butir-butir dari berbagai ukuran dan bahwa ada hubungan yang erat
antara penyebaran besar butir dan sifat tanah. Para ahli menyatakan berat tanah
dalam istilah kerapatan butir-butir yang menyusun tanah. Biasanya ditetapkan
sebagai massa atau berat satuan solum tanah padat dan disebut kerapatan butir.
Dalam sistem metrik kerapatan butir biasanya dinyatakan dengan istilah gram
persentimeter kubik. Jadi, satu sentimeter kubik tanah padat beratnya 2,6 gram
kerapatan butir ialah 2,6 gram persentimeter kubik.<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Meskipun
terdapat kisaran besar dalam kisaran kerapatan mineral tanah, gambaran untuk
kebanyakan tanah mineral biasanya bervariasi antara batas yang sempit yaitu
antara 2,60 sampai 2,75 gram persentimeter kubik.<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Nilai berat
suatu tanah digunakan secara luas. Ini diperlukan untuk konversi prosentase air
dalam berat ke kandungan air volume untuk menghitung porositas jika berat jenis
partikelnya diketahui dan untuk memperkirakan berat dari volume tanah yang
sangat besar.Nilai berat suatu tanah berbeda-beda tergantung kondisi struktur
tanahnya, terutama dikaitkan dengan pemadatan. Oleh karena itu, berat isi
sering digunakan sebagai ukuran struktur tanah.<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Berat jenis partikel dari suatu
tanah memperlihatkan kerapatan dari partikel secara keseluruhan. Hal ini
menunjukkan sebagai perbandingan massa total dari partikel padatan dengan total
volume dan tidak termasuk ruang pori diantara partikel (termasuk berat air dan
udara). Besarnya berat jenis partikel bahan organik umumnya berkisar antara 1,3
sampai 1,5 gram persentimeter kubik.<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Berat tanah dapat diukur dengan
metode silinder, clod, boring, dan
radioaktif(sinar gamma). Metode silinder sangat mudah dan sederhana seta
praktis untuk tanah- tanah yang tidak bersifat mengembang mengerut. Tetapi
sebaliknya pada tanah yang bersifat mengembang mengerut digunakan metode clod.
Sedangkan metode boring dan radioaktif biasanya digunakan secara langsung
dilapangan</span><span style="font-family: "Times New Roman","serif"; line-height: 150%;">.</span><br />
<span style="font-family: "Times New Roman","serif"; line-height: 150%;"><o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif";">1.2. Tujuan dan Kegunaan<o:p></o:p></span></b></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Praktikum ini bertujuan untuk mengetahui dan dapat menentukan besarnya
berat isi dan berat jenis suatu tanah secara benar dengan menggunakan teknik
penetapan berat isi tanah. Serta membuktikan bahwa banyaknya pori mempengaruhi
berat tanah selain butir-butir partikel tanah.<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Manfaat dari
pengamatan ini agar Praktikan dapat memperkirakan berat jenis dan berat isi
suatu tanah karena berat jenis dan partikel tanah penting dalam penentuan laju
sedimentasi, pergerakan partikel tanah oleh air dan angin, serta perhitungan
ruang pori dalam tanah bila berat jenis tanah sudah diketahui.Berat isi tanah
merupakan salah satu sifat fisik tanah yang sering ditetapkan karena berkaitan
erat dengan perhitungan penetapan sifat-sifat fisik tanah lainnya, seperti
retensi air (pF), ruang pori total (RPT), coefficient of linierextensibility(COLE), dan kadar air tanah.
Data sifat-sifat fisik tanah tersebut diperlukan dalam perhitungan penambahan
kebutuhan air, pupuk, kapur, dan pembenah tanah pada satuan luas tanah sampai
kedalaman tertentu.</span><span style="font-family: "Times New Roman","serif"; line-height: 150%;">(Anomin 1, 2011)<o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: 300%; margin-left: 72pt; text-align: justify; text-indent: 36pt;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 300%;">II.TINJAUAN PUSTAKA </span></b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 300%;"><o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<b><span lang="IN" style="font-family: "Times New Roman","serif";">2.1.Bulk density</span></b><span lang="IN" style="font-family: "Times New Roman","serif";"><o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN"> </span><span lang="IN" style="font-family: "Times New Roman","serif";">Bulk density
( berat isi ) adalah perbandingan berat tanah kering dengan suatu volume tanah
termasuk volume pori-pori tanah, umunya dinyatakan dalam gram/cm<sup>3</sup>.<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif";"> Besaran
ini menyatakan bobot tanah, yaitu padatan air persatuan isi. Yang paling sering
di pakai adalah bobot isi kering yang umumnya disebut bobot isi saja. Nilai
bobot isi dapat dipengaruhi oleh beberapa faktor, diantaranya pengolahan tanah,
bahan organik, pemadatan alat-alat pertanian, tekstur, struktur, dan kandungan
air tanah. Nilai ini banyak dipergunakan dalam perhitungan-perhitangan seperti
dalam penentuan kebutuhan air irigasi pemupukan dan, pengolahan tanah. ( Foth,
1987 ).<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif";"> Bobot
isi tanah (Bulk Density) adalah ukuran pengepakan atau kompresi
parikel-partikel tanah. Bobot isi tanah bervariasi bergantung pada kerekatan
partkel-partikel tanah itu. Bobot isi tanah dapat digunakan untuk menunjukkan
nilai batas tanah dalam membatasi kemampuan akar untuk menembus (penetrasi)
tanah,dan untuk pertumbuhan akar tersebut. (Pearson et al, 1995).<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";"> Berat
jenis tanah adalah angka perbandingan antara berat butir tanah dan berat isi
air suling dengan isi sama pada suhu 40<sup>o</sup>C. Peralatan yang digunakan
dalam pengujian ini antara lain piknometer atau botol ukur, saringan,
thermometer, oven yang dilengkapi dengan pengaturan suhu, alat pendingin.
Prosedur pengujian meliputi tahapan pengeringan benda uji dalam oven selama 24
jam dan penimbangan, selanjutnya benda uji dimasukkan kedalam piknometer lalu
timbang lagi dan seterunya, ( Anonim </span><span style="font-family: "Times New Roman","serif";">2</span><span lang="IN" style="font-family: "Times New Roman","serif";">,
2011 ) <o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";"><a href="http://www.blogger.com/post-create.g?blogID=5440993314694703097" name="_GoBack"></a><o:p></o:p></span></div>
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<span lang="IN"> <b>III. METODOLOGI<o:p></o:p></b></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif";">3.1. Waktu
dan Tempat<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">Waktu praktikum Bulk Density dilaksanakan pada hari
kamis, tanggal 27 Oktober 2011 pukul 03.30 – 04.30 WITA. Bertempatan
laboratorium kimia tanah Universitas Hasanuddin Sulawesi Selatan.</span><br />
<br />
<span lang="IN" style="font-family: "Times New Roman","serif";"><o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif";">3.2. Alat
dan Bahan :<o:p></o:p></span></b></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif";"> 3.2.1. Alat yana digunakan :<o:p></o:p></span></b></div>
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1<span style="font: 7pt "Times New Roman";"> </span><b><span style="font: 7pt "Times New Roman";">
</span></b>Timbangan analitik.<b><o:p></o:p></b></div>
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2<span style="font: 7pt "Times New Roman";">
</span> Oven.</div>
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3<span style="font: 7pt "Times New Roman";">
</span>Ring sampel.</div>
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<span lang="IN"> <b>3.2.2.
Bahan yang digunkan :<o:p></o:p></b></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif";">Contoh
tanah utuh, yang ditimbang dengan ring sampel<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif";">Air
mendidih untuk menghilang kandungan udara dalam tanah<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif";">Air
aquqdes untuk menghilangkan berat dan volume tanah<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif";">3.3.
Prosedur kerja<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif";">Contoh
tanah dari pengamatan profil tanah yaitu tanah utuh yang diambil dengan ring
sampel, dimasukkan ke dalam oven 2 hari sebelum praktikum.<o:p></o:p></span></div>
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</div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif";">Setelah
diovenkan, contoh tanah tadi dimasukkan dalam desiktor untuk didinginkan
kemudian ditimbang tanah beserta ring sampelnya. Selanjutnya keluarkan tanahnya
kemudian timbang ring sampelnya.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">3.<span style="font: 7pt "Times New Roman";"> </span></span><span lang="IN" style="font-family: "Times New Roman","serif";">Hitunglah
Bulk Density dengan persamaan:<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">BD = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 13.5pt;"><img height="37" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.png" v:shapes="_x0000_i1025" width="190" /></span><sup><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 150%;">3</span></sup><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"><o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">IV. HASIL DAN PEMBAHASAN<o:p></o:p></span></b></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">4.1. Hasil Pengamatan
:<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Tabel. hasil
pengamatan<o:p></o:p></span></div>
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 0px; margin-right: 0px; text-align: left;">
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<span lang="IN" style="font-family: "Times New Roman","serif";">Berat
tanah kering<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";"> oven<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">Volume
tanah<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">gr/cm<sup>3</sup><o:p></o:p></span></div>
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<td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 31.25pt; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">Tinggi ring
sampel<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";"> tanah <o:p></o:p></span></div>
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<br /></div>
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<td style="border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 31.25pt; padding: 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">Jari-jari<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif";">( cm )<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"><img height="28" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image004.png" v:shapes="_x0000_i1025" width="10" /></span><span lang="IN" style="font-family: "Times New Roman","serif";"><o:p></o:p></span></div>
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<br /></div>
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<td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 24.75pt; padding: 0cm 5.4pt; width: 104.65pt;" valign="top" width="140"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">201,6<o:p></o:p></span></div>
</td>
<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 24.75pt; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">144,85<o:p></o:p></span></div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 24.75pt; padding: 0cm 5.4pt; width: 106.3pt;" valign="top" width="142"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">6,1<o:p></o:p></span></div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 24.75pt; padding: 0cm 5.4pt; width: 49.6pt;" valign="top" width="66"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">375<o:p></o:p></span></div>
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<td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 24.75pt; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83"><div class="MsoNormal" style="line-height: normal;">
<span lang="IN" style="font-family: "Times New Roman","serif";">3,14<o:p></o:p></span></div>
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<i><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Sumber : Data primer hasil praktikum 2011<o:p></o:p></span></i></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">4.2. Pembasan <o:p></o:p></span></b></div>
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</div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Perbandingan
berat tanah yang telah di oven selama 24 jam dengan yang tidak di oven yaitu
lebih berat tanah tidak di oven. Ini dikarenakan tanah yang tidak dioven masih
mengandung berat air dan udara yang terkandung didalamnya dan juga pori-pori
yang terdapat pada tanah.<o:p></o:p></span></div>
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</div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"> Sedangkan berat tanah sudah di oven
sudah tidak lagi terdapat kandungan air sehingga berat dan ukuran lebih ringan
di bandingkan pada tanah yang tidak di oven. Tetapi pada tanah yang di oven
masih memilih ruang poris sehingga masih harus mencampur tanah dengan air
mendidih kemudian baru di ukur beratnya. Ini dilakukan untuk menghilangkan
kandungan udara dan ruang pori tanah. Hal ini sesuai pendapat(Darmawijaya, 1997
).<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">IV. KESIMPULAN DAN SARAN<o:p></o:p></span></b></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">4.1. Kesimpulan<o:p></o:p></span></b></div>
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</div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Teknik
pendapatan berisi tanah pada prinsipnya adalah perbandingan berat tanah kering
dan volume tanah. Nilai berat isi tanah yang diperoleh menggunakan metode ring.
Data berat yang berisi tanah sangat di perlukan untuk di perhitungkan analisis
fisika tanah lainnya seperti penepatan COLE, ruangan pori total, dan retnsi
air. Pendapatan berat isi tanah di lakukan asalkan tersediannya peralatan yang
di lakukan seperti timbgan dan oven.<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">4.2. Saran<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Dalam
melakukan praktikum berat isi dan jenis tanah, praktikum harus betul-betul
memahami apa itu berat isi tanah dan jenis tanah dan bagaimana cara menentukan
dan perbedaan kedua berat tanah tersebut agar tidak terjadi kekeliruan dakam
melakukan perhitungan berat tanah.<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">DAFTAR PUSTAKA<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Anomim 1, 2011<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Anomim 2, 2001<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Darmawijaya,
1997. Klasifikasi Tanah. Yogjakarta : Gadja Mada<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Foth, 1978.
Fundamentals of Soil Science. New York<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Pearson el al, 1995. Sustainable Dryland Cropping in
relation to soil produksctivity : FAO<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">LAMPIRAN<o:p></o:p></span></b></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%; position: relative; top: 13.5pt;"><img height="37" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image006.png" v:shapes="_x0000_i1025" width="226" /></span><sup><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">3</span></sup><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"><o:p></o:p></span></div>
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</div>
<br />
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</div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Keteranag : <o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Volume tanah </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%; position: relative; top: 10pt;"><img height="28" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image008.png" v:shapes="_x0000_i1025" width="42" /></span><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">t<o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">T = tinggi ring samp201,6
(cm) <o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">r = jari-jari (cm)<o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"> = 3,14<o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">BD</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%; position: relative; top: 14.5pt;"><img height="38" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image010.png" v:shapes="_x0000_i1025" width="102" /></span><span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"><o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"> = 1,4 gr/cm<sup>3</sup><o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
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</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;">Volume tanah = 3,14 . ( 2,75 )<sup>2</sup> . 6,1<o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"> = 3,14 . 7,5625 . 6,1<o:p></o:p></span></div>
<br />
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"> = 144,85 cm<sup>3</sup><o:p></o:p></span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; line-height: 150%;"> 342 – 122,4 =
201,6 cm<o:p></o:p></span></div>
<br />
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</div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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</div>
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<div class="MsoNormal" style="text-align: justify;">
<br /></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-3583462980374522582012-03-03T04:35:00.002-08:002012-03-27T05:31:38.187-07:00"Pengaruh Unsur Hara B (Boron) dan Fe (Besi) Terhadap Pertumbuhan Dan Produksi Tanaman"<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;"><span style="color: black; font-family: Calibri;">Pengaruh Unsur Hara B (Boron) dan Fe (Besi)
Terhadap Pertumbuhan Dan Produksi Tanaman</span></span><span style="font-family: "Times New Roman","serif";"><b><br /></b></span><br />
<span style="font-family: "Times New Roman","serif";"><b><br /></b></span><br />
<div style="text-align: center;">
<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">PENDAHULUAN<o:p></o:p></span></b></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Pertumbuhan tanaman dipengaruhi oleh sifat – sifat
kesuburan tanahnya yakni keseburan fisik, kimiawi, dan biologis. Kesuburan
fisik lebih mengutamakan tentang keadaan fisik tanah yang banyak kaitannya
dengan penyediaan air dan udara tanah, maka kesuburan kimia yang menyangkut
masalah – masalah ketersediaan unsur hara bagi pertumbuhan tanaman.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Tanah pada masa kini sebagai meda tumbuh tanaman
didefinisikan sebagai lapisan permukaan bumi yang secara fisik berfungsi
sabagai tempat tumbuh dan berkembangnya perakaran penopang tumbuhnya tanaman
dan penyuplai kebutuhan air dan udara, secara kimiawi berfungsi sebagai gudang
atau penyuplai hara atau nutrisi (senyawa organik ataupun anorganik sederhana
dan unsur – unsur esensial seperti N, P, K, Ca, Mg, S, Cu, Zn, Fe, Mn, B, Cl,
dan lain - lain). Secara biologis berfungsi sebagai habitat biota yang
berpatisipasi aktif dalam penyediaan hara tersebut dan zat – zat adiktif
(pemacu tumbuh, proteksi) bagi tanaman.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Dari unsur hara yang diserap oleh tanaman. Unsur B
(Boron) dan Fe (Besi) merupakan unsur yang dibutuhkan tanaman dengan jumlah
standar atau kemungkinan kecil. Namun jika unsur – unsur ini tidak tersedia
bagi tanaman itu sendiri maka akan menimbulkan gejala yang cukup serius,
seperti pada bagian daun tertama pada daun – daun yang masih muda terjadi
klorosis di permukaan daun bagian bawah yang selanjutnya menjalar ke tepi –
tepinya dan jaringan daun akan mati. Dengan mempelajari hal inilah kita mampu
mengetahui pangaruh unsur B dan Fe pada pertumbuhan dan produksi tanaman.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 18pt; text-align: justify;">
<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; text-align: justify;">
<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; text-align: center;">
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">UNSUR B (Boron)<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<img align="left" alt="boron.jpg" height="200" hspace="12" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.jpg" v:shapes="Picture_x0020_0" width="267" /><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Boron
adalah unsur alami. Di alam banyak ditemukan dikombinasikan dengan oksigen dan
unsur lainnya, unsur-unsur pembentuk yang berbeda senyawa yang disebut borat .
Borat didistribusikan secara luas di alam, terdapat di lautan, batuan sedimen ,
batubara, serpih dan beberapa tanah. Rata-rata konsentrasi boron dalam batuan
bervariasi dari 5 mg / kg pada basal sampai 100 mg / kg pada serpih . Di laut,
konsentrasi boron adalah sekitar 4,5 mg / liter. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Boron
dalam tanah terutama sebagai asam borat (H2BO3) dan kadarnya berkisar antara
7-80 ppm. Boron dalam tanah umumnya berupa ion borat hidrat B(OH)4-. Boron yang
tersedia untuk tanaman hanya sekitar 5%dari kadar total boron dalam tanah.
Boron ditransportasikan dari larutan tanah ke akar tanaman melalui proses
aliran masa dan difusi. Selain itu, boron sering terdapat dalam bentuk senyawa
organik. Boron juga banyak terjerap dalam kisi mineral lempung melalui proses
substitusi isomorfik dengan Al3+ dan atau Si4+. Mineral dalam tanah yang
mengandung boron antara lain turmalin (H2MgNaAl3(BO)2Si4O2)O20 yang mengandung
3%-4% boron. Mineral tersebut terbentuk dari batuan asam dan sedimen yang telah
mengalami metomorfosis.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Mineral
lain yang mengandung boron adalah kernit (Na2B4O7.4H2O), kolamit
(Ca2B6O11.5H2O), uleksit (NaCaB5O9.8H2O) dan aksinat. Boron diikat kuat oleh
mineral tanah, terutama seskuioksida (Al2O3 + Fe2O3).<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 14.2pt; text-align: justify;">
<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt 14.2pt; text-align: justify;">
<br /></div>
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<br /></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">UNSUR Fe (Besi)<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<img align="left" alt="250px-Iron_electrolytic_and_1cm3_cube.jpg" height="162" hspace="12" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image004.jpg" v:shapes="Picture_x0020_1" width="229" /><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Besi
(Fe) merupakan unsure mikro yang diserap dalam bentuk ion feri (Fe3+) ataupun
fero (Fe2+). Fe dapat diserap dalam bentuk khelat (ikatan logam dengan bahan
organik). Mineral Fe antara lain olivin (Mg, Fe)2SiO, pirit, siderit (FeCO3),
gutit (FeOOH), magnetit (Fe3O4), hematit (Fe2O3) dan ilmenit (FeTiO3) Besi
dapat juga diserap dalam bentuk khelat, sehingga pupuk Fe dibuat dalam bentuk
khelat. Khelat Fe yang biasa digunakan adalah Fe-EDTA, Fe-DTPA dan khelat yang
lain. Fe dalam tanaman sekitar 80% yang terdapat dalam kloroplas atau
sitoplasma. Penyerapan Fe lewat daundianggap lebih cepat dibandingkan dengan
penyerapan lewat akar, terutama pada tanaman yang mengalami defisiensi Fe.
Dengan demikian pemupukan lewat daun sering diduga lebih ekonomis dan efisien.
Fungsi Fe antara lain sebagai penyusun klorofil, protein, enzim, dan berperanan
dalam perkembangan kloroplas. Sitokrom merupakan enzim yang mengandung Fe
porfirin. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Besi memainkan peran penting dalam
biologi, membentuk kompleks dengan molekul oksigen di hemoglobin dan mioglobin
, dua senyawa yang umum transportasi oksigen protein dalam vertebrata. Besi
juga merupakan logam yang digunakan pada situs aktif dari banyak penting redoks
enzim yang berhubungan dengan respirasi seluler dan oksidasi dan reduksi pada
tumbuhan dan hewan.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div align="center" class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0.0001pt; text-align: center;">
<br /></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengaruh Unsur B
(Boron) Terhadap Pertumbuhan Dan Produksi Tanaman<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Boron memiliki kaitan erat dengan
proses pembentukan , pembelahan dan diferensiasi , dan pembagian tugas sel. Hal
ini terkait dengan perannya dalam sintetis RNA , bahan dasar pembentukan sel.
Boron diangkut dari akar ke tajuk tanaman melalui pembuluh xylem. Di dalam
tanah boron tersedia dalam jumlah terbatas dan mudah tercuci. Kekurangan boron
paling sering dijumpai pada adenium. Cirinya mirip daun variegeta. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kekurangan<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Daun berwarna lebih gelap dibanding
daun normal , tebal , dan mengkerut.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kelebihan<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Ujung daun kuning dan mengalami
nekrosis<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Adapun pengaruhnya antara lain
adalah :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Diserap akar dalam
bentuk H3BO3<o:p></o:p></span></div>
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<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Berperanan dalam
pengangkutan gula; permeabilitas membran; komponen dinding sel; pembentukan
serbuk sari; pemanjangan, pembelahan dan
diferensiasi sel.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kebanyakan B
diperlukaan pada jaringan ekstraseluler (dinding sel, lignifikasi, diferensiasi
xilem), serupa dengan watak apoplastik dari Ca.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Tidak mudah dipindahkan
dalam jaringan tanaman; kekahatan muncul pada titik tumbuh atau daun muda.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Gejala kekahatan: titik
tumbu (tunas atau akar) berhenti; klorosis daun, daun termuda mati; ruas
memendek, terbentuk roset; batang dan tangkai menebal; bunga berguguran,
pembentukan buah dan biji buruk sekali.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kenampakan karena kahat
B: buah apel seperti gabus, patah batang pada seledri<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: Symbol; font-size: 12pt; line-height: 150%;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Keracunan B disebabkan
kisaran yang sempit antara kekahatan dan keracunan hara, berupa klorosis atau
nekrosis pada ujung dan tepi daun.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengaruh Unsur Fe (besi) Terhadap Pertumbuhan Dan
Produksi Tanaman<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Besi
diperlukan untuk fungsi enzim banyak dan sebagai katalis untuk sintesis
klorofil. Hal ini penting untuk bagian tumbuh pada tanaman muda. Kekurangan
warna daun pucat daun muda diikuti dengan menguningnya daun dan pembuluh daun.
Dalam kondisi pH tinggi (basa) besi tidak tersedia bagi tanaman. Aplikasi asam
formula besi yang mengandung nutrisi kelat, dinyatakan dalam bentuk larut.<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Besi
berperan dalam proses pembentukan protein , sebagai katalisator pembentukan
klorofil. Besi berperan sebagai pembawa elektron pada proses fotosintetis dan
respirasi , sekaligus menjadi aktivator beberapa enzim. Unsur ini tidak mudah
bergerak sehigga bila terjadi kekurangan sulit diperbaiki. Fe paling sering
bertentanganatau antagonis dengan unsur mikro lain. Untuk mengurangi efek itu ,
maka Fe sering dibungkus dengan Kelat (chelate) seperti EDTA (Ethylene Diamine
Tetra-acetic Acid). EDTA adalah suatu komponen organik yang bersifat
menstabilkan ion metal. Adanya EDTA maka sifat antagonis Fe pada pH tinggi
berkurang jauh. Di pasaran dijumpai dengan merek Fe-EDTA. <o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kekurangan<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kekurangan besi ditunjukkan dengan
gejala klorosis dan daun menguning atau nekrosa. Daun muda tampak putih karena
kurang klorofil. Selain itu terjadi karena kerusakan akar. Jika adenium
dikeluarkan dari potnya akan terlihat potongan-potongan akar yang mati. <o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Kelebihan <o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pemberian pupuk dengan kandungan Fe
tinggi menyebabkan nekrosis yang ditandai dengan munculnya bintik-bintik hitam
pada daun.<o:p></o:p></span></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">DAFTAR PUSTAKA<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anonim<sup>1</sup>.2011.<i>Manfaat Nutrisi Bagi Tanaman.</i>Diakses
pada tanggal 21 November 2011. </span><span lang="IN"><a href="http://www.myadenium.com/"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">www.myadenium.com</span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
: Makassar<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anonim<sup>2</sup>.2011.<i>Kesuburan Tanah.</i>Diakses pada tanggal 21
November 2011. </span><span lang="IN"><a href="http://nasih.wordpress.com/"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://nasih.wordpress.com</span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
: Makassar<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anonim<sup>3</sup>.2011.</span><i><span lang="IN"> </span></i><i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Unsur Hara Dalam Tanah
(Makro dan Mikro).</span></i><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Diakses pada tanggal 21 November
2011.</span><span lang="IN"> <a href="http://rioardi.wordpress.com/"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">http://rioardi.wordpress.com</span></a></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">
: Makassar<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anonim<sup>4</sup>.2011.<i>Besi.</i>Diakses pada tanggal 21 November
2011.wikipedia.com : Makassar<o:p></o:p></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Anonim<sup>5</sup>.2011.<i>Boron.</i>Diakses pada tanggal 21 November
2011.wikipedia.com : Makassar<o:p></o:p></span></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"><o:p></o:p></span></b></div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-79087841545528010402012-02-28T16:50:00.001-08:002012-03-27T05:26:01.854-07:00LAPORAN PROFIL TANAH<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 18pt; line-height: 150%;">LAPORAN PROFIL
TANAH</span></b></div>
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</div>
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<b><span style="font-family: "Arial","sans-serif";">I. PENDAHULUAN</span></b></div>
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<b><span style="font-family: "Arial","sans-serif";">1.1 Latar
Belakang</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">Tanah adalah lapisan nisbi tipis
pada permukaan kulit. Pembentukan tanah dari bongkahan bumi mulai dari
proses-proses pemecahan atau penghancuran dimana bahan induk berkeping-keping
secara halus.</span></div>
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<span style="font-family: "Arial","sans-serif";">Fungsi utama tanah adalah sebagai
media tumbuh makhluk hidup. Proses pembentukan tanah dimulai dari hasil
pelapukan batuan induk (regolit) menjadi bahan induk tanah, diikuti oleh proses
pencampuran bahan organik yaitu sisa-sisa tumbuhan yang dilapuk oleh
mikroorganisme dengan bahan mineral dipermukaan tanah, pembentukan struktur
tanah, pemindahan bahan-bahan tanah dari bagian atas ke bagian bawah dan
berbagai proses lain, sehingga apabila kita menggali lubang pada tanah maka
akan terlihat lapisan-lapisan tanah yang berbeda sifat fisik, kimia, dan
biologinya, lapisan-lapisan inilah yang disebut dengan horizon tanah yang
terbentuk dari mineral anorganik akar. Susunan horizon tanah tersebut biasa
disebut Profil Tanah. </span></div>
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<span style="font-family: "Arial","sans-serif";">Dengan kata lain, Profil Tanah
merupakan suatu irisan melintang pada tubuh tanah yang menunjukkan susunan
horizon tanah, dimulai dari permukaan tanah sampai lapisan bahan induk
dibawahnya. Lapisan-lapisan tersebut terbentuk selain dipengaruhi oleh
perbedaan bahan induk sebagai bahan pembentuknya, juga terbentuk karena
pengendapan yang berulang-ulang oleh genangan air. </span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 115%;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<span style="font-family: "Arial","sans-serif";">Terdapatnya horizon-horizon pada
tanah-tanah yang memiliki perkembangan genetis menyugestikan bahwa beberapa
proses tertentu, umum terdapat dalam perkembangan Profil Tanah. Berdasarkan uraian di atas maka dilakukan
pengamatan Profil Tanah dalam langkah awal penelitian dan pengamatan terhadap
tanah.</span></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif";">1.2 Tujuan dan
Kegunaan</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">Tujuan praktikum ini adalah
pengamatan langsung di lapangan mengenai Profil Tanah dan untuk mengamati
lapisan- lapisan tanah. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 39.5pt;">
<span style="font-family: "Arial","sans-serif";">Kegunaan praktikum adalah sebagai
bahan informasi dan merupakan bahan perbandingan antara materi kuliah dan
praktikum yang dilakukan di lapangan. </span></div>
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<br /></div>
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<b><span style="font-family: "Arial","sans-serif";">II.TINJAUAN
PUSTAKA</span></b></div>
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<b><span style="font-family: "Arial","sans-serif";">2.1 Profil
Tanah</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">Profil Tanah merupakan suatu irisan
melintang pada tubuh tanah dibuat dengan cara menggali lubang dengan ukuran
(panjang dan lebar) tertentu dan kedalaman yang tertentu pula sesuai dengan
keadaan keadaan tanah dan keperluan penelitian. Tekanan pori diukur relative terhadap
tekanan atmosfer dianamakan muka air tanah. Tanah yang diasumsikan jenuh
walaupun sebenarnya tidak demikian karena ada rongga-rongga udara (Pasaribu,
2007).</span></div>
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<b><span style="font-family: "Arial","sans-serif";">Horizon Tanah </span></b><span style="font-family: "Arial","sans-serif";">adalah
tanah terdiri dari lapisan berbeda horisontal, pada lapisan yang disebut
horizons. Mereka mulai dari kaya, organik lapisan atas (humus dan tanah) ke
lapisan yang rocky (lapisan tanah sebelah bawah, dan regolith bedrock)
(Anonim<sup>1</sup>, 2011).Horizon dan lapisan terbagi sesuai dengan (Anonim<sup>2</sup>,
2011):</span></div>
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<span style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Horizon
organik : horizon organik dari tanah mineral</span></div>
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<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Terbentuk pada bagian atas tanah
mineral</span></div>
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<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Terdiri atas oleh bahan-bahan
organik segar/terurai sebagian 50% 30% jika berfrasi lempung.</span></div>
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<span style="font-family: "Arial","sans-serif";">c.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Berkadar BO 20% jika berfraksi bukan
lempung</span></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">O1 : horizon organik yang sebagian
besar bagian-bagiannya masih jelas menampakkan bentukasli. </span></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">O2 : horizon organik yang sudah
tidak tersidik bentuk asli asalnya. </span></div>
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<span style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Horizon
mineral yang terdiri atas:</span></div>
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<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Horizon pengumpulan b.o yang
terbentuk dekat permukaan</span></div>
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<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Lap yang telah kehilangan lempung,
besi atau aluminium yang mengakibatkan pengumpulan kwarsa atau mineral</span></div>
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<span style="font-family: "Arial","sans-serif";">c.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Horizon yang dirajai (a) atau (b)
tapi memperlihatkan sifat ke horison B atau C dibawahnya. </span></div>
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<span style="font-family: "Arial","sans-serif";">A1 : terbentuk/sedang terbentuk
pada/dekat muka tanah dengan penimbunan b.o. Terhumofikasi yang berhubungan
dengan fraksi mineralnya.</span></div>
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<span style="font-family: "Arial","sans-serif";">A2 : berciri pokok hilangnya
lempung, besi atau aluminium sehingga terjadi pemekatan residuil kwarsa.</span></div>
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<span style="font-family: "Arial","sans-serif";">A3 : horizon peralihan antara A dan
B dan dirajai oleh sifat-sifat khas A1dan A2 yang menumpanginya, tapi mempunyai
beberapa sifat tambahan dari horizon B di bawahnya. AB : peralihan antara A dan
B, yang bagian atas berciri utama sifat-sifat A, dan bagian bawah seperti
horizon B. Biasanya karena terlalu tipis, bila tebal harus dipisahkan.</span></div>
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<span style="font-family: "Arial","sans-serif";">Keduanya tidak bisa dipisahkan
menjadi A3 dan B1 </span></div>
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<span style="font-family: "Arial","sans-serif";">* Ciri-ciri Utamanya</span></div>
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<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Pemekatan
illuvial lempung silikat, besi, Al/humus baik sendiri-sendiri maupun kombinasi.</span></div>
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<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Pemekatan
residuil seskudesido atau lempung silikat dengan pelarutan/penghilangan
karbonat-karbonat/garam-garam mudah larut.</span></div>
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<span style="font-family: "Arial","sans-serif";">c.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Terjadi
pelarutan seskuidesida sehingga berwarna lebih tua, cemerlang atau lebih merah
tapi tak ada iluviasi besi.</span></div>
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<span style="font-family: "Arial","sans-serif";">d.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Perobahan
bahan dari keadaan aslinya yang mengaburkan struktur batuan asli,
yang membentuk lempung-lempung silikat, membebaskan desida-desida
atau keduanya dan membentuk struktur granuler, gumpal atau prismatik.</span></div>
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<span style="font-family: "Arial","sans-serif";">Menurut Hanafiah (2007), berdasarkan
pembentukannya, bebatuan ini dikelompokkan menjadi 3 golongan yaitu:</span></div>
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<span style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Batuan
beku (igneous rock) yang merupakan bebatuan yang terbentuk dari proses
solidifikasi (pembekuan) magma cair. Apabila proses pembentukannya terjadi jauh
dibawah tanah, maka bebatuan yang terbentuk disebut plutonik (batuan dalam),
disebut intrusi (batuan gang) jika pembekuannya terjadi didalam liang-liang
menuju permukaan tanah, dan disebut ekstrusi (batuan vulkanik atau lelehan)
jika pembekuannya terjadi dipermukaan tanah.</span></div>
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<span style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Batuan
sedimen (sedimentary rock) merupakan bebatuan yang terbentuk dari proses
konsolidassi (pemadatan) endapan-endapan partikel yang terbawa oleh angina atau
air dibawah permukaan bumi.</span></div>
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<span style="font-family: "Arial","sans-serif";">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Batuan
peralihan (metamorf) yang merupakan batuan beku atau batuan sedimen yang telah
mengalami transformasi (perubahan rupa) akibat adanya pengaruh perubahan suhu,
tekanan, cairan atau gas aktif. </span></div>
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<span style="font-family: "Arial","sans-serif";">Horizon O adalah lapisan teratas
yang hampir seluruhnya mengandung bahan organik. Tumbuhan daratan dan jatuhan
dedaunan termasuk pada horizon ini. Juga humus. Humus dari horizon O bercampur
dengan mineral lapuk untuk membentuk horizon A, soil berwarna gelap yang kaya
akan bahan organik dan aktivitas biologis, tumbuhan ataupun hewan. Dua horizon
teratas ini sering disebut topsoil.</span></div>
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<span style="font-family: "Arial","sans-serif";">Asam organik dan CO<sub>2</sub> yang
diproduksi oleh tumbuhan yang membusuk pada topsoil meresap ke bawah ke horizon
E, atau zona pencucian, dan membantu melarutkan mineral seperti besi dan
kalsium. Pergerakan air ke bawah pada horizon E membawa serta mineral terlarut,
juga mineral lempung berukuran halus, ke lapisan di bawahnya. Pencucian (atau
eluviasi) mineral lempung dan terlarut ini dapat membuat horizon ini berwarna
pucat seperti pasir (Hakim, 2007).</span></div>
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<span style="font-family: "Arial","sans-serif";">Material yang tercuci ke bawah ini
berkumpul pada horizon B, atau zona akumulasi. Lapisan ini kadang agak
melempung dan berwarna merah/coklat karat akibat kandungan hematit dan
limonitnya. Kalsit juga dapat terkumpul di horizon B. Horizon ini sering
disebut subsoil. Pada horizon B, material Bumi yang masih keras (hardpan),
dapat terbentuk pada daerah dengan iklim basah di mana mineral lepung, silika
dan oksida besi terakumulasi akibat pencucian dari horizon E. Lapisan hardpan
ini sangat sulit untuk digali/dibor. Akar tumbuhan akan tumbuh secara lateral
di atasnya dan bukannya menembus lapisan ini; pohon-pohon berakar dangkal ini
biasanya terlepas dari akarnya oleh angin (Pairunan, 1985).</span></div>
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<span style="font-family: "Arial","sans-serif";">Horizon C ialah material batuan asal
yang belum seluruhnya lapuk yang berada di bawah horizon B. Material batuan
asal ini menjadi subjek pelapukan mekanis maupun kimiawi dari frost action,
akar tumbuhan, asam organik, dan agen lainnya. Horizon C merupakan transisi
dari batuan asal (sedimen) di bawahnya dan soil yang berkembang di atasnya (Buckman,
1992).</span></div>
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<span style="font-family: "Arial","sans-serif";">Contoh Tanah adalah suatu volume
massa tanah yang diambil dari suatu bagian tubuh tanah (horison/lapisan/solum)
dengan cara-cara tertentu disesuaikan dengan sifat-sifat yang akan diteliti
secara lebih detail di laboratorium. Pengambilan contoh tanah dapat dilakukan
dengan teknik dasar yaitu pengambilan contoh tanah secara utuh dan pengambilan
contoh tanah secara tidak utuh (Anonim<sup>1</sup>, 2011).</span></div>
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<span style="font-family: "Arial","sans-serif";">Menurut Anonim<sup>2</sup> (2011),
untuk penetapan sifat-sifat fisika tanah ada 3 macam pengambilan contoh tanah
yaitu:</span></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Contoh tanah tidak terusik
(undisturbed soil sample) yang diperlukan untuk analisis penetapan berat isi
atau berat volume (bulk density), tagihan ukuran pori (pore size distribution)
dan untuk permeabilitas (konduktivitas jenuh).</span></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Contoh tanah dalam keadaan agregat
tak terusik (undisturbed soil aggregate) yang diperlukan untuk penetapan ukuran
agregat dan derajad kemantapan agregat (aggregate stability).</span></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Contoh tanah terusik (disturbed soil
sample), yang diperlukan untuk penetapan kadar lengas, tekstur, tetapan
Atterberg, kenaikan kapiler, sudut singgung, kadar lengas kritik, Indeks
patahan (Modulus of Rupture:MOR), konduktivitas hidroulik tak jenuh, luas
permukaan (specific surface), erodibilitas (sifat ketererosian) tanah
menggunakan hujan tiruan.</span></div>
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<span style="font-family: "Arial","sans-serif";">Secara umum, analisis contoh tanah
menurut (Anonim<sup>2</sup>, 2011) bertujuan untuk:</span></div>
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<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Menentukan sifat fisik dan kimia
tanah (status unsur hara tanah).</span></div>
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<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Mengetahui lebih dini adanya
unsur-unsur beracun tanah.</span></div>
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<b><span style="font-family: "Arial","sans-serif";">2.2<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span style="font-family: "Arial","sans-serif";">Tanah Oxisol</span></b></div>
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<span style="font-family: "Arial","sans-serif";">Oxisol menduduki rangking kelima di
bumi, golongan ini berasal dari bahasa Prancis, Oxide yang berarti Oksida.
Semua tanah yang memiliki horizon oksida, tergolong oxisol.Oxisol menurut
system klasifikasi tanah 1949 meliputi tanah lateritik, Lastosol, dan laterit
air tanah (Ground Water Laterite). Golongan tanah oxisol tersebar di daerah
tropika dan paling luas di Afrika dan di Amerika Selatan. Sub-order dari tanah
oxisol adalah sebagai berikut:</span></div>
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<span style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Aquox, Aqua + ox isol, berasal dari
Latin Aqua, air. Khas en hubungannya dengan perariran.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Humox, Hum us + ox isol, dari kata
Yunani, Humus, bun. Artinya: Oxisol yang mengandung bahan organic.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif";">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Orthox, Ortho os + ox isol, orth dari
bahasa Yunani; ortho benar. Artinya oxisol biasa.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif";">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Ustox, ust us + ox isol, Ust dari
bahasa Latin ustus, terbakar. Oxisol terdapat pada region iklim kering, biasa
musim panas yang kering.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif";">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Torrox, torr idus + ox isol. Torr
berasal dari bahasa Latin torrid us, panas, kering. Artinya biasa kering. Tanah
oxisol memiliki ciri-ciri sebagai berikut:</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Warna
tanahnya merah hingga kuning, sehingga sering disebut tanah merah.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Tanah
Latosol yang mempunyai sifat cepat mengeras bila tersing kap atau berada di
udara terbuka disebut tanah laterit.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Kejenuhan
basa kurang dari 50 %, umumnya mempunyai epipedon kambrik dan horison kambik.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Mengalami
pencucian dan pelapukan lanjut, berbatas horizon baur, sehingga kandungan
mineral primer dan unsure hara rendah,</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Konsistensi
gembur dengan stabilitas agregat kuat dan terjadi penumpukan relative
seskwioksida di dalam tanah akibat pencucian silikat.</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Tanah
dengan kadar liat lebih dari 60 %, remah sampai gumpal, gembur, warna tanah
seragam dengan dengan batas-batas horison yang kabur, solum dalam (lebih dari
150 cm).</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif";">Tanah Alfisol,
Ultisol dan Oxisol termasuk kelompok tanah merah (Soepraptohardjo, 1961; dalam
Buurman, 1980), bahan induk bersifat masam hingga ultra basa.</span></div>
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<span style="font-family: "Arial","sans-serif";">Ketersediaan
unsur P dan K di tanah Oxisol sangat rendah, sebagai akibat dari pelapukan
lanjut, dan terikat menjadi bentuk yang tidak tersedia untuk tanaman, yaitu Fe-
P, Al-P, FeAl-P dan bentuk lainnya.</span></div>
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<span style="font-family: "Arial","sans-serif";">Tanah Oxisol
banyak digunakan untuk perladangan, pertanian subsisten pengembalaan dengan
intensitas rendah, dan perkebunan yang intensif seperti perkebunan tebu, nanas,
pisang dan kopi.</span></div>
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<span style="font-family: "Arial","sans-serif";">Upaya
pemanfaatan tanah Oxisol secara optimal, khususnya untuk pengembangan tanaman
kelapa sawit memerlukan pemahaman yang tepat dan menyeluruh mengenai
karakteristik tanah tersebut. (studi di Perkebunan Pelaihari Kalimantan Selatan
pada Maret 2002). Pemanfaatan tanah Oxisol untuk pengembangan kelapa sawit,
khususnya di kebun Pelaihari, harus diikuti dengan upaya untuk memperbaiki
tingkat kesuburan tanah. Upaya tersebut di antaranya adalah penanaman tanaman
kacangan penutup tanah, pemupukan, dan aplikasi bahan organic</span></div>
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<span style="font-family: "Arial","sans-serif";">Daerah
penyebaran Oxisol adalah daerah tropis dengan curah hujan tinggi (2000-7000
mm/tahun), terbentuk di daerah tuf, abu atau fan vulkanik yang telah mengalami
pelapukan lanjut, dengan bentuk wilayah berombak, bergelombang, berbukit hingga
bergunung serta pada ketinggian 10 sampai 1000 m dari permukaan laut
(Sarief:1985). Terdapatnya penyebaran tanah Oxisol ini pada ketinggian 10
sampai 1000 m dpl, berarti tanah oxisol dapat ditemui di dataran rendah (0-600
m dpl) maupun di dataran tinggi (>600 m dpl), sehingga sangat besar
kemungkinan sifat-sifat fisika tanah pada kedua macam daerah akan berbeda pula.
Sebab perbedaan sifat fisika tanah sangat dipengaruhi oleh perbedaan
faktor-faktor pembentuk tanah seperti iklim, bahan induk, topografi, organisme
dan waktu (Buol, Hole, Cracken, 1980).</span><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">2.3<span style="font: 7pt "Times New Roman";">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Tanah Vertisol</span></b></div>
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<span style="font-family: "Arial","sans-serif";">Tanah Vertisol memiliki kapasitas
tukar kation dan kejenuhan basa yang tinggi. Reaksi tanah bervariasi dari asam
lemah hingga alkaline lemah; nilai pH antara 6,0 sampai 8,0. pH tinggi
(8,0-9,0) terjadi pada Vertisol dengan ESP yang tinggi (Munir, 1996).</span></div>
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<span style="font-family: "Arial","sans-serif";">Vertisol
menggambarkan penyebaran tanah-tanah dengan tekstur liat dan mempunyai warna
gelap, pH yang relatif tinggi serta kapasitas tukar kation dan kejenuhan basa
yang juga relatif tinggi. Vertisol tersebar luas pada daratan dengan iklim
tropis dan subtropis (Munir, 1996).</span></div>
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<span style="font-family: "Arial","sans-serif";">Dalam
perkembangan klasifikasi ordo Vertisol, pH tanah dan pengaruhnya tidak cukup
mendapat perhatian. Walaupun hampir semua tanah dalam ordo ini mempunyai pH
yang tinggi, pada daerah-daerah tropis dan subtropis umumnya dijumpai Vertisol
dengan pH yang rendah. Dalam menilai potensi Vertisol untuk pertanian hendaknya
diketahui bahwa hubungan pH dengan Al terakstraksi berbeda disbanding dengan
ordo lainnya. pH dapat tukar nampaknya lebih tepat digunakan dalam menentukan
nilai pH Vertisol masam dibanding dengan kelompok masam dari ordo-ordo lainnya.
Perbedaan tersebut akan mempunyai implikasi dalam penggunaan tanah ini untuk
pertumbuhan tanaman. Batas-batas antara antara kelompok masam dan tidak masam
berkisar pada pH 4,5 dan sekitar 5 dalam air (Lopulisa, 2004).</span></div>
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<span style="font-family: "Arial","sans-serif";">Proses
pembentukan tanah ini telah menghasilkan suatu bentuk mikrotopografi yang
khusus yang terdiri dari cekungan dan gundukan kecil yang biasa disebut
topografi gilgai. Kadang-kadang disebut juga topografi polygonal (Hardjowigeno,
1993).</span></div>
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<span style="font-family: "Arial","sans-serif";">Koloid tanah
yang memiliki muatan negetif besar akan dapat menjerap sejumlah besar kation.
Jumlah kation yang dapat dijerap koloid dalam bentuk dapat tukar pH tertentu
disebut kapasitas tukar kation. KTK merupakn jumlah muatan negatif persatuan
berat koloid yang dinetralisasi oleh kation yang muda diganti (Pairunan,dkk,1997).</span></div>
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<span style="font-family: "Arial","sans-serif";">Tanah-tanah
dengan kandungan bahan organik atau dengan kadar liat tinggi mempunyai KTK
lebih tinggi dari pada tanah-tanah dengan kandungan bahan organik rendah
atau tanah-tanah berpasir. Jenis-jenis mineral liat juga menentuka besarnya KTK
tanah (Hakim,dkk,1986).</span></div>
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<span style="font-family: "Arial","sans-serif";">Pada
umumnya Vertisol juga defisiensi P. Setelah N, unsure P merupakan
pembatas hara terbesar pada Vertisol. Kekurangan unsure P jika kandungan P
kurang dari 5 ppm. Ini berpengaruh pada pemupukan P yang cukup kecil jika
produksi tanaman pada musim berikutnya rendah. P menjadi nyata jika tanaman
yang tumbuh pada kondisi irigasi yang baik, jika produksinya tinggi maka
dianjurkan untuk mencoba menambah pemakaian pupuk N (Munir, 1996).</span></div>
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<span style="font-family: "Arial","sans-serif";">Kadar fosfor
Vertisol ditentukn oleh banyak atau sedikitnya cadangan mineral yang megandung
fosfor dan tingkat pelapukannya. Permasalahan fosfor ini meliputi beberapa hal
yaitu peredaran fosfor di dalam tanah, bentuk-bentuk fosfor tanah, dan
ketersediaan fosfor (Pairunan, dkk, 1997).</span></div>
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<span style="font-family: "Arial","sans-serif";">Pada tanah
Vertisol P tersedia adalah sangat tinggi pada Vertisol yang berkembang dari
batuan basik tetapi rendah pada tanah yang berkembang dari bahan
vulkanis. Pada segi lain vertisol yang berkembang dari bahan induk marl atau
napal, kandungan P total tersedia adalah rendah (Soepardi, 1979).</span></div>
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<span style="font-family: "Arial","sans-serif";">Vertisol
adalah tanah yang memiliki KTK dan kejenuhan hara yang tinggi. Rekasi tanah
bervariasi dengan asam lemah hingga alkaline lemah, nilai pH antara 6,0 sampai
8,0, pH tinggi (8,0 – 9,0) terjadi pada Vertisol dengan ESP yang tinggi dan
Vertisol masam (pH 5,0 – 6,2) (Munir, 1996).</span></div>
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<span style="font-family: "Arial","sans-serif";">KTK
tanah-tanah Vertisol umumnya sangat tinggi disbanding dengan tanah-tanah
mineral lainnya. Hal ini disebabkan oleh tingginya kandungan liat yang
terbungkus mineral Montmorillonit dengan muatan tetap yang tinggi. Kandungan
bahan organik sungguhpun tidak selalu harus tinggi mempunyai KTK yang sangat
tinggi. Katio-kation dapat tukar yang dominant adalah Ca dan Mg sdan pengaruhnya satu sama lain sangat berkaitan
dengan asal tanah (Lopulisa, 2004).</span></div>
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<span style="font-family: "Arial","sans-serif";">Kejenuhan basa
ynag tinggi, KTK yang tinggi, tekstur yang relative halus, permeabilitas yang
rendah dan pH yang relative tinggi dan status hara yang tidak seimbang merupaka
karakteristik Vertisol (Hardjowigeno, 1985).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">2.4<span style="font: 7pt "Times New Roman";">
</span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Faktor- faktor yang mempengaruhi
pembentukan soil</span></b></div>
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<span style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Kemiringan</span></div>
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<span style="font-family: "Arial","sans-serif";">Daerah dengan kemiringan terjal akan mengandung sedikit soil
atau tidak sama sekali, Hal ini disebabkan oleh gravitasi yang membuat air dan
partikel soil bergerak ke bawah. Vegetasi akan jarang sehingga akan sedikit
akar tanaman yang menyentuh batuan lapuk dan akan sangat jarang bahan organik
yang menyediakan nutrien. Kontras dengan yang tadi, daerah bottomland akan
sangat tebal, namun drainasenya kurang baik dan soil akan jenuh air. </span></div>
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<span style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Material
Asal</span></div>
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<span style="font-family: "Arial","sans-serif";">Material asal adalah sumber dari mineral lapuk yang
membentuk hampir seluruh soil. Soil yang berasal dari granit lapuk akan menjadi
pasiran karena partikel kuarsa dan feldspar yang terlepas dari granit. Setelah
butiran feldspar lapuk, mineral lempung berukuran halus akan terbentuk. Soil
yang terbentuk akan memiliki variasi ukuran butir yang sangat baik untuk
drainase dan kemampuan menahan air.</span></div>
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<span style="font-family: "Arial","sans-serif";">Pembentukan soil dari basalt tidak akan menjadi pasiran,
bahkan saat tahap awal pembentukannya. Jika pelapukan kimiawi lebih prevalent
dari pada mekanis, butiran feldspar yang lapuk akan langsung menjadi mineral
lempung halus. Karena batuan asal tidak mengandung butiran kasardan kuarsa,
soil yang terbentuk akan kekurangan pasir. Soil seperti ini tidak akan
terdrainase dengan baik, walau bisa saja tetap subur.</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif";">3.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Organisme
Hidup</span></div>
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<span style="font-family: "Arial","sans-serif";">Fungsi utama organisme hidup adalah untuk menyediakan bahan
organik bagi soil. Humus akan menyediakan nutrien dan membantu menahan air.
Tumbuhan membusuk akan melepaskan asam organik yang meningkatkan pelapukan
kimiawi. Hewan penggali seperti semut, cacing, dan tikus membawa partikel soil ke
permukaan dan mencampur bahan organik dengan mineral.</span></div>
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<span style="font-family: "Arial","sans-serif";">Lubang-lubang yang dibuat akan membantu sirkulasi air dan
udara, meningkatkan pelapukan kimiawi dan mempercepat pembentukan soil.
Mikroorganisme seperti bakteri, jamur, dan protozoa membantu proses pembusukan
bahan organik menjadi humus.</span></div>
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<span style="font-family: "Arial","sans-serif";">4.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Waktu</span></div>
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<span style="font-family: "Arial","sans-serif";">Karakter soil berubah seiring berjalannya waktu. Soil yang
masih muda masih mencerminkan struktur material asalnya. Soil yang sudah dewasa
akan lebih tebal. Pada daerah volkanik aktif, rentang waktu antarerupsi dapat
ditentukan dengan meneliti ketebalan soil yang terbentuk pada masing-masing
aliran ekstrusif. Soil yang telah terkubur dalam-dalam oleh aliran lava, debu
vulkanik, endapan glasial, atau sedimen lainnya disebut paleosol. Soil seperti
ini dapat dilacak secara regional dan dapat mengandung fosil. Maka dari itu,
soil ini </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">sangat
berguna untuk dating batuan dan sedimen, serta untuk menginterpretasi iklim dan
topografi lampau.</span></div>
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<span style="font-family: "Arial","sans-serif";">5.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Arial","sans-serif";">Iklim</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Arial","sans-serif";">Iklim barangkali merupakan faktor terpenting yang menentukan
ketebalan dan karakter soil. Material asal pada topografi yang sama dapat
terbentuki menjadi soil yang berbeda jika iklimnya berbeda. Temperatur dan
curah hujan menentukan pelapukan kimiawi atau mekaniskah yang paling dominan,
dan akan berpengaruh kepada laju dan kedalaman pelapukan. Iklim juga menentukan
jenis organisme yang dapat hidup di soil tersebut.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Arial","sans-serif";">III.METODOLOGI PERCOBAAN</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level2 lfo6; text-align: justify; text-indent: -36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.1<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="SV" style="font-family: "Arial","sans-serif";">Tempat dan
Waktu Pengamatan</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Praktikum Profil Tanah tersebut dilakukan pada hari sabtu
tanggal 8 Oktober 2011 sekitar pukul 10.00 – selesai dan bertempat di balai percobaan tanaman perkebunan (BPTP) kecamatan Limbung Kabupaten
Gowa Provinsi Sulawesi Selatan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level2 lfo6; text-align: justify; text-indent: -36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.2<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="SV" style="font-family: "Arial","sans-serif";">Alat dan Bahan</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Alat yang
digunakan adalah cangkul, linggis, penggaris, cutter/pisau, meteran, ring
sampel, papan, Daftar Isian Profil (DIP), dan GPS (Global Position Sistem).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 31.5pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Bahan yang digunakan adalah kantong plastik gula, karung,
papan,spidol, dan kertas label.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l6 level2 lfo6; text-align: justify; text-indent: -36.0pt;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">3.3<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="SV" style="font-family: "Arial","sans-serif";">Prosedur Kerja</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Adapun prosedur kerja pada praktikum ini adalah :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">1.<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="SV" style="font-family: "Arial","sans-serif";">Penggalian Profil
Tanah </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Membuat lubang penampang harus besar, agar orang dapat mudah duduk atau
berdiri di dalamnya agar pemeriksaan berjalan lancar.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Mengukur penampang 1,5 m x 1 m sampai bahan induk dan pemeriksaan di sisi
lubang penampang ruang mendapat sinar matahari.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Tanah bekas galian jangan ditumpuk di atas sisi penampang pemeriksaan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">d.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Penampang pewakil adalah tanah yang belum mendapat gangguan, misalnya
timbunan serta jauh dari pemukiman.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">e.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Jika berair, maka air yang berada dalam penampang harus dikeluarkan
sebelum pengamatan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span lang="SV" style="font-family: "Arial","sans-serif";">f.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Melakukan pengamatan pada sinar matahari cukup (tidak terlalu pagi atau
sore ).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">2.<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="SV" style="font-family: "Arial","sans-serif";">Cara
Pengambilan Sampel Tanah Utuh</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Meratakan dan
membersihkan lapisan yang akan diambil, kemudian meletakan ring sampel tegak
lurus (bagian runcing menghadap ke bawah) pada lapisan tanah tersebut.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Menekan ring
sampel sampai ¾ bagiannya masuk ke dalam tanah.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Meletakkan ring
sampel lain tpepat di atas ring sampel pertama, kemudian tekan lagi sampai
bagian bawah dari ring sampel kedua masuk ke dalam tanah (10 cm).</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">d.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Menggali ring
sampel beserta tanah di dalamnya dengan skop atau linggis.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">e.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Memisahkan ring
sampel kedua dari ring sampel pertama dengan hati-hati,
kemudian potonglah kelebihan tanah yang ada pada permukaan dan bawah ring
sampel sampai permukaan rata dengan permukaan ring sampel.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level2 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">f.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Menutup ring
sampel dengan plastik, lalu simpan dalam kotak khusus yang sudah disediakan.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l13 level1 lfo12; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">3.<span style="font: 7pt "Times New Roman";">
</span></span><b><span lang="SV" style="font-family: "Arial","sans-serif";">Cara
Pengambilan Sampel Tanah Terganggu</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l14 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Ambillah tanah
dengan sendok tanah atau pisau sesuai dengan lapisan yang akan diambil,
mulailah dengan lapisan paling bawah.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 90.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l14 level1 lfo13; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Masukkan dalam
kantong plastk yang telah di beri label. </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin: 0cm 0cm 0.0001pt 90pt; text-align: justify; text-indent: -18pt;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span lang="FI" style="font-family: "Arial","sans-serif";">IV.KEADAAN UMUM
LOKASI</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="FI" style="font-family: "Arial","sans-serif";">4.1 Letak
Astronomis dan Geografis</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Lokasi tempat
penelitian Profil Tanah adalah di BPTP Kabupaten Gowa. Dengan letak
astronomis 05°18’36’.6”E 119°30’01.5” .
</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Letak
geografis tempat praktikum yaitu :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo15; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Sebelah
utara : Desa Palompong</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo15; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Sebelah
timur : Desa Bontoramba</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo15; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Sebelah
selatan : Desa Lassang</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l8 level1 lfo15; text-indent: -18.0pt;">
<span lang="SV" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Sebelah
barat : Desa Sugitangnga</span><span lang="SV" style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">4.2 Iklim</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Iklim merupakan
faktor yang amat penting dalam proses pembentukan tanah. Suhu dan curah hujan
sangat berpengaruh terhadap intensitas reaksi fisik di dalam tanah. Daerah ini
termasuk iklim C, sesuai dengan pembagian iklim Schmit Fergussan. </span><span lang="FI" style="font-family: "Arial","sans-serif";">Keadaan di lokasi adalah C2-C3 dengan curah hujan
rata-rata berkisar 800-2500 mm. </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">4.3 Topografi </span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Topografi
merupakan perbedaan tinggi atau bentuk wilayah suatu daerah, termasuk perbedaan
kecuraman dan bentuk lereng. Keadaan topografi di tempat pengambilan Profil Tanah
adalah datar.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">4.4 Vegetasi</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Vegetasi pada
tempat pengambilan sampel tanah di profil dalam adalah subur, dengan tanaman
berupa legum dan rumput. Lokasi juga biasa digunakan sebagai tempat berkebun
dan lokasi pakan ternak.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Arial","sans-serif";">4.5 Penggunaan
Lahan</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"></span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif";">Lahan yang digunakan pada pengambilan sampel Profil Tanah di
BPTP Kabupaten Gowa adalah untuk lahan perkebunan seperti tanaman yang berakar
pendek (akar serabut) , dan sebagai lahan peternakan.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<b><span lang="SV" style="font-family: "Arial","sans-serif";"> </span></b>
<br />
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center; text-indent: -9.0pt;">
<b><span lang="SV" style="font-family: "Arial","sans-serif";">V. HASIL DAN PEMBAHASAN</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraph" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo10; text-align: justify; text-indent: -36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">5.1<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="SV" style="font-family: "Arial","sans-serif";">Hasil</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";">Berdasarkan hasil pengamatan yang diperoleh di lapangan
dapat dilihat pada tabel berikut</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<b><span lang="IT" style="font-family: "Arial","sans-serif";">Tabel 1: Hasil Pengamatan Profil Tanah di Wilayah Gowa</span></b></div>
<div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 5.4pt; width: 390px;">
<tbody>
<tr style="height: 17.85pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td rowspan="2" style="border: solid windowtext 1.0pt; height: 17.85pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Kategori</span></div>
</td>
<td colspan="3" style="border-left: none; border: solid windowtext 1.0pt; height: 17.85pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 204.35pt;" valign="bottom" width="272"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Lapisan</span></div>
</td>
</tr>
<tr style="height: 17.85pt; mso-yfti-irow: 1;">
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 17.85pt; mso-border-left-alt: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">I</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.85pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">II</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 17.85pt; mso-border-left-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">III</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Kedalaman
Lapisan (cm)</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">22</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">34</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">34</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Batasan
Lapisan</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Nyata</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Berbaur</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Berbaur</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Topografi
Batas Lapisan</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Berombak</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Berombak</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Berombak</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Warna(Munsell)</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif";">Coklat keabua-abuan</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><br /></td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><br /></td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Tekstur</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Pasir
berlempung</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Lempung liat
berpasir</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Lempung liat
berpasir</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Struktur</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Halus</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Medium</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Medium</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Konsistensi</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Kering</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Lembab</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Lembab</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 88.45pt;" valign="bottom" width="118"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Karatan</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 71.6pt;" valign="bottom" width="95"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Tidak ada</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.85pt;" valign="bottom" width="85"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Mangan </span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 68.9pt;" valign="bottom" width="92"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Alumunium, Mn</span><span style="font-family: "Arial","sans-serif";"></span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Sumber : Data primer, 2011</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo10; text-align: justify; text-indent: -36.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">5.2<span style="font: 7pt "Times New Roman";">
</span></span></b><b><span lang="IT" style="font-family: "Arial","sans-serif";">Pembahasan</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="IT" style="font-family: "Arial","sans-serif";">Berdasarkan pada tabel di atas, terlihat bahwa setiap
tanah mempunyai horison-horison yang berbeda. Lapisan I pada profil dalam
mempunyai kedalaman lapisan 22 cm dan berwarna hitam. Warna gelap tersebut
terjadi karena dipengaruhi oleh kandungan bahan organik yang tinggi yang
terdekomposisi. . Hal ini sesuai dengan dituturkan Hakim (2007) yang menyatakan
bahwa horison teratas hampir seluruhnya mengandung bahan organik. </span><span style="font-family: "Arial","sans-serif";">Tumbuhan
daratan dan jatuhan dedaunan termasuk pada horizon ini. Humus dari horizon
bercampur dengan mineral lapuk untuk membentuk lapisan I, soil berwarna gelap
yang kaya akan bahan organik dan aktivitas biologis, tumbuhan ataupun hewan.</span><span lang="IT" style="font-family: "Arial","sans-serif";"> </span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span lang="IT" style="font-family: "Arial","sans-serif";">Lapisan II pada
profil dalam mempunyai kedalaman lapisan 34 cm dan berwarna coklat muda. Memiliki
tekstur lempung liat berpasir karena
pada saat pengambilan profil struktur bongkahan mudah hancur dan mudah dibentuk.</span><span lang="IT" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 200%;">
</span><span style="font-family: "Arial","sans-serif";">Lapisan II mempunyai
batasan lapisan baur. Menurut Hardjowigeno (1985) bahwa batas suatu horizon
dengan horizon lainnya dalam suatu Profil Tanah dapat terlihat jelas atau baur</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span lang="IT" style="font-family: "Arial","sans-serif";">Lapisan III
pada profil dalam berwarna hitam dengan kedalaman lapisan 34 cm. </span><span lang="SV" style="font-family: "Arial","sans-serif";">Memiliki tekstur lempung liat berpasir mempunyai struktur
yang medium dan konsistensinya lembab atau tidak kering karena berada pada
lapisan bawah sehingga tidak mudah untuk mengalami penguapan air. </span></div>
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 115%;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<br /></div>
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<span lang="SV" style="font-family: "Arial","sans-serif";">Hal ini sesuai dengan Buckman (1982) yang menyatakan
bahwa pada lapisan ke III merupakan transisi dari batuan asal dibawahnya dan
soil yang berkembang diatasnya</span></div>
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<span lang="SV" style="font-family: "Arial","sans-serif";"><br /></span></div>
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<b><span lang="SV" style="font-family: "Arial","sans-serif";">VI. KESIMPULAN DAN SARAN</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
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<b><span lang="SV" style="font-family: "Arial","sans-serif";">6.1 Kesimpulan</span></b></div>
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<span lang="SV" style="font-family: "Arial","sans-serif";">Berdasarkan hasil pengamatan praktikum maka dapat
disimpulkan bahwa :</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Lapisan I
mempunyai kedalaman 22 cm dengan warna abu-abu, memiliki batasan lapisan nyata,
topografi batas lapisan berombak, konsistensi kering, tekstur pasir berlempung,
struktur halus, dan tidak ada karatan.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l10 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Lapisan II
mempunyai kedalaman 34 cm dengan warna tanah coklat, memiliki batasan lapisan
berbaur, topografi batas lapisan berombak, konsistensi lembab, tekstur lempung
liat berpasir, struktur medium, dan mengandung mangan.</span><span style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l10 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Arial","sans-serif";">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="SV" style="font-family: "Arial","sans-serif";">Lapisan III
mempunyai kedalaman 34 cm dengan warna tanah coklat kekunig-kuningan, memiliki
batasan lapisan berbaur, topografi batas lapisan berombak, konsistensi tanah
lembab, tekstur lempung liat berpasir, struktur medium (sedang), dan mengandung
alumunium, mangan. </span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">d.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Arial","sans-serif";">Faktor- faktor pembentukan tanah
yaitu kemeringan, material asal, organism hidup, waktu, dan iklim.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 45.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<br /></div>
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<b><span lang="SV" style="font-family: "Arial","sans-serif";">6.2 Saran</span></b><span style="font-family: "Arial","sans-serif";"></span></div>
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<span lang="SV" style="font-family: "Arial","sans-serif";">Untuk praktikum
selanjutnya supaya waktunya tidak diundur dengan waktu yang telah ditentukan.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif";"> Untuk asisten agar memberikan TP (tugas
pendahuluan) sesuai yang telah ditentukan dan memberikan arahan kepada anggotanya.</span></div>
<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 11pt; line-height: 115%;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span></b>
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<b style="mso-bidi-font-weight: normal;"><span lang="SV" style="font-family: "Arial","sans-serif";">DAFTAR PUSTAKA</span></b></div>
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<span style="font-family: "Arial","sans-serif";">Anonim<sup>1 </sup>.2011. </span><span style="color: windowtext; font-family: "Arial","sans-serif";">http://feiraz.wordpress.com/2008/11/08/geografi-tanahindonesia.
</span><span style="color: windowtext; font-family: "Arial","sans-serif"; text-decoration: none;">Diakses tanggal 16/10/2011 pukul
21.00</span><span style="font-family: "Arial","sans-serif";"> WITA</span></div>
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<span style="font-family: "Arial","sans-serif";">Anonim<sup>2 </sup>.2011. </span><span style="color: windowtext; font-family: "Arial","sans-serif";">http://feiraz.wordpress.com/2008/11/08/geografi-tanah-indonesia.
</span><span style="color: windowtext; font-family: "Arial","sans-serif"; text-decoration: none;">Diakses tanggal 16/10/2011 pukul
21.00</span><span style="font-family: "Arial","sans-serif";"> WITA</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 76.5pt; margin-right: 0cm; margin-top: 0cm; text-indent: -76.5pt;">
<br /></div>
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<span style="font-family: "Arial","sans-serif";">Buckman,Harry O.1982.Ilmu
Tanah.Bhratara Karya Aksara: Jakarta</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 126.0pt; margin-right: 0cm; margin-top: 0cm; text-indent: -126.0pt;">
<span style="font-family: "Arial","sans-serif";">Buol,Holo,Cracken. 1980.Ilmu
Tanah.Bhratara Karya Aksara: Jakarta</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 27.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -27.0pt;">
<span style="font-family: "Arial","sans-serif";">Hakim.2007. </span><span lang="PT-BR" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">1986. <i style="mso-bidi-font-style: normal;">Dasar-Dasar
Ilmu Tanah</i>. Universitas Lampung</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">.</span><span lang="PT-BR" style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;"> Lampung</span><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt;">.</span></div>
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<span style="font-family: "Arial","sans-serif";">Hanafiah, Kemas
Ali,Dr,Ir.2007.Dasar-dasar Ilmu Tanah. PT.Rajagra Findo Persada: Jakarta</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif";">Hardjowigeno. 1985. <i>Ilmu
Tanah.</i> Jakarta : Akademika Pressindo.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: right 413.55pt;">
<span style="font-family: "Arial","sans-serif";">Lopulisa.2004.Dasar-Dasar
Ilmu Tanah.PT.Rajagara Findo Persada: Jakarta</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: right 413.55pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif";">Maidhal, 1993. Skripsi
“Perbandingan sifat fisika tanah lapisan atas oxisol di dataran </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif";">tinggi dan dataran
rendah”. Universitas Andalas Fakultas Pertanian. Padang.</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif";">Munir, 1996. </span><span style="color: windowtext; font-family: "Arial","sans-serif";">http://feiraz.wordpress.com/2008/11/08/geografi-tanah-indonesia.
</span><span style="color: windowtext; font-family: "Arial","sans-serif"; text-decoration: none;">Diakses tanggal 16/10/2011 pukul
21.00</span><span style="font-family: "Arial","sans-serif";"> WITA</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -72.0pt;">
<span style="font-family: "Arial","sans-serif";">Pairunan, A.K, dkk. 1985. <i>Dasar-Dasar
Ilmu Tanah</i>. Badan Kerja Sama Perguruan Tinggi Indonesia Timur.</span></div>
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<span style="font-family: "Arial","sans-serif";">Pasaribu.2007. </span><span style="color: windowtext; font-family: "Arial","sans-serif";">http://www.scribd.com/doc/13977716/Alfisol-Dan-Oxiso</span><span style="color: windowtext; font-family: "Arial","sans-serif"; text-decoration: none;">l.Diakses tanggal 16/10/2011 pukul 21.00</span><span style="font-family: "Arial","sans-serif";"> WITA</span></div>
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<br /></div>
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<span style="font-family: "Arial","sans-serif";">Soepardi, 1979.</span><span style="color: windowtext; font-family: "Arial","sans-serif";">http://www.scribd.com/doc/13977716/Alfisol-Dan-Oxisol.
Diakses </span><span style="color: windowtext; font-family: "Arial","sans-serif"; text-decoration: none;">tanggal 16/10/2011 pukul 21.00</span><span style="font-family: "Arial","sans-serif";"> WITA</span></div>
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<span style="font-family: "Arial","sans-serif";">Soepraptohardjo, 1961; dalam Buurman,
1980.</span> <span style="color: windowtext; font-family: "Arial","sans-serif";">http://www.scribd.com/doc/13977716/Alfisol-Dan-Oxisol.</span><span style="color: windowtext; font-family: "Arial","sans-serif"; text-decoration: none;">Diakses tanggal 16/10/2011 pukul 21.00</span><span style="font-family: "Arial","sans-serif";"> WITA</span></div>
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<span style="font-family: "Arial","sans-serif";"><br />
Syafi’i, Suryatna.1990. Ilmu Tanah. Angkasa Bandung. Bandung</span></div>
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</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-86021198766818680832012-02-28T16:34:00.001-08:002012-03-27T05:35:19.489-07:00Sejarah dan Kandungan Bahan Aktif Mengkudu<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="font-size: x-large;"><b>Sejarah dan Kandungan Bahan Aktif Mengkudu</b></span><br />
<span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><img alt="" 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vO5RiNBKhklE87j0H0ICJhORguYBCmXKOfS1CKZ12hKeGQeHUHGgTOBUZxgkipha9zawLQukNYFU/pQUmR1cvVmvsksc7oAj1vuckhdNqXPbYyG1H6PIRySO51qX8CVzviyxdzqhdL2jfz61eLGrcXLj1aufrd46Un14tPlK493bt+6dP/e/ZcvfjzYf99pvWu33rVbHzrt9+3Wj/X97z9+ePbu7aNXP9589mT79o3ahYvVzcsbV+5ce/Dto5fvXn5svKl33rV6bxu9Hz+3n78/ePjy7a0nL+48++Hhy7cPXry58/SHW49f3vv21cMXbx+9ePvo+ZvHz988ffnm+U8f3nzYf/+58fmgVW92m+1es9VpNNvNVqv7CyX/4Fa79c/daXd+dbfd6bY7vXan2+n83y8Wv84VvY97+58P6o1m89GzJwoNcPTkUSwJL1fLVXoNiU493T+AwpNwZMbgKHhoHDwORsBxWKaIx1HySCISFSCoAmJ/yewv6j05ZaJqyq05kxVDJKdMlw2Rqtm3aAkuOixZFc9KQQtBKN4ERYbWeMRkAQpFGUeRxyRKhlLHpTBgSNQghA6FCHAIEYGsZYs9KmXYyLXKwFwsScWl68VgDv4YdPDL8dNDFARJJWBbFMOESZKMpg0a+SYxXkyCM5AQKgTHx8msEq6WzdOyWQANsEuYCgqWDR/Dnh+CjBDZNLqQjSBhbH6nwWlhS3lSrZynEIg1UpFaQuZSaQKGRCNlSTjD0JE/nDp0Hg1BMEgTJBSURkAwKVAaEUonwugUqkzEAOQQCrkfBoXQqDKbzZdOKx0mvlZOk3L7oSM4HpGt5knMYjQHyVQymCo6SUSkiMkMgMlQMEkiCppDJMlVo2QGlMXrx+APjY+fRaH6UIgzSNg4HT+Ihw8SoAgBla4Xs00yplHEMkoZageCqwIzpRiBGitS48RqrsmuCUWlLpfY4VD4XPpY0BD3yzwWllHBNCgUfqvcZzbE/TK3Ve5xmuJRQzQeKi1kNnaTi5vJ6oXs+o381r25zbulC48XrzxevXF19ea1iw++ufX8u9svn1979uTKs0fXv3t65emj9ds3qpcvzu/uLF6+uHhlt7K7VdjcLKztljYvV3dvbtx6cO3xiwc/fvz+U+v5XufZ+4PHrz/f+van3fvPdu9/e/Xxi937327eerB9/eHunWfX7n9//cH317757vr9b289/P7u4+cPnr389od3r9/vfzroNNq9ZqfXaPYarU6n3ey0m71Oq9tpdVqNbrvZ7bQ67WazflA/2G/U9+v7e/X9vfrBXv1gr9mot9vtVqvVbrfbrVa72eq02t1Wu9v+eyr+5WDxCxX1ZvfD5/39RqPb67746YXBrD17/jQKD+MImUIpjyfi4ElEKp0BRaC/+PLIkWMn+s8P9Q8PjELHYCQIjApCMMeYGqx9ShEpG+PzxtkNV3nbm61Zp0uGuQVratEWmDd78jpjUqIN8fVhoSki0QcEsbzVn9JZPGKtlaO38mQqCpuPFIqxTDUdIyeDOUgwBwEX4BBCPIyPA7MxVA2fY5adxU7824k/HQb1IwR0mlZCUPCOgvoQHCzfJMaLKTQlkw4w4XQYhoMW6LkcJZ0sxKLoYIoIQ5fgSDwElDA8Ah0ksQhMIR1LQ2ssasAox1JRYpWAK2UzBHQSi0BiEYlMvFgpoPOpAxPnxvFwGIMwScH0QUZHsHCylE8QcpFMKkHIoyvkHI2GAQAYNhdOY1ClCrXLo3HasSw6gUenSdgyi0LlVIlNApIIJ7MK+AamyiWXWUVMgEGTUfF8PAvgiu2uYSL1DAI9QWOcRiBGyZQJGhnMolE0UqKCT1YJ6DopVsoYoyMhXBxNJ+JZLDSNFspmTzLocB4bymEQAZEu6jNPBYGAVRu1m6d9ypCRb5OJXIAiqFcEtXy7VOQCxG41EDBpIg5d1OvMptyzGVt6yp3NuzL5cHlpemU7WdvJrF8s7myWLm4tXLm4fONq7fqV+csXKpd3ihc2Y5WCK50yRILGaNA1kwqX5qKVQrRSipWX45XlZHU1vbRZ2Lq0dPXuzv1nV56+vPbtD7sPv9v+5snWN4837j7avPto5/7TnW+ebly7v3n9wdaNh9s3Hl649fDS3cfX7z+7fv/ZlTsPbz54+u2Pb97vNz/V2+/36h8PWnv1Rr2x12jV371/8+nzh26vXW/sv/vw5sdXL9+9e31Q//zh47tWq95sHTSa+/Xm3n59/6DRaLU7ewcHjVaz0+nsfd472Nv/pbP6p8e6v6rzj1T06q12s91pdpqPnj0EtNITfV9PwoaJVCQEPoohIOgMKo1Kh0LhRw4d/9Of/3zoyOFTZ08OTQzgGAi6jMAAMICL5U4D4ZJuqmaeW3cU11yFFcdczTpbMc2te9PrvmDR4M2pw0V9YsEaL5uCWXWyaMouOFJz5vCUxhuWewJSfxiIxXWWmJ5t4SOEGAgHAeGgxmiQIRJonA4nAmyJSztGRf7u3JEzSBCYRcJKOCRAOEFDQVnoCQr0LGIQxkRQ5DQGQFe5AJNfo3HJ2XISjDSKoo4JVBSBkoQkD8Owo1QOnsEnoohgroSuNskYPJLBphLK2WQmDkWAUtkEFAHKkzDZQjqSABPqFWgedZyIHMZC4QwyRwNQZSKGQspUKkgiEV2ukFrsfK0RSmEMowkoFl9uMoOwGDyHbvQ7LCELYJOTxViqFMfTUtlqkimkYipJYNIEQ05lK1kivRjFFx8DwQ+NTVKUGhiHi+QLsBKh0G6Sus0sI8A0yDhmJUnFg3DwSBGZZZJwLSqaTgpi4VFihjbq0CeciqDBlvHpEhahW65PmlwFnzwEMM1sRUhhzpgVYTnPyRO4hdqEzjBlVkZ0mphFl3BwbWqBQ6sOe6Uemz4W9RcL7tm5YKUcWyhNLS/OrC+nlqvRhVK4UkjU5uPVsnUqDvhcfItBaDNpQz7bVNyeTtinU8503pUpuLNF72w5WKpOLW8WL15bunlv+db9yuWblSu3ajfuVa/dqly+sXL3wfb9Z2vX7q/feLB588H27ccX7z7Zvffk8jdPLn/z+NKd+5fu3P/m2fMX7z7+8Pbj81fvXn/a/7C///bDq+9ePLt8bffajcsPH39z+96tew/vfPPw7pNnjz58evfx87tOr9Xttd99eP3T2x/qrfrHg739ZuPTwf5Bo95stfb29xuNxi+l4FcqWp1eo9Nrdv4VFY12t9nttLrdevvg2fOHOov8yMnfDY2fQGKGz/YfGhw6AYWNkghYNBJx9szZL/78+yOH/jg61ocjgkUAVW3laFycYFaTKBnjJd3Mojm/4iivuCpLrkrNVV1yVzdClc1IcTVQWPYWVtz5ZVd2wTpd1CfnNIWao7oeyBQtsSlNJm+bK7vjKb3KJSYpKJMMyDh1YoIyOUwYGyGAYGzMBA3B1ok5ejmEgT+LAH15vq8fBaHIRCQ5ByehjhLBh0dPnJw8M06aFBr4hfVcYXUmUQiYfQoqH0HhQNQWjsEhYArgLD6KLyUyeSgCZVJvESXSbodXk5zxqg0CFheHIUwSqDAQbJDGwnKEZDoLp3LpSBIGikPE8qlYHh1GJwxj4CQxT2jQ4vk8BINJlcpJQukQCn8WgoRRWUKNjsjhsuViwKJTWOR0KRVKHaHLsQw5hq8lqz0iDHtyAjckNQkBm5wiohwaGf7DuXOHRkeIMglJLiFIRTgxT+62Al4LSsCYoGHISj7PAlBUfBLA4VsVmrBJaJeSAJo6bFi4sbT6zUZ2Ox+ajzH0TKqGpovp/GW/Jqplm9lCh0DqlbAsDK6NrYwo7TmbPmUUOMU8m4TvkOPkDKpWIHbpGTop26gC/E51yGOfSdhnUr65jHcuY05GFR6H1GXTRwL2dNKcjMrddq5JJ7CZ1EGvIRbShn1Kn0fhCyq8QYU3qAyEjYmpQKmS2dyZv3pj/urNuZ1Lua2LczuXZncu5rYulK9cW7x+e/HSzaVrd9Zu3tu882D7zoOt2/c3b97dvnV39+69y/fuX/3mwfUHD28/efL4xYvv37z+UN//WP9w5/GdS7cuXb59eWVnJVvK5iqz5eVSrpJbvbB67+m9u4/vPv3h6dJmrbxUerf3Yb/b/tA4aPV67/b2Xr5+1ei0G+3W54P9Tqf7CxudXrfZ7tZbvWbnX3VQ+812s9tudjv1zt7bTy8Safck7AwKN0ikjJwb+OL06T/0nzsMGhuYGBk8fvjQuTNHCRiQVEwxGPgOj8zuExvdbF9SlizqpyqG7IJ5rmotLtjKC46FqntlOVBdClSWAotroaWN8OKar7LkLC3aSjXr3IKxtuHZvBQr15zpWcNcxTFXdgbCcrGBQZTiUVwEjA2dII33wc72I4eQHNwECYYX0IhiNpSGPweb+FPfyT7wBI7LQfEpYBZmnAIdJYLHSZMTJBAToCXL0eLaTHk9M1XwAkaWCCC4Q0A0ZdCbmN6gwhsEDBaOXEkOhLXlhWg8ZZ2Z9Xr8Gr1RIBQTRWISCjtKZyJ5AgKPT1Q61VgBCUxFTpBg5+CjR0b6ToGGOBq5zusmigQTeCKGw8PxxEMo/DkoCkbjsKQAT66W6NRMiQDPxo6hh4aQJ5UOrsEvUtgYWo9QoKNQRFihliXS8akiyqHhga+HB78a6h/GY1A8JpRJBlFxfJNaYFaDqNgBDBgtoBGkLDATixHQpE6NKiRXhxW6qCpQ8hQvzc5dyMRqYc+ci21iEhVYvpUF+KVMAw0nQZEAHFNPFbl5Ei9fFVHokxqRR4QDcCgxBisnwPhorJTENAhRIhJaTGXoxRyTDAhadZGAPhpQ+d18i4GiktPUCpHdrPK75R6H0GrkGDQco1ZgM4nsZoHVwNRrcHIFXgEQFQBFreFZbdpI1JMvxJeWk6trkepiaH4hslhLrqymNzbzu5cqV65Vdq8Wt3dz61vZ1Y38xvb8xUsr166vXb+xfuPGhbt31q9dnd/aXNq9cPne7RuP7t///smNBzfzy8WNq5sPXjy88ehmZX3BFrSbfGZvwpfIp5YuLC9u124+vpWrzmbmM89eP/9x/9Obxt5+p/3w+XfX7999X9/71Dh4+/FDu9P5a8Vodbo/F41/QcXnRqvRbe619g86Hxrdt2s7swo1Ua2n6IxUKm0UBjs1PHR4ePDY8MCJU0e/RkEGDUp6NKCeTprSM+Z4SuMNiyJpRbpomCnps0VjNm/M5UxzOUs576xVfLWSv1YJrtXCK4vBhYqzVDCVSsZqzVqaN+bLusK8ebZkzBRM6bwpPqP3RuRCLY0mI3DVdJaSCqOBT4weOzV+GslAM+VchowLwiEGIBOnx4b/fOrE6dHRUQTyPBY8iJuAsbEcg4hvFOGFRJIQr7RLXDFDrhqbX02FkgabR5TKWorzvlhCU6n6ylVvNm+LJTXZOfvCUjgxbUymzbm8Z2bWGYkbk1N2rZ6jNXA1Oo5SzSSJiCAaFC8i40VkMA05QYIhWESd324IevF89gACMUEkwemsYTTuPAILpbIoPAlLBDBEQhSFgGOhMEw4mjnqSqjjBas7pfSlDcGsWeOUsAEKF2DSJbSjo32Hh0//7vRXXw2eAJFREyTEBAnBVokZgGAEC+6DjoDIqHEi4hxsFMkiAU4dx0BT+6W+WUeo6HGmrea43p6yejJuXUhPllHQPCyGjwPT4GAqDMpAoXkEwK8RO2VSl0IZ0ArtcoKMiuTjkXz8GAUOoiMxIhqUjcNLmHyLUmhVKX0Wsd3M0WtIMhFWyMOJ+TSljGfUCcx6lk7FN+tFFiPPoKWp5BSFlKEBmFolQSEnqwCqWknXajgmo8Tt1EbD5qmkKZXQRsOqUEAbDdtmpv3FfKQ6n1xemlpeCZfLrkzGNpXyZDLx+Up+Y620s7Wwu71+6+rixa10tThTLc1vr9YubhTXF9wpn9QC2GKuTG22dnl149ZOaDaqcetdSa97ym/wmy0RR2GjHMknooVEtJSeWVm48ODWxp1rc+u16s7Gve+evjn4vN9utXu9Tq/bardbzdjw3msAACAASURBVFav0+11e912p9P5awv1a/yXWtFuH7TrH+vvPzdfH3R/3LmSd/mF8ZRqJmdwuXlqFZFJmyRgRkjYCRIaKmaj/VZePm2u5B2VkqNYsqSzmtmSoVy1lRdtlXl7uWwv5R2VvGupFNhciF+oJi8tTu3WElvzocU5a2lGW8yqK0VdtWqeK6gS05LkjCKRUTn8PJkWL1SgmFIMGyDLTDyZkYthwE4OHzk1cgJNQ0l0MraMNwoHD4DGjvf3/59ffHly8PwYHNWPHD8BHRgjw+hqLg1gINloogDL17IUJk54xra4Pl1YCKUy5nzZs7QaLc97ayu+yqJzeT2wuOxdWPItr4Wyc9bMnKW84K9UA6VKYGsnO5N1JKcsgaDG6ZaRJQScCC9zKERWCVlGJ0qoZClL5TYJjKpJMvboyPDx0dGzEHgfGHYGBBuAo6E46jAYdW5sbBQGFuv4zqhZaWObAuJgRju77CttRGeqXktQqXaIjB4tU0o9cv7IkaEjR4ePnRw/hWRiYDQUjIYiiWhMgDeEHD86dHoICYLT8Eg6gSbhKR16tVdiS2hiZV+05LUnDI6kOTQXCM4GjAETSUSB09BIBg5GwUIpWBABPYQEw5g4EAWJ4pI4eqnADJBkbDibAGPhoUwchIHFCGgIDokGCGQOvcCklNh0XL0GL+KD6WQYk0aSijg6Nd+oY2oAkkzEN+lkDivfqCNJRXiRgK5UCCwGsdMqcdvFLpvAbuZZDByznmsxiF02IOAWOyxso5Zl0IicVnXIp40GtdGQPhbRRUPaSFAXDZkTEUc66ctNhYu57Gq1cnG9sFlLlLORualkOTO9MBueS1iSbkvCbYjYxDZA7TcmFtKhQtwUc0TKSceUD8UnkGQMU8xujNmVPj2KT2EbVYFSRh/16YLuWCmXX6vdePpwr9v++cL9oNXcb9R/vhys7x/UD+q/UvFr/Je5ots7aB/stT7ud958qD9d3kz6wsJM3lCsWJIpIBgQW4wsg5pp1YscRiBgl8zG1Ctl92LBPl+wlAvGmQwwPSMvz1uXVz0rS77VWmB1IbRRje0up29sFG6uzt6qZa4vTV9aiK0XXLWssZLVlHOqhbK+XNbOFjSlBXO55krnTe6w1OBg8wA8TYThyIhsGQFJmTw3cXJw8iyJjafyqWAM5Ozw4Chk8kR//7/99vdnzg+jCJQB1MTX46f7kMNjZMgp8JlTk6fxPLTEyDO4pbGss7qSXFxNlKr++cXgylp0dS26UHNk85rlNe/6VrC26l3fCs9X3aV552zBNpMzZ3PWze10sezNFzxT05ZoXG+J6CUOMeBRsHVsCAM+iBnuR44QxHQsjzaMgR0eGvj9yRN/7jt3ZGjk8PnRL84O9A1B/nTozNcnTw1DwXKjZKoY8U1pjT6hb1pZu5RY2p1OL3hccX1wxp6ZT8kMwvOIc+O4YaqERBLimXI6monEsDAIGoKl4ICJsHOTQxACgiUTSgwqmVGrsOgsYa05rPZMWW1Rg8wi0bhU5qBVYVUJtQoCh07gsGkiEYHNR1KYowjcifPjZyGQs1AIhELhqNUSs5mlBIgiAUksJEmERBGfqZTh+ByqVMjRAgQRlyYX83QagpgPY9LQHCYdkPMMGp5OQ1VIsXwOHZBxtCqGUo4X8vFCHk0u5Rk0IodJaDfyLDqGXklSSvAyIU7KZ+iV6pBX4rIwdAAJELH0SrHTLHaY2EYt06AW2E1AwKWLB43JsDEe1IU9ppjfl0uGi9OR4rQvE7HG3LaoK5iNGkJWlkFoSjo1ITNNw6OqODKPVh+1uXOh3FbZW4iSlSy2XujKBl25kMyjpaoFPLtBF/cJ7HqBVacLu63xQLIyd+Xh3Z8+f6h32o1ud7/VaHXa3V7v897e/v7+r1T8Gv9CRbPXq3cPGt3P7d67DwcPKzVvICZI55SJlNjnY/s8XK9DGPGqUiFr0u/IhHXLWdP2gmchqy/MqPIZZTIuCIXY01OyuVltada0MGdfmvOuFcIXK9M3V4rXSumrmfjVQux6KX51Pnix7FovmJZmNeUcsFIz7ewENrb8K5vB5c3wTMGmszE5YjSGMgZG90OxgyDkwBj03CRqhCmk4GnY0wOnvz56ZHQSdKp/8H/+H787dqq/f3D8OGjwBHJogo4cp8F+f+ZPfz73BUmIA6ziTCW0sDq9sBSrLUeXliNLy+G11cjWZmJ1w5MrAIvLttUNd7VmW93wzVftcwVjoWRLZ/TJlGZ1NZovuMplbz7vmptzejN2lo7JMbDFdjFJTj0NPfv7vq8mqUg4izRBxpwGT/zmxPHfnDh5aGjky4Hhfz98vO88/OQ5CAxHxFLpVD7JGTZPlV1zy8HSRqB2KZ5b8pbWIzPz4WQhsLhd8SacOBaEIkR6khajXynScfFcpEDLIwuIJD6ZIqQyJBwuIBRpALlRozQZFCad1MBXWEXOqFnrUhG5JKaUrbYahGoFlScksnkciYYnN+DpMjCafW4Yd+Q0eJLAmsAz0UwxQ6ajSTRYtoTIl9OlKgiJjmXxeSotiS8iC4R0qZzI47MUCpYKIImFaA4bw2URRHySREgS87E8FoxOhjOoCCYdyWKgOSwsj4Pjc/FCHl7Ow8t5aDELIWBAeVQ4n4GTcRl6hcxr5du0JKUQLWKSVSKeVcM1q6kaGVkjZ5k1QpdZGXLr4n5DImCK+7VhF+AxAW6Dxm/W+EwSi0JsktvjLkPESjcIBE6ApGaT1GyWWUzV8ThWiTpqUQQNLLOYqGQxDILgfMpdiHLtUvtsRBn3MS0qtk3LNCrpWrncbVW5be5UdOfW9Z8+f2z3eo1up9XpdHu9ZrvVard+peLX+Ne77W6j3Wx1653e3ufG86Wt6dCUMjytcEe59iDTEWS6wlx/QhyZBkJTwFzetL7kXVv2zpcsc3O6mZwqnpQEIrxIQpTKKKdz2umsNp0zFMqOxVpwaTW6WPEt5r3LFf/aYmh1KbhU81XmnXNFc6nmLi15sgvOqZIlMKNzJpRaD58oguCFSKlNzFBQJ4kTaBpqDDHKEDLFSgkSizp97syfD305MHp+AgH+4tjXv/3q9wMTQxAM5NTAKQgWgmfixtCjZyfPYLhInpap9cv8OWt2JVjYiOaWvZmaa3bZXVj1lRfthZJhYclZXXJVl91rW6HqijdbMJarrrmKbSqnL1bdxUVPZcVfqHoyRaslJFU6uOaQwh5Vy00cFG38PPgkGDsEQg7h6UgIavz4mcNHTx4eBQ1DEeCjJ4+cBfWN48ZMIa09ZoRRh2lS5PS8a34rPr8VKa0Fcouehc3Y/Ho8N++vLCfSBQ/fzAJ80uCcxxBUc5V0Mh8jBNgsIRlNgrMFdJ6cT+FS8WwKU8bnaeQ8jVTlENki2uis1xrWs+Q0voqttqrFWilPIcKzaAyBiC2RT6IIx88Nn+wf6x+DglFYGI44jkBNojBjKPQ4BotkMJAsBpRFg7HpGDEPxmOiJDyuzcBzmak6BYJBQDBIMBoJSiGCiSQQgTRJoIDwlDE0YQxDABGIMBoVwaAimVQsj04ScvAcFoJGRjGoMAoRz2XxtUquVsnVKvl6NVUuQrBocCaFBkjEVgPPoGZpAaFRw9UpxXa92K6TuvRSt17mM8h9BoZOwNSLhDa5zKkSGqUctUBiViidOrEFoCrYSA4BL6LRAC5VwZba1fqQjaUWwlk4rJAisSptCY/QrMCLKOqAXeKyMnQKwG9XeM0cnUxiVcutKoFGEpmJPvvx20a3sd+sN5o/3/N1/9W03Wh2m612u9tq9/Y/HvyweiHvTaj800Awp/DnJL6swJfj+/L8YFEYKgvnasbasne+5ixX7XMVS7qgS2XV8TQQz6pSeW2yoEsUtImibmbRPLfunNt05ZddxZqntOwrrfoLK4HZmm+m6klVnJmloHfGqHDyeAYqWgCGMEfISqzAytTGdPasFysi9cEHMSziAHiEQKegCYRR0MTo+Pix08cOnzw8ODlwcuj44f6v6HKKQMDoO3p44OxJyOQwAg8+N3ZqgjhCVRCRQjDdQLTmtMl1f2rdE160+Cu6QEU3ldMVCpZixZ4vWUpVV209sLjmz5XM5WVPacWdq1pnq/bKhn9+K5BfcU2VTcG0eqpkzy14Imm9ycmVqggsHhSLHyQRRwEFhUaeHBn4euTs12T0uIJPQUMGT4F/N0Y/Hijqc5t+uhLKVMHTi66ZRc/ckq+wEphfC1dWg5Vlf7HqmS3YZubMroIzshwLV4K6kFqoYbFlFCaXSCQjQZNDBBKKSMNPIidHkJM4LpWtkQmMgN4v9aXN6Wo4MufWuhVys1Co4VIEJKaEiaJgGEKeSAWAUIgvjh05NTA4AUcMDp1HoBAgKBiKgk+i4ZNYBJiK70dOniejBojw80zshIiO1IlYATMtYJqQ0IdR46NYyBgWPoJGDMHQ52GYEQR5BEEZAOOGEUQoiY5j83AcOoZNJYsZHEDE4PJJdAZHJCbSGXQeX2U2S7RankJB4fPAeNwQHAbCYXEcNl0mYSoVXLVSqJZLDCqtz6pw6tQhszpiFrgBoRtgmgVcu1TkVMjcKrlDJTLJ+BoRG+DRpRyamEWXsilCBp5DJgnoQq1MagToUg6SjiXwqTqPWes2EXhUDJNAFnPxYgFDKdX4HYaQQ2yW87QCgYbHV3LjuciP7563uo1666DebNbrjf29Rrv512n71/jXv456rU631W21envv958vbWddEXkkp0kvGBJldawkjxRlkZIsVpHHFxTpsiabN2SLxmzJmCkZZgr66Tnt1Jw2PqsOpWX+KUkkq0wUtPGCNlHSzdQsuZo9V7XlqvZs1Z6p2tPztlTZlihbg7MGlYdNVSDAjIGjoD8cnfwjTgbTx+TT6zOKgPbL80e/Gjo2gYOOoSBjkMlDx471DQxg8PhJOPTo6RNH+o6cGz87hh4l8PEcPgOLhvefP91//tQkZvzE8FE4Ayx3isR2Nl1DEFmpwaKpeCGSXnKGZtWRvDZTNM2WLNmSOZ03zBRNxZqrtOzOLdhKa97SmnduxTW37M6vefLr3rlVd3bZubAVXdxJVNYi2Xn31Kw1nNJZXAKJAu/2KOJxs1RMgoJPIybPSvmkgEurUbDAsMMU5lAqY1jeiCVm9KmssbYVn18PL23Hl3aSizuJhe1YcS2UrXlSZVu8aEkt+1JLPl/GCNhZPBmWwYNhcEPDI4eHh48QiRN8MZkjJBDZaLqIpHQAjqjV4BK5IurZhUhpeSqQsKpMQraEgibDYHgIDA8VKEQqkw5JxB/rO9M/NjoBg504dgQKnsRg0DQ6FU/GQ5FwMBp+dnTw+PC5o0N9fbAxEBWLEjLIKhFZJ8GIGBDUJAQNgSBhIDh0HIoEwbFQDBWCoQxOIMbgWBSFQROKGVI+TcxlyrlCrVSqVgB6jcPvketUfLkYMOkAk05uVBO5jGEEeBAOglJwMBoBRicwlGKJScNWCOVmjcKhY6lF6pDZW4yZpt2qiEXm18oDeolLKbDIZDYl4NDITAoinwoho1gAX2xQ8NRimoRN5NOwbBIIDzuPGAMT4XguVWpWAXYtVcIi8ql4PmOMgkewaTyDSmbX8XQilpJHFpJ5Sk5xOf9273W31252G61uu9Fq7+/Vm82/dlC/xn+hot1rdTrtXrvdq39u/LR5uRhK61JFU7ZmmVrQJSpAtCSPlGTRsiw+L0/kgWRGlZxV/+KcKpZVRrNAcEZmD7ENHqo7IQxnAXdKZI/xgrPAVMU4VTakivpEQRfL66N5XThviBQM/pwW8DDpGiRVhcBIQCjRBFWLYRrxioASJ6cOYscRXMIkAcEQ86gc1om+s8dP96FxeAKNMgIaOzt6bhIzOYmfPD1xBoGFioTcSfjYJGKcLqIMwQfJErw1YYiUPfqIXGylOaaUs6u+3Ip7umzKVm3lFU95xVtcds1V7XOLjtKqr7IZKK37iuu+0oa/sBmYW/dmV1yZFWd2zZPf9K9fm1m/OrO4Ha+shRc34kubibmyLxzXlsvhhYWoycCnUycFHEzArV5emM5OewSsCYuWPJ937m5N7WxP7WxPbeyk1naSm5dnNq5kVq6mly5Ply8m5rbC6TXf1Io7s+JJVu2uhExiwPMlMBYfhMX2DQ/9EQ45IRKgvAFVctrmCml0dpHJrwymHbEpiy+sSWVd+Uo0GDMrNGwyEw1Fj0IxIBBijMymcCV8KAbdN3R+FAoGI2BDZ8/gkAgKAc9m0PA4DBgCgqFg45Ojw+DR/vHBsxNDw4iJcSwUSsGwVGKlXcfmUFksKoNOI1PIOCKFQKJTGQIygw9Fk1FEGo0nEKlUEj0g0sjEBqncrJRrAb3NEEpFDA6TSCWR6hRirVxt12ucRpZCwFIK5Vat1KIW6OUqt8kccqvtBpPfrvaYaAqewqsPzk9Fl2a8pZg6YlZFzHyLlKJgcjQCiUnOUwkm8bDjI30QEpImYXPVYo5SSBWzcFzyEHLizMQAikkgCxksQMBViSliJkXMZAIirIiH4jKYapnYohZbFGKTjCahMaX0dCn1/O33B+29/cZeu9PpdHvNRqfd/pta0f77WtFodhqtVqvbavf295qvdq7PJ2fN0xVLZtGcmtfFy4poURYpSsMlSXReFp6TBdKy4Iw8lJGHMvJgWuqfkninJJ6U2Oijq+wEW5QbmJHbIlydj+pOipJlbWpenyhrYyVNpKiNFDWRsi5aNkQqJtuUzBAXumc1jqxa4ecQAOhp9JfHoSeOgvuwQorCpYMQ0TxAwpNKhsdBp88OnB8dH5kcP3t+4NxoP4wAR9FQA9DB0+dP09jUMfgoGAumCEmnx05CqSC5XZhZiaVrQU9C5U0oZ4rW+RX/8mpgacW3shlZ2Y6ubkdXt6Mr29Hl7VhtJ7q0E63tRFcuJVcup2q78fJmoLDhr1yILF1NrV1MrF1Mrl5ILG/F1i+kdq5kNnamq0vh5eXYUi3m88h0GprHKS3Oei9fKC0vJMJG9kJMf6ES2l2IXF5NXliKLi3411djq1vJ1e1kbTdZ200tXE5VLiWLlxKFi/Hqpn9xw5crmTxBrtVKtphIWgAtYI2yKYM6JW46pV+uhQslTyCsNLv43jCwspSIR3QBvzqVsPi8KkBBIxAnJ8HncETo2GT/JGwMS0LBMDAQfHICBgJBJ8RcpkEtV8vFKpmISsKCQSMoJBgMGh4eOYdAgDA4OJ6IQmFhYPg4W8D0B5xBu9FvNbgMOiOgAEQSKV8kFcmlIhmXK+TyhSKFTG3UaaxapVmlsgE6h0ZpkGrM8kDCY/UYVGa52qqQ6kVGrz5RjIdzoVAuFCvEU/NT0ULMnnACDhVfJVQ7dO6pgDni0EfthrjDkvZ5CjFNzKYMGplaAZKDx/FIVAkDy8RN4qFDSNAZ0OAYBkIU0MkiJpKOh9PwcCoWz6GIDABXLaFKODQJlyrhsBR8rc+uDwdYWgVLIxOalIBLp/ebhTohF+DMlKd/eP+i0Tk4aO63u512t9uot9utv6Gi9Q9UNNr1ZrPeOthvfXi393z1wlxoWhvOqsM5RSAj8c7wPWmeJ8P15nj+vMAzI3QmRZ5psW9G6s/IAhm5PyP3Z+SBjNwR51tCLN+0JDqn9k5JbFGePy2LldTRijpSVkVKylBJFSqpQmV1qKyNLBj9JV1owRStWdVRHloyOkg+dgz226OQY789+/UwAcLVycAENJyEGwJNHjt99tipvkNHThw5eaJvcKB//DwIA0FSUSPI0TOjZ7EM/AB4cAgxOoIe+ePpP/TDTlMkuGDWNrcSLdQCsxX3wqL3woXUlYtTm8uB2mpwcSO0vBVZvxBf3YlV14PlVf/8erC6GapdiC1dSixejBU3Avk1X2krVN2NL64FVrejW5en1i8kVraiazvxja3kynp0sRZarIUTCW00ospl7Ivzoe2NmfKctxrQXs/5ruYD60lrLWWZjxlm49r5WUe+6MiXnblFz+yyP7sZym9HZnfjc7vRyqJ5dc1ZW7JOT4n9HlrATQs4aE4DXq+A2fW4qF8wO63JZvTxuNzt4/r9ovVqfCqkDbmBqYgx4teadFwaGTwxdpJAhIAm+6HwERIVTWESyQwCBAUemRg0qWVBl9nvMIXdNp1cSMUjaHgkYnJk+NwJGh7JJGOoeAQRDUGCR8U8xmwyvDSdWJyKlWKRaY/bqzcaZQpAKJXxhXw2l8tmC8Q8QCNXGhUyvUSiE+idKl/UavNqkrlAbMYbnnbHsj5/yhGYdsXygUw1marE4sXw7OpMZnla51djOWgQBoRl4XRegzFkE1rlOAmNouZpo3ZV2CpxaegqHpKNh1FRMAoShAahaDgCj3FyrP/E6LkJIgJKwYxjYRAyhiJiy8xqjcvMU4sJPBqOS8VxqGQBQx90eXIzYpuRrZWz1GKxGdB6jWKDmC1nJWajL9+9aPca9dZBq9NutTuNervd+eu4/Wv8l5PZVrfeau439z433r769GxpK+tPqt1xiTXCtkaZlijNHKVak3THFMs9w3HNCJ0zUk9W5p8FAnlVqKAOF9ThvDpa0ETz6sicKlXSpSumVFEXn1Un87poAQjmJaGiPFxShMtAuAQEi0CgAEQq2lBZGyrr7GkpTjZyCv67YdIRsnICK8Ycmejrgw7B6TgwDnHqfP+//+Z3//bvv/ntH/78xReHhkZG0DjsBAw0AhmdQI2fOH8CQoSThfRB+PA4bvIcrP/05BkwaYwmxdv8injWXlnwr67GdzcSVzYSF6uBlZxlseCoFpzVonO57KkWXYWMaXbGWCnYZ3OmXNY4N2eZnTXPZAzTM7rpjH4mZ8znLYs17/pmZGU1WF30LC56F6u++Xn3fMlVq/qzaWMhZ1us+BZKnuWF4Oy0aSVlvTjr28y45qO62YBqLqjKRlS5uHYmqZ1J6dIzhkzWNJO35sqO2QV3fsFdmTNu1jzby/6FWWMursgnVaWUZjaqSHgFKb846ZckfOKpKDCXNmTTuumEupi0pP2qbNhQTNkyEWPUo9TKaWTMMJkAohAmBQKiXMESSuhCMZ3BIWDwYIGYarTIPD5DJheJxpwajUCp4LBZWBoZDkhZFDxkcuQUGjpEwUGsetnGfO7S3MzlQubCbHopGZlyWB1ysYJF55HwFCySRkDxeBS1Vqy3KtQmiUzHNzjlwYTB7JJEpq2RaWskbU3lPYk5dzzvDs5YEwVveM4ZyNpS84HEfEDjlTDkRLqITOIRBFo+S8nBi6koPomhk2jDDr5FydCIqQounk8FE+HDsJEx+CiCgkExyOdhoNPj5/uhYyA8Es0kk4VshkzAU8u4KhmBR0czySgGCYRHgXBImkwkspm5ejVbCxDFLCyPzAK4TDkTw0CbvfpHzx/Uu/t7jb16o9FsdTr/yd+vv1LRabRajU693vn4sf5y+2o5lbcF0ypHnOdMcp0ptjvN9ecE4aIkVpFHFzSRqjGyYIguGCLz+nBZGypqgnPKcEGTWjBlarZM1TIzb84tWnNVS7pkTM1rUsua9Kohu27Obloza+bpFWOqZphaMvmLCkuKD3gpOMkQhH1aaMNFFwwEKf4sYgjLJY3joEOQ8T8e+up//G//9t//+//yP/7X//3I4eNYHJ5Ko506d+rM4BkMFT2JAZGEdBgDewp0DkyGDaGHcf8XX+/Z5dZ9pfl+jrvWvLkzq+9Mr+luR1mSJVEUgxiLRVaRlXPOOQAoAIVQyDkd4AA4OAgH8SDnnHOsRFKh27lty9MOsimyIuu+6GnbPWuW3z1f4Lf++9nP3v9NWNykrmxSFoVykhQka1QUv0uW9St9BqZFtG0RbUWtwqhNHDDxgma+W8+yqMg2iBpChRYNFVHuImqyCaIgEMWgImmVRFiBR3RkB8rxe0UBnzjok4QDsqBP6nby/W5RLKRwo7yQD0hGoIhfnonDET+Qd4FZFMjYZSlUGrWI0k4g4QRcOpbLyHGbeQ4z127ioBauA+U77AKXQxi0sPN+eSUKZf1A1gtUo5p6XJv3KcJWftorj7ukLj3DZWIl/YpEEHSbOVY5xa1hJx1g1CZ3anleo9hhEANc3M7GBHtvQ61kS8TUHfwiibwmktLEMjpbTJLDXJ0FiOc84TgKG8QqFZfLxfM5eK2aj9+anRx6Qtya41C31FJm1m879KAvgp7nYW/NafGBUpCCJy/PbE0Nb8yP7qzP8jhEo1Hu9OotTjVskuqtUgQVABDF4pYanWLELnQElZ64Npw328MqS0BhDMgtIdAWVVmjKnMY1DjETDF5l4PD0LcmN6ensQuLpI0F8vY2l7JExU3vrK1QsGsU7OD8aFvPo4GJ3uH50b6ZiWUCdnR5rn2gZ3hhBsugYOjkxZ2tpZ3teezmzNbqOpmwQSEMzk93T4x0jA0/nhxbphKJIu4cfqNrZmBkeXxma3p6fVIGi3/+m59cvD0/PT95ffLm9euT87P/+/rrX3zFxeXbk/M3Jxd/fHX2m0IzaPXJLAER4mUafDSthwx7STo/2RSho0m2OcU3JMXGlMSYFOkjPDjI1vnZSIBrDvHRiNCXBEIp0BOR+CKScELu9gvNfoYtynImeO6UwJMVB/KAPw+4EqJgHnQlJAYPEzQTGdJFinBWDGNh+94sZnR4eXR6ffpm282nvU/HpsZv3rj57f/5rW//w7e6O54N9fffvP7xtWvv//CD749O9mEIK8v41Tvdjz54cK1/frh7umd6e2pmY2R6dZBAmqVQF3h7C2oRFpWT7DKCS4zzAYQExI6CTL+E7JdSgsBeUL4XBukxDcclJTklu04Z2SnddQAkJ0CxS3eNfKxWijGpd20w1QZTXUZW2CkKO0QuI8tpZAZRQcQlzoZVxTicDirjHpnPxot6gLAbCDkkPpvAY+KG7JKESx5FxXFUGkR4EbMwhcpiZlEU4ccQfgBmORSMsEGUsMijJmkCVVRCSDNpq0XNWb+2FEHyYSTl08Q96oQX0RwNaAAAIABJREFUCtrlDj0vgPBjVknCLo9YpSGrNOYAPSaRSrjDJC0Agh2jlqeHOICEDMr3LCap06U2hjX2FOLOmINFhyuBmHwqNKCx+SGbW+n0QUqIyeFuSyUkDcS22xX5uO1lAH0eQI+D9pbPkjSBZvGeiLzKJSzJuDi1jGI2iUMhQyJrj2fQUNIajCOeoNzllwUSkDussPslziDgiavDOX0go/VlNP68Lla1ZA6csbrVmVZJ9JSFzZG5zdF57NTAfF/f/NDg8vgkbm0Ktza9szmJWRtdmx9fnZtcnRmcGRqa6h9bmJhaX1kn49fJ+OGFmaGF6a090joFP762OLO5OrO5uoDbXCFi57EbS/jtxZ3NiY2VjunxSezGGp00vrnQvzAyj1vapG7Obc0qEfkvf/evb68uz96enV2en51dnJ6cn/8Nt312fvX26ur16es351+/Ov0qXfUYnAJLQGQKcAw+msa1q3TsKB04yEPU+0naMBOOCwwpkSEh0kV42jDHGOajcYkzIUFDAm9UGk4onD4e6mL7gyKHgw2Zd9Q2HOwgaFCCwUVyRLj+lMQTF5k8dMhMRBw0s4elMhAE8jW6YG4D3zUy/2xmY3J4pv+Tu9eGRgd2yYRnj59ce/f97/z9Pwz39A12d33/W/909/b1d773P9uf3F5YGh1bnnj/wfV//OjbHePdo8sjK8SlkbnuZ0P3x8cfYbZGZKw1gwRvF+M9UmJUQU6p9soQr6TkZ2WsjIyRU3BKakFRzc+BnKScmVFyc2peSslKqjhZDT8DcSMAPaBnBc08r4Flh6hOmBaxCaOo0IuwAhau38QOmNkhlBdzieJuSdDK9RoZ0ag6ltKGQ0qXQ4Sa2HYj22fiR2zChFnkV9MTOn7ZJs/C/CTISMoZIRE5qBSHNbIgJPUpRR61KKCVhRBF2KzM+IwZH5LxGwthSyFizfiRqAMKWhVRqyRqFgYMXJ+eG7fLUx6VB+HDEoJKjDep6S6rJOhSBr3qoFcdDeqiMaMtjzjKFnfFZknrdEGFPqhA47A3Z/Kljc6oFvWBOqsA0rFMNnEobijlnJ8FbEde03HA8lnMcRC2ZO3KACLw6nkeq8jvkAX8qkhYG00aExlrMu9I5m3pgj5fMeeqplTREM3B4QwUzmniJUO2acsdoNl9W+7QXnjuilYR0EYhCxcJ9KX13ZmJlcGHfXfv9z8aW5+dJ2JGN5amsFvzBMzw0uzI8swqfmN+c6F3tKtnvG9oYXpsZW6djJ/bXhucm5zdXptaX+qbGR9fWRiYmxxenOmbGe+dHsMxqQypgAXKFsiE7vmp3oWp3vnx7pmBkZXxNdLa+u6a0aX/zde/vrg6e3X66uTs9OLi8vTk/Pz8L1XUn/Vf8oq3V2/fnJ+cXr56dfpVquzS23nWoNgS4hkDTJ2XArt3IRcBchM1XiIUoKsjPDjG10b5ujBXH+KYw3xnXGoPCYwOusXBsKEMDYSDlNsWhIxoCFotVm/B6814jR6r1eMsVorDxUTtdC2MVym3zQjF4+RZTXRIucNnL6wuPBocfTA40Tk22dXVfW908Nn64nTvo4c33vnBD/7H/5jt7yesLs0N9a9MDbfd/vDx/Y96n93uGn764f1P/u67//39Ox90Dj9ewc13Dz280/bB6ND9vd05j55X9mvKKJCE2TmY3bJIvrBCX5qglwbloUbWUIqqCn5ZwSsreCUFrwaJarC4ohaU1IKqVlLTSkpqQd4MpE3SEMR2yigekBZHhBmbLGUR5xxA2MCxyvBGIcYmJ/i09LCREzFzQiFlOA5Fo1AwoPA7JV5UGDALQmZBWM/1qegZg6Bqk2fUnKiUmpDsRUWUlAEKquVuhdinkro1MlQpNIE8CyR0GAGnSe62KoIuKBEwpEKmVNAY98F+s8Bv5nqMbKeBGbSJkj4w4VMGURGqY3ot/KhHEfcpIx5FyAXEvGAkBFmyGmseRvNaa1ZjTqiMMYU1BlpjoDkos4UV9rDC4pea3WKbV+qNqRNJQ80NV1xQI6h/kUZfFNCDtKma1JaScCqmTMaUsYQ6loBiaX0iZ0wWbLkKWjtwVPfR6gFaPbDXDu3VQ3vlyF4+dlRfuGsv3MVje+7AmmqafFmlwroLmineGMyW7fRNP/n4wXs3Ht9aIm7O4TFjG6szOOzU9mb35Hj3xPDk8sz4/Hj/aNfToa72wb6h+Zk1EmFpBzOxujSP3ZpeXx1fWZjb3uidmng2PvpkeKBjZHCNTCDzuTxIRZIKB1bmn0wM9S6Mdc8MPBl91j/bv05ac4Rsv3v1bxdXp3949fs/vXp1cnp2enr+tzqzl2+vLq/enl6cnr99/cc3v44X7BorGw1JXAmxLcqzRFiWCNMcZhjDNCRMVXqpEvce4NkDPHsKJxV0UDVOmsHNhC1kObStUmNU4JaQMyvmzCIqnFmF16kxBgPOiBD0WpxWg9FrcBrVlkywqBSvaRVYK0x2GOgGBV4t2gLYK8SVrvHxtvbO68+e3nr6+Ebb7Q96H93tvnv77nvv3vrudzfHxhSMPYtCYgFFc0OdD2587+HN7/YOP+ufGbnTceeTthttXXenV0a7+u4NDD/CbowCfFzSrjhOWF+EDA1U/twB/jxq+lcn8kur4V+thh8ZoGOltCHl1aTchoxXlrBrMl5Nzi9KWDkRoyjllOW8ooyTAHkBGcPGxhtp2w7+bgzi5kzSnEmaNAhCaqYTINoleAdAdINkj5LsUu7qTAy9lWVBeXan0I0K3TZByCKMo7K0RZIyio49mn8Omw8tYBUWtrSSllaaNyFeQOaQiWOILu2yhK06vxUOuwxGWKTXCIw6oc0E+BzqsFcf9eljXjjmBeJeIOKS+G38ACqIuKVJvyLuBdwmltfC9dv4bhPHBu+ZVCSjgmjS7iEZ0JhRmLMqtAh7qgZvDfGV9Y6cGgmKbHG5NwP5shpfGvKmoEAWjqV1JQ+Ud4LlIHSQNh0XzYd5Y6Oga1WQRg2pVgzFMpIrGbJFU6ZszlTQfM1WbprzVSRX1Zea5voh2jh2lI9shX1zft9SPkLLz+3FYzR/bEs2EE9GHq8g2ZoDQ5lq671xv+vG3a77IyvTq+TdVQppeHmle3Lq5uP224/bekf6hqeHp+dH+icGbz5u7xwZGl1aHF1aGJqfnd5YX8Bi5jBbs1sbo0sLE6srg/Oz7YP9QwtzI4sLiwQcGRBvsWkDy7PDqzPre9g1ylbvdO/Q3KBEI/zZVz85vzr55vTV6dnZxcXl2enf7Mxevr26uHp7dnl2efXmD9/8Kpi2gEY64uYaPAytmwq7d3U+ChLc0wcpWt8u4CDyrAS+ZYdnxPH0GIFuWwxvSzVbCgijADcgxRYEbEhYswr2ghMmRUxsrXhdxplTi1Yg0SosXjcCGES6DXFX+TujQsKETUYMajlOgGIVEy0CvAw3szH3rL3t3adtHww+vdn+yTvddz4affhpz42Puq9/uD08oGVRDuP+VtxNWBi6/e7f3fvh/zc9M0SgEbfxG4sbcwurE3jyxuxcHxY7qxSTECUjjIjqAd0XUfNnQf0XHs2PA7qfu4y/dFt/5bX9zGH8zKDeh2QtSHqglTcgSQsGmlqgCPLTEmZWximCggLIL0NASirwsihuBinIpyfl/DTITyh4ISk9ruTk9MI8Ik7AnICc4hDuoHwMAhB0MrwBIFiUZIuCZAKIKEj269gJiyhhEbdC+s8y9oYPLtoVdS/U8MJltykASZxKQcqhzUXMYbfG7QQDAdjuAqwOidUhQl0SjxfwBUC/X+73yUJBIByUhwMyn1vosLJtJobdxHBb2UEHP+jg+60ct2HPqiYa5ThEsmVU4c0RkSkktEbE7gwYq+qTdWOsrA9k1Z4YEMqoE0VdqmzIVJB0GclWTcWqpZW3VtKGWs5wWLUeNS2tOtJoaFstQ2Pf0DhAGkeW+pGtemAvtdBCAy00bNWmuVBBsmV9qWlqHDlaL1yVQ7S0b60codXnjupLZ/Wls3iMZvdNiZq+fOwMJKH5ja7u8QeDs896p/vbB59u7FEX8Pg7XX2PBoYe9fUPTk8uba5ML06NTfc/6ev84Z07n3Z2tA/0Pxsb7Z2aGllcWMBiRpYWHvR0Px0dnd3amt3a6hge7hgafNjbc7+ve3RrbZVG6l+aHl2f25OxWSBvZGnkyeBjCpv4+U9fnl+dnr49vbx6+/bt1enp5d+i4vzi6vzy8uzy7PLq5Hd/+oU7qgO0ZJWZKtFhBPCaQLsiNW0oUAxox8qsWxLbDt9G5BoxLO0mC1pnK1e58hWOeEEmX1eDWzol1qDAgOx5iLPogylJMweV72j5qzB3Vcmch1hLqGwnCDOiOo6Zu23iYNJ6YdEijyrZEZCVhARuHomyPtjZ9s5Q57WN6Wcrg+1rQx0r3Y9H73wycffGRk+HFLe6H3JUfcjuXN/dH/y3J9f+fmVpYgO3MTk9PDoxMD07tEveXF8bJxEXQQFBzsEaeLikSfLjpO2XOdfPIqYf+eB/QbU/RpGfOE0/tiOfm7XHBtURonpuVH+G6v7FbfrCZdw3qsqQpKqVtYzKA7P62KivKhRJPi8t5BdBaVklzyuEKSk3KeMUNZKmRdm0KnM6YURO80tIfikZFRN0nE0te8MowBoFWC1n0yjCuSG6S02zg5SIWZjzqiJWkd/IjdklCQdQ9hrjRoVPL0m6NImQzuuSm+1Cu0fmi0OeqMoVAZwRwBuReUJSl0/g8PDcAZEnIPaHpMGwzOPm2ywMC0J1WpnpkDwdAlI+ScIljNt5cTsvZeclPSJ/Su6JSz0xaTADJkpwqqKL5aFIBkzmNZmSNlcxFOumctNSbVnrh+j+kev5obfVsO+3bC+fu15+5jh8bj54gew/N5T3ofqRfv+l9fBzR+tzV+25o3RgL7XQ/SNHfd9WbVnrh7bWc2frhat2ZK8eobXnjvKhrXRkKx+juX1zsqaLV7WZhtHq5u/xljDU2ZH5rtHF0Yd9Txbx+K6JyU+f9j4ZGuubnFnCYLZJO+Oz451dD+4+vnfz8ZP2gYHuiYnpjfVl/M7U+vrs1mb/zMz1tra7z56NLS/NbW/3TE50T4x3Dg/f6+251df1YKj3wVD3yNrcJmNnk4aZ2piaXBkXKng/+81P3l5dvLl4fXJ2enZ2cXpycflXecXl/zWvODk/ubw6+V9/+KnNpxKqdhQISajZZCsXmOAMV7MgNq5JzRsiZFVkwfKtBI5+mwmtsVWrHHCVJ1viCOdFoiWFZNWgwFqUOzB3Wc9dDmqoSYSZNHGTJl4IotklO3bhTgRiFC2yKgo2UFXdpioZgJBoDyGsOWk7SYDjY5JYG8ODT9+f6rlBXR8W7syLcYuEsZ6pu9eXn9zbHeoRrc+FlAI9E0ue6Z5+/OFi98dEzNLUzHhb252u7seDAx0YzOLO9iyXiaFgpjamn1EWenWszRwiaKLyA4v0OSpvGuQ1LdAwKJoI2DQqG4iiqpeX9cCRS/9l0PZZ0NpENUUDUDErD9z6537zCz1SEclSTE5RKDnQaJ7rdPtaqKlR1jTyqgaowNKyRpLXCHIQP6vmZiBeREDy0Le9bFxcthcFGT4p2aemp6wSp4auBwhmHd2FCo0mlsFINzt4FjsvgcpiFnEYFcU8QDgo9/okaIBvCwpsEb41wrNGuGiM547znFEu6qfbfDRvHPBEZcGEIpmHUzlNJCaPhKTJmLyc0hQTqlJEUQrLqxFFK64+TsHHOX21YigVtYU8XCjApZKuVNIV83A+B1VK+kpZX60gjYa51bIe7KNHh/bDQ0fzyF1tobUD6+FnrqMv0OYLpP4crj2HS4eqynO48dLU/NzW+MxZe24vHTrK+2hjH23s2+r7tmrTUmoYC3VjvoYU6qZcw5gowcmqrrBvye9bUnVDqoEkK3oDSpdrSXTRVu9Ee89E76OBzrHV1cdDo/0zy89Gpx73DfVPTI7NTnb0dDxou3Gv/d6nnU/b+vofDw5Orq0t7ex0T0zcfdbVNT7eMzn5aWdn1/j41PrGyOLi+PJK7+RU19TEp31dH7bffzDUO7w6O7A01jPdN701vbKzpDYqvvr9r66u3r45e/Pq9TdvTk5PT87/FhUnZ5ffnJy8Pnt9cfXmq9/92OiUcwEMiJClOixTMU+RjNPk01x4UWBY4WoXOIYNFoKla9b2wBW6YokFLHHFC2z+nJA/D4pWbRAxaGK4lASvklhySg6CqpSBG1TRYxp2DGKntfyaTXHo0jRtyhcu3aFNk1cKfAyCnbCVErDqKsBH3JHgppbG7ywO3KZvDus4WIuAzF4Y23j6gDLSo9hc0pI29NQt/PAjzvKAFDcuwY0sTw09uH+/t7uDvkfEYZaxmMW1xVHSzoKMjRVQVgS4aQ19zcHDOlibMRHhyCqtGICsRpyFxUU9ULWoalaoaALTOmnVrjn0mw785opdkzXKSzb1UdDyRcL1S6f/JWgocyRNsfIz2PiF3vRCq3+u0+/D6qJMHBcwU2JORSPdNyqrOmlOxXsBSZ7L+Udq8Y8s0HObqgjx4jC3iMpzQchrFbrckkBUZQ0B5pDMmlKZokDIzEmi/Khb6HdwUSfD5mLo3RTISdT4SNoA2RilOjLsQIEXLAn8GZY3yQoXNe6k3J9UJEv6fN2cLekLebhaQg7KpmZeW0+q6jFwP6Y8TkKfp+HPsrpGHq5nNbUMVEmrK2l1NatpFLTNorZW0NYL2mZJf1g3P29Zn+/bjprm/aa19sJTOrJXnqMH/+Le/xFaeanPH4HF56ra53DlM7j8Qlc61pWOzKUjc+nIXtm31WqmetNab9qKFWMiq46kwGhamS0bqkf2REmXrOhLh2jp2J5umJJ1Y7ykUyO7FO7cFmmyZ6L9fteDW4/vDy8uD84vjy5t9U0tPOkf7h0bHZocfvDk/q077z/sfPh0dPxh38DHbY86R0dHV5ZvdXZ869pH7UMDgwtz373+8ccPH44sLMxsbM5vbT8bHn06PvZobPjxxPDI+kLX7MidnocP+tr6Z/uejXVypPSf/fonV1dXF2/PLy4u/z3bvjz/KyrO/zMVlydvz08vzk7fnL39+ld/+NzkEzMUi3x4eQ8YoctHudCkAJqRaObZsnE6f1gMLQqhZYpglMQb4YMLKiNOg+AA5aqIPyvhzcLCFatkyyXZjispTYvwpVORV9OjEnxaSctD7LyWn4dFKbUwLONElIKUFojDMpeEaRFQgpAwopVoGTiEty0jTVJmO/jrg1bWtk9E1uNXpAujrNEewfSQenuJNz9KmxlU7q45ZAxUSh/punv9w3/CrE9IeEQubWNjcWBjrm+y/76UvmmW05NWMGIQ62ibdsFuQsMrWuQNg6KqlhTlvIKUU5RzyyCvqGDnpLQji/ynEfPLoC6PCOMGXt4BVELwQcr8s2TwS59z36I9sGhfOHQvHbojq7JllBVUzCxIy6ppZYR75JZ/Hta8jGiOg+qmV12yyQoOoBXU1iPalEPiN3GCNn4mrk7H1ckUlExDkbQqloUieY0vIXc72GG/KBqV+QJC1MO2+zgWH8vgpqlQIuymGkNMW5xnTwocaaE7K/bmJP6MLJiTpyqaQgvJ1nSxnCKZVRYqukrFUCjA2bQ6kwDzSVUlp22VjIc16/Mj5/NDx/GB42gfPWrZDlu25/vocct2WDW/aKFfHrq+PHR+1rK/bNg+b9q/PHR+8bn9xbH58FB/cKBr7KuqdXmpJi3WpPmatNQEK/vayoG+2DQWGsZCw5arm5MVTa6FZBv6eFkdL6vTNU26BsXLYKwIRPLSREVePtY3vzDXXiL5ljpVUXrDUjG4vbYzNLPaO7ky3DPRM7WxQmAxN3b3OvrHHj0bml3enl/a6u0bu3f30YNHT/qnhx91d3b29vQNjzx50vPJ9Xu3rj98+KDn8ZOhTx8+++he+8P+4XEcdm6P1L48+3hmbGB+cnBhsn9u/NHgs66J/tnNhaG5kfvPHvBkvK9+/9XV1dXl1eX52/PT89PXpyenZ2d/puLs/Ow/UXH15urq4u3l2en55e+/+uNLa0TMUM/x9HNUsI8NjQh1EzzFCKCekSqmFYoFh5OEunZBzbJEOacxbtncFKuDDOm2AMm8jDcDMmfU1CkjddbLXI1xMSkOtigj1dS0soqRl++FBbt26jaMWwU2FiESBhWyHHK+QcSAhRSLmmPV8iAZxQ1SncJt1c6EgTwfEZOSsj0vDYNszgrG+jjDXcr1ec7UsGxrBSLhTDyGhkVZHH/S0/khm7q0R5ih4adXpzto2Kn1yc6duV7+zlzerauHzE45M4YACaPcJWdX1bJjGDyCgGMIeAFJXkCS5xrhc4j/JSr/Kmr8PADldKwYwk6hgrhLnA0pW0FTy29quOGqXVm1Sqtmcc3EqyLssp5WN7MOnPwXAenncdWPMtofl5CflE2NrCkThVIhZT4B55Jw2C912FiohREMSdIpdSYHJVNgIgOmcupYBgxExa4AL5QAolllMCnzRsWBpMyfAjwJqdHHtoZ4aFyMJsTmuMiSEKNZubug8Cb5kbw014LLR0imCoUy0lhWkalo0kUoWVCncpp0XpMt6Ms1c73p2D90HT13HR07j45dR8fO4yPn8aHzxYHj+b79s5bjR899P38Z/PGR9/Oa7UXJ/GXN/uMDx78cGz7fh4/qYLMsrZVE9bK4UZPVKtJMll8oyUpVqFSHcxV9pqTPFk3Jos5fVESqUKgMBopAogEVnhtyh3CoKLaFyIgba3Rj3HFKsszP1cX5uiBRFEUSandQJgbxXCmOI6WsEZZmN1dWcJj23uHrdx9PL2A5fGh4ePX6xx1P2ycnp5an1iZ6hntmZmcnx6fvXX947Xs3H37U+ekHj29+0NH+eOTje88+aHvaubo8ske8vTl7bbDzYXf7/Z7Htzvu3+64P7Y0TWBSJpam73e2CRWS//XH351fXZxfnb85f/PN6atvTr85Ofurve3z/7y3fXVydXXx9vL89OLt17/5+jNLUERTzAoNSxzdFE83RZb0LBM+xdM7mMJhMTBrthNRD0VrwaqMm5AJo7XuwJYdlQEDwZuQegMG1jXCZQ1rQbs3qyPPavGTXv5mRk1NKWlRGQllYzTEJRlmQYxZ1DAJZgnLBLBNIMcMce2I2G4WGXUcl57pUO0aRVsOOTGu48QgpoODhXfmwO0ZNW4OoW0B27MywpKMuCwhLdPWx4lLA1vTT0WkJfrmOH1jjDDbIyevAsRl/tq4YGMqrhEeeJACIq+YlBlIFBDTymrxc7Pqxy7DLwKWf/UjP3HCX9gUn1llL5zAl3510y3LWTgJOzdoYtgNFL+DEzUL4mZRyiyKG3hRDS0KUTM6esnCqzuEDaeo4RY1fZJGEGhFFK24cj+hKsSViYAk7hOlw0A6Ko/4hF4Xx+fihEKiVArM5NSprDKZU6by6mhG4Y+Kg1FJMqNM5dTRlDyUkMWzYLygjuSUvoTMl5J5M4A7JbUnRPaE2JmWeXPySFYSyUgSRUWupslWoHhekcopsyUomQHTWVW+oC2XkVrF3KhZmzVbvW4t1wzlGlKpGSs1Y61mrNdNzZqpVTcdNa0vD5xfHrpeNNCDItLMaQ/yhqMysl+HmzWoXlHWyvJaDWg0wdahunmgKtaAfBXIlOXpkiJVglIlKFnQxvNQuAiEi0AgKwnkpMm6On+oSzVUobzYFtqTapf4qmnQvI54CNYg2Z/lhnICb4QVyUhMbrrCgBeo8RTB+p6EhGVsXW+7df3BTRx1VwLKH7a3/+O3vtXb07e0ujC+PNA72jk9Nz41Ofbo0wcf/+Da7ffu3Hz/7ifv37/zaeedR73X2jrvjg4PYLduz0985+GtD+58/HHb7fc+vfbOJ+93DHat7Gx0j/Zdv3eDLeb+8re/Prs6P7s6O708Pb08Ob88u/irSwB/1v9Bxem/X7U5PT3/3c//7Qi2M7HcQRY0I7YsqlxbbM34MvEuZu8JlTvA4I3wpJM86QRLPMaSjHHlM2JoGdCuA9oNrRFvNO1aDLuodteuIlglW2bumoW97uCt+8WYKEgOy8kOAd7Ewpj4uw6A7ddJvTqZQyfxWBR+p8ptV9gsIotZ6LHwXHqaFSRa5HiHfNchJdh4WDNr08HfcYt2nWKynrEJMTZUjHUpdZm2OUpdGSLN90kIi5ytSfHOHH9zUk/HGJlYn5TuFlBick7VCFYRsKKT55TCDMjPKTgNveSf3dqfB00/9mpfWIB9g6Bp4B7YhPuoKGtmpUyMuIPt1O5qwU27meLS7nlgelDPDOqZYe1e3EAvoYJ9v7zqEpbsvLyNnbGyEjZWEmUlHJyEk+s0UWyGXYeJ4newYkFRMixNxoBMUhGNSdMZMF+Cc0VNtqTJleFEXhlMSBMpRTYPZfJQLCWPphXpApSt6tJlOJwFQxmFLw24EmJ7TGCPCZ1JiS8nz1ZU8awskpWkSmC2rE4VwFQWTOdV6awqm9cUi/pKGalXzPWKuVY2VUvGch0p1ZBy1VCqGsoVfals+HefXS8bWlXTQdXcKOorKXUpqaqmoHpWUymqykWwXFRUSvJqXV5vKVuHUPMIqrSUhZo8U5FnKmC2CmdqumRZmyhByaoyXJD608JgTpKsqTJNKFqS+dMCe5SlNG9BNow1RDP6yGobxhZh+DM8R5DgidLk+tUdRu86uW+XPw9aebAL2KJv9E13L2EWtogbHd3tXb1PJiaHu/rbO4fuPe66PTbRMzE22H733vV3P/z4ex/f+uGnbbc6n3UOj0yt3Ose+LCz8+ny4q2Z0Xfb77b1djwaePrR/Rt//84/Xrt3Y2RuvL2n46PbH7OE7H/9t1+dXp2dX51fXJ2fvz27vLr4688D/6z/qoI6uzx/8/rk9Lc/++oIsjC3mYMk8RhbMwN7CYB1jcjvY8mnxPCyCFoWKhdYknEqf5jMG6SJxzmKOa5ykQnMyfXbOpRiRGnTemjqAAAgAElEQVRON8fn5rusLAdC89s4TjXRDmz7YKoHoppkRK1wxwBQXQaR0ygxwgK9jmdDAbdfZfcqTA6RySU2WllaAwVS4+XSTRl/RSFY00m2TfIdt5bq1dKsIEEv3oRFG3oAA0s3ZbxFEX5auDGh2l2W78zp9zY0pBXT3paNgU0reUk5O8ynFCHRS5umpQPyMk5WygqK8DElpWYR7juBJiqqGLkVM6du45fs3KyZ4dPhvTq8H6VadBhItYzadx0WMmrctRuITiMpZKUn3bySX1oNy0t+Sc4jTLl4MTs7aGcFHeygixN0cwNuesjHjATZ8TAvlRDlMrJ8HiwUlOkMUCxD1Ya+XNeV6vpKU5+vwomcvFDUVCr6YlmbyakyBahcM1RbplIDKTaQXFWXLEHxgjJaVCZKUKqqzTX09X0kWwLjaWk6r8gX1Zk8mEwB6YyiUTM2qsZG2VQvGetFY61orBdN1QKSyquTeVUqr0oV1Jm8OpNX5wrqXB4qFuFySVspaot5TSGjLmRUlTxcLepyBU2uoM4WldmiMldRFGpgsSnPN+XpqiRVESersnQdzDQ16aYmXoUSFVWmIo9kBb44J5DiRfKSYFboiHJsIYYtwkb8DHdGFq5AWh+DA62pXDRrhAmZx7X2eT40vEy8NbD8wRTmLoYzRlOskiXri4ShFcLYEm5kfL6TQJ0n0xbnVrqWtvtGptomJp/0992/fe0HP/zuP73/j9+++d5HXQ+fTQxPb2zhH3X1/eNH1252d33U8+yDR/d7JwYHZ8faep5898N3fnjrWu/YwJPezk/u3mBwGT//6hdvLl6fXpy8OXv95uz16fmb84u/+Io/6/+Y+Pj64u2bi8uT1xfnX//m91+YPRKqeI4kntwRDAgMS2zNDJbdTQMmBfCyCF5TmjEKwzpPMceUTXPAeYFmhadZpcnnhPCGwoRXm3ctbrbDx7fY6EYT1e3hOxGqXY136/ccMEUPEFQiHASQjTDPoOPBMEej5yJWscUjM7klOgcPQlkSDV6sxoIwQabGSWUbcmBTo8ToVDibjozqSGrJilq8opaumLV4iw5v1GItQpyZvq0lrcg2JrSERQg3p9meNZPWgtzdIIeIbM27yVtNSNxQCstSbhXgxZSUGEzNGVk5Ezul24tpyEkdJWOkp23MpJXm1uHsOozHQbJb8Yhxy+2j+Px0h4NsM+PtFmLAQY95OXEXJ4IyCyGgGJFnQ7JUQBILiCMBcTgoDgcl+YykVlbUq8pKSVEqyitlZbmiKpXAUkVVb+mbh8b6vqG2b2gcmmotpFDVNFvmgwNrq2WuVg21hvHgEN0/Qustc+sYrR9Yyi1jqYlUDs2NY7Txwt56aT84thSrUDanyBdVpZImlwNTSSCTVrRqpkYZqeV0xbSmkIAKCaiUhAtJKBATBxOSSBqIZ8FUQZUtawoVXamqL1d0pbK2VNIWS3C5pK1W9K2GqVE3pfPadB5OFtTJvDJRkMXzklhREMnzPSm6P8MKFnjhoihUlAQLkmABiBRl0QzPG6E5AhRncA8N7CFuImwnQChB4yRrPXQ0KbXExGx4G8Ob4hqIxjADcU9o0HGlbZKt7Fmn31+jt60zu7c5AzjexDT2yQymY223f36zY5cxCelJsGlPCu1s4AZGxu7evfOdd/7p/33v2//91g9+8OD6Jz2POmcnZtfXsQ8eP/u7737/+zdv/+Dhgw8e3ns20jswM9I7Mfjp43s32z5t7+m4cf/Whzev8cS8X//21+eXZ+eXZ6fnb07P35xdnPwtKk7/cHp5cvb27OTq7evf//GnjoCSLV3jqzaY8nkhvMqFFnaFo0zFLEe5yIdWpdp1kXKBK5/jALMccF4ArQjgdb52XajfFmi3BFqM0kaB0D0RjOWrtpQWqh4hGTQ7RgMZ0VE0GrJaTVbDdJ2Rp0a4kFkAO0RqVACibKWDLbPtMaBtsmKVqcWITbsC/Q4P2pLAGIUBB2qxsH5Hq8cKhJMAsKBQLJhNWJNp24BsumGqB6SpqUvc9SEAPw3sTAnXhrXkJTcPHxCTpEuDovm+AAcfl1ALIKcOi3M2dspBj1tpIYTkgnB2cMsGbqLKrSBKTQa4fjfVaScEwrRQjOEK7HoiZF+S5olR3UGKJ0gNBpnBIMvvZnjstHQUyCXBVAJMxOWRuCwYkfiiIk9YGIkyc3lhtaYoV4FiBag1VfWWplJXVlvQ/pGudWyo7cO1fbh1jDSPDLWW9vDQenyEHh5YG01ja998fGzfP7BUavp6y1htGEo1Xbmur++bmoeW+oG5fmBqHSCViqZYUlWrcLWiLeZVhYyqmFUXksp8EszHwGwEzIYVmaA8E5CnQ0A4JY1mZLGsIlVQZSuaYl1XbiKVlrFU1xUqmlwRyhbV+SJUrupqDUO5jkRyukhOG8mpw1llMCP1p4XeNMeVZKIxijPFcKaZaIxmClEskT13VhDMiTwBMurB2zwEm4eos+FAw4bCiFGYdyQIHrTTYJ9A4WDvqXBE2SbfwnXlFaH8jswwApgmQdsCXz8rNq3I0B2pFStAdlb3+ntmb8xsP17Bd+Fow1ozxROVQCbCNrG3f/jDT2783bvf+y93b3xrqPNe/5P73e0Pp0dHpsan7j9se+eDax/e/PTa/Yd3n3Z0DDy9//TR477O9p6O+x0P7zy69533vvvuh+9JQelvv/7tv380e/n27PLt2dur/3RL6c/6f1Px9puLt2eXb89Pr96++rff/8jiku1xF+nCBSx9YJc3xlTMMeRzPGiFLpthAPNsYI4hGucAc2xgliqe2BWMU6UzHPWawLDNhtdZmg2xZVdiIe2Bq7vSRZ6BAJkpegNRi5A1BjIIkwD1rkRNEqnJe+JtFkgUI3QOvMuAcAIzWWAh7cjmSdA610bmWIhk9RpBOstQr8nMO6AFD1l2NBYcRzyugBZBzaIZxWiRFRU860FoUaNQz9uSk+fNAoxZgAGJMzYe1i3Ep2GOgbyoxc/mVJyUghEVkTwMTEBPCFoJPiPBa8T7zCS/heKzUf02atDNyKdlqbQwGGEkC/xCQxbLs3wJki+7Fy6zUjVRuiZOFSTxjCiZkmXS8mxWnc2pM3lNOgdFMmAgCXgSEnuY5wmQkhl2pQ6UqtJCWVJtgvV9Vakmrx9AB891zSNdqa4sN1TNI13r2FDfh1tNZL9latYNtaquUUf2982VCpzJKCpVbamsKZSgUgWu1vX1hqFU0eaL6mpFUy6pq2VNq2Fo1Q3VkqZe1DbK+kwUyMUV1TTcyOmbOaSR0Vfj2mJcnSoqkwUwkVfE82Air4jn5LGsPJEHczU4VQRjGSCaksYyQDKnyBTARF7lT2v9adifUfszoCcldib59jjDkWB48xxfkevOsZHQrtK+pfXteAqCSEnkcGJsTqzDt+v0kw02HKhfh6wECKWIDASNh2uMK5G4WhNSwhG1MWsNNoxoeGVz7zqB1yZCJjnaKbZ2hqFZwIlGeIYtyENbo/UvEjoJnFGqYFKq2TA6qRoTlkjvn1++293zzqMH3x7q+2Rlunuo697jO9f7nz1+dP/erZs3b995cOvew5v32zv7++52PPj77/7Dt9//3q22O+3dTx73dHxy58ZHNz5i8Vi/+PXP35y+Pj19fXryzcnJN6en35yfn/7lrfgP/ee84uLq4vLy7OTt+R9//cvPdTr+Dn4cRxjZwHTv7A6SGeNk5hiJMYKj9GMo/bv0QSZ3TCCd50vnmMJpBn+KLZnjAEtSHU5mxPNhDF+HExoJfITA0eM5RiJg2gX1O3zFBlOyzFNgOAosXbYt0tF2xesbzDmqEkNVYSjqTamLDvpZgJ/ORolsO4llxeOhFbxyngwtMfWrEvuOwrEj0K8ApjWjb1fvxFq8BAO6qTEu26x7XqfQYWFaDXtelBv1SIIo32/lODQUv4HhUpNdKnLSws/aREkTPwDtxb30ZJgRdFNcVrzHTo2GeLGYOBjk+0LcWEoaywp9caY7RraHCTA6L4QGNJ5FawIbLNLTTVFxX5VrgOkCmMjKC1VD8xDNlOBoDsw19YGszBiiB0uyWJZfaYKFGpDIC6v7qsaRplgHyk1FqS4vNxW1A2XtQFVpKSpNefNIdfBSW65C9aah0TQUSqp0Vp4vKIslqFSCmi2k3tBlsvJUWpYvKLM5eSolLRZVtSpcLCirFU2jpisX1JWiplUx1ApwJaNpFPXNvKGZNzRzSCYojzqEca/YF+bGM7J0URnPAbGMJJaRhpIiX4zvjXI9EY4rwLJ76ahnzxFg+KO8QFLqjGsccZU1KrGGxe6MLFRW+osic2RP59uxJxkK29oeMEIHx4X6RSRIjZaloSjdE6TYfWSjA6/QrUs0a1onzRIWKe1swMZSewFzCjFnrEjSbMl7zEkNWz40u/XJHO4uQTBEkk7vSmbI8pU95QZgZ1oSSoWNJdLtyvS7Ys2O1sZwhPg6B1GsWqawhrHE7rX1J3NzD9eXu9cW+/u77vQ+vT862N3xuO3Rw/bBwZGnT3s/vH79+9fe/X/+63/5r//z724/vHOv/X5b56O7bXffef+dHSLup7/40cnZ65OTb1796Q/fvPrjxfnJX+/j/Vn/xxzUydnl+fnb85O3l2/+7asfGXTCHezE8lLX5OTdufm2pdX2ta2nGEIPiT7GFMyy+FN80bRMsSxVrIiBZbF8VQyucWVLfHBdqNnmqDaZyg0GtM3W73CMRJaJyIG2xDBGCOOY8nUhTJCb6SKEBlg5bC0JK1yhqDF7Gixdj1VGeMooB4wwgQhHEuGynES8dpWCbDBtGKZlU+olSZ1YqnpKYd8yhsha17bZjzd7cWY3xuaie4KSUFzuC4idLq7XIwj4RE6UbdaRTTDRoad6jIyYQ1AMK4tBZdTGT0c5hSw/leD6vRSXixoIsgMRgdPPNrspzhDbm2AbPTtCeIwqfrrLe4Dn3NlTPmFouxXojCdHLR9DlRdwtgrFc4psRZupaEMZeSANJOtQtKr0FISBijReFFUPoXwDTJbE9SOo+VxXboK1A3W2LMpWReWmrNIC0kVuOLGXyLHKTVk2Ly9W1OWaplBS5YvKfFGZTElCYW42Ky+WlMmEOBoT5HKKbAaIx4S5rLxR0xUKYKUEVcpQOiHNZxSVvCYbB/IJsJ7T1tJwM2c4LJrzYTDlkRbj6mhKnCmCiSzgCbPdQUYoIYjnZJGMxBPheGM8b4Rr9zNMTpLRsWtxka0+pimksEZBU0RiCoucaaknJzNFaFzt/Bq9bYffvcV8QpYOCvWLdPk4VzNvjzJiSbY/SkfsOKl6QQguKo04g4djCUn0Aakc5am8oC1jNaVRdVCvTThkDtEK/v4q8fHK7lMcZ4yrxWq8PGsKchUQXwUN1hyRmiNUtlpDcrGGqDRQDU4GYFjlg3N7vBGWcIrNm97cfra63Lm9MdD77ObDux9MjfV1dT66/cnNnmc9XZ2977733keffvytd7/znfe//6Sn49HT9sfPnnR2d1z75KNdMvFXv/755dXZ+fnJ61dfv371x7cXZ//pRuv/0Zk9PT+9uDh7e3FydXX29W9/aTcodrdmNmZ7p/vvjvfcGOn6cLz344XxO9vLHURML4s6KuHPKkRLgHBByp+XCRYlvEU2bZJBm2CzZ1n8RYZgicKbJwkWaPINoYFElSxxoQ2VnS6Ad4S6Xa1XpPGIJGaG0LS3p8JS1VsU9QbbiNMlBWCIzjSvK0IMTYLPsuF21ItM67bYR+HYsWx0W+jEMZEVpZdojDE0LjziJyEegt6BAy14nZflSkptYYHGRlYa8bCZZECpJtseYqUYTWQbSo+GpYUcnIrJUdOey4mPRmmJND8UYdk9NKuLanIzDE66Bt3Vu2k6N1GomcOz2zf3PsWz71BEbUTxfazgU7aqz5UmtT4zNF8a8lVNKq9MZEFPkJcoKHI1jTPOjJRF5X+GAxVuKCtNlqFCU19s6QsNqHKob77Ql/ehaIYdz3HyVUG+xo9lKN4wNpTA5yrsyoGuvK/P19TxnCyZk6WK8lhK5A2x/GF2Ii1JpiSRGD+ZkmSzQDwmCIe5+SKYTEuyOUUuD0ajwkRckkkpYiFRMiItptXFFFTL6Q/KlnIKLsSgZgHJ5eWlsiqXV0TjglCEG08Kk1lpLCUKxniRlDCSFgXiPGeQYXWTTQ6i0UlGAhJbXOFMg86MwpEW6/00LjxPFA7Q5WNMxThVMkIVj2AZPTObd3CMfqNnL16QBlIiyIyji6eE0IbZz7OEpKCVydGQORoqgMpMcbMpYYNDRiThVjgUa8Te9d3BbfoUTbYN2HiGkNoYM3hKzvwXudRxLNYIhCsuxCtnSrFiiKRzcKTIFgdcpImnAR3G4KDJ1BiOcJlIGn/48J3rH//DQG/bsyf3PnrvBzc/+qjtzoOPr11r62q/137/41sfdw90D08MD4wMTEyNPe3qZLDoX/36l+dnJ2enb05e/+n09avL0zeXf+W2L/9Pt315dnr2+vTNq6uLkz/+9ldOvZK0NrM907/Q/3C259OZnpvLw/d2Fp8ycCMCygyXNMYiDXLJIyziEIs4yCePccljVGzfLqaPgh8iEoex+MF1XN8GcYjIneep8UTB7B6wKNThd0ULROGiQEcSm+hcLZmPUGhqLBXapMHbIseutQjACTYP3eTbd0QuEt24SdavinxkWZhOQVbXZWMUwxLduApH6fa8CAntmUI0nYsAGjfY2lUJSkAiXEOEAzpIEhNOad01eBnOiBANcg12MmwiWF2MYFQSCAst6B5iWrM7t71BqjtANbupepSssVMglKr3MkGUxAKn8bxekvAZRzXEh/oZQMeu5D5OcJunGQgW6YdfmioHmngaiKVk8bQ8kpA2n5ubL82Id0fn2UocCDPH0mhR5U/KUxW40DImy8rSvuHwC0umIvfF9oKJvVSRma/x0kVaML7ji2yFEjvBND9RkscLMnuABpu2YfM26qF4Qkx/hJPOA4USGIpwXW5qKMyJxvg+PyMSF/hC7GhClEhLwxFBIiHJZsB4VJJLKct5bSEFFdOaalafCsnjPlkhoY7HBIW8vF6DGw1tvaGtVKFcQZFIiyMJQSwtimcl0bTIH+e5Qgy7j2r10YxhmTWusKcVaFJqCrOVdgIDnKIB48YAxRqmsRUzo8sf909/gNnrNThpyQqcrqkDaQloxNFEMwJoE/HyEL9EiXIlJg5PSxeZRJAP1vgNMrtaYFZKzQBbipnfGsAwFtV2KYjKdiVEopSsDSLxw5Q94zRFEHNELzfyyPwthZ7lTkBIkAWY8GxwWWkmepIyTxzwxxVqPWVw+FZH54cTox3dnfeuv//ORz945+YPP3rn+9970Pnw0bP2f6diYWV+eGxocnp8cKiPxWb84hc//eZPX5+8fnX25puLk9cXJ28uzv7iK/6s/zcVby5PX73505/++Pvzs9ff/O43IbOej91krcyRJwd3x3uII5344XbccNtW/52lp9dJc+2i3WHBziAP0y/A9APEMZA8LSNMCHAjzPUBwuLT9am2ldn27fUeEmmSxV6hcOeoknmqeBnLnNzhzOwKlgj8Zbocw1LjKLJ1jg4nshBBN8VRkBmTHIUPLzBuiE0YiW1HasdDESYYolN0q5uyyS1gYhuYkLpIuggXdJD1PpbBw1BbdwEbQekhG0IsJMKGvXugjQBadtQ2gslNM7lpWgtBAW+q4E3Esmtz0KwoxYJuW+1bVhfB4d9zhPn2sNAcFBn8QnNUAtr3aMAMWTwKGBdtYYLZvybVDeK5n+J5d+TIVLLC3X+B5CtgIinN59X5vLpU0hQqYDwjQFyrPGUfaB1N7bOyDdQT10byhmwDTVb09eeuo392RnLSQJLhi1NDqd1kkRbLEVHPPAg/44rvb9Ees8FpCMWoLFs8xTSFP0BgdBEYXZBx0xNm5ipgNCU0o3iXlxpPCQIRtj/GdQWZoYQwnpWFYsJ4WprOKaMJaS6nLhZ1uTSUy0DlnD4VBRNhsJo3VPOKchYoZWSlLFApgvWKutnQ7rf0tbqmUlXlS4p0QRZLi4IxrjfMdIc5jrTCFpcgIa7GvQdacRJkU6xblurX5MgGUzoxt3FvdO4TnnQ58//z9Z7NcWb3te9HuFXnvrmn7qlzj4/lIFuWNJzIYc4kGAAQgcixkRroRjc65/R0fjrnnHPOOSdkguQMZzSSLMvWyJLHljRDDgmQAPq+sC3JrlPer9YX+NXe/73XXmvLtbkXSpX0gaJc66PzdBts9TrfgFO4mNa4wp7SSR0CuoJEFBHYWrbYJuObRCQxkyGj8xT4dfKcQEcPFJxytxTGhDG0bEfe7ci77VmHr+SKNnymkIwKIngKjCUsNiclMjeDLIXSZKtSG1HjZThiQntIyBKsYQjTS8tDt25+dP6DH1w598G5M2e+/73v9vTfvffw/pUbV8amxpAYxMj4o4HB/vHxEakE/Mcv/+HVi6/fvH55cvT69Ojw7atv3x7+wfHxe/3vfdvH337z+uuXL3779s3rw69/W4+ErFy2jkSQI9YMRJSDhnXS0VbKug6/pETNKomzemDJyl21sKEW5rKDA/PyNjwchJ29bqCuCNFTTPgIAzXOIUO4jBUuY4UlXGErYIAMDigQfC2OJoZvMOZoEgRZtIbhQvhGjNRFkrpxpgRDFcCLXHCxFaHx4LVBssKDU4TI0gARsCO5HizHhaGYYIowQx6gs3UIlZtijfDtEYEmSJF4sHIvThuimGIMfZCqcmLlNpTSijZ5SK4Q0xVkuPx0fxiIxHnhGC+T56ayzEiGk6lIipvW4pY92bJF6pZAWecpql1pgSPFCZfY2bYw22AGMxihdkhmHY/mqdtPtU8+cbY29c2Gfm/HubvtaDX0VgdSrpm3BVZF2kGi4KI1ulDZDeVa4fJWuPMsvfM88cnf5vY/CyRKkmieFUhSwmlspkLJVnCu4DyouEFmfYTh9tPk0yIzVONFm4IEtRNJA0dXcdcJzH5QCUkVhI0tXSzNSeUFzY6mUJEUm6pMRVZqaiptXaYoy5bkubIykRHXG6ZW21qp6MslXb1iyqaV2ZSq07DtNnXNorSSEVZzonpRUi/JWnXVzqZhf9+6vW1sbeoabU29o6l3NNWmstLR5nftsabWWxBZoiydj6D14hwxui/NEWlXlpDXVlE9ajO22nLsHERjCY3GTFX56FQZlCReEZjxYhtName6c0ZfwUIE0SukhVnULIKJANQcgQGkyQA0cwPDWBIbWYaAgqtlQPCQafQMQ8fWRgyKgMaUMDlyVm/BpvUKiYI1Ch8KGikSNyBxMUmyNTgwBWdNwOijSMa4zEzyxGQqIwOOnLh06QcXP36n9861nkuXzn34/q0Ht2/cuX7r7q3xqfGFpfkrVy9++MF7gwN9RoP2d7/56t9aWN8enR69Pnr5zZvXf0jq/73+Nyp+d/Li1fGrN29fn56+ffWb31R8fiONbqPRvQxGCuSX5OKCjJ8BmRkRvSgDgkKMR4zMGZgFAyutIMdAbJiLCjDWA6yNIAftYm/Y2RsmzoaGtS4iL7FQ00TKFF28DMjhTAmMJV0ncZfh5EksawFBmYASHzHlqwLjBke3KnUgOfoFqmKCp4IozHCxEcZSQBiaJaYOSjeugX6SLMLke8nahEDsoRHAJa4Wo3ax9B6uwACnyWZYCojMvmEN06xhutlLMrkJZhfeG2KksuJ8UVYqKWtVTa2sKmQltbq0UgeLDWVr19x64i9uOcMVk7do8BV10aYtt2PN7VhKO6rqnrK2AxaagCMMixQIm49VTz6zHhw49nate5uO/S3nwY6zWVEbjSs8/oDKOKIwDlHBj6ng+WDWWtstbj+vPf3bzR/9ovP0p8Vi2+RLcF1hgiuEDaXQ2SqlUMdHMmt236jFPRKo8rxlnj1Ft6fo4aow1ZaFijyDF0viDGDpD+wBYmvPUKjLyk3l5p6p1JDXdo3Fjra2Y6xtm9IlWaIgiWfFwRi3XNdXG8Z0VhFPSpJJmd/P9fm4ubSiFOfmwqxyktcpyTsVRTnNT0WY6RhQq8gqJUm5LKnV5I22urmprbdUpaYy3tRE66pYQxmryf05nicFJGvSeFlM442vIG9I1Yh6215tuGJxdTyqC8TUMh9Alq8TJGtcE1nsAEQ2ltIjMkXVGp+cpwOoYhJdShXo+AIdnyqiIyhrOGBZ5eRTxeibIxffv3tmYKVvhbmCk+BAl1DmE/HMdLoKQxZDsdw5QA4VmskCB1cVkrDNFLQIusaanMX1TyBuk8AlS1Bg9ghZXMTY+J3hh7cmHvXODA/03btz+caV85fOPRx+ODY5eu9Bz19898+++1d/fv9+j06j/Po3X3VPj7unxydvj04PX719+eLN69d/RMXr/0DF16ev3nTfnHaPu93T3375y7Bay15YUcCQLgIlBrBSHCBCJ4WomDSXvKkV5lWMrIn+SVL/46z1sU9RVTMTPGyQArOhIQ7ccpCDjYkobj5ehl8iLjyEDl+HLNzCsKdI/IUFVN/E8m0Isn8ZM7SCG1kjjsIpY4ACJjZhxBakIUiS2NbYujmWaJIvmmZLZqj8capsjqFeomhWOE4MWr4I5U9x7SS2hYDiLrKUaImJCmrJYjMKNK1KrQhblB4ugP4M3xMFAjF2MivKFKTZnDSTEZcK8mZN1yhrCilxvsgv1oT1Lf32U1dl1+3NKJQertTJMUSl5oTCmhD68tLilqr91FjdBqNZgtG9FMrgq21xrSXrtHRPDzyfHYQet51PtpwHm9ZWQ+K0rwK8a3Jdv9J6f53yXYVV1NhvffrzJ1/846c//+enm8+yzjDf6KI4Q3hfnJQqkkpNer6GjefWUvnlfB0ZrPPTe5rCE320JXHnAE8eiNfFmY7CFafShCM6B6K6pSk0ZJW2avuxudSQV3eN+Y6mumus7phSZVmiKIlnJb4wO5oWJ7LyUEQYCAsTSVkkAqsxIJgAACAASURBVMYTskbNXI4CSTcx6SGXY+xaWlBKcApJTjUH1suSSlFcLICFApjNCyMJltON1ZrhEhvKGKJFKtL8tj7dVISKglRNGs0LGLwJOnsiGAW3dnyZtDEUkEcDGn9YY8pq2FYaWgRHgTCSHEOSYlbI8/PYKQIfheVsEHgYIg9LAykMMY3CJ5P5WKZ0A0aevtT33nc+/B9XRs7DOat4OQ4FIllmhtQvZBkIaP7CBnsSwRol8MboKoTAJVKE5AwTDSWGrwsWluhjENIAhPBwjTwi1pG0JjYTQK5Dpycf9c49Ghp7NHjx2pWz5z+eX4LMLc5funbpT77zv86e+6i39z6TRv3y5z978+rbk6PDk6PDk8NXp0eHJ3/kJP+9/ncqukffnr769vDrN69+96uffGoTsHGjA8ypUc74I/pQH3/ikWZ10Y5FhlnUskq6aVLuWhVPnNqnLl1HL0rzyF4S3I1bNSLnDIi5AGMjAZLcTKQev6DGzILQRzTYIyZpBiDPLU5dnxq5MDt5ZRFyA7Z2fx3xAEMY5ktWjE6SJwq444DKtgHIZpGMfop4miKZWaf1U6TzXAOMIJpl62Bk2TJFtszVoWjSVbpkDdTjxXoiqMObzYSwh5mMsKMBesCLi4fJhSyjWgAaJXarym2UOJUso57n7jRkuw1FPSeoZ3mNrKBZlu60tc2WNpUF3RGGPUQPl4TBAtcYQipdS+4UorgDZNsEk3+Cp7iqtvRGs4jmNrC9r9jeV+8fmJ4+c27vGrZ2dPvPdLE0gc6/ypZcVzt6GeJzLOGs1QM8/jz691/Vf/rL3P5zbzjPdoTxrhgmUqSmm4xwCW+NLBoCM67UUqSKDtb40aYk3pZGm+JQTRisCsI1YaQhijfFjiTNnWEmmpJ0W5bdUua3lPG6OFlRpavq8pahumvO1OXRvCBa4MUK/EAKsAdJnigjURDnaupSS1/umMtNQyWnzsTE8RA/ERZm4qJsUpRJCnNpcaUsLxQk+TyYSvM8HrxKvSiSTIpk04ByDFCOmoPo2mN1/bEuVual69JYCQTEs0Y3KVXSRjIyu48XSakSWZM7yPfHyIEETWNFsqXzgBy6hO2/P325H3JrYKlvmbL0cGl4EjkDpcBhNCQEB8UCCDJt6s6DH3zne//XO+f+v1n4oMEv03gVfB0gNPK0PqXcKgRkRBofiWcuw1Bjc7C+FeIQW4WUWskk4RKcOrKEewgnj6xTxqagd5Y3hgAhUm1i4SiLdx6cHR67PT7V8+HZP7t97QwcMrQ6/XD01vlzf/2/B29emhnpw6LXPvvs4Nujb16/eXH89vXpydvu0VH37R8yyX+vf0/F21enh0fH3x6/ffnbL38cVIH0+RHO/CgwPkB5eJc13AfOTSpXFg0bCA+DlhNwynwgz2EW+Kwslxaj40NUdIJNzIsYGZCaBilZMSXMRoXZGxkJKcpBqchLAvy8ADe3MdNDgPbRNh7RsCMc2jSLPingQzQ6pNNL80UAe5CqdWDkJjgenOSa4SI7miKfl7qw2iCVpYYKDBscFUxkxMgsRLYCLtCipUYiqMOKDAS9HBEyELNeRsJJSrjRzSzzWQd8uinolMidEmmzTG3mSe0i83ETPGhJO0XeQU3+rKZ60tQ83zY+2TNtttWVhqTUFJe2RPkOP1DAGIIQc2TWX4A6kzMi0y1A/IHccDWSWdp+wtr/VN7cEtTa4q19baUtyVX55TY/VabKjAN04UWe8rJId5PO6WdwH8Vy7K0DU3tf23msyzUFqRo73QTSbXakSrbEVxXuSZlrQhOcNsaXPEUgUBaE62CiI0ttKZKb8n8lJNIUJzfliU15Ykue2lamtpXJLUVyU5Esq3M1fWXL3Nizlza1yYooXQdL28pkle+IEvxpZrYpzTVVpU19cdOQLCnLBXMxbyzk9KWCoVIylIq6bEaWSIiyGVEhLymVJPkcGAySHY4NnxcbTVAd8Q2dZ8keRaWa3FRD4EmS3XGqI0qVmRCeBDdR1thDbLkJr7ZRRDo8kz+jVQ1ZrfMW24pCO8cSzYwsnuuZ+BhKmcaJMWwjexg+Mb4xCyHBFsiwacwKnLyyCLly6cqf/M07//e5y995OHpFqKTaQ3qzV8NTspUWqcIkEipYXJBMY22sI2bGpm8MTr+3hutlgBAMfQROGFhE3puB3kaQxqDoofuPzk4v3+MrsDQBfGjm+vDsrSnI7Z6e748PfAyfvA0dvD5z9f2eM38GHeyhIhdlUtbPf/H5YffV65OXJ6dH3dPj01evTo/+cAf1e/3vc8Xx4eHpUbf7ttt9+/Krv0/oZMD8GHfmkQQyrlmF6FYXFIsziqV5IxLmoZIjLEqEQYgwCXE2Oc4hRwBCnEcuK7ktkzgnZwbYaA9z3Ulf83NRUTHBQVvmwsfIy0OkpcG1sRsAelLDR+pEKI0IqVdhXFa6zwt4/Wyrg6w1obVmrMVNVuk3nG6GNwBojVinh+H2sqTydbkCweUtyRUom5VhNJJNBopRT1ErcXo9Wc6F6fgIt5YUtNCzQc5OWX3Q1HRKYC0N1LNAI8etZTitnGi3rt6v6zeLyoOm+llb/WxL/3zfsr9rbDaVpaastqWu7Koq+6ririjZAkIljDO5qvWOgYb7Yu0Nk7s/U9nY/1Tw5HNNZ09caorKTUmhIUrkOekyq7IlDGc3OLLbRN5HSnu/0rAgUs1Fc0BzT1NqSQpNUaEj2v3MuP25Pt3kGEOrIvO40Dwqso4LzY+4hmGFZ92ZZaa3FYXH2uSmLFwTRpui1JY81hKnt+S5PU1+X5PZUaa3FLk9VfGxLtfU5lu66rax+dhc2dbm2/LytrL91FDeVobz7FhJkG3Ik2V5qqJIVtSRrCyXVxeKmkrV0GxbO5v2ZstSrmqyeVkiLSyWFeWqIp0VhqPMaAIolsWFqtgRwdjDGFsI64oQAmlGOAd4YnSTByc3rAuUy4B4AU0ZXEL04GijPBkcVEABzv3V9Y+wlB6edIYtW17EPBhcukUUI1x5uzqgnELNjCMmZ9Hzs+g5CHZxBTc3NPrBlZt/fvnWX16798MLt38wC38kMQvMQR1byZKYhBITyFeyGHwsAr8wOfugb+zynYkP7k19NA67NY/uRdAnFlD9dx691z917uHkhXcv/c8rd/8ahn1E4SzDsCML8D7ExjB+YwQLHdiY6oEP3Zy6cGbs4hne+qJFDKRj7m++/tXb7uHRybenp2+6J2+Pv/0v76B+8+bb1yevT04Puyevf/flTwMyPnG0jzU5qF2D+CgYPxlr2YDZsIgggxLjsmMcegwgxTmUJI8W45L9DEyAhc1IGAUVOyIguJnrfi4qDOIyakZeBzhZa2LMLA89J8RBGOtjZhEu6RQn3KKgnRt0cpMhSTopTyQlXj9gtOA1BrTOgjUacV4nw24mgfxFEX9JzF9hUiYB2pSQvWhSE/wOjt/BCXuEIZfAZWL67ZyghZd0SEthVTWubeW0ezXTdkVdTnDzEWYxDlSS/FpK2M4rdmuGg4Zlv2Z53FA9bsj32+qDTW2rqSyUwFxFVN1UVfc0lX117amy+YmquMsJFNDW6IIpNGt0D3iiE8Umbv+54OAz9dZjWbUjLTXF1U15oSlJlVnlTUGuQRWqe7HA+1rPsNG5qrWu1raVz37iyjeEzhDGEUZVtiWtZypvGs/RDJPBuyzlQ65umKXuJ0vuAZoZQxifaEvz+5p4S+wtsP0lTqQORhuiRFua2VZmd1XpbUVqU57ZVuZ21fmWNtdQF9rq0qYm35ZnGuLilrz1xFDb08TKvEQFTFUlwbQwkBKEMlJfXBBLilJZWb6krjWNjY653jZV6tpcUR5PC3MleaYgDsUAX5geSbKTWUE4BdiCaHsI6wjjPVFyMM0KJBlGFxYQT89CL04tnltC3F5G3plduYalPjI56f4ol8npHZv+7iLsAgkYYkgWCfz5Veo0z0QLN4NCC69/8eHA4sOp9cnxtdEp+OTYUt+dB399+eaf9Tx89+HEpfujl2dgwxg2kqWgsdWAQM8TGQQ8FZPAhM8sD93tO3+j7/3ro+9eHX5nZPXmKmWMIl5dJY/eGn73xsA7Nx++c/b6n1688xc9A+8OjJ9fhPfSeMtSGVovx0sYq9TlIWBlFDNwGz/W5xIwAjppORd68c2vj7qvXh19c3Jy1D15e/rq9ekfzRWn/2muODw9fnv65uTtq+6bl1//w08iCiFr+pF8ZcZL2khyqAkm0U9Gh5nEBI8RZJIteLgRB3XRUUEeKcAjOhgbdgYiKCDGFfSQhBSUEFM6Zs7ErrpFrYA8oaM7hXiXiBpScxwgKW2T1EL6YkCd8ykyPlk+rMrH1fmkOh1TRAIij4ttt9HdGnJIS3PJ8HIqREyclVEWpKQ5KXneIcYmLZyklZtxCFox7XbKVA+pmhF1O+ParUSfNuN7tUAzZ64ktIWoNB0QxD1A3Aukg4JiTFrPaDsF827V+bjh/2TX9Mme7um+4cljY2dXX20pSh1N64m1uKNJNKWJlii3I89vi6I1ZiBPCOTx9sCkPzGXb+Cbu6zmLljbAisdabktq2wqajuaSJFpC6NMwRWm9D6S+ZHQ0K+1zYvV44kiY/e5odQROkMopRXijGICOYrcCiHw72M5d2mSAZZyhKl4RJcNE8XDIuuyM02PNsBoXRgoc/0lTrDCizbAaAOMN0WJtiS9KctsydObslRHWmgrM3Vpui7KNsSpmiBe5qTrgtK2LNeWhHKsaIEfLYDOMNsRYntiIndU4E8AoRQ3mhMmS+J0RZarKfMNVa6mjOVFiYI4mgXDaUG8IMlWlbG8JJDghpKAM0j2RGiJnDCeEzr8ZI0ZKVIsogj3oevXiPRhvmSBA84LpIsGK15jQmEo97G0frZ0AU7qG1m+toAbpCkwtpTOW3IxVJSBhd7x1SEYCbKMmZ5dG+4ZPHfuxv+++uB7vZMXhxduz6FGcTwkmodapUHRPDRRROCoWVw1E8eCTUMHBsdv3Bm5eHb4/btLN5FCKGAkgQ4GQQyb2ehbJY+imdNQ7MPJpWsXbv7JOx/+t7HZ8yoj1uthBy1sp5SgIix6uXgHcd1G3shpJD6FIB91v/jtl8fd168Ovz588+3xm8PumzfdP/LMdv+TZ/ZN9+T4+Ojk9YvTwxff/vLvSmaNdgNqxcK9RGSQgg5T0DEmIStkpYWAn04wYKBa3IobwMalzKiE7uZg7cBGACTFVYyQnBKQk8Mqik+KC2nIeSc/Y2O7QIJLSEvoRR4xLaThBDUcl5zmUtACesBvZDt1dIeO5rGwgi5+2AuGfMKEmVswCyp2cdEqLFoEFYe46hDnzYKaW9L2qypOUd0tfV5w/awRel5wfVH2NJOOctzdyHiKUXPEIXLrAa+JGXHwQg52yMGOu/nZsKyc0FaShmbWtlP2f7pv+WRfu7+rfbyv39w31rc05W1d/cCS3dKEqyJvHvAV2JEqJ17nRquscInqjS8kimvVTVp1k56rsbJVVqEJltuyfF1S6ig8SRJXPUER3SPwb2E4FymSW1r7HIl1gycfCqTwtR1J+0AZydMcEbTcukAR9sEp1xG0myjW3Q1WD4ZznyQcXGf2EEXDIsuyKUrw5oFQlRepCSJ1QbQujDXAeFOUbItTm9L0piy9KU1vSktbylxTmq4LM00wVefFykCyxs22wFiJ403SInlBtCCyhwBbAPDFJL6EOJhhh/PcaEEQKwrjJTBVkeZbqtKmLt/SJMrSaF6cqihyDW2qovTGee4IO5EFbW6izUOMpQSJDOgLsyJJfrmhSWRBHjhLZY1IlCtGG87qIunMKJZgCkN7KNWvqx0EyEbPzUfvPVq5QxAhLQmtI23m6BgL2Okl7DSOtbpBWYCsDd7ofa9v4uMlzCCCNjODHFwhzzHVVEAPwJiwVQYMzcewNSyeloVmQCeW+2dX+gcXes6OfjxDnZaGxMaMRh2VcM0Utg4vtdOYchhVuMgQLiwh7gyOvYvAPBDJoUYtNu7gxfSsAEiomcQdo6ykFpX18qBCWEsGXv/uV93umzfHr749enn4+uXJHxlm/3j9+17x9s3bw9cnL77uvn5x+Ku/bztNDjLaS0G5cWtu7FqUjilJ2S2dqKYB8zJuVMKIqFh5i6jmVuatIr+M4hLhAipqxi5I2XgRIzNkoDnkGK+WkPHyM16uX0GLyLkVpyahEaRNkoQBDGq4ET0/oOW4lQyLhGQE8WYpyatnJ9zSQky3FTU/jTt+Ugr9opX8RTvxy830r3cyP6uHP8nZn2asuzHdfsLws3bwH7YiP6o6/67j3624GwVHs2CrZEzZiDIZlOTi8nrBkIvLEkFBOiIppVWVjK6QVJVS2nbZvrdraG/KynVJta2obusLHU2yqY43NaGqwl+WObN8Y5RhSzLCZTBWBf05VjANL7WJ20/B2jYQzhI9MYw/SQ1lWf404ErQNR4kTToCZ9xEc3sIkgdowW2+6uEy4vsrqDMc6QNvHN3YkyTKLFtoQ2ZeJPH6oIRry7ir86gr46sfT8IvLONuQTAXVsnXcPw+jmZa4VwzRbCuNNWXZ3py9GiNn9mSpjviSJUXLLETDWFuR17clGXqwmSNl2kKsi1eogak6pxMUxApAP40PVWVpusKb1zgjvDDGXUkpwyX2fEGP9USpdviZFOUbEoybUV+W5vb1AbyAm9GEC5JPUmByoEXGTbMfka9bUllpIEwx+NjOjxUp4cWSwrzJaUnQAeli2L5ksNNiiS4oRhbqYFSgVGhFikz49kq5BplDEafXSFPLxCmWWqKxieT2Ph47voiamwVPbaKGl2APrg7+MEKcZQigXN0RDhzAc5eJcoJTAMA56yvsuBoAQbQMJhKCmRj9O7opXHInUnE8N31YaQcbyrazCWbNChhGclyL1dso46v3pxbv8OXQ1VGlFC2oNTCeOCUVABJu3hFp6CoZzeMwmcOzZZJ0dDLy1bt01r25MVX3e6b0+7R0fHh0eGrkz8qxfs/UHF6enp6fNw9POy+ef3mq19ueWx24kZKQCuJGBkeuaXkPXVqD5zajknWMcsrFmnBKWsGtZ2IoeSWhzRMv4qatguybjBsZIWM9IiVFTBSI3ZmNiAMWqlhDatiVe3GnFWXdifm2Eu4N6O27bijGTI3IuZW3FqLmAoBbSmk7+Scn3Ti/9DJfFlL/3oz/y+7pV+2U7/eyr34pPbVXu6LiveLsueLsusnNe8v92I/3ww+L9n+ru372dPMp4+TjzeDe23/Xtu723bvddwH276thq1W0NeLhq26rVO1lrPaUkbXqTqeferYOdBWO4rmrm7zU1f7mau4Z01vmQwRwBhjm2JsqRMnc6JtCcCX49ljdGd4OV/HbT0V5Rs0kwcq1k6KtHMS/ZLCtg4oZujySYp4dIVybZV+Eyt6AKVfZUl6sLSPmaI7oGZAZZkJpnH+NMEdxwVyDIlxEcV8AMXfnIZffDh7pn/m3fHV8+Or785unIWSriIYt3G8XpZiXGpb1vmQ+sBGqMwu7ilTbZEjSTKGMIEiUNxVpuuCaAmIFJmpOjfT5CZrrGQNyDR5iQo3UmSXNrXVXVMkJwukxMmSMVnRhmtAsiMo7MmK+8rsljzVFidbsnhD6kqx1W6cIUB1JXlKB5ECznE165Yg2+NjR+MiX4BjMOHNVmIkLsgVlfEUaHUQ7S5SMMJy+chqPUxjgOuMMIVuXeNiqFxMoZEIGilqvxjNXRtHDBPFWK6BpfZK2QriFLR3eOra7PJ9GHKwd/TjkdWeyfXedWAByYUSFXisBIuR4CexM+Po6SXqMlGMw/IQg3N3Lt17Z2T2BoyxtAhiyVaevuRQpvQsKwslXgf0BJ6R8Gjxcu/E+wTmI5FqRaxYcHjwdhfaYUJn3bxmQNq0g2kRaUcnauvEHYPiIOr96Vbt9MWvT05eHh+/Ouken54cnx7/l/0VJ8enJ0dH3dev/pWK/ZArJWEX5JyMgFwQ01o63qZZXNXySlrutku1GdRlHOKUTVjyKbJuccjIipjZKZcw7uQGzAyviRK00RN+XimpaBZ0lZyyEdFuhyy7MftWxLKXcD7L+T+vRv62nflZO/PjZvKzeuzTaux5I/FFJ/Oz3cLfP678uJV6Xgx/UY9/uVv88nHxb7dSP2qHnzd8X2wHP9/0fdp2/njf/9NnwScdS6ek3K3rnh3Y93aN7ZZqa1O3s23Y6uj2d81ffB44eGx7/qn3xz8KPj1w7O2YOm1NvSZvtzSbj03tx8b6vqn22FLad2S2LKGGzlNSq4JsTYSnjXB5ZixXj3BmhNGaSuUmau0zkQwymEbrXQsywwxV0LuCvQLFX18m3EYw+xDswUXSnQn0pRn89XX+Q5p21uSDhFKIcB5r9ED4igECcH0Nf36ddEVsgOjcSJ0bKzKs0kSzGGAEQR2Gkfpn1j+YQby/hLuApN9Cse4g6bfQQA9VPKh2rfmy1ExHlGgIHAmCzrtui+FCRaY/TQvmGdESK1nj5Nr8wqYw0+Ima+x8G8y1xaUtdXlbm2tqMzVNrm5KVtTWBNZboEab3HibH6lxA2V2oMQNlvnOFEtoWqNKZtiqJZkdo3YTdX66woYXiKGpnLrRcbh9bKF4RaqEe/xArqhqbduSWYlQuoAmPIAiril1MH+YYffRTX6BygloPHxrVKHyilFc2Cx2GsmG840cfUDJVpIgiOGZlfuQ1V7Ics+dgffO3PrzO5OXVhkLGBESIUAgeAiUCLfCXJvETI8hRlfIEBh1YRL64NH8LShygCRG0xwSjleuzViFPukqG7pMh6C4S2jO/Mz6nd6xMxuEByzBBJs/arFvuLwYkw4WdtA2k8rtgDSnpLXV3H2rYtuk3PXbvtxvn77859PT16enh2+Pj16/+vbN4dF/1bd9fHx6cnh0+vJF9/XLt1/940HEk5FxSipeUUKvKFhNHbeiBmJCfICLTsqoST3HLiNZxNignhU0stxqSsDIDFqYIRsr4mJHXOyEj5ePS+pF3XbT9mTX/Vkz+KNi+NOc/2nGe5BxP8v5v6jF/66d/epZ858/af18p/iTVvpHzdSPGqnP6slnlejTUng/59/Nep6WQ582IvtFdydr2inZtkqmZl7bKmm26vpWRZGKsf1uvN+NdzrXzZZFmx0aiREyOVY6zcwXuFtbmufPnT/5qf/xgandUXz2ufPnfx85ODCWy7xSR1nbNZR2jfktQ7Sh8xYVloxEFwdVYZ48wFWHuMoA2xTjZ3cc5ccuQ5Cpc8wni7hEiWwLrmkdyzRBPwR5AUq4gWD2A5pFQL+CAScw0kmabkkaIvo7cn96I1nCxUsEa2BRqB6iCXpInPtk7gMk5TZDPKZyoFwJwJ8VGX00oR4FGja46kksu2cFf3EZd2EZd2ERc26VeBkD9LCVY2rXqjdDCRWZjhhO54FZwmhflupOkD0JkjOKtUfQ/iwxUWPFq6xwgZqq8TINQa4lLW2pa7uW6ra52LLEy0pTHOXKkYI1VrjO9pVY7hzNnWP6S1xvniuxI/DCcYJwQmCAK10EqR0rNqKsTobbx9WbSSzuPIEywhEsmO3kYIyfr6jLdZ1cCyMxhmGomwodzB9leiNcS0isdXEtEbk7bZC7QJxwA85cwwnRUjtoDKpBPZPCW6dxV7Hk2cWVuwOTly4Nfzi89gDBXUUK1hfpSzAOHAli4VwkjL2+TFlaIswiWSs4YHkNN7a2MbABQAkmgTCoEYc0MCGqf61/gTq7zppfo4zDKY/mYDeY/EmBdA5PvkumPeDwBhmUPj59zKtBV2zsbaf4uUv145D1i6D9Scj5i91m99t/6XaPut2jN28Pv3354uj1Yff/tP6QSd49OXn74sXxy69Pf/urg4Q/wCdlFKyajlvRc5pmXs3CS6upQTE2IMG6ZQQdH6njI7xamk9Pd2nIfhPdb2YErcyYl5sOg/m4JBcXF5LSWlGz3bY+a3g+LXqf5Bw7Kct2wrydsOxlHI9z7ufV0Of16LNSaD/r6cTsjbC5HjI3gqa9YmC3HGxm7I20rZYxlZPaYlpVL+krZVW1pqo25dki3x8jWL3rBteK3rnMl96jsS9ywFsqwyOzY85gnTXZFrxBZGdH9uy5qbMra26Jf/wz+5dfhT79kaG5xS9uG3LbtkTbHK7pXUWNOS3XxKWKiFgVk4JerjIs9FRNyW1Hds8drmkVbpLRDfVGETrHAhPsJ7DvrZOuLWGvYjgDbP2K0k8AnViSaomggdLNG4IA1VSSeuIbjuCyL4nyxJB656IjiIjmWd4EWWWDCTUQjnLBEWUWtszOOFdhJwQL8lxHZPTBCZx7i5izc+vvzyM/gOIuIGnXCNx7Iv2MK4GLlpnuJMEcQLiThHiN40uz3DGq2YfRuddtYVQwSwkXqMEcOVZhxsrMVJ1X3JRWd3TFjipaAN1xuj1J8BXo0To31uAFK2xfgeUvcXxFtsaHosknYdR7a9S7aPYAUThGk04LDWsGO5nEmpiDXp2DXkUSHpKBSQJzjARM2AOsTFmjteJVZqzKjHUEWY4AyxMVeGMKm1/kiCjsERVfx4DTlpfJi3gQK7GJNV6F0gmqnEK1nUvlrUNWe8eXeqZQw1A6BMWHzxNnhmDDc0TIKmt9nYNgaOhMJQ3JWKGBG2ozk8ZZWV7pWdwYgfGwXItQYBcvUhZ7IT0Q7DiKCSHxllmiZQJjXKyA6kwbAHcUhblBJt8jke+vo28ySQ+dMnjLK/w8qH0eMHwRsj8Nu/6uU+5+80/d7lH35Oj4+M3Rq9dvj978V1T8a3vk0csXb178tvvyXz4rxHx8UkJKq+g4RS2rbua03aKmR1R28LMWIGXjBk1A2MLOB6S5gCThFqQDooSXH/NwMyFRPiEtpGSZuCgZEWTiYCEnqydU9YCy7JMV3ZKSW1r2yqt+VdWvboR0nbh5O+nYTjo6MXsnZt9NuZ8VQk/qkb16eLsW2G0EED9upQAAIABJREFUthqeVtVeqxpqNX2pqsyVJb4YWaSZIfHu0kS9XPUQWz0Iqu/xJFcY/IsAeBUAb1LZVxjcW2LlkN0LTeYpxQZQ3+Q//Vz7+c/Mz75Qf/oTdWnPEmtaAlWDM6cyJOWauFQZkyljckNWJwtLTFl1Ys/nrxlAOwkPQtbow2LtpMo0zQT7VzHnplffnUd8RBQ+MkbItgzXXRSpoiyaHoZXr+E1MLwOAThJ7hjK5Jr3J9HxEsUeXA+kiJm6wBZEx0p8W4jIkMzwtSvmIIOjXMEA4zovtfVMn6pztG4oIB/Gs3vg5MuL6I8WUB8SuffEhhlvmphtC6MlpiOG8WVIyRrXk2CEstxIgRPIMPxpSjhHD+XJoQKlsClINdjxCpCscjMNUTjPMXmxCsuqJY735GiRGida54Uq3GCZHakJYnXQmaKz1bMIxoMNVi8JHKHLp0TmNZkVgaIOQVF317D3sfQRFGVobu364NSH4wsXhCq4yU2j8mZVFnwkJ08U1TY/4IoIPWGZ0kQTqokcOR5OXXy01D+w0L9CXuLqOaCZr3CKzGG1xincoEIezVx/BLk9jxtHclaRXFj/Uu9HvWfvTPdMoKbhbITQwudoGSQ+EpBgTU6uSk9BIh5OLT+YwS8tklcYajpZip9FjT1avAcjTQjUWJFmg8GfZwtmjVasx0dWa1aEwjG+aILCe0Qh9Yqpoz4Joq5ltc3CXauy49L/tFHofv1P3e5h9/jw9OT4+M2bkzfH/9UJ6vXb4263e/Ttyzevftc9/PqLRiYoZaS17IZdWDQDBTOz5OBUPPy8hxMxU9JufiEgL4Xk7bShFlcXw7JKQpkNiVIBfjYsSkeEmagwEwczCTAd48fDnJSfl/Xwkk5O0sHJegSFgLjol+a94mpYvZk27+Wc+wX3Tsa5nXY9Lnif16LPmpGnrcizregn29GnO8EnO/69Hcf2lvngqXVzT+ONohng/XXKRwTeFab8Nkl8jSG6ROZ8iKa9i2N8iGecR5HPEejXeJJBqXZKbV7UW5e8EfTWgfyzn1kff67e/VSa7Ni8Zbs9ZzQk1KqoShlTq1M6bdZoKln0eYO/447t+/l28jD8xp2p9/oXP4bAPyAyb0l1s0LlBBR/ZQ5xlqtfzOxqQy1VsKUxFaQCL4XrZfD8LLYXEEXBQJpici55othYgWb2wF1hXCBFE2nn7GGyPw1oXGixcU1pR9PEs8v4u1jOSKTIyDS58QrTHcfKLfMUwQMo7twc/Mw6+TJd1GfywVJ1TqICuGIYVxwbLjCcYSBdUdV2TfmWKpwD/GlqME+OV5mNA2m2zY4USaE8KVqiB3NkSwCpcUKdCWogx45WBNGyIFjg+HNAqMiJVQWuJIUmfrRGuobl3KeCQxjg3gbjNop5b41yH8cd4aiX2cpFKOHew7n3R5YvTa1dH12+ypRBsexZmZVkC4MmP0/v5QYyGpOFRqLOLK71QVb7RiD37o5evT16cwI+TpXRODqOxCHRBdR8PTCHGh+YuT0NH14mzECwU1PIsRsj1965+c75vvPXR2/MbExz1EwcB8EW45h8hFCEdDo5PBYEsnhvBj7RP9UDI8yTeUgEcXZ4+sYivA9UoGVajFgBpzEn+CDE7aW4PRS5bJEhHMNKhvHMPizqFhvTHxIiWw7Rjl1Rtci/qKa7X/+6e/q6++ZV9+Ske3zSfdPt/vG8ffIfqXh1fHza7b49fPX28EX39W8/b6QTOn7RCrY9krpLWLKzCw6g4OGmXYDfSPDpyQE9I2JhZzxgwsmLO7mFkCTh4QasNJ+V6rGQ/A5qLMBORfmxIOB1kmMeVtbPS7o5KTenEBCVI9JiSJr1gnm/tBJWNaK6dtzYiplaMfNm0raTcR3Ugp+0owetwHbV2amYd1uOgz3HwYF9/6mx0hJZ/VC68A6c8j6c9t4a9YczqO8soP50Bf2nSPIPOdIbCuOIwjShtUHcYbQrhHGHsK4gOpQi1XdE7cfSXJ2erVECZaMjbzOlDOqoRh5RK+N6bcZkKNj0eZO5bIvsBZw1E5w3c238zM3Jdx7BLk8tvTO38g6B2cOVjmBYd9ept9g6iClO1UTp5gxfGefzPFR+gC0M83khoSwp96dpZteK2Q2z+ZEa67IzhAtlmVrnuiNCyTTkmabSEWMoHWiJGUGXziEZD3XOlVCOnG5wIkW6ybvGU40S2HdgxAtz62fWCOdB7UQ4T03XOd4UwRlF+TOUUEZc3bZvf+ItdfSBNMOdoERLjHyHn20DoQLBGUc444hgjhCr0KNleihPDea40ZIwXgHDBZ47SbdHyI4oyZOiuRJklmyMJhrUeddtUSxfM4Vi3EDSbpHFE0zlHKBexHJHRqEXbj366wdT7w1Azg1CLhIFEDK4bA4J7DGZxsOR25iuqNRioSGRAwPD5/qGz90dvnDlwYcf3/uod/YBSULh6LmgTSyxS2gy8uzGxOTa8AZzbYO1em/q5pXB81eHLl0dunpl6Mo7N87cGL62QV9bwcxwRFgSfRmDHrUY6XolBo+fQpJXppcHxufvD0/dgqEnVpDDS2t9VNYCX7RmMJOlchiZNgJwJlWadb0WQeIOzdKvYYA+LPYWFXnXJ4BvemXbdkXBIP6slOh+8+vuyevTw29Pj4+7J6fdo9PuH2WSd/9TJvnLk5Pj7unJ8dHp6aujb361lw+mTGDOJshb2DUfWPMLygF+KSzMBLg+K9EmR5nBDZcSH9DTPBpS0ETPB0UpL8+tx9vUKKce67EQA05K0EX12AgW/YbfTo57GBEnLellFaOiWkpRTSjyQXExLKvG1Y2EfjNjeVz2fNoIfd6OftGJP2+En9eDT2ueraypkVZtlw0Hm6bH24atbXmpzPKEVhT6QaboCpb13jr1e3DKd9GMM3j2WZ7iniO0nChS4wV6osAuNuWJgiBTlhQa8mJTXmqLYzm6O4KKF6jeotmccWjjJkVYJwlppVGDMmXW5mzqnMlUcbiaDoGPPYXvfbBycRJzcwZ3h8p9uIL8CAL/iMzuZUjGeJo5iQPOM0HZFoQyypTHeHwfgx/k8UNCdlAkSigdYaLFDdfb13S2NZMLGUozUhUwnOP4Uqxwnp9uKmwRKl0yyVFCACVkAXNNappxxzGxIj2UJdtCCK1zSaSbYIj74cQL66SLAvVotEgrdATeJE7rXDJ41qI5VXXb3T7wFFqGYAbwJmmRAi1appuDK2rnrNQyKrOM6jxztuiaJ7MRyOKDaV44C0byQn+KbQ+RzF6cJYC1h3Aq2woeuEcD+90JXKRIU9kgLEkfQzpAkIwQxKNIzsM5/PVh6Md9kPd7Js8MLF+gyKB0BYwkXrUn5faEWusXsdQkgZpoVGPXoD0Pes/cfXDm2r13P7jy3e9d+Ksbw9dxIJmuAihyBhYkrtJhQ9DhPkjvEhGygp89e+fMB7feuTN6/fbo7SsDl8/e+ejS/fNjCwPreAiDs44jzKARQ0IO1K4lWA0MUErGESFjEzev3fj+GmwIhRmfX7hDoc3yhasGI8nhYrA5c6uw2zT6qEmPJQtHBygfI/m9FPYAl/HIKVzLmYC6CczqweelePebf+qevDp9/fL07XH3uHv66vj0zR/SDH6v/42Kb0+7b05PTk/fdruHL/7p59WwNWkSJk3sqJpc8QkbYXEpKMj42X4rUQEuGMRwn5ocNjLiNnbISE86uY20uppQRJ3MsIOeCnAzEUE8wPbZyXYTxqLfcFtwfhshYCcm/Kx6Rr5bM+3VrVtFYzurb6X1zZRhK299WvP/qBP9YjP+eSv6Sdn3eS34407oed1zULE8bdoOOobNqiybpvp8MJ15TKS4S2J/CMX+GZz450zJR3rXiMk3ZQ0sBNOoSJbiCmNsPpwvxnQFaEYHXmmEWTy4UlNa31akSqxUieHKW4wplzpmkYX0YEArCurFUYM0YdIWbOaqS5NRI6Wwh/DrU/j7a8DwMOziEuLcwtr7FG6/wbUu0M6TBUMszQJTu4gQTrIsGwIfg+2mcfw8blDICcmkaa3etWH3Is2eDbMbGUwxUmVBvMSPFnj2CNnow+W31IUtjcKOkNsQAv3K6MoHMtOsO4YO5ynhPCWYJflSeIMXKjZMchRDNPCBzDQdLzNyTZ7RA6Xw7xLZPRYvN5rVZOuGdFUbznHdMZrRD5db5nmaQabsARm8QeBdIfGv0sW3AeVd0PDIHqC7w2xvjO0MM2x+osWHd4QInjhZ74YRgB4S967eDbUEYULNiFA9LLfNYsDBDcHDRcqtEcTH09jrBOm0wIqSuAiqACCykTk6gsovwAvXUZxVFA9OYENxyN7B/neuXv3OtRvfPX/9b96/9N0fXv7B7bHbSA4WxSctUmAj69N9S0MXB6/88Na7VwYv94xe+cGFv7jcd65v+t7HPR+dufrDhzN9vRN3b/dfonFRROoSBjtFwU9hEYM2Da5atMkVtI2NifHx6z0970GhDycmrt69+0OhEG42U8WSdbeHLVcg5iCXl1euA8zpdWZfP/3jJeAOVTAsBmctvOWgDNe2y+pO9afFWPfFf6Di5Nu3J4d/lHxz+B+p+PrwzeHx29PT4+7xq29/8w87pWDGKSl6xXkHkHewCk56WItySVbc8jWraCFmZeR88qCBGbVySmHFZtbQzmjzIVHCzcoFeVtlzeOGsZYWFaKcdkG6VZY3M5JGUtJKyzfzqu2Kbrdm6FR09byqVdFtNs2thrFeN3Q6tscH/p19T7mmS+c01YZr9yC4te+ttnXFpqK8KanuSDwJlMw0xlM/pIvvrFPOwkgfAfI+rXveXSSbUjhVYM2SwngKBH1oFTRPCI1jfN04VdIPZ9yC0e8wNYvmFDvU1ia2LcaSWZU1SVMafkgiCImUabWxbDRXja6myd0yCNzEFWBontIzQ7j5aP3cKPL8DOYiBH9F5oLa0ySpfZ4i6UWxb4ht05rIOss4uS4ewmqmKU403raBNKOxDgJduWiPMgNZvjvBylWlxZo8mmQlUqxUjhNPswp1SXVLFSnxTCE837iEEwwa/avZFpBv8z0xTKkGNjYVzZZKrV6SSee1mhW7E+3zk4w2uEAyzhENSdSzhgAz2TSWdkyZpjJZARxhpEQ3AIhv0bgX0JR3EaQzGOpZFPUSgnQezbhFE/WKrQ99hfVgCZ9ssoJ5wBGjBrNiWwiwBtmgdl1qRASzAmsYz9POyG1zfMMUij9Ilk9OrV/GsEecUUEkr4oXDI4ACCowNN7KKm4YxZhcxD2AkgeQ3NFJ6KXRge/d7/nTwaG/IZAG13H952/+r6v93x+EXIbRJufQA0PLt6cQ/aMr9649fP8vP/zvf/nu/9s7cOt6z4VzNz66dPfizeGej26fuzvZOwAZfPfyD3B0OJMJR62PuTR01sYYauxKJSBJewRM7OjixKWJoY9GBj+8c/uvrt/8SyZnsdi0esICrY0AKqAbhHsT8++voq7SqUNc4qiIOiomDyqoQwrCfacAUnUCRQf4SSnW/eafu29PTl+9Pj16e3L89u3bV6cnf3je/r3+973i6Pjo+Pj4+O3p2xevv/7FbjUcNHJCOppXvuGVroeVCBe45AQXclZCJ8KuhSVRO+hQkFwqStIlqEQV1Zi8lpBnA7yEm1FNgJ28vJoQdHLiL/asP963PmsYntXMn7bsn206P9l0PGnbdlvm7aap1dC3O6bOjrXWMVQ7+uaerb5nydQVoZwiUbGUtuy5jileE0cr/HiDnWwDGu88QXAdw7lCEt4ig/d42lFbDB0pMQMtobXM0SZwqghCFVoR2idw4I0Fwg+n0T+YRr8zvvHBJObcKnuY68DqszJbWa8tm8CkEggIuGFQmpSqckpTRePumII7JkdNTlIvjGOvzhJvTOOvjCDOrrHuIQUDCP6AOrxhThEUbghbOwBnnGWp7msjy1LvHNk4jlE/wliWqX4M3otfNawtUwdUblIwL3YnONE0L5bmpVKcrS3t7q6+2ZTlK8JcWZCsg6Eix50HPDmWMbASLhISJXo4Q67VJeWyaKtl8DqJCnDRpFn3u8nhIMPlwdkcKF+YkC4LiruO2if+dEfpTjHsYbjcNM4CL7OEl/nSq0zeeTL7ApV7Bc+8gSBeghNvopm3mZrz6sCAMTybaFMiZa49RomWNe64WOtkK600o48ZLshlVtgG8x6SeW2ZeJGqmGJpFqDE+2LTRrKkt/n4EgWexlyiMpbWkAMDE2fHFy9PwC4tE++uAQ9GFt9fhZxfnDuLw913uIgK/fqD4e/1T78/tnJxlTI4j7o7tHgZgu6F4obm4PfvjXzw3vk/vXb1/I3blz6+cvbSnSsDkLHL/Tevj9y9N9n7/fPfIwEoAR9H2JhqxA0pCw9Y7E2bmK2Y1CqGY5duDdz+ywsf/j8XPv4fFy7/CQIzmK9bwlm5wU3WOwkS3fIq5uoK9pKQNeFirjvYK0bamIk5qiDeMQNjGQsxbWY/LURPf/dV90339NXh6dHxyfGbNycvTk7/6C/e6X/yzJ6cvjl5e3x8eHL88vDlr7bLIauYGDYwSx5hzQ9uRaUVDydnp2/GpZ9VTdWIzGdk+QyMoJkVtXOSHn4xIt0pG/dqxnpaUo4Laimwlhbs1VRfPLY97Wi3i/K9iuZJ0/C0bd5vGrfr2s2GbrttaDbUzbaus2OudXS5miJbk2ebikxNGisq42VDsqaJFOXB/P/P11t92YFlZ57TD/PSs6Ztjz2eahckg5SiECukYGaGy3GZmZmZGeMyMwajKKXMysrMMpVrldtddo/b3FUJkkJB89BjV7oe+jx9/8Bv7f2dfc63deUdTWlHlt3g2WIQqvQ+hntTaBoxrYLdaUykTI/XmM48bXVDVnysC7W42lWg1DUltI4w1B0URSeafxtIv4mXDZiz7NIzX/qR35STOze8mpJVGJUZKhbvttfRsrvXLKknq9mnfmdViVfPTxPuApmdCMEARjLEMS/SdVMs44y3QIm3eJEqNVAgaDzzWu+CxDmrXYUowmimbZlsX+FH6dw4F+fAqXz4WF1R2jaVt0wbB7bmtrHeVG7vmeotxdqmZu+J7clnvsMvfGuPzfE1sTtLtcZQziTGmyJsPDFsHmqTeWa5Jt7Y1par0mJJXKoqay1duWUoNgyVDdvGo8DuTxOFQ7sjTdWHEPYI2OCbM3lGA4nFaAYQz4EjaagvCrD5ATr7nEQ3zVePqHx9Sm+fYXW2ciCoHujCJW6maUw3jN6kNF7RFzattT2HM04RmxcFxgmytFfqBiv9CKkdZovSLX46RwaiMBfwlCkWD7KCHh6Zuz4Lbl/GdRPFc0wdEM0aZjPHqdQhsWw5GOHpbPhZ8K1ZRDucNio0YnDcuWloB5w8wVWghEoMEj9xt+O9q9fffdBzo2uofWC6dwI2fXv43vWh2z1zPd3TD4QaukxJ5HOhtZShHFGKMSMGPrCcViRCfAF7bnL8o6GRCwuAe1NLd5ZWOpkSIFcBFmogrggrkhWoLRCxbs5jwhT07KyBlNSs5ExIj2DMxhrPW4l1v/yLjdLp//j789dnZy+Ozl+fnZwevzr+6vj0O4map7+VfHNyenRyfHZ2fHb+8vW3//DZQTXpkKbs/JJXdJAz/elu+PMN39OK9bM1z0+3AwdlRzNj2a24nmysPttefbTme7Tm+XQ/9BefZX76NPJ02/5s1/F8z/HFU/+ffxZ+vmd7tm376ZPQnzyL/PGzyGePA8/2XR8/9Hz6LPjxx/6nH/sfPwvsPXat7VsaO6b6rqm+a6ztuJr7oeahr7xtz6+rC5vK/KY42WQHi3iJZYyh7DIGl4IFgieDtYRXNJ5lzSrSU+VF1oXGOJqq6kXybqI4bXDmZTj7GkvfrwvDzUm8JkrWxBiWgtzTMDjW3ZqiRZHRmut255rTUjU5G6bEo2Bg3SgOkKH8oXnKA4RwECsdxYgHCfJRtLCHY5wJlGj5XWntobz5SJVZ50QqFLl7kWOYoBnm6KYlogWG1oPhBjjagtEGyaGiqLChW3vo3H3iqm/pc0VhsSLePTAfPrHvPras7etq+5rqgTazLQ9VObYkThuAyqzzjYfa8obYF8V6V9HFuqDalGcK/HhWWKipmzvunSeRR58XPvlZ/fBn2dSu0RDBqHxQnW9OoOuTGjp88YVMZaWxRV7bY1c3aMUWK99ghTNUawCiCQxInV264Exhl7v2xJzdkKcbumhJ6Qjz4xVdqq5L1tWuBMWTpobLdJUHKHYBNSGUxotmqeZBmA4wppvBXaZzljHEyZmlewOTVyYBdyDkQY4WKrQiifxJLKYHBLmFwvXQudMQbHf/9IUJ8C0sZ1rhoABwAx2jFyG4EZEKyxHDZxbbP/joDy5efqO9+9rAZNfAbM/g8tDNodtX+toWsPMMFUVqZCu1VKuFFbSxNFwQeqqNCHrgtZGdFqJUDGSxZjUGgivAF6pRCOIonDwKIw6AcF18JcDixfPlsyROr1kJadnFFSszb8Q2PZSgdFqF646oVqpeyefrhZN/+bvz16fnL4/OT85PTo9fvP7q9clvxtv/pv+1g3p1dHT8+vz85Pz81Ytf/+2z7WLGowrpWT4lsRaUf9Lwf1z37mbNh0XHQcG+U7Tt1FyHLe+nB/Evn6Y/PYw82fY+2XY/3/cdblj21gzPD52fPnL9+In7p5/4Pt63HG7qHm+bPt63Pd23Hu4Y97cNhweWp09dz3/sf/Lcs/3QvL5vaB3om/u6yrY6vybNrRvq+971J/7aviPdksfrolRLkNkQJlss0ypI61uM1qiFbWGsxvBkcObwirvAMMQJTP0kTtKDFd5DsttA5PcXMG/QlZ0i2xjPMs0xT/OcMFWEYsiK9BmROqs1N9yerYC17tDkNIaiztuyRPc8tqKMrAcv0rqAjG60aBglHIQwHyySbqG591We5dQad/1j/fZz49pjbW1flW0JA3mW1ofkmqF8K4JtJ5D0KLwBR3dQGap5Z5K2+bG7cWAxeZB0wbBENeMO4qJpRmVNvnagb+xrGg81zcf69IbAkcZ7ilxjnMzST642uKsVsiuFVLum1M4pbwrjS+FWC8LqnuPg8/qzn+1++otPP/vlJ/u/SCUONfokWhkCS53jRPEtnuq2P7EYTCwUGujWNr2xSW9tC7cO5bUNcTiDV3oGxbYepXvSk0VWDtS7nznXn3iKm8ZYWVHcNKea6mhZEiywchuK0o7ctIrQrK6o/DCmanISdnF08QKVP6U24jlC4ALwQe/wxd6xy6Pzt0CEEbocRhQDIMQhAOT+xMzVBej9OUj7g5H3O8YujALuwCjjBN7y8MLt7pHLGMocjQlaBvb29Vz86NIfXrj6n9v7Lo0udg8vdk3ARqYQ48uUJYGVqw1I5Ta2xkr3r0rMBhyfMU1HdRMxPXwFiK8Aywwoe4gXr1mSDZs1KpY7KAoXladdwbLGBSqgyYFhCSagmJta4eKTsPFhRLXlYz9NS0sWuJk6nDHhNiKaLzaKp//y9+dHp2cvj85Oz0/Oj789/vXRd6g4+i0qvnn16vXJ67Pz12fHX//67/7yoJGMWiWloGYtZtzNWJ83AodF52bSuF9wHBRc2yXHWtFSz+jWS+b9lutgzbXbsG7XTYcb1u2Gfm/d8NlT32dPvc8OrM8fWh/vGloVUSXLreb59ZKwURVvrCl39wyPHtue/dh7+NRW31TWtpStfW1jX5Nfl8YrnGhZWti0Nh+5y7uWSEUYLLBjNU52U5Re47ozGE8Gk93kFXZEqTVOrM4K5MnaIJKunUHxO3GiLrKsEy+8S1Pc13inJLYRrqGfqRuhakZYVpA+yfCv6yN7DkVaZWl6Vg/jhpJZuCrQZtX+DXtoy2HOilGyuXHM7TlSO4D6YJF0d4F4axp9FUa7LrPPBPPE1mPN9jNjeUta2VFmm+JoRRStiM1RNl0DxisgfCdN6OdTTCSObsmXY20+c8WrYiKnD4C4xhINGx2wbFlQXpNHsnSdA6hxA4JFWmKNGyjTAg2puyIUOQHmBM6VR3vyKLV3kiS+JXdM2WPw7Ib+0R9nPvnFwcM/2Wl+vFN90qr91OvfEkmDIK5jmmvqo6naLcGJxh7VF5uN5cGFGrbUINTXWK1tQW1NmC7T7MlFtW9M4ZqUOSZWy4ydHzuaD+2lHVP9wLHzyer6U8/6E9faU9vBl/7tT6yOBFYVhBDlA9PIj/rm3+Aq5rN1rS8s5AgB0wt3Ovvf759oG5m7DcKPkoTgJfzwFOQBeKVrHngPTZ1cQvbcHXy3f7ZtYOHmBPjBImpgCTkAx01S2eDp2fYrV77XfvutBw/ev3H/rb7xG/Pw4bHl7jHoIIS2xDIy1AGZyMrUB0QaG01nIel1KJMOaZABiYQ+ELaLwJ1W2Im2iEDjZ8udVHtK4c1rLFGReZUrNaFMXnIgypIoFxH4uzrh0ucZ959UXU/j0i8qup1VakA0X/cwH+Xsf7pbO//VP56/Ojn79uXZydnp+fGL069en36nVpz+eypeHL9+ffL69Ozo/PVX3/zTLx9v5pNuZSmkrwQ1Rb+iFTM0Y4b1lOXjtchnO5mDprea1xZTykpW3SzpG0VNJScvZyUPd21PDhwHO6afPPd++sz1cE9/sKPZXpett6Stpqha5VVrvPUN2eFj48c/dn7yuffwuaW5qyiuCUub4uquPL8ujJUZq3lKsMBNNFT5LX2ypQyWuMESJ9bgpzfEhT1Zco0XqTEjdWagSA5VqOEq3RpD0pVDWGE3SdyFF7SvUC8B8e/g+dfUrjG+cQDLv7FMuQrj3BO64cF1dXjHZi4ppXGZvmi11BzyhFIQ5GkzKm/LGtyw6+KcZfpAH/jSJPrmJOraOPzyPO76DPrqDPxNPO+W2DiRaXG3P7aWNpTNA2tl2xwpKHNr1mBBy1QikFyA0EJXBsQMPYmmmFI4QP4s0xEjy61gb4Je2dTGS8JsQ7b+yFLb0wYyNF+GmN36RMSMAAAgAElEQVQUpTa49iTaXhD6WxpLjmZI4h1FpC0LtmUXqNpbQMYHTEN/sC7b/ZPM41883f6Th/VPP219/mzvb5LJ51p5DEIxDVM1nWRVu947XlgnpcrIZBGRKWELNXKpzizWmMUar7wmSK1TrTGgJQLW+ZeCRWp+S+xJkV1JkjdNTzYkqZa0tKur7Gu3nju2nts8GZLctwxl3RqBvA2l3ilt6p58EfOscgQy0Nzy3e7BD8bm704BOtCMZY6KACLNLiBHEMQJKH6Uo0RBiBN3Bj8YB3b0z90aWry7hBqm8qF0DgSOHL9940fvvPEf719/o7frw+7hD6cB7Qjy1ASwo3/+7iJujKxEy91cTUDoTqsNPpbMhDHZ8EYLWiFbWMF3dAGurPAnpV6qzM9ASQFg7ozEx3IV9Z6iLlQxWFY5thDT4aNQWSMzix+IaeN/Vgn99UHy07z2y7rxcYaX0MI2w4LnNf8vnmyef/0v569OTl+8PD07Oz0/eXH2zeuz3/iKf9O/+XX06vXLk+OXZyffnL765z97vl2N2zayrs20rR7Rb6Ss6ynLesq2XwnsFL0bZftm07az5ni043u0612vG3IpUWKVubWm293U18qi/W3dowPjwa72cE+3u6XcWJfU6rx0lhxPEvIlZmtTsrGnaO3Ia1uSQoufa/IqW+LipihapnlTuEAGv1rmxeqKREMeropWK7x4S5zdkqc3Jc2PDfVH2tQG31cg2RKoUIUWb3GMYRhFPgCl3Z6Cvz0O/gGKeVXtmjQFZ3maDhT7KoZ3nSjvZZumlBGioyK2V1SatFCZUktiKm5AyPULJGGRLqN21QyhTYfQQxyC3+pYeG8Ge2cKeW0U9tEctm0KeXkS8gMI4QMc+85qnrz33FnZ0qw9dNV37aVNV3XHn265bRGZyEwXmmkav8QUVZGlYzIbIFYVhks86yo+t6Zae2h3Rsj2MKG0pVl/Yilsyovb0q1PTKU9sSUKV0XovqYmuqNwlBneOkYXnw+tw7WxcbTsusg9trqhWvsy3vpip/LJdvMnf7z38z9r/DwQOpQIQ8tEwwDXNiRyjlpW57JrxMo6JVVEJnKoXJmYLVITWUKmyKhviGMNksY358tjU2vM2kNlssmV2RaVDoDMumwIIM0htDtJcSVJyaao8dAQqXKceTxDN4oTdind4P0f+4vrOr50iS8DTsxev9f15vDM7SlAJ4m/orLzcXwEigUk8UAYxqLYSAYRxtt6351DDkxBeybB3fMrA0Q2aBnc39l14dql77XfemvowaX7d97sGn5vAdpB5i0vIvsHl+4u4cfICqTcw5E6GVwdlqWE8tQQuQYCQ7fPzr+/hLozintA0kE0cb48zEYqQHO0MahgkWUhmBIyb0FtDLLMfprDR+FL5nCULosC+l+3Mt/8dO1PW/Y/37B/XldWnIRHWdWXG9Fffrp3/uJX56+OT759cXJ6enp+8vLs29ffuYN6/Vt3UC9evT4+fn189O3JyTenR//yxx9vNFPOZtq2lbc/XVt9uhY8rHufboaf78Y3y+5SRttsGJ88Cn7+4+Qnz8N7u/a1lrbVVG9v67e2NK016camfGtb3mwJqnVOo8FN5EjOIMQVgoWSmNU0LpojZWrMZIXujMAjeVKyxihs8EvbomCeGK/S4zX6apmd3FTkdlTBCteVpUWbotyOKtoUpjYk1ceG5jNTbke6WmcFqwxbCs02jKI4N7GcG4voN+YR39d5xtMNnCU4JTF2yu2jWt+sOYHxlJiOokif5uszMmfDYiya6U4O3kCUxxTOus2U05oyivCmk6qDzBG65gn3uxfem0XfmIRfGYN8OI24PA9/B4L/kMTvsoaQpU1D88BZ3vbGyiadi0+XIKkiBE9LZiuxLAVG6xEE8iahYUnpAJmCOJ0XrbQj5DaE1oO3hhlaD94RY/iyrGCRU9lX7X/hqh7ILJEVoQeridBFbhBS1Cl0DVP17RJvtzE1JfaN+OqY1IEx9dCReVwqPl+rf/HT/b/8WfMvQr5tIcMxx/MsihyzAttUos7YeKLZfqyJZImZMrPUEgQTpHCaWmzK0mWeP0/Ibws//nPvF7+MPf5Td2lPEsgTPBmsLYqwx1HWCNKVwuv9K844obqnK+9psvtyawqvcIOsUVxxU51rKs1OHEs4OzZzZWzmGp0PAWHGoMQ5gZZOEuGYSpJIQ2ZJ0TDS7CS4p2P82jSsD0aZWaHMAjFj89C+mYUHV6//0fvv/B+d996Z6Ls6Nda2DLk7NnNlZPry6GwbCDuEps8h6LMyK1XlYi6h+yfAd4DYniXkvRlw2/DUW+PQtinGIEy2gFQDF3lTQ/jeAUzPKGGQpEcHWw5vUSc0YxV2vCvEFCsBVOag14L/cj36y0/yP38U+vlj/y+eun+66/z5k+iXe8k/f7Jx+qt/OH95dPLi5enZ2cn58dH5i5Pz7+xQPf/3U7yT07Pz87PXR9+eHH99/PKfPn/UbKTt6znnXsXzyXb0443QQdP3ZDP0ZDu8VXXlkvJcXra5aT089OztOzY3jRsbup0dw96BaWdPt7mt2tiSr21IqnV2scKoN7nFBjucwYfSuHSVka4yMjVmvsWN5EnxMrV5IE/VGaE8cbVIskdXwkVSqEAMVVixNXGkIQhWOIEyJ9IQxtYksZbYmaGu1njlR7rCgTJUY5piCKF9Gi/tIArvyq2jUvOA3DKQbRGqO1Sjb0xl7w+XMdlNZmJdGG4Kg2va1U2Lq25WJ+U0O4NqY4rDUnvN4Wk6TXmtPimx5VUkFXAS3T6JuDkAvLhEuLNMuDOHvjaLuoph3oIRLmKZ9x0RbPPQXdtz2sMSkZ5I5MMAmKkl1PgKeQHDXOZpiJag1BVT2sIEvnZmCX1jAXWdLp8TGCBMJYCvh2k8RGOIqg9g9X50sECv7KtKu2JfDs8yQSDckVliWzfg+8v0d5Giy1Jfryo8hJRclQWnPHVR+pFj/c/2tn72OP/sk8zTw/xPHNoCiecF6NM4vm1W4lzIrvGDOWI0TwmmCOEUNZqheiIET5iQq0rrOzp/jlTZVxz+1Ln3uT23zfflsI4E3J6Am8JgmX2GZxjTeAFaL8SVIOY3lPGGKLktDdU4zjTZmSQFMkxvgq7QQ4iMYRiqB0kY0lgZMPzENGSAIkRTpESxiSMz0IlcyMDsnZ6pm4ML7QDcBF2GIotWYMSpGUAXHD2+BOhuu/KHg70fgWc7wEsPxqYvtN3+vQ8v/8cHfW/B8KMMMZQuXREZiED88MB82zT0Hoo+toxqX0TcHpx6q3fpwgilZ5Y9Ms0a6cd1dazc78P0TNEmIMIlto1iTcldKVm0rI3lZAodlCuaCrvpz2r+n2z6P24YH1VUz1uqZy39p5uOTzbDf/WTg7Nv//n8+PTs9fH/rAzfnH59fPqdvXinv7WF/vz8/Ozs6OWL46Ovjl/+w+dPGs2s/bAZ+Hg7+PGO//GWa3/dttMybzSNzao2lxUnM4JiRV5tqOstVb2lam2qt/cMjXVZqcZrbIi2D5TbB8raGjdTIqUK+PKmILvGi5ZpmRY3t87PrfMzLa4jikg12GtPtOES1ZvBh8tUXxbny+JMQYg1gTLGkZoQzF2gprbkqU15ckNRe2p1ZuiWBCmxIc3uKr1FqtAxT1H3U9X9UktvOL+cbSEKa8jdZ+y1h2RfYs6bmKvt8x9+aW49s/nLfGtWHt70uBoeipkJkyDEIVloOxTY8FuLRmtRb80qFUE2iDHcs3x5AHARQHowj7k5j74OJN2BUdq56rEVyg0Y5YEzQS/seHV+HowGABIXV+gwKBUKp4EQDBBZCNV7eK6oWG7BW0NEgWZ+GnKta+LNMfDNGcT9iZX7i4QBphYusOC4eghNPs/TzRkCSHcCY4sg2Nq5RfwtsrSXqx+VO0b1welAESK29aj9U0rPNFk9SdUtmLOaxF40cVhNP67G9k1cJ0zqQ9uzHJZmQeVCZeoqkRYo1YF9ca4tQNO7CPYwW+si2qO82oHHGScGcvRwmeFO4ZTuGZamhyK9Q1O0i6yDTE0nRdYps0+rXEBTCOlKUNRueKAiiDalqxWBI07RuRAS/TJbNElkDiHxvUTmuM5Oh+KGB2fvImhLFBlBZROqdHQwcrSt/a3bPe9PgDqx7GW5ncFSooC4keG5W1jqjM5C6+p+e3DoAnj5ARzSOTdz+e6dP2i79jv9/e/C4P1k2jydC+bLUHPgLiBqgCEBy0w4DHMMgO3sn35vAnEbrlyGy5dBorlx8lAH7MFd4O0OyP27izfuzV9H8BctMXGqZfUlBFItRKJcCoW4+xuBh9vetaqyURRvt6QH6/rn+57n+/G//OLh+atfnZ+enR0fn52dvz559c3rX73+zrzi9W/NK05Ozs9OTo++/fb46OuTl//0+dNGI2s7XPM/3vQerNkfbdkf7ji21wyNirJRVVUqilxZWijLijVFpaGotZTNTfXGrrZQ5cYypGyZUV3jVVrcdJG0mkSGU4h0jREp04N5UrLBTjU5iQYrVmNYwrBohV7YEvnzxGCBlGyyYzWGN4PX+4DaIEjqXRK7FqwZfHJblt1VZ3Y09WeO1YbIkaUHa/zYusSRJbJNEyRVn9g1bwyMJcrL1W10bQez8ZDc2MMmK5DSOnbnE+WzP3du/NjtzLJFbrohpTIXHTyvnOcV2SqO4FbQmDOqYjJb0WjJKFhmTMfshzOY+yBKN4o7PAG9NA6+ACbfFZsBPN0kgn4XxxvWevFiC2kC2t0x/QBIBsGZSAQbTZORuFqG1Ew1BwRaJxlNH5mFXllEtI0DL3dNvn1/7P0Hkx9OIrrpaqTASpI6qXIXXmJDyW1gjWfF6IeYA1BDAE2WDPF0Y1ztsNDYLzT2atwjVNkNaxwgc06CGPeBjE6RlxlouaJ7mcyTUnTHyLHBBHaEJkiiSGeFRmgkL7f6aSY3JZyVu8J8+yovXjPFq8Z4w1Z/FPJm6M44yR5Dm1fhGu8cz9CPE1yDMT7Ai9rY2k6pfdwahWq9YLUbZPCj2OoZvgWk8KDkDhhdPo1l9RJY/WzRJI03tgi+SWJNWLwcLGN2aP4ejDzHVFN1LrFcRZqcu//upd9va39zFtqLZS+pnCyOBrOMHbw78C6SPJ4umqbnbnZ2vQlYvgdYujM9fqGv64d9XW90dfxweOjijZvfu9P+5vT8PcBKPwg5gKHNIKnjg3OX+2cv3h/+4RD4OkAws8ybBgrmAPy5KfrkEHagH9XXA+u4MXnp9uRHYOoYV4dgiBewtCEifVCuhqVS6nrDWC1LKyXRWkO81VQ92nHsrfs/e9Q4+vXfnx8dH796dXJyenx29Or0m5Pz37z4+Df9r1tdXp2fnZwfvzw6Pf729bd//3y/kA0rKhlVLSetF8RbLeXBjm5zQ1qtcss1drkhLjYUxZqsUJfla+JcVZipcNMlVr7GyVaZ0QzeF1txBAEW77w3Cso3yJEyxRLH+AqU5Low3uJH6+xEixcoUkv7itK+IlCgOpM4RwLrTOCcCawvQ3IV8NYs0ppG23MEf4UVagqCNaG3xAs1pM4cRxvG6sJYiQeIl/djpV1iz4Ip2OtL9MRLE5nabHkDWNkE55vQ8gZ67ZGo8VASa8idWYElrXOVPb5mytPMxvbT/vWAIqJgO9nKsNhRMilDXBhn+mr/H7ENMLpqEUTunF65soi+gWH3eNMMmmwCyeohy5foKugcfvLGyPX7cwNwPgXOI4GZWIqKKnOK5Q6q0IimSaaW0Le6x3/0YOj7N3r+872ht6fgPTDGHEGGkXtExpjGGFWaY2JrXGSP0o0BvNYN1brAngjC5gPItMMI/AUi/RoA9kMA7EdgxFsA1HuL8HfHwe+CSLclLqSrKAq09Kl9V6RuUnnoPB2Gr8ewZHAiZ1ltZlbXVxNFl9Uv17hE5qAiVPFsftbY/bOd0qN0bkMbzHHtUawnTYzUSOEK1hSZ4ujbEex36epbEuuwNQo0r8KdCfxqka+0r5DliywNmK1epkhmGNIpuRHk8BMMdiSW1CPTQYMpGVsOHgfdh1NnxBaWzi1gM0GDQ5c/vPR797vfBaGHULQpmZXE0yIBhIFL9/8QhOspbTqIzInu4bdhqA4g6DZ4qo2OGdIIYYSVQSx08Obl/7u/88LIQNvg4LXhkbbx2TuDE9eud/6ge/zCg5F3B5evzxAHZkmDMMEiWYcmaNEg3tIEYWyOMjWGHmgbfr934foitnce3j4NvrEIvQEnD0hshEBeHK+J03Vhts5N5DjZvDib0R7s5r/6578+fXX0+uXL05PTs9Pjk7OX59/xFee/5StOT87Pz85PX5+en7588dX/u78WC9hYISct4iVmYrRqkdtqCpstXrnGyJVImRInV5HmKuJ0kR/NMAJxoi+K9UbQkSwpVaYlCqR4AR9MwZ2hZU8UmCpjHQmk0gt2pAnRFi9UZfoKlFiDG2tw402eO0N0JLCOBM4ew3jSRE+alF0Xh1sMTxXnq1Icebw1TbDnqI4s0xgje4o8Q5TMMi7QtdMU9ShS2IkS3WeZxw3+Dnvotj/Zk6qMl9eXyuuAVBUQSs8G0ita1yzPCHCkhaWn+erzRmK/HtltNb/cDO9ERH6hwMO3F4y+ul3soi2Qhh5MfyB3E1Gcoe7ZdxbQN+C0Tpp03BWn0mRTWN4gTjSH4MzMEWYmUFMzRBiUS0GKGGAWgSAjCm0CkRnPVIGp4jEEvQtB6p4CXLvd98OeyYsYHlBgpnPNbJFDYEub9RG1xsfV+NkqF0aoA/HV03LjQjCOrLRY8TRGquwzWacIpMtQ+NsU+g00qQ1BvDqPuDiPuoTg9TF08+ooObyhs0UlhiBfYqKw5UiuDANEjkLQ09lKYOOw7I6YLEGdKaS1JM2bX2w9+avnqb1EadvkTjDktmWVC+DJImJNUrACMUen+OZ2tv4uRX5XaB7QeICrRWZhS2sNUyR2vMJF1HiI5lV6pCAurusqa5pYTmBxYwNxbqygYstAg4s3gfhRsZWhsDCJ2Kneng9v3vr+xPQtCmcJQ5uWWQksJXQGcf/9W/9pGnYnVtEoTKjxxcsoYg8IfHu65101D5j0ibiEGeLK6K2LfzDWd3W490p/z+WpqXsASP8SuGdopm0e1jk4d3UMdBdIH18gD6NEQJ6dxrbRwNzl/pWebtD9B4t3box+2LNwfRnXB8L3LMDvwrAdIEI3hDUudiANYbw/z0g3OIkSN5ETpDKaxw8r3371d2dnZ6evX5+dnJ4eH52cvvhfUXF+en5+dn5ydHJ2/OLFr//bXisSsNEDDmLEj8+nacU8uVAkVhvU6ho1XUImC7RcVZqrihN5jj9GdAZRngg6kiEFk5hgCp1vMdcPJfU9XqyEcccA3tiyIQSWuEHaENyRJZnjWP0q0p4i2JMEhRtIkQ9JbIuOBCFYZKbXxJEKp7KnWW3SDSmwOYO057G2DNEQwxkTFE+J7y+LTAmawodS+BDKAFTkWuI7ZyX+ZVei1xu7GUjeT1cH882pQmM6UZp3h4e5igdoRhtRPOXKSMtPKqm9krOSc9Wq+aeV+H7MWrDoU1p7wWjL6yRuOpK/MI/vJojnRkFXumfeWcbdXsLcFBmWzAGswAQhymZgrGkgfQrMhq8ICVABA8ClQfkMCI9GVFI5Fo7IhpM6sQLD3Art7hz4xsTi1YGZK8vofomNY08aLSm7q+Bz5F36qF4bFGsDQqkFRZPMcuRTBiesUiNW68REYkUu7VQrBkXcBw7LUjpBjsXJ2QIrVmB4EwR9CMo3T/Kd05YUTmvnGt0So1tC5SLg2MXJub7OvjsUJq7YLGw+2tj+8UH5sJnYLm18+WjvL39c+XStuG1xJ9hi0wJLNSq0DCrcYwpPn9zdrQ0NaYNDPGM3W9vFVo9YwqjMmsqZYMkcNLGFKLHgDD56rCgvrOliOZ5nlRLPCZJF6WpWwpYvDy/dhJBGJXaGwkLnUBbGBy8P9F1AoUfUJiKVuyC34Am82f7FSxcf/N4YpM0WYynsyCnotXHgRzBEO2HpQdLJrUW1TMQYeOzu/Y/+aPTB5Yne61PDd2CgYRRqahHY0zN6eXKpvXPs4oPRC92zVx9MfTSLGWAbCVIvn6LBgzmA4ZW+mxNXboxcuDn83gK2ly5dInAmiKwRCH1giNAxQ+ucY9wjaydsKUwgz/QnmOGU8uOPmy9e/OP5+fnZ8fHJ6+NXr749evXr0++47dPfctunJ+fnp+evX7w+Ofrq1dd/+2QnnVoVp8PsUpq93hRWK9RsDlNrUdZ3mfk6KltlVDY0lQ1ltioMpSi+KC5eoDd2ZOV1frpCLa6zKlvsTJ3kT0I8cWCsiPBk8coAXOmH6SNodWBF4YWo/Sti+5LUAaDIh1maCaUHYolgojX+aoldPzSkdnjaBEATAblKBHeZJvNCxS6YvyqObWgia+rUjrbwyFR8rEvvyyObvNUNdro1G8ndC6buRfOd4UxPPD+YLs+vpqfQ9IsI6hWFAx2pG33VgMxvEHod9nLFWQ2ENoKrmyFdQsO10zlWCs9GZhrQBMnCDPr+MOASjNa7Qu3om3nDHMD600xtgMTQACGsaQBtCsCCAzkYiICBlAmmSehlNpmiZbJMLKmLaI6xBMbZgcXvj85dnFy6NgVupwhB/rwjsRa1Zzy6qEXgkPCsAoVXoPELOGowjNyLZfQoTEt+/6xe2+V1zxi1g0pRr1Y+VEoz8il6NsPa2FBvPza29jXRGl3pWRC4xk0JhMbG01oFrqAOSVju6rs9MPyg7dalj659sLwCyDVKz372xfZPHtc+2U0dNGOHjeaXu/s/jtf27aECW+eD8o19dOVdsvwSQXKBqrpsSUy5s2CVd5Ig6BAaZ3Ibmsya1rgqktqpPC1cZsF6E9xkWR5MMOx+fCjJiueFkbxUacVAycN0GcQUlVkCQqMcD5i9Nzd9i81e8gQFbBFQYsLAyIN9i5faJ96aRd8xrlLFZugM4vqN/t+Hox+I8ZPloDxh44NHbrZ/+Ie33/2Dexd+MNl7Hb48gkfOwmBjvQOXP7r5vYHp68MLt/pnr98aeOdK1w/7l++QZHChg03T4iFcIIwLRAohvct33rjxu4NL1yUmNFuxDMXcJ0jn6F7CIm+gB/EhgHtfG1vxF5iuKM0XET18VPnmm78/Pzs7efXq1bcvv/n61998+y8nJ9/Zi3fy7932+evz85PT06MXZye/fvHNf93fi8STwnxJVG1Jtg91a7uyVImeb3A2H2mK68JYjZHa4sdarMy2MLHOi7fY+V3Jzuf2zc8suR1JvMVNrgvKh6pEi28IrWj8EK0PIrXOq5xLGjdAoBtTO5ciJZonhvQmUKEcfjWDC2dwiRK5ss4ttdjZKi2UAgaSc+4IyhUhhcs6f95sTauyh5HkI3vsoS77qS7ziTy6J/O1+J6KzFvR+bNof2o5VASFq2BfDeSuLNvKCFMRpUxQiCaINqvxbYW1eatnPRx9lIo9SSc/Xyv87NCzH9OUzEvcKZoFJXajSPJJCPnuAvoKktZB4PTDyF2d429QxAsKO0HlFRMk2AU8BMokoIQCMJMJYlNxSjGEj0QrcPIASx1m09Wg6kOfxIjqm77YD701sHJ3ijxCMeF1GZMp79Cl7dq0XeCRq6J6Y1zLMVKAhIFp2F0ktU+kA2ndCDx3AMMeQNB7kMxBY4gqMMBIklmVG1fdd2w8dSUqYkcYozQvWD3gdIWpsI+4EtBAhgnG3WsfuHD1/tvXe9rebHvzQs8VtlW8/rMnlZ/uOXYqrv2m6+Fh9Pn+xqGtvm2MlxWBjNAR44jMULyknyDv5dh6Dcm52CbSmp7FCS+TZDeM/gWlC0DSEMQevj6q1EcUuqDEEBTbwlLbqtjoY+k9dKUDq3CgbTHqallojOHkVkjMz9cqVuZmL+Px/Q43mc6e4IpmiPSBedDlmYUPEMibLhdSIZ4c6P7doe7fISPuCNDDRu6imNg/3f29K2/9b9fe/d8HHvw/FMywlI+FQ8bnZod6em/cuf/h1EIXCDkwAeq4PvzRW7e/d6nvrTnCINuMYZtRLDMcJ1+YIXT2gdoezH10a/x9GGsWJwbPYUc5KqQ7xNHakBRhH57/QBWYDzeZ/hrDEmdWD2P/9OJvXp8ff3v04vXRycnR8enr12dnv/mh+m/6X6l4eX7++vj01TfnJ7968e1/2T8IJzOiUlNe2ZA0tuXFNX4oS0pW2euH+mxd6MsRAnWSI4cO1qmBGsVfpcTWuPWPdZldqb/CCNbY/jIj2hKG6jxNAME2zImt83LLrMq+ILfOMeX9avtcps6M5AiJMinfYqVKpGQBn62QCnVKrkKMppGR1HKqsBTLkBM5QWEjUNhMhZv+1H6i+mU4+lSrLqDYoUmma4FuXyRrYTjZClU6wFf3SB3DxsiMvQx21qGmKl5TwnPDZIwFrS1ZfPtpXdlurnscG05jTW/YCId+srn6rBB8kgIIZpGKRZp2FiscIIl6saz7OHbXNPjD/tn3uyfexnFmuBqE0MLHCAiLBBSYToFzBEAae5lORoo5VCMNp0IrgjRzisvVw7JbNq4aOQvr6oLcnqQNU+0Uc8XsagV0eZs4rBet6nRpuz5llXoEGDFsGTewhO2BEnsQ1D6ydJalBVHki3jx7BD01hJ1YIHUO0fsoSiXA2VFYcuQbalLa/JYlukLoiIJnDs1HamAbWHEzMqFjtGLbd3v3Bq6+dbNt9/q/BAuJeS+2Ex+tq5pZiy7dfPhI8/D7dauodxUrmalsbI2t+H2F5TqEF4RQAjdYzxnvzE9YUiMcY13BZYOrWdcaJmiGCkcO1sRlFtSJlfOZk8ZLasqc0huXRULDRg0exTNGZI6QO4s1ZbBql1gnXJFyJ0bGXoLh+0ORzlyFUAkn6MyB4DQyxDIZRjookwwyqd2jnX9ztzAHyBnP+DC+6yixcnOP/roB/9heuD3UIBLSGlw+FYAACAASURBVHAbgzhCQM/OTnaMDHe3t1+9fffD2cVeGGZ4bqW/Z7nj6sAHH/W82bN8g6QCidx4ZZCEEk3cm32nc+nCCPxOx/xlKHseL4XPEWf5Gkw8JoomuSYnhKsakrrGnTm0OY1R+DHpHd9///avjs5PXp6+Ojs9Pz89P399enbyHSpO/j0VZ0fn58cnp0cvzk9/9fLlLx89S+Wrqtaesb6jKG2IE1WGP0NIN7lrjw3phsCZQjtyaEMMakshLQm4LYXyFcnpbVG4zgpUGOltaajKdmRIzgzZEEaxdFNc3YTCNm/wgY1+iNqx4I5jKpviTI0ZLRADKbQzBPZFoKtJZDC+EojBomlUrIDyxZdcEXy8LM1v+Uv76fzDeGI3lH/u9mwI2Z4ZgrGLbBjFKwfB9L5pVCeMeA1DvYzlXOFqH2jCU5bckjIB4fjmIbIpvBmpyRq8m1FL1S0KKyRRkTjKR5gZjKjO2HT7DiJAwcw8YxAtGqGrp9xpisoFZsrGxgHvDy9eJPAm7FG+JyVl6+g4IX6FSQJR8csUGoDKBLOoK3w6ToVHSGAyP1XqxQvM8GBJqXZQSbylXtjdBfYE3U4Vh0WikFwcVmlSNnPRp4wY2HYBWrSySJoCEodQzAksYxhB6aVK58VWFIo7ydJCAdRhEH2UooJCWZMo3rTYhjP4yNYQNZhg2v04iXJaoprwpAGhItzoX5mDX+0Yu3yz98Obg9ffu/v+R0NXkTJs6pNq+tOmZSPn3K1Zdna8e+vVTbsjyGLL4ToXp7qfXH+WT27aglWFKYliG0cE1j5dcNrgnzcFlgzOZbl5Wb4q4NoofDtdF5M5c0ZrQq0Lii0xhSerIUmAM+h2CG1AYIOYoiRtGKVwrVjMBKUaDoLdI9FGbB4KmTW6grkPRd2lMQa5vHHUyg0Ktp2KvLs4/MPJjt+DT3yooSxSltvvvvcfhm7/X1J6t5QxyCL0EeE9Pe3v9Ty40Nt58/q1t9puvrkM7kUTh0GogTnseP9S+7X+d671vwWkDPFMSHWATJLND4Gv9ix+1Ld09cHURRhjhq5A40UIuZkcCHISWaEvRtS4lvShBXcO5y6QNQF8rOn4269+cXx+enx2fH5+fn56dnZ0/N1QzX/T/1orjv9nqubL87Nfv379357/pFDbMK0fWsqb0vy6MFlnBQukVJNbP1QnGwJ7Eu3IokwxmD2NMsfhjgwmVKNnd8WxNV6oyszuylJbEl+R7syQnRmyJoBQOJbtEVSiys6u8VN1dmlL3NiTx4sUexCid84ZHLO+yMpqCukKAryroFKDXmhR7eE5kw++mhfG6vbsdrzyLBPZ9IlDOKJpGqPpQavb4aIHy4xbIGoXljejNM+rjOM8TafY3KcLzxhT8xzPFFT2YIE7xPaS+QGxJmOxN7yymNpY0FkqepJHiLLzqV6eKC6fpAxMEDsJ8km5ZyVYZPN100ja/XHAewuIWyIDTO+jy20EDA+BFxPwYg6YRlwgkGFsHkbCR4hYYA6EpMVZMiKsZIYqXwwU5JGiXmzAPVhumyT1E/RYtpvBD0hVSaMh71InbSQdE6Mgw3ngBcLkMq4fQR8j8yYYklmtl8zWQCZgd0nSJbYBZY6LvSWdyEGG0scIkkWGfJHIn8SQu5ahV6fm354HvsdW3rVG5q2rWDSzp3P86pWOt9v6rl7rb7s9fQ8mQob2U4lnFedO0bNfN29uODfryYpBayej6QtEHtgYUPhzFl9RG2sZQk2O2DnHMfSqPFPm4LLOvaAyzot0C3QTnqCG0/U4iZcl9/IkLrYponBldCIrhaaAkmVLVOUyTjKBEY7w7EtaP0alRuiMWAprkkAdEStBKEIPltInlC8lMsJSWeG0ICwaoIY/hQNeXer/Ixr4rpIw333h/0RNfxQ2If1GsE44rRYuwJfvXnrvd++2/aiz/cqN6291dF0gkGdp7BkobhhAnJlc6bs39tGV7h8NAq4jOBMqH4lnXJnHPxiF3BgG3RwE3MTwlvgGstDEUFmoBiPGG6K6I3hLCOZIQcM1WmJTYEsyEy3nf//6v5ycn/3/VJydnR2fnJ1+h4rTf0/F8dH5ycnJ8emL07NfvTj6m0efZUsbhmxLHshRolVWrMny5km+Ajne4vkKdHMM7ingXDmsv0xyZTC+IjGxzqs8VCXXBeYo0pUhJtaE4SrHmSIFSqxInR8qMAqb0u3n1uZDbXlLVtmWJitMixdkcC6afQBfFJ6r0tMlsjMAdAWWqy12YVtoT6MdaWZy05DYdCe3gqldnyEhwSsnYYJOGPfWIu3DadQ7AMIlgW42VhI3t5T5Essbg7qiQH8B4S3B5UEATtW/IpniuMgELYHjEjprblvJHtx0+destnWfsmSXJBTCqHCC2D2MukNWzZji5ECBTZWNgAm3SfxBgRYoMyNw7IlpyJ1Z1DiahyaI2UAKfh5PQAtEVI0cK+OhpWiRh+spK5H8caZqyRHnpmpmW5CPVYAJOjjNSmY7GfKYxl71mvJunkdBUNMoOiZDSyZIEFj2DJw2CsF1gDD3JWYcjjsHo05QpBC8GKwJCFQBoS4shTHnVpizROESkb8Aw/fMANuGp94dnHwTTrsstYxr3UiScLJ35lZbzwdX+67cHL1xdfTyKGZEmVC5Wz5bPezZyFiqRXslE6/YM02PJ2GVmPhEIQHBgLK0BG9OG66JTRGcyjWv8yyZXGClfk6rAcnUgCnc/VlCF0o4K3QSVEGOKsg1JRTuokHiYcwSBnuB1xcp/VjZLEY6jZKOE2WzdOESWw4m8WbRtDGJHsmULPGUAJ0Nl8zKKxVdLMhKh7geFRw7fxXQ9wZ85BK8/y52/F7aTN9OKpMOfM7HCJhw0Jnr1z/4/fttP+rrvNrbdXFhoV0mh4vk83B8PxAzPgPpHl280zXxUdf4h+OAmyoHQWxEjgGvz660I2jjDBlU6+LoPVyRgao2k20Ois1DsPrg5gDUkYAECoRQleFKsiq7oX9+8den5ydHJ0enp+fnp2fnp9/NSPvN+dfXgd+evDo6enH01evTf/nVi79cf7i6WhD5s0xzGOkvUKINprdAdGZwgTLdlSXrVyGePDZcp8XXWJ48zpPHx5rswp6s8lDlyhCsMUxyTRQsswwhpDtLjTWF4RKrsCmt7atX8zR/ihgvM8M5sjuM9MWR4SwhW2VU1nmJPNFon9GYxgMRqDmyogpBfRVR4aG7+HA1sRlwFtRMExqnGMcphxCCO4vk90GUy1ztkDdBzNQl+QovnqR4ozB/ciVcwUYaOGsWK/aDsMoFtAKElCFZdp4xZ7IVre6aSZ8Ua0tmXc3p2fJaamYAZ2wYdZumnXfmWVz97AziUvfk91mKaa0LSxPPji23Xbj1n3pm74OpICSbvIRHzWFxGIGIppFhpRyqjsI0k8VuPEmxoPURNR7CalZV2/G7q3pxiIXToJByGNPJ02Us2pSd71VSDWyGkcMzMYQWhsSMp8uACyu3OoZ/uEIenYbdx3AWGEoElDlHVaHBjEWumcq3UGHMeSBxBMWcofLn+EqwWAmi88eZim6+bpghmybyJ2bgAyPA7vaJO7fGblwc+ODO3C2CHq9Jaswln3ctZS3nXPVseTuy+bTQOCynG3F71MFWs8lSlMLNTq1rirv6VJ0TzJJ8qzitEaBVQxRq0DT27iTmLpQzKnYT3SWNLavgWIkg1vQ4qgfAmMQrQSjJ/AjidufyR1D+iMJHlBixdCmQJJjHsacNPobEiMLQR2DYHhZ3RixelHBmfWaCWQgEDb672PH9mds/AHfczBiENa8opiem7Hi/BiGljSPmb3fdeKP71ltj/TdnJ+9iMMMGA06uXlzB9kyBukfmbk8C2kfmb9zrf+tO/xssOZCvgU2Cbi4iOvDsWYWF7IzIHGGZ1smzebnBVb7DR7L5EY4w3JWEejLYYInmTXMaB5H/8fJvjs+PXxy9OD46PTs5Oz85/V9lB754dfrq5OjF8devzv7HP379F6UtlzVMcSQpxjDcmsB4SyRnHu/I4QM1hrNA1QbB3jw2u8Uv7om9OZw1BvfmCNE6a/25KbMlDpYYyZbQGsMqnEBvlhbIM0wBRCBLC+XpKgdA7wFHS8xsnVdeFxWa/EyNlauzUkVqIIa0uhZ0limTbZptmJWE8KF1ferAld53+2s6iQuHlc6A6O1wTjuScwtA+ADNaFPbp+0BiEQ9rFBNmwxgmwsUiCIjRXykgndmSfoYhqAELDMmqHqyIqQUefmKkESXECpCDLqdwvFzvet277qNrAeBucMiF9yaplEUYxhe7xjwA70PEy5I1A60UAOdhd4aWupcxs1DqOglHHyJQMAJRRS1GCtmEpVYrBSG4I0RJNM6L4GnA1m8jNZBSOim4NVQsg4r8vP0WYsmaWTZRWg5hapjsUxcnonBN1BFegxLDkYSe6YBV2dhXV3jl4aX2ylSBF6CpKuIYDoAJ8HYUma0AD6NGFrEjmEYc2o7PZbXBRJSkXGer5ulSZYEehSeD0dzoWMrQwOgno6lGx3LN4hqqD4u8VRc0fWov5RYrcYzLVem5U7UA+WddONRzZtzMNVoqhzizTKaj43NfXGuwSrXuKthnFEDVCrmyJJRvHAILxrjmsCmOFezylyij96euTiK6YZLAFwXhWHBLTFGhpDtQPYo0wSnKiEr7Ek0fw7GGFd6qFIbAcWYWEJ2IDB9aGw/BtppkK64ZUgasAM32UacuKdDIFoOY0RKCkjQSSOOA+2AjX2EmbszePvt3ptvzA3fgi504NH9KgVQJp9A4Tqnlx9MzN+eWrw7Mt3WNfjeg/63MZRxjgSMp09B0P0w7BBHDFGbKRY31x2SuQJ8q4tqcmBsfoRzFW4JLpqDIH+a4I4yK+u+f/rqr07Ojl68fPH66PT49cnro6PT73RQp7/dQZ2dH5+fHJ2/Ojn/+h+//nlh06n3E2xxkiYIVXiXtasQQwxuzWB9VbolQ1D5AMESofJQ1nii8uZw+iDIGkN6c8TirixW5/jyVH+eJrEuyh2A1Jp4tczRuiH+DG21wFA7gJYAPF3nFVrC2pasvisrrQtSZXoogQ0l0PEMPprGegJAXRgXPbA2v4inH3qCa3pNlIkRT0GY/SDqXaKkj6UagFEurRAvKs3j7lWoTDMsFo8ZtSB/EJUu0jMNRqRMtCXx2jCKogEv0kZlfpElYyGpsUwTWR3hWnMSvo/FctGtZa2rbpD4yXwXWhejiJwwlnbWEMJCKfftEUq4KDEHyNGCnCldnIEPA/ALUCoaSERDaDSCREpRibBiJk6GpBvwcO4omN5Llc7gOKNsCcAe5AhcZKYFK/FzbUWjveyShzUsm4hhFnCsQplXKXMJyDIUlDQCwfeTOeMs8dwMtLNvqu32wAWyGE6QoNH8FbwER5DhTHEjWUFEcyEYHhhOmWbJkb64whuTkIRDAv280kHyZVVSO5+tpYJoSxDW8jx5ZBTVSdWtGBMSX8kRbgTd6ZAj7vr/+HrPIDus+8rTtjw7tmklkiIJkgCRczfQ6Jy7X3e/nHPOOeecc8459+ucEQkwSlS0VjvesWrHY9nyjNdhp8aybAYQQMe3H7yWtaopffvX/X7q1rn/c88vUjZWN0Kde6Wl+9XiatYU0giMBJ4BzdNPJhr8yjK3tS5+/0PPvfvWQpLjdaP1PoQ5glO6EXwTSOEj6SJMnBIIFUw7qgaRn0k1Y+kWHM9F4rlIdBOCaUFJ3RSBHa/0M7DiGZ4ZI7TieFo4VwnhiucZ7Ek0+LpODE1ZmVYeWILst9KhW/7gqtfedMg7PsVSRBzT4pSUMTq4Z+7OmZnbbxEgQyziJJcxZjbArNYFmWKOK0GwBCAyYxqO7UfgBzDkEbEKqbWQ9TYqXwblSqAmB9MZEHpCkmBC7QkL7V66O0wNpSn+JFbnHldYxu1huC/JXt1N/49f/uXB8YsX+88PD08ODg6/fPbs4Ne4eAe/wcU7OO7uHx8ddvcPu5//49Of3ft2JV6XF9bUnXctrUfGxgNt86EhvyUv7qizm8rKtnzlkW7tiWnlXWNhRdDYUdz9xNfcVZfXZWtP7MUVWaopKCzLO3fNtU1tfUufaojiFW5lRVVdVTc2tav3LJsPbFsPrYUmf2VXv3HP2FqRLm0oG0vC1oo4VyI3HgVW/6S5+5+ae3/aSGzoxV442zRFVw8LjVOxKqe1qfbFsQbnTLHJWtuVRzPwZIKVS4oLJdH2Xev2E1t2kWtJEixpsshNsuZV/oZbFVaKvdzosjfcMS1+kCjsBZMbXndVHWwbpAGCoySS+TAiF8yUoCQWFVofJlqR1NatoZyw0NKb3CQEdXYKMYJi4lhKodBkFJnNbJ1M6TPLfAKhgyb3YPVhkilAsgQp7hDbEWS7Smp/0xRoO30Nh7Vg16VM6phJFTVxLSKJWy5z8OhyjESHiRbUoZSAzB4anr/YM/rWNKIPxwULLRxjVMsyclgGjj3ncubdUqdI6ZGqPCKmCm8OSjJNt8gAt4bZ0aqtvBEvbRWCVb8yKJX5+RwbCiUeJ0jHFR5CbS3Y3kqsbzc9IR1XNeuIMqprvsXdWKRkFupxGN4QmtNHEF9iKK/pPXeyTfTajqC9xMplSMk4NpGhJfNMoxtB4ffjhSN8M4xpRlL1CFmULw6yRAEW30OTBJiaOJ9jwxDVQGteYkwL6AYYkDUIoPVhRFMcHZyrhassBDxlaKjvZQL8lo4DEmBHBchBDw+/bnM3Ddo1t34nYnyvYn9ctQflKDluFHDz1GzPm9DRy9i56xxSv0UDNusmlYoZo43p8PIsLhaZMTWzcAVDGFEbyHYPz2RnKrR4tYFoc7PNTqZSh5eoUCwBgMGbUpugBidIohumC89zZb0WD9AXZWzvZf/ls/9+0j3a339xeHh8cnJyfHz82/YVzw+Onx0cHHb3D7qf/eLLv3r03XqqpW7etT74UXTzO57GQ11pTxVd5KbXpIVdTX1P3b6rrG/LSmuizCJ38a7m/nd9q4/MpVXZ6iNra1eXX5I0t/WrD+25jjTblsTK3HiF19mz3v0oeO/j4Oa7ruaGJlVhe2PYxqp8bVe3tqN98J5jfVezsqVqtLmNR6H29+or3yvU3gtb8kyODSByAKQOQKLGW3vkaK6rHEGk2QXIlCihJBSJf0WlBDTKhnpD6fQi9e752pb84Z+k1j4KqiNsW15tTGn5Dp42Jq2/m8vuerZ/WFz/pLT4QdZVUfAcGJoBqAwRtVGSMUnzlvmpZbU+gHMkGPGy1B6iJYpyq5c8Duq9OX4JTIIz5DyuXis0mVg6qS5st6V1IgdN5sZ4crxcW1vfsJVbZk+EZ88p4qvuUMetSyg4di5WQUCI8VQ9h6nnso08gZHOVhM0dmo4q5RpwVd6//Cd61+9NvQGkj7LURO4BiZDTUUJsUwDR+yWOwseiVMstAk0PinPQJfZWMaAROUghkva8nq8tpUprOfcBZcmKtfG5CIPQeBAIbh9OMFQpmapLfl3d1uVWtASwDuj1FhJXVi0pxo2b1puSzDUXiSa9zZXf8McGPCnZ7IlZLGCi0RgTvuM1480WxesXpQ/QTMEiGwdkGaA8Z0EdVKUvRd11g0CL43vIqNlcyD2CEkDEvtI1qJEHqIxLQiUeIqgmBNYMGwNTGZAc4TzSOgNDmVCRp2hgG4K0cNmKtyNpdgx6AADnVXQVwPi5aDEyVnQU6bnbpwavfgNBnwkaGIErCSTcl4nH5SJxwUymMnBsLpYHCGQRJ9SaPFWF1dtIHNFUDJjhslbUGhxGiNJrEAweQACdZjMHJVrgQYnUGWeEKpuStT9etusxYFZXo388z//vNs9evHi+f7+8dHh8fPnzw9/jUJ/+BsU+hfPj56/eH7UfXHU/fxfvvz5e99vFTr6pfuOB98LdR6aUh2uv0wxxuG+EjW7KqtsyVs7slyHEy4SE3V6eVVU25C3djWdu/q9Dz2Pfxhbe2hbfWBbvmcpdmTJKi+/KF+6Z9/7MHz/29Gd9/0r92zVZWWiwPYl8Nkat9gU1Jek2/fNnTV5oyPqrEhq94ONj+ulR35LkcO3T7LN/UrPlC+HKbSF1WVVuiS0utFmFziRpyVKeIW5r1bT3t/LZosyvmwcSb8ksU4FavxIRyENMIReBtVEopoo2rSs8jgd27Q2P4qsfpBoPwiYE0wkf9CUYOiiVEeRJ/djeVaQwochioZp8gmeCoCm3SJzBuZhZy/cevXayHk0E8NU8FkqhchkFFhUxohDH5ay9BihBRIsCRf3XLvvR9d2Q8miShPieCo6XUzKsVKFbhFFR4MLsFyrWGAVsXQspoJAEkAZwgW5DsOTTE8C3uobfxuA7KWKoBo3n6WlAgjTCAGKY+ETVDRTys61CXAygsjGV/tkGq9EaGYYvMJMy1dczYYqfnVQxzKw+U6WKa3UxanRjlJonCZwetJpSaft+Ph+65P32ktrhnSe549wohlxoWltbXhXH/kaOwaVd8SVWYhU5/y5KU98whOddPqnrbYJnxHot0D9bqzPR7T7KdYgzZ6V2PMyR0W7+aNW7UlKHefhFXPjuOtA6m2RE+uqiAMtpcCFmqXdvDb36gThitxL1AZpcitWYyPyhPMCwRwV3b8wdpoAui5GTGimFwTDg+yBK2rgUFQAjYpgPi7IJ0DMXzu1cOOUW0J5byW5XbcHzVi7ekrAGYThb8t1KK2ZxOTPc0RQd1ASjGsUOgqZMYcjTzD5IJOTFUrKvRGhwU4SKEBsyZzKBDF5oCb3vM4yrNYPa3TjMtlsPmP8+7/9z92jF0cH+8dH3eOTk+eH+79NFfsvjl/s7x9390+6n3/65V+///1WadnQ3DYtP7IU1qTBEsWVwan9C7Y0NtEW1neUKw+12TbblUCEi+R4leZJYVINdmlFUltX3v3I39zSFZfkubYk1xZnGsJEVVBe0609cm898a/ed9TXdekK3xPBhjPkfEOQKjKSeXqmRPcEYU4fpNbkth/Hqh9UfYtqrgvMMPYzDT0yx3B+mVlflTdW1Mub1kbHkK8L8jV+tk4NF+D1liEckAqkMwLFFEsxDGOch7Cvi9xwvptEMWKQMhjdStdl5cntgLkkDCyrKrvObEfP0s1jhEOVuy57jqONkZGiAYxokKGfRbB60Zw+LPP2LOzMHOxM/+hXz/W8PAC4wZKzhXopW62QmE1im8YQtsncbKYOrfHiEi1Fbd1UWzVV2+ZkQekta4MNC8dCxisQprRZFlDMM2AIPo6uZVHkFJoUg+OC4IR+Kndab8GYHHi+EikzkahiGE9LIErQ8+RZippGUlMxMpIuYabqGEAmmKGl6UIqb8HmSBncCV26GQgU/WKrGM7DLNBBNAPRVtA6irzaA0eowJAZZ70u0lLT+pMP13/wXnt3z1GtycJxfjjOTxW1lY5t5aFn6wNfZYsdqSMjNUCkOmfy3haoztp8k9U6bTHNXS6IE0GqSjYjlM/aA7Ro0xDvWDwNfWbH//DP1gt3QyTVAtMIN0SZQhtSE6d46xJVhIxTTA5hzk6Rr/JtSLkHr7DjlBacUApSqZES7jwRfguzcBU3dlUyOMa+3UPpOate6PczZg3oQTNp3EIFwG+dkaKnSm7N/WZ4r+laKahzQYJGPsMUAaweht3HoXEBUMyASIEJRDUmJ5/Jg/KlKKOdnSmZ22v+yqIjmpWb3RS1BW8PkDwxvDuMsHmmzPYZq3VOrVooZk3/4+9+2j0+7B4f/euD08Hx8dGvue2j33DbRy9ODvcPut2DbvfzL57+/MNPmtWOvtxRVVZk6QY3UWNm2jxvlhAsUdOLosW72p0PLOUVQSiHT9UZsTLFHACF8+RklR0t0ju7htKSLFXjJau8+oZm+a5l7YFr5/3w2kN3ZVWbrApTdWG5I2+sKJtr6ta6prGiKDYEwRhWrhkWyvrSOfLmx7nq46I+RWVZJqSeIaHtmsza29xiLW2qGx31xo7v/rvp+x/ElnftwTxeYr3DFk4zmUASe5TEHcKL7mAlt1CyIax6nGrDkC1YoomoymrtTWN4063M0I0VTmFNn27IaPIxjQ/duO8WO2F4+RiI3bvAuAFk9owhTw+B3xiee7Vv/KtjM68MT3y9b+LsHGpYrBdJjXKOWi61GKU2tSlid+f12iDHlqCnFxXZhjyYYrv8dKMNp/azdBEBSrAA589bMhZFQDlBAEwTFxAcJIwBIwsRbAWOIZhni+ZVOpjOhHRG+MmqUWIiEvjzUCYAzYewzGwgC4RREBURLV5JAnFhFA1ZYOe5C9bUcjRS9GdaCXfGLzRJMRIyXIBhWkn2sja8KClsaltbSl8MK2TeaWSlP/vu1pPlyFbHvlwzVXKmbEITiaiSGf3ilvfuh4nKpshbQNvS0+b4JEd7Bc0+JbeNNzvi7y07Hla1Kzl5PsjSaqA84bTCjg+VNaG2yVvX3P9J++6P68GaIrdmLqya+MZ5mm7cnKK4KzxfTahLkDUxkqcqtmU4SjeWrZ6n8sb1dkIwxHO7GEL+LG7mmmFyxjA3aYOPF8X4ihprRg+o4X0KaD8P0B+TM9cTno20ayNvvd9yreQkUT/VFmbbQxxXVChQI+cRt+GEUa2Fo7Nx2WKUxsL0xJTJsjlZMbhjfLkRyVeCVBacJ8ZMlbnpIj2ahAdD8EgI7XeRtpein//yr7vd7tHhwdHhycHh0efPvnzxa277xW+47eP9k+ODw273oNt9+vTpX3/0SbPWMeTqkmSFFc6TkzVGY1OZbnHjNXaiwWtuK7eemJtbstIyv7omzjRZ3hQmUqDk24Jsk9/a0nZ2jfm2KJxnFNrS5oa2s2td3LWn61KTHyMxzKptIH+CnK0Kyouy+opy865lZUuXyFH1lhmhrC+WxO1+t1S4n5EH0HzHjCkxa4mPuBJTK/f42QormqRXm8alVV9ny95YNxZXBOkOdXU79OhRa+1uJFaS6cM4fQyrIlpAiwAAIABJREFUjBJYTjDZisab0Wwv29F2uzrW0KZLlWeqCnR7gupNUHQ+9NJDT27dgOTdHkadnqNfB7F6IZzbMGYPmHZjAXNhCvzmxOyrY1PfBONGMIwFoVYg0km4/6oKq9oad8VbLpmTwlRP6/xoX5LhDJE0RiSdM7ZAGUALZ8HMSYwYoomo+XYBhI0kqxgoLnoYMjwC7IGQJhiCebESLpQCiNQ7Kiuh1HGGi3q2GgljzVFVOKaZNUMFwMUYrlOMlhMwcgJNT8PLsRIX31d2etPOWDnizYUMIZvMp2VbBAwrUZcUle6asuvK7ceWUpNLgr9TSfD+9sd379e9m03rVsu52vDV8rZYTJdMG1fvRh98nE0tsgtr/FAdKXH2EUTvkETnqLKbSv3YXkLyft30oGmuhLkmA0qrh+u9NEdS6KtrEyu29Iaj81787vcLlR2HJUyW2iDKAEITQotcYHUYo4sTfXVR47Gv9TiQXTFK7UgY8SaW1i+Tg0JhfijMM/HhEQxWNzMmHrmsAfSoFi6Lpy8YMENm3ISLiQ6LqasR1/1SqB3VFNzcvIfss+Npkhkk5Q5PCdHaqWwpgsxZECpJYg2ZryQYXAJXROGMSPRuOk8JRlJugTDXSOwxnR0VKzDzVXY6hwmHEQEv3GPDbS6GP/3Hv+oeHb748tn+/vHh8cnzo4PD43//X/Gr+d9U8ez4+MVB9+Sg23367Mv/9sn3FltL5mpLmSqzvDF0JE9sbChyLV6sxAjmaMVFweKuorUtX7mnbW0pci1OokwLZPDBDNGXIsSKjJV75lJH6ghj7EG0PYgKZln5jrq+bqytGQqLymxDkizzQilaKE1NFNnLm/rOuiZf5SRyVG8I0V4U3/2knFwPq0JImXfGnprKrUDXH3J3n4jbK7KlVeP6TqjSdPnTgnBB2Hqge+//DH7y49X7j9r1NW+mZXAXeFIfnG5b4HgRVAcOa0az/BxLy6Gvqd3rVkWBwU9guNpJrnTQFsZvvx905Vhwbu8E8cIE8eIo9two9jyQeh1IubaAPr+APDcPeRuKPKuyMsR6mlgvFGnFAp1abjWKzQprzOlIq9D8qQnEW1hur1g7I9UCuKJJPPk2mj9FUoApSiTXSlUE5HQdA8HHMnRcmpIxDBk+d+v1i7dfHwecozAnhJJZMu0OiTNmCTJDBS1Xg0Ty5tlGMk6Bm6JML3AgNDMLIkLCJSiKjoIUIagaotwn1rl1zrjHEvPpQw512My2irAqGNdJKN81VHY1Dz60be1p5cxbyznx33x37b267/FS4uFi8u5ifquRaRbjpVyg2g601kK5ZeXSQ3t2jSf3TLL1A1L7DEs3SWL05CXQP1n0ftxxh9UooxJWyqkKLYsrIfCUFNk1u6ciTa8atz+OR6oikX5WYQcpPECJY46uHRY55sVukDyIMOfo3rqwdt/tLvCp0okJyOnh6dfESlCmpN5u+H7WbFT5dM30DfbtNwWjp/IS+H/eSL6fd6YVbC16PiTmLPqNATmZA73NhV/BwS9fGvzDK4N/jGYMG7wso0cgM9F4SiKFDyfzYAINSW6hqew0rZuqtOPZyjksa5DAHpXoFhxBdCSFjyXggQDEbQOatdDFkusXf/9fuvsvDr58dnh0ctLtHv2vUUe/2ld8cXj05fPu8X63+8XzZ3/zgx8ud1atK9vW1poilCZGcsTmuqzQ4idKzHCWlqmzysu8xoZ0+4mlsSFLVGjJCt0WhOpd80YPyBXFPvw4ePcDf3FRmqhwIzlGrMgLF/ieBE3rhEsNcxo7xBsjJfKcSIYeSJAqi9JyU1So8da29csbmk9+EHvw/Wp40aWPYeW+GXNsdPUx7Sf/1f/o28q7j2yP34ts7kUrTXeuZejseXe+49v6rr246IgkzMGcMt3Uxztqe5GlTFG1OZYwyqK6SOwgV18zKfIS16pFWWTSAhChYQpNPMdTT1jCeLJ8BC8ZoulmgexeKPfOPKMHQLw0Cn97AXWOr5wJJ1gbO+7WRsIWVKqsCrlZLrPo5RaTwCA1R2zGkBjJnphCnAaTL8FJl0HoszDUZSTuOlkGRPFnEfx5noWmj+nUIbXYqZC6lDwDD0IF989cPdfz6vmrfzA5e45KH6QwBhbQ1xCUO1wVDEYZhDAmWXoigD47iB4EsIAUI32WuTBNB2CVWKwCyzCQBXaO0q42B2war1Vs1/IdSpKGhZCBqEakv8Et76rvv29+9J49ZIFulOR/spl8WHJ8b6f6wWrh0XL1yXpre7lezoQcbrHJwUk15amW1FcmGWMwYxTlyJDdeZ7dS0gLQd+uWn+wHl6MSoIOajIqCmVknoQoVNdGWvrsmqW4Zct01MEizxUjGbwIqR0gss4wtCNC+yzHMs0wTvIcC3T9lNSNCNUk0aqMo5obBbzBFEwUGoaP7+X/n62Nuoipmb5Ju/Eqb/j1HZ/wxZ+9+9OtQlEr4MwMcOcnDGQYc6Fv4tLXbr/1lavnfu+d218ZAZ/ha+HWsEDv4cvMdLYcD8ZPjAF7FzBDKNokWwG3BNmhgsKbFVpDDKOHanBizB6YJ4SIxmGxKDriQ3qt2N1O9PNf/Lx7cnJ8cHB81D08Ov5i//n+0b+77V/N/6aKpycHXxyc7O93Tz59+sXPvvf92uqGbmNH++A9/aP3zZ11QaPD66xJ621xJs8uVnmlCr/elOzsWdtLymyBVShxgyFcNE4ulQXpDKtal9y77/7wo9jOnqPZUiZLjEiFnKoK4gVhKCHwBvkmG0komnN6Cf44KVXhpGqs4opi7zvR3Iqh8yi6+x1/tEbSesaNwal4Fbf1WPXRj4P3P7SVl2RLu+bapqO67ek8ybaf5Ne+00zvxCxxldYntsZUkZozWHOog2Khk62JyfVptdDHY7sYbDfDWjOYa1plTqTMCQQOkD6MVPuRWGEfmtvHUE5TRGMoZh+ZP8CRT8xAXpkGfd3qmWt0uJ117vIGL5Tk6Kw4qYOij4jkUQ3dJqAZxaqII5iNgrHQvoHrfXeuXu1582b/mevDb/VMnl0ggYFkGJqLE1nECqfUGNK6U2aJic1TEqkCBIIwPTZ748bt09d73hodv74AGgAALgAXLs3MX8SShiniBTh9DEAdnGOOIGTAee7UMKEPIQPBRQswwbzMw2YbCUwrlWog6+IWkVMpsGoYGhFdyaDICDI7rrhi+fgn+e0nnkJN6ApgVRpgo6H533+YfbBt31l0PdmOr+Y9ea8qauKpWZCoh13OqotNQ6auDzXsieVQarcWW4453IRkVry07muveEJJpTsg8oblvpAsmdWUa5Z6Tdusq5eaklKaGnTMmIwTTP2UyAoMZDls6RgKe4XNGrLoEHLBjFkFCXupuZQgneJB4KeQuHcKS+I//X75k5DVCR1Rz93kDr8jmb/y/Ya7+xcf/u3jRl1O5gyfF0z14AcvTPaeGrvz1uWbr129860R+EWscFZip1iiYpGFQpZA8XwQgb+AYk6PQq6AiLfw/DGmetYapUaqolRVFUsp7E58KIjPJSnFGKYWp7RjzFZY8qOdxsE//n13v9t9dtw96B4edJ8+Pz74NQLYwW8QwA6/6B4+Pe4eHnW7n3/x+Z9/9FGu3hQ1FrmtFVZziVltUTd2lY8/cG7s6EtVYWtR0VlUlsuCbI4V8GPdHkQ4Qgj4sU4nPBolNxvylWVtq6Uol4WNhnx709pcVxTXeO0tw+KmvbXiKlVt/qBAIoVYXTiHDxMp0FMNVqIlaj90RhqqwrZv5V2TLwdUOgaCWdjafcV733e//33/xgPD4o5+7aEz1dYkFvXVe4ny/XT13YqnFTAlNFq/WO7iy10CgYVFVRKYBpo2orTkjZKAkONiMOwUe8NkrmrNNY1zyUxUjwVqnMqumaWfnsWdRzJv0cXjXBVAaQYLlFMTgJcgqNd8EVAii/CEJm2eQYsLqdBBuUakws8UhaQkC5OkF0h85nA+PQ+HXb92tefG1eu95wbHbtyavHRz6sIcHgJnEIgiKt8gklpEGrfCGlZJjAyxlkJkg5DE6bHZGyD4+BSgDwKfhsAmidghOnmMSB4Ry+E0ycI47MoQ8uoorgcum59iDI2S7qCVEKwcghQvCG0UoY1KMeHwGowpbZd4VHyzhq4SslRsogjPVkK3P8i9+71kbV0bztLJnB4Gf3hp0/rxR97NNfW9dfePPizvVvwZu7jglEUN7HJMuVi2VNu2dNXkrziDzaB3ueRtxXwZnifJz7Ut9VVvqmyJZg3pgq1QdmxvpR49zK91rMtN7f11XSNLD5rHDJpBCOs6STpsD5ERhKsTY6+Qcb1eA96pRlqkILsKlvDT2zWl1Q5m8XqCOcK7245NFYvf9za193X89W9yp859WLR+9ifbf9qJRMkAdv9p7uhlWM+b47feBExdGZ3vmccOYUWzVCWUpUPLXQymGoNgTc9iB4CkIZIYOIO+OY26AqffAZOv0uRjugDam+AkUspIhFUpCtoVQTtLXslxNjKCzYz+z59sdX/5P7vPu0efHhx92T3a7+4f/v/ygce/kYM6eNo9eP6vZ198+tmfP3yciKUpmRK10CQnS9hcnbhxV7370FTriAo1frEirFVl9bo8kWSEwsRojBIKEzwepMMJM5rm3R54OkMPhXFePzJfYJVK3EyVVVwTdHZMa3c967vBlY1QpW4MhDnJHCcQx+fanPqmKNHklLZU2TVd44G/uac2R2YU9sF8h/7Bj7yf/CR8/0NHdVm0+a7r3rejhVVzctGUXPW6KyZr0aKKayUujshK55tpHD2JZSCJ7Ex9XOFvOLx1myIsEPpZXA/NXFEZijJbQ+NftYhcCH+Zn17S8k1AGL0Xze7HsvrhlJt04RCR1QvDviXXjfgiIJmmR6K6ZLDeNthgPCkAL5plGzEcN49q49DNEqnfbA16+0aHv/XqN9889co751/t7b9wdejMpYG3gGQYQcSgSOk0OUNiEahcUomZJTLQzT6JSEsRa6kQ7DiFBZ9auLMAHR+b6iHgRhiMGYEUZnVxmXLoGPTaOPbWFLEfo4LOMMamqMNA7jROAcMpoHQtxpRQ8lxsupluz/vEbi1bpyGIeWQxE8vF43nzoYJu493w6oMAVzaJJN2IZxW1tml7z1SpCRplzf2tSDVmChi562X/k83c3kZ4bzu6tB0odByhljvUDro7OV87FiwpzVFuuGKobUXKq6H8oq+0GKyvRh590Pzwu4vtjrVa02xtWdJJuk41KJb1LVAvUCSDFh8eS74+Pf4qEXnDqULruQuwoTdJ85ftUkgpwm8VFRrZjMuD3q0ZO0IS4+pruEtfx1z+Kmf8zE5Q+lf3irteiXziEv3WKXzPG9MXvjp081uT4xcB6GGaBMY3omgKMEE0zzPiuTo8WQKBUseHgJcX8AM47jSGM0YSTwFwF+eJl+ROmCPGcAc5iYyg1ZK368LFMm2rId4oipaSiv/j4dLRP/1D98Xx0efPj5+dHB10Xxyd/DZVHD7rHu2fdE9Out3P/+Wz//LgcTKUICYKpNY6b2VHUl9h5eq0WA7vj6KzFU4oSorFaI2WIpvj5gv8SlUcT9CiMXI2xzZZ5oXifqsd5PbAo3FivSFye2C2ACTTZre3jGt33atb/qW1QKtjK5RV67vW+rK0tSVbeahOdbjFLXnrobPzJFzelBoCEyrXSHWd+/4Pvfc/si5uy4tt7so9292PImtPYu0H4UDdwrZQyHqSwCcR2phyF8eSULpyBn/FGl/0pddDybWgv2WXhwWKKE8W4RqKclmcoytKLDWltyqxpuhSJ5JvBnO1CxBKz62Jb1zu+w9jc6/OI06TmJc9YYQ/CpGqbxqst52+UYcfL1GDCWIAXQNnOtg0B4duFgtcWpXVeKnnxh/84e+/9Ee//7VvfuXspW+dv/3G5cG34QwMVcYhCsloDlZqFep8SoYCz1ERTT6JJ66LF51KE5vCRvSNXLrWe+adi6/09rwy0P86ENYjlCMRtPGeybf7IJeHkDcIWuQsc2yCPDCMu4USA0lqFFmBiLTd5pxR5BPb8gGeTUVTKtBcNppNRjIxTAVaZqW+96PqD366wlcCFAbYzoNMKC7wR7AG85xUOKNVwESUBTZuOmTmNbO2vfXwvbvJrYeJ9nY4uRaOrUTCm9XYZt5fUhminEjd3H6Qrm3Gs21fvhMsLwWXt5N77+bzJXWupNjatkWjZB73GpN/Ey+5I7LMh9JsmXqOiLlBRt/kYftRExcufe135299U0EZs8uhUTeZT7ujUQMeNKxLQrJs6CKn/zS551Vc78t+xuySjekhjtNvvkq79Qbs0jfGzvzB4I1XJsfPw2jTMhtdH2JLbES6EiqyEKVWmshIYihQw8Ar10ffAJP6CfxJhnKBqZpBc24LTHP2MM1gJwWjzEKRW8zRWkXKblu2XhBknPSHjejTv/vL7v5J98VR97B7eHDyxfOD/V+jRe7/Bi1yf797eHRyeHx4cPLLf/rizx9/u5gocyJ5cntH8uA79to615OEOaNQdxzpTWKtbnggSMnm+f4gKRAihSJklxsZjhKXVtTlGj9fYq1vaeotQanK2t7VtZdF0QIpu8hb2rUs7zobHXO5bqq2tLWm6t2PvduPdK0tXn2bHWsSs2vc1iNTac+YWGQZQjN6/3Rlnb/52FDfEJaXhJ097eKetbFlad4NlDa91qyabaExLCxj3hFsOJMdT2EjUtyM5DdD+c1QYtnprmhtRbnYR9GleNaSzFqRS8M0fV6gzwtdRak5ztGF6Fo/FS+YuD72jbO9v3dr/BtT4DdQ5Ct03g2pZlik6BXIrpgdgyr9zUiC4/DQ2VoES4diWJlkC4OoYZG1PI3NcGvozmvf+sZrr3zt1df+8PrNd0bmekH4KTyfjOWSUCw0iAyRWAX2uJEmQ1PESK4K74iqwnmrL2Wg8pEA2ND5G2+8fuaPz57/o/MX/6in/w08bQZOneiZPHNj9lwf6DJcOD9FGZoiD43h7xBVCI6FTFYifTWbrxmQ+FX6mJeukVFkKhxfjOWywSTcPG6KqcCvPsxkWw4YYQCE7SMygWT2vCWAdkWJCi1CpkLIJQQRDyXlIflskNvHSmRV+SVrbsXhbznddadvNRPfLYZWPPaKIbrqz+3G/XWno2CML/qyq8Hckq99L5lpW8urzq33YrGyhCkdpYj7OYZxqW3eHSGbrHCFYJZHHEQMvg24+jL42hti8KCdAbExwAb6HH3+BgV8vekUFMlQ/eRN5fR1au8bk6//Lu7m1+Vzl3mjp+m3vkXqfRV44aXZa9+YGjkNhd/mGIjurDrZMIaKGr2PpbRTeRosS4mkiqHz2P4bY2/2Tr45jbwKo/frAxSufgHLv2MN05whjidMDSdIiSSuXiFvL0vbeVbQgt2qeP7l7/6v7tFh9/Cwe9w9PDx8+uLZweGvpQMPfyMdeNA9OjrZP9z/8uB//vLpf/3wR43CojxZZS7dlT/4xF5aYQXz6HSTHimShPphuXbK6yV6/cRAiBKJ0pxulEI1qdFNh6L4cBwfSxELFaY3ADVaJ8NxZDyFjuSJ2Q6vuqwqtlTZirJcN3TWrBu79iff8d1739jYYueX8fE2IbfBKe+poktiTwGnD8zY4+Dalqi9q8i1mZUVyc77zuX7jlhZ6MlLLAmBNip1lKzuhi+9W1x8UmncS2VWfKG6xVcxeMpaR0FpyUp1CS7TgjRmhcElo7elUcYY9qrcUpbasmJfSR4oq2R2/AT8Qu/Ut+YxlxHUXjjxstYGNTqBeNq50en/ML3wFY7wHYH0vM2F0xrRFCmQooBSTVS6jc0wC5lmidKkvjXUd/qt1955+/XTZ14eGL4GIUwzpHgslzCLAUJpMBAZLDByPBkbS4WnSpBMBVrt5Ir1FLNfSheimRJcz/DF1868dPbCS5eufv389W/AcKNUCXwc2tMHvDKJ6x8n9I/h7gDoY3DBvMjNVEdEXDNJ6uUaUiaWmS/zWolyIVmmJojkJJEIyaRBKUC2irL3YS1U0I0Dr0xDb8JwU3jGHE8zbvKi2UIAhTkpEmLEIgyTtgAF3yLRR4RKiDFEd+dlloLOlDc4WtH4bqn0OB/fjsQ3wvaKWeDmSP38QN2eWQllln3V7UhtO9i5H9t4L5FbMsrtCLZ6SuaaExgmFYZ5nRHi1KPNUghh/CJ2+JwMMuxiwm0UsJE4J0eN8cF34MOndegx12y/ZuyaAdjHGz67cPb3aQNvhFiACGtOOnkeeemr46d+b/7myzNjZ7DEEW1Y7C/qUg1jpm2xhHl8HQrFmkKzpoj8BSx7BkgYBBEHiMIZKPUOVwdkqmY4ekCqqY4XVb4YI5wkZXKkVpO+tSpr5ZlJL/X9jcyXv/h59/jw6NmXB8/3Dw4ODo4PT37tg8Wv5l/xK7r7JyfPj158cfSPv3j2lx/9eLGwpIpWmaU1wfJDTXaJkWxRq5uiWJ0qsYyY3FCrA6tQAyJxZqOtTmTYJitIIh+OJomVFj+UQLv8IIdv3hcFxzPoRAaZqTPTba4/RbH4sK4AOVuSL67pltY1yzvi7cfSxT1mbhlZ3KSVd7npdb6/wTTFoGrvjC+Pa99VLd5V5xa5hY6otq6qrBmCBaE7LzfGhMaUNruTTe8W03dr+a1EoGqypGT2rNJX0TiLcktGYM0J1FEaRTdnzvISa2ZvQyUPUdxVub0kDdYMrqxS62fRFOA57E00a0SkhxK5w2TunVCGZfXCoJhTs8CXMMRTMlWvXH2LzRkjkIfApAEkewqvxtGtTJ5DKvaoFEZ5z53rp0+9evGdU5cuvTk2fguMniawECAi5Nb0HQQDjmIjmSqyK2UWmmgcDYGvJ4otVDwPSBRCwMQpHAdye/rqt85/7WuvfeXti1/96utfuTNxkcgH9wMuXxo+BSAMjaFvzRAHF2hjFDVCGeQ58lpTSkZWIWgGJk5OlnltVKWMIFYhOWIcV4RicUAkGJKJTDT87rRxBj6EZULlBimGDiUrJnRBMksBpwrBQiVNoKBI1FSOBA2n9GPYIywDSBdlWUtae9XiXoxGtnOpx+XY/Zx3LcwPi2EKONFIkIeFlrw2ueaNLjkLu+HS3Wh605fc9FmKaqELpwmA+PoxvmLMYIbG3cy4jSGGDrFnbvHGb1swQDlglDt2izt+W4uYUSKnlcBhB2BAP9Vjgg5IZ66SB153kMe+V3f8dDNelCEw117uf+V3pq+91HvjpQXoVZGbqvbSvDFeMCOVGTEY+sgU5CqMOMSSIShCEJ47x5BDpRY8Ww2B0e8QRRPWBCvR0LjiAoMH60sSMxV6tU1bWhG1G/xcivtkL/v007/udl8cPvvsxbOnBwfPj072/5cbi/9PFV/sd/ePT54fv3h6/I//9PwvP/xxO7eotMcw9jgs2aIn25RMh1FY5aYXmZkldmtNa7Gh8aRrRiusWJXmSoJEhhGKEbMlVrnB9UfgGtOIzjrq9M/5o+BkHr2yp27sqKwBFF85odAv+COMaJruCsADSVBnh9Xeo2dXELW77NIuO9ikOIoktX9O6Z6OVKkr7xpXHuhzi/xwkW6PYIIFXqwqr+4EMqteT82Z3cn6OzFnI2LPG7UhgT4qjLbt1XvhWMdsTHDUEaoyTKJoZ01pdnxFb8sLeQ6UNS8yZwSBqkHmpNOVELYGQREDKGIAVzmPZw8qLRB/koGjXppe+JrTC17fVlcaTJ1pmEC6BYPfnMPcXiAPgfkgjApL1jKYRr7JZRidGrx66UzfzcsD/dfm50eByCkwdnYMPH5x4AqWhyGK8CQxxhrTKpxskZnK0eJYGgyaPTcG7bk9fWl4oad/9saVwXdOX/lG39j5Ny/9cf/UJboUdWf20tk7r0LokwDyMIgxMU8dISvhIifdUzEmVtxEJQwuQCJFWFXAxdSpsDz5PJEJpbCARAqIBBeZxGw1Re0SO6JGo0+tteuxTBSY2av0EZUOhsbNlRl5aCoQzwQxJUgCbxLJGCJIJxUBir2i9y46fctx/2rCvhr2bMYdS36Gjw+WgFEqJE6NYNpIyU2/q6ZPbfqTm353w5TZC6d2o/qMQBeCii0zQtWE3YnJhQQJB1MIHqCNXcNcPaMBT/JGb0PPvo649JYKOpVRcT1ESIYAdkJG9OA73NFz+L5XXdTJ/7QWPvjpw5+uRSVzV8bf+t3p6y+df+d3BsZex8uBLA3EEWLZQ2yGGABAXBuYPgPC3mHJkCT+AooxOQG7Nou+KbHgiKJJgRFqCFO5OpDIgOSqZ2xhVLrKKNTJjUXu6qo8m+ZtdPyf/uIvut3D46NnxwcvDg+fH5w8O/m17sCT3+gO3D/uvjg+eHr4dL/72b88/2+f/OlaedUYyDNMIbAlAk40KfkVdrxJSrVptR1RZUnCE4/iqVeVBoAnjAsmSIkcvdaRZsoMuw/kiyLiebwvBjW5JjWW4XgB29gQt/c09hBSbgRkKsL1HYc7CNeYR3N1zOI2pbZFqG5jSzv09CrFX6e6SwyZZ07pm0stCdbes7fu6nxZotYLMwcx1hjNFmd7ippI2xlZiQSXY5ayX5VyqsLyWMuT3wwnl93txwlbTqQJk5VBvCqEh/Nui5xwW5ar8JOYeoguzHJmZWwdGsMHMNVwHH8Gz5tgKoAg/LV5zCUyd0CknuFLR7Sm+VJVnClwPT5UuSLUqJEjI6ewzOlh0NXr85fn2XMoEYpt5GrMsuHx24O3r82M9Q/1XwfMDAMR0zOQ8UsDl8cg4wQ+FsWCYXlQrV9iCEsYarQhIiJKwbfnzl8cef3axDu9gEuD4FsTqMER0M3b0xcH56/cGDvDVKAG5i9dH3tzgTg4jrw+je2la2AiO5FjQnkq6uyWWxVmiT0CooqIl7LQQiaExgFRWCAyYwqNmcEAUVw8kgtjqKjmiNkat+m8dqFBOku9zXcS/BVHYimsC+jgDJjIxKbLcUj2GIQxRNPNK0NUdZxvzquK61+PAAAgAElEQVT97UBwNWZaiRvaQcdKWFOxWupmTU7JtGF1aXGwY3Y39LFNX2I37Fvzx+8mU+9WIlv+wqa8uKY0OGDBKH2xqPfpCXxQvxgyjLpyWjQ1IJ4ehp1/E375LQN6XoWYYY1eD+MXbMhxA3JYBe0Tga952LMflE1//+3mX93L1AwEwsC3Fm5/DTB5anDk5QVqn8KONbsIBjuWL51nCGYY/DmBEskQgqkCEFUIvjn2Zt/MGap0wRBkevNSY4TONyG5BozEhnSmyJlFYaJGSteZnU1VIsvf2Ul++ulfdbsHh4dPX+x/ub//9PDoy9/WqLl/3H1+vP/06IvD7mefvfibH/zZVmPT5kqSbDFEfplf2RT68khHEpztMOq7Yk8Cy+L386SDGtOcxgzwhLHRLCWRp8ayJE8YnqlQK4ucUBpt9c1avDPVJVZlRZBoMJVWgFg7Gc0yFtcM/ija7psrL5E6u9TGDqm+g8+skiItXKBBj3YkqgBI5V+I1JmpRUGoTHcmcLYozh4j+fNCZ4qvDfOMCbm1YDXl7dqsU5vzuSvOxr1882G2uB0p7vj1MbY6RJL7sXw7eI52RexC2DMcuYdA1wBFdrzIRkCwJ2HMCYocBKYMwqj9VOnsNOzsIOBbIMwFCPYCjXNbb4HYnAidccFoBvmDBLuNOge4BCEMTcBuXpg8cxN8YxQzhpcSGALShStvvfK1//j6N//o9KmXB+5cuz10/UrvucG5QRQThWRAweR5np5qCitEVhqGPw+ijd4BXjw78PLpvm9eGHnz2tTZW/PXh2G3R2G9/XNXh0HX++cuC42kMciNMchVOH0MRh+ZxvRghdMCK1YfY9fuhxuPI+ooS+YXYWUYGIeA4tMWyPQ5Ag3F4WN5AggdDWOiYSwIWU5Ue9Vav15uM0qtKrQUgFMATUlNcjnqzftIEhJTRcHyoXD2KJDWj5WNcW0IWZBpLaj9LX9oNRZ8UPfuFSL38+61cHw34l9xm4uy8KrdWVWFlq3J3VBow+da8oZ3EvGH1chOKNrmGENIgXLcbEMEHRSfniCGDbNme9ljvcLpAS1kRjQzxJno06PnhcAR3mRviAA0gIeMmLEAF+wXAq20UT3mVoQ/t2qn+xmTrKkzMny/WYegs0cxgnG1E+/wU9JFRTwro7DHQYgeoQLJEkMJrFmqADSHvg2njpBFAJp8nq2DcAwQrgHONmCEVqQxgg+U6a4U3J/FlzqiQJy1vhX/5T//rNt9cXT09ODwxeHhs/3D38rbPjruHhy/eHbw2VH3s8++/O/f/cl6dcmqc8BEurFQnljbENY2BI1tYXNb6MvCZKYhqxcUSuMDSYzZu5BvsMsdfixPKi3yozmSOwq3B0COECRVoSXL1FiBFMxibTGwzDyhcwLDGUqlLcvVGPE8JtfEVFdx9S1yeYOQaFOiTUZqVdV8EDTG8HLPgitHdmSIrjQ50RDkl9XRiihWU1vjPI6ZyLcx5GG1KmExlgKB9Uphp9x53Kzfz7cfF2NLNkOcZ0wwlQGcOoAjyceMEao+SCGJZ9HscaGRIDQQpzA3oYxhngEBZw7N4a4gmX0A1Llp+BkI5uI0+C06Z9hkx4ml80IhQKVCUCnDTOr0+PCZW6Nvg4kjvcCrZ0bfugG4Nk+dpbDRA8PXT7/+9Ze+8jvf/OP/7drlM+cvn754/RyCCiXwcdPIsVn0uMjMkNhYYPr4GOrmpYnXr8+83TN/7trM6UuTpy9PvXN56tylyXd65s/fAV+5MXN6HNUjNhOHgBemEVcXcD047iiaOcjVgwwRqqcsLN91xte0FAMAyBoZxfYCGWCiggpjUaaxyHkyFsYmY8UkOAcJpAOICrzCp5S65FyjQmRT4VTwOeakLq5Pr+fSq2WRXUFX05g6KkOPwIimQKweCLuProEYogJPwexreIP3aqG75fBext5yu+oGU05qSrHjy4bEsqH+KNT8IJO9F4vtpnOPa7mPNnKPy4Emm22Y0LjgrjBZKpix6zAGDogJukWZuIYZOCcED5npEBMLbBMgnHKsnjbPHL6E6nmdMn3JI4JWfOyinRKWLGhRN7kjr/HG36QNvsqDXOSR+lDQCwTOkM6KUmuA/hDDF2CMTrw+MvGWQovF0ybB6H62FEETg+U2qtJJ4+qRIivWGGEbY0Kpl68Jc+w5rr/GMyUR5jjGX2AY/eTFrcQ//NNfHHZfHB4/754cHx8fvNh/evhrjZqHv9GoeXTSPTh+8eX+pwfdf/6nz//yg+8uJstKowdNF98isC+q7OOREi7bomRblGgF44lDc03W4pYiU6NH88S1e7rmuixdZTTWpIkS1exdkOlHdI7Z4iK/0ORafSB7BGKJAG0haLbBq3akrRXVyrai3KInytBsA1pcxuZXsLlVVnVPufp++N6P6rG2xBhD29MEV5YSbwhK6+r8siaQ5zpTfKkdR5DBuFaaNmkyl7zepVz5g536w1Z1t1TYTK182PDXDLasxFUQGeIUtgFAlI1kVoz5VYvUhiPwZqgSCIgwPIPtlbspkZpOaEYtEK8BsJcgxKsk/iCceA1OuCpWLhgsWL5gjs6YwGMH7tx+pa/3lRuXv3b6yktEHnCCMPTO+NuXJ85fmbwIAI8sgMfnJgbOn3r51W/8wYV33rhy4/wCFIDnYGdQk0MLfWAygCrHEMUwIG1sBt+HEc/xrAShk0rToZAiIIw/P8+YHsH298OuTuL7+oDnEdxpuZ18Z+7MNPLKCPAMmtWv85Lqe+7Wfa+ryNVECEIvDCG+M4K9Ooi+tkCfRwkxYDphnowBEFEzBDhNw0ALMUAmgKTCS10yupaF5JLxEgZKBgbz5wKtSHo9H+8U5V49XcuQeyTusloTYqKEQ5P4i0jumNhOssZUnrLDuZ4L7ZWDm0lzzaaKcZkWNNcMtmU5yVV9ZsOa2HAnt4PJ+/nobi50r1F8v57f1RgTuOKyprVhEQumRexJqxhhFyE1RIASNx2QEmpeedEjDmrJFhnCyAZpEGMC4G0pesglhIT1aL8C6uFNqZHXWQMvc0Zfpw+9ygScJkEvIkBnaaJxrRkhEk94vGSbkzg+fQpPGjQ76BQ2gMpd4MiQFD5QaqGYQgJjmOfMyKJ1XbBmtuXN7rI22FSFWlJjCqULI41RrNqJX7mX+4df/uzg5Pn+4bOTk+Pj48P9gy+Pjv79rvjV/G/dgUcnx0cv9l98etL99NPPf/7t7y7ny1q1EUzj9mgs040V4d4TQ3tTUGhRsnV8vknML5LKS/RgFpauEjq70mSZGMpgEiVyrEDO1bmhNNHsgYRSlHCG7grh42VqoIiKlsn1dVmpLSg1BWt7ytoSK1VFFhZRxWVSaZXavKvb+yTx3k9Wn/xkb/2jRGJJbE0TPUV6uiOP1oW2GNUQICrdZLYeSdPglEGpoxpwNWPuTj51f7Ww20qv5DOr6aUnbV/Z6C1p3EWJKc6gq6ZJ0tHqlru85uSpUWDcMJo2NwsdFBhRxS1Hedup8RPQnD4g8RKSfoPEH1hAXSCxBmisCRiyFwEfBC7cvnnt1Jk3X+q99spI/1tXb79GFyPmqOOXps9eHj/71XP/8fXTL93sPTM93Hvl9GtvvPzVK+fevjNwi0wjzKNnz/e9Mwy8Q+AjZnHD88RRqhKOEc2xzBiZnyH2MugmLEmLppuJFAMRIYHMsYbhoulZym22GSV34PsX3pxFXRgFnqJLR4tL2u//efvdH2dteTLdMEI1jXCc07IgmueEkbUIMHtmjgImyGkUFQvKQRKVWKQICuRMYRUwpokOE8AG4JNjuFm0DIFTYoKthLMYchViqqCVomIQ5QS5lyZ2EKCs3mHYW3PY60jGMEMIVbmEruV09mEzfz+f3Ig4skKuESLQTzkT5NqWIVQW2jLC9Ian9n4zspX2bVZrHy81njg8VU5qUbnywGu2YXHYm1zKaMBG8+qIaS+/mdVudZyba65yUWH3YEIe6nbOuZI2LRdMq0VjOSb0qKAK3A0p9KIOfJE9/Cp3+Fs2ykDUiHKowXzhGJ1+m8cdTKf40SiHTLkjloB4IiCNDXCHJEY3T2ogGXwCW0xmigicGXm4rg82bNacU59UqmNcTZwuDcG1CaIlw9AEmavv1v7h07950T18+uLF/sHJ4dHx0dFv7Zk92j88Pnx+dPB5t/vFl1/+3z/68Wa5bkxmBfmqoNYRN1aExSatscLZfqhsb3Bam+xcm5CqYf5fwt6zOe40u/Kc1qo1bapNGRaLBgRJkDCENwmTiUQivffee+8z/+m9994BCQ8QBAmSRbK81K3WtHqkVYRmd2dnNNLMhnZnZVpm21YVHQiA2BeKbfV0KLT31f0CJ+75Pc+Nc3MtUmdXuHYgT5SJ0QIhXiQny4z2lqaxrkoUOdmaKF7geqKU9p6qeVtc6gqyDU4wTYhkSN1deXdH3N5mb9zjde+KOgfC7Seej/64+f3/9f4HP7r/4Z+sdh4B7gIzWOMXt/SptjxYEue7JkdKpPYxLUm1v+EJr6X9q1nPSsG3Xq/eW6vut9r3W6vvd5Kr3uSq01dWADmhIUwRmKGppsER5UHxQ5OLvUwRRqCkASlxdt1sjNAYahBDOUWVjNIkY1hWH5zQyxROLSGuXr7y1VuD74wOv9dz4Y2hmxcI6HEsYnhi/gpDgkDwwWPYQRBh7MLo25eufvu9i98Y7rsw0PPujSsXZsZvgeYmkTj4yPzQpcHzYPw0hg27Pn1+aPEKUb6E4M+AmSMLjOEZ6tAUeQDCmyFo0XQLhWIkIGRzSNnsMm+MZ8Mw1eDhxe8uEi6j6NcdEfLqHeeD30+vve/x1Vj6OMqUwwdX+aV79uS20VszakIiCSA3RC3qoAEvI8OFUJwSiVPCGCaCPCDm2rkoMQktJtFNVKqeak67LClPYrWWWC1bUw6inIAVzTJ1y3jxCF40wlKAMcxRJHGcpyUbyoHsvUb1Qbn9uJJetWh9BJ17OZhnbT/ypttKW4qf2/Hv/eF+/cPV3KOd3T863PpeJNgSGyOk8qalVNUqlIs82ngqINyo2nc77nJakYrwG03d9q7r9gPf4/eTn20XHnajhxuRTw+zv/+k8PFeaDenaAKUohwaYo5H2VNFPbriYyRdZLMJLpNOKxWgUJDu99PNZmwwLNTocWIFKpLWB5K6YMaQbXuCRaPKzTSEeImONbMVAcp+ZUjKduCFXpw2SYx0NeW7Lm9Zu/Wo/bef/9XR2enTly+evXj18ujV6cmvo/Y/169yZo9ev3r++uUXZ2dfPv3y//6jHx20W45sTpIr8Ct1Qbsr6qzxt25LN/dE7sBUpo5q7zOqm+T1u/zVA2Frj5+uE/0ZpCeBBCKIVJlT7SpLHWWtqwuluXo7urGtWH8gL61ynBGYwQly+mHVNnt1S1hfo3d2mc0dfmGVWdow7HyQffiD/YPP7t/5XqV2z+Itc/0VfmZNk1/XlTatm49irpzcFBUGG65AMwDUwu5WKrRVi9xeab2/1zzYWHu8mdvMJ7uB1JoPyEoDFaXWS8ILhh1Rvj3Mo/KgaPKsRM2SqXlyJ04TxCO5N6D0K3TlGEHUT+T3wymXcfQBJLFveOy7b5/7yjtv/c7Vy9+9dePq3OSYSkxEQQeGpy5g6CCcZHmGMrbMngfhRyHwkUs93xzoPTc9dG1i6AZ4ZmIGNDkyMXzl1qVZ5BSCDp5cHhpa6AGTxnBiME4KxkjnoNxxEGN4nj0KFYIQMghei6FZiAjFzAy7f5E7iFeAIJTeseXvEnj9Bjcq15RU1lTJFj9YoYc7rNgaL7LJTe2JElsSf5uX3LKV74bjqxFH3qYIKBgGGt2EU8dE2pRQkxAANaun4TSl7YqQlm6kE1UUoVNjSfkTq41gLRduJkQOscBKUPtoSgAJJFixgpKvgGIJY1wZlmGXuuuh2Iq/dpBKNTRqB8LoXLD5YOkqJ1Jgi80IrZ9ZvFsqHdajt1dan25ufD8W7srlbiSQZqfLqlharFUvp5OSH36/8+RRJp7kqA1gPbDkShBz27L9R8Hb7XAja8rEZNWcem/N+Xgv8KTreFw3flbSfVrQfpbXbvvZcd1y3IIuZUTVvMQNYE0GmMdFioS5iYQ8llQZbUyBDMlXYDQ2liel1Xv5BDGEpoSZYvxIx+drJJQRFRugKCJMe5Wf2LFmdp2aML+0nfs/f/rfj8/Onh2fPn128uz58cmrf1UVZ8cnr49fnLz45enxz376k7/45JNuKqVIJHnpLDdX4uzs62/f1dU6zEKNVGlSq2u0bAdTXqfc/lBd2WTmVijJOskcmFdYJ7TAfGlVtvvQ09wypisSIESx+0itXfXKoaLQ5Zn9UKN7wRNBF1vs9pYoVcUmq8hkneTNIIEkPbNiWbtf23m8u/owWtjTJVfl4aY43pJl1zT5dVN5y26J8e1JWaTt81Td5oLXv5qvfrDf/cEH6x8fNg42Nj/cCTXCqa4/u+5z52XpVbMnJyaJJ5UOkspBYYoRHCkOCOo9IYvciVX5MRTFGEUxxtZOLlEvwqk9aPpVKm9sCvxWX//Xe699/bvf/q0L774BGhuZmxh3mkWLc9f7x84tkyZoGtw0eXSePA6mTC2hJt9592s3Lr89Pz4w2n9t8tbA+MTI4K2bvcMXWQoKWYSeWB5i6wiOlMackPrqJkdRpQxz+ACF4ySTDBiYGAwVLeK0GIYTDZNN4jVzFD0ExurHCUcsQeLaPc/KbUtlXR0o0b0FSvG2vPFAn7+ryOxLgys8fRofWtGvfZwv7efsObMlY/ZUXcnNwNontdYHudSuL3cnWbybi6ylrAUXz85lmdgSl8ZTjjpzcZ5FZUsDco/ckpBY4gKVCwMkONGcgsKZnJq9gCRNEXVsc87prznqB6lsW6cFEGYArLfPuSLoRJknNC0x1NBA21970EzfXas8bnU+DWb3zZYkXe3FOgLUasccDHF8Psad28E7+8FCWRZOMANpmjWIcubwjTX9ds23VgWaJVMtp22WNNsN0/sdy6erjj9oWv9dy/bv286HKXnZTqx46Z2iolNRel04o3YxkxT5vQw2e8pkJkkUKDh2iCtB8pUYk1+o8/AYKgRTDZe7yO6SLbyaN+csipjQXJR5VxSBrkYdo2PEC+Ga/y/+7r+dnJ29PDl7+vz06dOjVy+P/7XswOOXZyevTp4/++L5y3/4f37xn+4+ygWS7HCO6c+SAjlqY0ez/1Fo86G3sWtfOwysHnirm+b194Obj8PZLUP9vrvx2OttS8wFZu6O+fBH+Y2PArGmKJhnhfMsqxsebxvz+3FXzahPy4wFhatt8K+bfBsGoCWVRXASL0zqhgpNMwrbHBDC7Ozbt56YE+vU4p4wu8WLdril29pEV1PYtXnL2mgH8FYAe84eXcmm1qsbHx0e/OCTyv298oP9nY832ncy2YoqlmImc6JyXaNz8YhCFF5GxikYGDlK4uP56wpDnGTwoxU2sMGH0rjgi/iLOM4ggT1GE4JILNAM5MqFS7/z5ltfufzeG1cvvznWf5WEgtndmhno0I2588OIqyQDDKWan8L1g6njoNnhnovv9L7z3szA6Nz0xK2B6xevv9k7eA7PnYQzBkD4a0juON2ApJsxXDfDUjHGb6dC23HvStTdibgbMWc17K4nfK2kIq9khVkIPQJnxWMNWJqD6m+7W4+r9XuZ2Ioz1jQGSqruYaB76N96P1Dfc2QfpNOHqfL7xZ0fbrceN5JbidrdSmEvX94rFXeL2e1Ccb/WerLZfLzhX81qkxZrki8BcGKAHFlx+JtOW94AVB1MC10RlAYanvxW3F+2az0CoYGMpE7emrsAJY+QxGB3Rrr7UX7zg5g7z5W5odogypwkSVxLVB2IpJlRBOm52/61j+vV91Pph/7sg4ChwOO6keYMw1sRScwQEm/Q7SfVGtqwjxFy07cbwEbZVgoraiF52y3YjKgeVoGPVgOHDftewfCo4/pw1XNYMHzadv2oG/hhy/O7GePjoPwRINgLCJN+WtCGbRUU9ZzMboA7TCifm+JykaWyBRJ1UGPBGgGy2objKiEs6ZzczXSvhtwrTroTidJM6HIEX1tE1U5CKDfMAelf/vjPzs5eHx8fnb46efXs+cnz52e/xhVnv8EVxy/PTk9OXx49Ozr56c+//PP7HxRCGU4wx0g1Oa3b+pW75tqusbJtbt/x7DxOde8FS11LZdsRqsoNcVrpnuv2D4v5+87Uvrn7e7G9P8jk9wzmKN4URAcytGCClN0AyofF1G4kuRdJHkRCe15jVckKEHkBHNkKphtBPOscRzvGU48oDBPFCrt1RxpbxUfaxEiL5K9R/VWGPcv0VaW2tMRdMpgSeiAPFHfr5dudlUf7a4/vpXZWY9urrbvV1n4qmRP5/NhAmOEL0jkKHJoNX+JgEGI6H+AFOu7ivsNb49pjBJUdbPSh9W7EPPo8ljmAYQxj6SPL2KHJucvnL3z1jTf+Td/Vd2Ynby7OjGBh8wwedhY2CiIOzVFHSAYYQgEC08cWyKM3+y9fPP9m/8VeyBgIMjd9a+D6pZtvDc700KSzC/iea7PfHIS+dQt1eRR3FS6HKhJSdzfgbPusVZ+t5nc344GVTGy9ktyu2ruApqoTJSXynIrt5fL8gsROvPawUr9fiK54ok1retW5cjfU2PNsHPo3H0WrH9eLH1QLD4vd73U7H7brD6srj9qp9WRhpxishWwZINCMVQ5Xy/dXTcUAQUdHcIeZukV9hBtbsekTMnlI4Ko7pQExzUTTxDSxlXBmI55bi2RWgkoHcwEziOVM0WUQnZdW3gK2P4pnNwzGBNEYJxoTRJZ5lqSeYprAmigruems3osX7obrn2Wan2XMVTHJtMAHYJoQXu5YYsrHlLqFTE4UcFODTup6ybqWt5QDqk5Esx6Q1B3sOsBdiyh2crqdvH63oN9IKZpe7lpIdBBTPEyoH/il+zbOgZ6+5eIkfdSAFVNJCutZadRLjQWY1aLS56WSKDf54hmLiyzRLPHkYLZsnsKbwInmpQmNdw3geDBQ8QDbNaOOYaDsKwj2cKru/vHP/vL07PjFi6evj09Oj45Onz8/+7WMj7PfzPg4Ojs7ff3q+MXx65/97Is/P3iUdUWp8TKvuilPNfjOBDZQYO08CX/wo0b7jq+8ZvGnBcYAKVgShxryWFeT3ja1PwzWH3nzd631+87sli5Y5vpyjESFX+7Ianf85bvJ9I4vugH4u2ZzVSYIEjH6WZRqFCK8TlAM8a0goWGCrxnhKwYdnqX2rmjlriDdIuVWGPmuwJnA6IMYc4Si9tFUPrbMzfdWXM37neq9TuVut3h7JXW741svF3fTq/dzuZraFyS5/VSNHoZnLyAZkHkKBMbBmBKq+t1068AVb4pNDqhUPqo1gU12GBx7gUi/QWTcwlEGYKg+EPhy77WvvfveVxbmbnBZaB4dSUTPz0KHF9HTGCEYL4PSLIgF/gicNwvCD/XduHjtyoWpgREECDI/PTFw8+rNscvzqLFZ7PUR6LlbSxdAhJsg2q1p6hBUDGa5GPygkBsQ8nwSvl8qDWm0SbM173aWfZ41u6WmcTTNjqaJ7aLzPazqg1Lz/UrpTrqwF092PZkNT2bd0bwbXn0YWf8wVfmonH+cj+1HCg9yrSfV9c9WNj5a8ZadnqIzWPOFmuHISiy5lcvdLse288HVWGrd5SqolQGeISkzZvXuJhDoRiRBOdlAY1jYurg21g2vPqptfthyZ3Uo1gyeN8PXIjjaJUuEtXLf17jjMseJMveyNoITAUscC4RrhYlceHNGmNjwVO/H2p8kN76X9zTlJN0MVjrE1E3J7RC+dorGu+kOEgEH1m5GJ/zcqJsVsNILIUkro8z6OT4zwWPGJYPsalZey8sLCWHCQwtb8Ekbsexi1uy0opHQMJDqHlYsQPPZsdkYt5KXphP8VEKYyUgAD0WiBBsceLkRsYS7SuCO690UjYMI507TnZzEXkiT5mA0EzTLhDKMoqjHhWbU5mHl589+fHxy9PTpF6fHp69fHZ8+f37268B9cvKbs+Ls9enRq+dHxz/5x5/9p+2DmMmN9qYoxa64tCaPlJnBIru17zj4JL1yN5hqaAxuvD3KWD30dx4EAg2ZIUmNrmvy+5ZQVxFdkSfXlJmuMl4Xpuqi9pYut2EPtqyeut6cl8qjTI4HS7UtEcwLNOscxTitCaH8VU6kzApmyA7/ciRJrK1zG9ssb2opVMAkanSZZVJsWVC7UTKAwDNiRHZWuOmr32vmdqvZnVput5k5WHGt5DKbsY1HpUrH5A2SLHYshz+xTBxHMsAgwuw8FWqIynNbwVhd7kpR1XqQWj0FuNGhGJXG7iczb9K5Y2TmCJE+toy+OTz2zsTURT4XZbeKjVqeQkyFoaZRZAiav0BRwTkAfop5E84FTSBvTEz2T44NLU6A4DPg6bHh/r4rw9PXYUTQ4MK748sXMYJZsYMi9bF4AJXrYSoSclPF5lsPxPZS0Z1UZD0Z28rmblfKd+uJ/YC9ofV0rKqkGMybQcthjffLjYel9Gak9bCY2fBH2jZfRbP1UWH9SaJ2LxA9iMTuxtxdl2/dk9qLdT6stR9WtGGFLqQM1X35nXxuOxtbT2V289X3O91PNw5+sNo8TDuLBpmfLw1KnFVnYjfrXwmLAwqWnSvyiEwpQ6TlyayHLTE5mjuLYoyJTViabJ5vgBU2zY07Ll0Yx9BPK/wIXZSo8OOYJghGOk3RQf1Nc+dJJn/o7X6Wjm8ahG44RT1OVY2JzbNy64LCOBtJMsIRutdDDHsYfgc16KCnA/xiTNjIq/JxUQAgBzzUQkbSrOraNV0tK0966EkHpeRl1d2sqoO+ArBaIV4ixIx4KekYt5yX57PSSIRtMCEBL7XQNAYSAqF6EUa4ztfComWNM8IF04ZJJlrmTtRSkrAcUKEXAlTYQIFtiXI37pV/8fzvTl8fv3j+9H3z3PkAACAASURBVPXx6enR0fGzp69/LSXt9W9mBz47Oz3+Jwf1k5/88s/27ietPmy2Kdl8YG3f1jf2tK19S+cAaO46C2vWSEEaygg7e+7VA2+4Io02VeGGTOqGh5qS0m2Lt8z1ljihCs+bpQfyzPqGJtpQ2LNCV1lqzfHlQTzTtkgzzbJsCwIAwnfMO7PkTFea64jiJYbFs2gGwFu7sidPjOkcxh8C271gOq9HrJ2yhYg6L5mlWZK5GJG2O9qN+FrB6Hq6eK8R2csZqu5A01nbj2VqWp0FzuZPonF9s/A+GHlygTi1RAcbfdx42eCPMtx+vN+8XPATOwXxVlOjlExSSVeZrFsU+iBbOIPE902A3sHgb1ksTLudq1WRbSY2X0bCM5bniMNYCUTgI08xbi7QRodhvWMTNybGBsFj08vT4NnJ8eHBvoGJnino4Aj02jx+GCeCMvQ4upnIslElEbG+oBdGRJaaNb4Xi+1G/SteX9sTWvHH14PN+6FIW+utaEhK8BXQd0fR18oH6fb75eLtVH4v6anbIl1PoGNvPMmVDqP5u6HQvi/5MBbc9njXHKEuUDiI5XciEhdL4xc5s/pIy5PZiBT20untOFBzauJKTUimCcr4Th5eRSCbmNKw1t4IhrZzmqxNGFZLIipZRCkNCJVhiczHJSmXCbwpqQVHk4IIgnFnip1fN7nyHKlzWeqCG+MUqQdD083h5SC8YlYf5+V23PltW+dhIL2mNUWJcmBRZAYpHHPWEMIdxYYz1ECM7A3ivT4iAOBcToLXRwnEWPmqKldXxYuSVEVeWTWWu6Zq19Rcs+ZLikxaVMiI6zlFu6BeL+nqeWU0zglH2L4ALRzjpHISf4Ql10LNblKxYwlkJBqAyNcvq90UX0Gh9VImsH1YJT7UdRmzAlWUqE9ivVVusCZUu8mlldBPPv+rf+KK1yenr168OHr6xb+miudfvD4+Ojl69ez09BdfPv3LR59Wwjnuyr5l66E91eQV1qRbj3zbj0OVTWuspm5uA80Ne7KmdEYZSicyWJZEmwqeecGaosVXFECWEawJcmuqTEeWbIgqa6rcuj7YUNtzPJkXSzPMEtSTDPOcLIBkmWfwsn6FG+JI4K0BuM4xxxD0Ehjn/UFIuYRzuWd0+iGlbsRom21u6v/9/76VWzHTlfMqP9tXteoTWlPGHOrGS4cNdzesLdvdVXNixRnJy3nSGQjsIhx9dQHVDyWOozgQpobsiksTZX0syQuFKQETrOInNxLc1YJEzBnCwN9hsoZozFss/vQSqnd85m0SbcJqZSkUGBoFJBOhpBomkgyewvQv82b4HuKCYAREHBqCXrly9dz1qxdnhsYQIMjiHGhsZKBn4J3LA2/1jL01BLkyhRmcxA6O4gZn6OMwGRSrx9CcNE1O4+t6fV2Pp+X0tgFvw+EsGT1FiSFCk7uJt5bOfbvv39wEv1u5k9r5dKX9qOqpOUwZde5OongvGdvyhTeA2geZ4se51g/qlQ9z+YfJ7J1w+X6qvB+XeVgUBVITEEbb7srtVGk/E1kN6BIqrp3JMtIZehpJQ17kQqEiNEpFpjnFtkZIljRL4npDwabLmfkeLg9gKUJCmZct0ME5KiiadWsWcxHHv2WOUIMVkSlKlrrgujCRrpslyCeFTgzPhuJYUMY4N9HRprs6d46t9aGUwKLEOqt2zfsypESJ5Y5i3SFsNEXPFoTprCASZfmCNHeY7o7QA2lurqXt3vGuH/jybW20ICnU1dWWrlhW5rKSZkW7vWrf7TgqeXk4xg5FWUYr0uzARFOCUJJvdhE1VrTeRTJ4qTIrhqNZYmmW7AlhtKGnqOEUPc3bsBiyfG9D5izTjAmCNoRhqSDZuucffvHfz87OTo6Pzk5Oj1+8ePXs6etfc1Cvf8NBHT07Ozk+PXr1/PT0F18++8sPfq+eqohzLUmxK65uqVbvmmvbhkCBHyyK1x9E736YCScFMt2iRAuRGaH2IMURoWrdaFOIYArhjEFssMSt7Rhb+5bSpia/Ki9v6+MtmcoLJ8tv4cU3WboJlXfZliQKzTMk8Q2lY94WQpk8S0YnmC8fpPOvJmLI9RqzXWX6gXke54pCMeyPkrcOXJmWlqtdVPno1rScbaeqYvLAWihxO2OuGW0ds79l8lV1wYyMxpocHP0GhnSLIYZShItiE8GTUZcblmrTXM5K/HZMRAmumrExNTShR9CW34XPviHgjnC5IzTWMBzbM7t4jswcNVmIEhkUAb8KX+pBk+ZmlkZgrBk4D0S3otDq+XnqyAjsak/vuRvXLs+NTMCnwXOT44M3r56/+q23e7/+Tv93bsz1TmBGpnCjU5RxqBCC0iAxerQoKtAXtZaKzlzSuBuG8KrdXdHJ/XS2fEqkmRNoIH3jv3Pp1lfHYRere/Gdj9vlg1yg5fGvehN7sdyDXGDLH74dyjzK5D5MlT/NFZ4k65/kG48zzcfZ5v2UJshepA3zjFh3Xh1rO2IrQHwFiHTs3qrZmrb766H4RlYdNWG1rHEadFFO8W7kJGkbL6xV5y3avIXn43E8HGVCasmrgSiXJp5B0gcml9/pn/0aSTRujdJVbowMQNtTbJJiCkK7xjQs8m1Ilgmm9pODOWEoL3RGKUYfSuuGSi0zaudsvEIvr4nt4WV/itC9Y3zyveQH30/v3HOlyiKTD6sFELYQMdNUrtwGmjv2XFPtS7C9UWa1bchXVMEIJ5ORtTvWalnn9dPdYXoozVdbECor0pfk2oN0kR7GUi7IbFiNh8JUQ7GCKbJsIVw3rj/OOjIaa8YSXXGZU7z4ms5RoIgcELENwtfBVnYzP/38r05Ojp49++L05PT18fHp0cuz179G26//R9p+fXz2+vTk5dGzo+Of/uzz/3L4pBBIsyrr6o0H1uaetrQhT7dlibo0t6LvHka8CS6DP6o0LimNS0zJuMaOBGJ0gwdrj1CsUaLSAdV6Ee4MLVLhxeqCVFMUawjNMTxbP0FTDitcUHeO5i0wbXE8Wz2C5fZIzTNm37LFB3P4ERrLrNoC8rvAufDy3pqsWWI6rHOhEDaZ53Z37dm2jqddVLipqgAbr0JoUorQRtDT8crTElvbGGyZHVkZEOKj8f1X+v4nIm3c4GJLTCRHTNzYDa/vBOotczrM0kumK1b8jp8dkoIDMjBh/rvw6W+IeGMczjCZPoCn3lzG9JAYt/RGjEyxtLR4caj/qwNjF4dBfVQVEiWcJxlhFCt8kTkxjuwbnxwATY8uTc9DJ+du3bzec/HcuSvfvNT/5ihscImxgJUgCXIs00rXZbSuDuDtegKbXk8XsJQ1hrw8tGrN3wkGmkYRgOdIJ3Q2uNqGGgd/Zwzy7iz6anrF27iTDrU8xf1M88OGs+kM7YbidxOVTyu+Xb99zexYMzs6xviBv3gYrT5MVvbD6gALKwRheNM4IYitR1qS0uQqkFp3xVfd2a18uB1NbeWze9XCg1V93oPUcVQ5t6Ee5Ed0/LBSEFHSnQyqjSII8pwVQ7lr5aoWqOIpGPn61fHfAuMvC4xQpnpWBqAjdSXXBB1BvA2mXsNLJ4UOtLsg9md4iYo8XOAHcixPkqhzLxq8kFiZFsoTRbphHTDf2dN974/LP/wPrQcfRZMlodoO07kQngQj01Sk64pIXpCtq8NpnsmBqTT1uZLK4SIHg6xiUR0OcDW6ZauPGEoLzB6i0U0IpAUaJw5J76dIZjwZiSstFlmwbD1c5aUVt325TY8lqSzs5uJdjybC8DdkmjCCqZtQumB6D/XO4/bPv/ybZ8+++OUvfnby6uTs9evXJ8dn/9KHxT+/QT17+uzly6enZ7/86S//y52HmWCGnazyC11x67a+uC4vbWi3HgWbe4DCgZlHnIcuv6vSQa0AXqVbtDqwDi/B5sbGcvx0ReQIESwBrCtJdibJgRI7syoPV9hK5xxV3CfUj4cLjPqmJtsQuiI4oXKUIx5wBbCBODmSZji8aJMTpnfAAu7loHUh5kWtt2Rb6/p2U1ltqZtrZl9awFLOy11kvHxhWTQb2fQ56laGk8H1YjRZWqSl8+ZkdM7c1PR7ENh1JgeisBCQ9GFbmLnxINRaMXjcBCltIO0ifVa1f5TSdV2ce2ktH3WNCrvAoPZzuSN46g0ab3Rq4Tuj09+gMYbgiIv9fb997cpXrg2+A8PNkeRwCGNc6KfQ7SgIY3wMcX0ePAGZn1qcnEXOQnvee/fi+bcuXPvOjfGL46gRkpIo8Yr1cR1QB1xNl66g1WRVnq7DXNVKwkxFlB1bs7WfJFMbdk2AArjx4SiDwR6Zmv3OjbGvTy1eBJLq1p1MaiOS3o7n7+dtdXviMGVu2wqflH23A+4dwL5mcayaHB1jZNPZfJwubPtkLjJBMI1ij4EJfcv0WzwDQuune4qKzLrbV3K784A167BmAU87HlzPWZsxQyXo3ymam2FBXMcNK2gAZ4o7NydcMOXVnT23HsDy1QsIat+tuTeGF74FJV3jaRdldownJ3ZlhQuk3hncRThngKKeSbQ0haZh7bY3VhS5YtRokW0LIjXOWV8an2qw7BEYS9FnCcIaO5qP/jDz+39ab27qXX5cIEqpdzRbu45Uhqc3QH1ecihAM2hh2aQokxD73fREWFDKa0I+rs6IYqvnGLIZvZfoz4pbe95C12aLcqI1XbxhkthwZOmC0IyzxsWOlEzpoesCwkDJ7S3obSm+NU6XucBSOzhcFjjD3OZ64m//8b89f/7li+fPzs7Ojl8dvXz+9PTXuOL0N7ji9NXZ0y+fvnj59PXZ5794+l8ffFhMlEW1DU1pXVroShq7mtW7jvKGwRKikESTBOYghz9utqEDYaY3QIunBfE0P12QJPKCSkdTW9MZ3AiudsKbpa89cFV2DY44VmEHKawzthAyUWZnarxojhFIkNwhXCBGLtQkhao4VeC7Q0SnD+cMENIxchRY9tthtTx3taVqNZSddcvmHW8gK+TrYGTFApgxTDNhbRUDwYAlmAjGAtfZ5AerCnOQSaJPL0Kvo3GjZDoITh4agbzNUc/5cjyvn2Q2LfkM8A93fH/xsPo/d0IHCdXDgkmEu0FZuojH9BCIV+ncEZZwvH/0a1cHvkKmDtBoA8jlC0jYxVsTl8CoaRhrGsIYZwN4thsH582OI/uGhq9OjA4sjE0hZ6GX3z134d0337709fPXvjWKGJZ5pKFO0FUBlDEF18NluumSmMhS0xlKSm1GZCkpwqvm2LrFkRPJXDgHgIvHuShs7+DwVyfnz00vXhCZSM3b6cb9UmYn4ev6TWVTYC9kaJhC96LAtrv8e6XYg3D4ttfZMdrKqsSWO9Qw0pSLC/g+MP76DKoHQrpBlc8LTShjmB1tmD15uyvrMCbN2qjeXPRGtvKpw1Z0v+Zaz9g6MWXezo+oqU72ogw+J1zguumlFaPJQ2BKpxdQ700tvTMDPz+P7WEqF2RWtDHIsCe5S/QbIPwlBGcQwR+0xhj5uqG+Zo/kRf4UK10TehJEiXFc5QCFixR7GMaUXRcbx+wRVHVDefeTUHvHWG7IupvmndvO1TVjOs3z+0iRID0aZIZ99FxSnIwIIn52Pq1oVS3FjFprQBIFoyzFnN5H7h6GG3vecEnpiPNNQZY7I5c7SUIzVumm6QMcpZshthEFJpLMJgDS6nBdYwwRWbpRsXUh3pBkW+bdw9rnz378+vXxP+3Gnrx6dfzyxf+Pg3r29NnLl8/Ozr74/Pn/8fCjSrIsbmzpqpuK6pZq44Ft46E72ZRr3BiebtEVZESj3HCYXcjLa1VNp2UsFeXthi6d4YdjjHRR4PBjDR5Eqi1t3bNlNlRq5zxPfkNpmLB7loJRQiCMcwEIhw3msMEDfmI0ykwn+f4gHfCQAR/VHWatdS2FFM+oh4SD1I0t5wcf5x9+UmzveGwRjsCIWqAOLjBG9Cm5OMCdYY6LwyJPjesu4b1JlsmJl0rQQi6KTl9EosbGFt6ZQpwjSwaE5mmJfESlmqhGOX/8QeE/32v8USN+mLZ8WPc55Eg1f4HDmSRQB0icYaZ0eh5xHo7vtdgwJiNcxB5lEPugyNFl/PwCZRQjBlMtCIGfjBaB+8GXrvSeG+q/OjM0Bp2Yfe/tNy+ef+vd3jfOX/8WiDRpTOtiG2FNQkU2E4lmPD/I1pfU4ihXmRJaywpHVWXPibUhhsSB4RlgCgU46GfCYD3Xrv0WGNY7t9hD5C+WN6JrTxrZ7ZgmrdJm1eamSVfVmleM+qau8FkpfDeSup+I3g7YSupgxw7klMuM0cnlS/OYawuYXjhlgCKaYSvAchvWl1PkVr35tUCi4/VVHK6qJ7Iez9yrZw+bwGrC2oqY6j5p0khz8sg2JkpLRMmXbX6iN85UmmEQzMUF5KU55KVp2AWmDKx2knRuqjcn5WghJMk4SzuH4PYxVDOOIM8V5btjvHBOUu7qcm2F3r3EUQ4ZPBAghgaiKH+aCESx3iQx2xBlqvxmR3nv0LO9Zcmk2KkIvZwR5qLcmIeWCXKTAU7Cz8tEJZW8vlowpuIKm4sqt6PFJoTOTSquOTxpidSCltvwYhNG66FbQ3xfRhXMa4GEzBISuhIKe1hucMuiFUtt2+2IMWS2Oa0bHspzc03z1p3S50//9uz1ycuXz09OTk6OX52evPrXHNTrV2cvX7w4evX87OyLX3zxF3v3k0CEHM4z8yui9Qe2jYf2ypYuXpcG8kJ7jJMpq6JRrsWMDPrp2ZQoGeNZTHDAjgYAjFozrzMvml0IT5Ja3tRm15WuIkPnXlQYxtTmaad/OZNnlir8ZJwG2OGAHRmPMCIhRj4njcR5yZwsV1ZXV6y5vMTvIcZjrFpVXW3o8mV1pqINZ2UCPQLHnxpDXsFKwIa0HKtahsuh3hW3KgiXAKOOIMkdYERDmohXK5MSkcgxMLqXrZmX2ueF5kmlZsJiWdiqqP/oSf4P2tHPMp4HOef311P1mDrm5soUUDThBpx0naOa58hAMsOS3YkXiaYYpBsMYh+VDcMzEWDqGMuIY9jR8hgLJZi/OPbtvpuXxkcHZ4bG5oYn3/7OGz0Xz10bOn9z8tIYdkjg4ppyenFAKAoKtDm1rqhUZiR0J16eFFiKcnmEybdjBDaMwIygyEFEwg2TDkWljg4OfW14/M1ZSA+RvxjIm9sPysW9pDopddQtxqrW2jaZ2jpDS+O/E3RsAKUPCo1Pq+E1V7Dj0Pg5I7BLM/AeGHkISR3CsceoYhBFOMNRQ8wBVrioz624yjvR0m48tZ3M7GYLD5rlRyu+zaw651DnHJKYAWdk4I00vJEG4c5xZZPpqtyf4mLpNxcxV6ah747MvyXWo+JVQ7ik6RyE0m2jvygK12QyYJmunFFaiHqA6orzYkVFec3Q2rF6k2SealjlAIVylEpXVt9UJUpsdxTnT1BiWWZ7VXVwz9Vd08UilGiAVEjyEn46YEQ6dEjAiI142IWUqpDVRsNil5PljwitERZfCzV4KUY/zeinc9RQmmRObsELDWhHRJRu2PMdV7RsihQN5XV/dSPmTVrDRVNxzQ4kmJEyK1TgeBP0QFrS3kj+/PO/Pjs7efHy2dHR0YsXz1+9enn2L9WvkvrPjl6+PD5+eXb2+T/89D82110izYwjjCt1pWv3LM3bukiZaw0TLSGKJcKMZcQ2M1rIm7AaEFEf3e8kyvgTevmcVjHL5wyqtXMK/azOtdzct1T2DOoQUmaeNthADvdSOIov5jj1kqiU4sV9lDBAjnkYNj3GaSYaDDiPlxdNKtNFU6aoi6ZluZqhvelrbnorXSDZsFjC/CX66BiidxLbz7WQGCbCJGlYGhRENsJs7YBIfzkUIRdz8s1WopkNGTRcNgvB1yw6UyxzDCFyjlrcC9E47mDV8scflf6Xu50/3W5/f7P0+zvVtaonGVHyZbBZxJV57FWmCiJQL7KkIDSmZ3z4twnLF42yBQoTCsWAxlE3GHoM30vS50QEKbR36u2JqcGFuUnIBAgxu3j5/DtXLp670n9uYKqnF/IeTr0sj4lUCYmporM2jIIIG2dGCoIMR9NgK6noZhRJAZG7KHIHCcsdB4MvSkVLDgcbjrj55ru/NTx5niKAiQzUeMdb2kvYipropsdaVwe27J4to2vD6NkN2te9hcfl1med9G7U27DzDITr029PQi8v4QfhxEE0dYTImcAyRki8KakBqTAtWXykUFGRXbVltwL53WjxXrH5QTt9UJFEtPyAmu9XLkmwM0zoogC9zIdKNdPJotgTZeIZ/UjSzUV07wzsksXHef/3OreflB7/QXvvg+zqoX/nw1hpx2CLMw1eoTulilYN0Yo+2zbUt+3BHFtpBdsDqGiOUWpLczVBssCOppnRFCNXFbb2dFv37N09Y74qTCQZ0Qg95CObDTCpYEavWfb52MmMMpJReqNiX0qZKBtsIZZACzN6qfYwx50QKSw4tnxRYcbLjXhHUBgvGBNFsz+hDiTVpban3AmZXDJnWBrOy41eXLopSFSEkTzPE+G31mI/++VfnZ29Pj09Pjk5efrs6bNnX56+/ueX2V/1/6MqTl6env3yb/7+PxSbZgpvIFJgbz101Hc0pQ2FP8cUGefpskmFA+Py0cT8KSrxhlo277HhAANSyhmzaaA6+Swe/Z5UPukOERNV4doDV6DKZZmn+NoRi3M+kaHmC+x0nBYPkjJheinOrWdkhYjIYcCZ1CiLiRSJyLIFU7HmBAJ8jnSBzJuS6pHhvGbldizTcVCkkFvQi+PI61gJVOblQLmzU+QRZ8UC1Bwcdb/RPZDJsDt1492NQjXh18gZBh3XFecHK2JLHMGx9BvsM74QPB9mfLgT+JPbjT/slLfjzrRJqBVjOIy52aXLPcP/dmzpPEE0zVGAWRLQEuzdWwNfYeH7vEb0wtJQ38ilnqm3oOxJaZhhKcuYOswk6iZ4cQoyPw0HgVlY8ujgzZ6L596+/I1ro+cnSYM0K04UZLMACg0gUux4nBlJceKtNW1gw2kpyKlGBF0L0/iYYisOjL8xC3pXIlqq1lwiMfIb3/2tKze/CSdNouizYjvTX7UZMjJnTa9K8zxrRs+W3tpRAlsB+5rXsxGI7sXSOzF/ExCYyTOoG2PgC7PLV0GwngXE1WXCTQjm2hL+BlMyq7IsqW1wk5/iTovcBY0to9LE1Y6yI39YV6csfL+K71chZMRh/MwEFUJQYE3OZaMTKdHM4+k3qbxJMncSz5wMZdTf/5P9j3+4ce+zSvtOoLxtXTn0rjwAEm0NkNDkVnzZFSBeNZU3HKsHvsKK2hWjWH3ISJZR6cizVUF9RdVc1UaTzGCSGq9zSquy5qamtqLIFfiJFCuXEUSCDL122ekgBUK8cFIaTMsTZUN9J9y+HSl0LO64QOMghvIKR5indZL1AE1hxjuCAk9MFkyp3RGp0ck2OFiBuDqY0KvNPF9CFc7LVXaEPYIGYqR8SwkEOcm8/W/+7s+Pj18eHx+dnZ29enX08uXzf81BnR6dvXz+4tXxi9Ozn//N3/9pbdXBU0zEK7ytB/bqpiJcZug8y3wdSGRc1AcodjeJzxqjEvrEnHEFf0rMGKahepTcCbMKzKZeN5gg8Qw7UuTm11S6MIplm7EFkdkCY2VF0W7JylleKcXr5JUbZV0tIQuZKVYlRi9Fepz8UEjpcIkkKiKKPonhTisBmj+vjdZsqY7bWzRSlcihpV4wbZJrobJM5AXaNFqy7ChYlCGFSH3D4+vPJxjrddP99XIKsHHoKItJ4suIrAmKJbUs8d6y+ObtnnkFb7ibV/7nD/b/47393UzQLaWLuQguF4ZlTS9RRyG0IbRwmi6dU1gwCjmYTupXsSaVjLGRyctXBs+fH3ljcPmyIs4y5EV0PXqJOY3CQOZmxhYnZ0VU7sLM1LWeC+evfmsKNohWgMkWBEYHXZKBYKo5hAZCdmK1ZYWpqlGmhByARDOi+Fa8wIxDsycH585NTJyTiFGtdthoYV8b+O67V/5t/9QFBG0OwZnVBoVSP13gJrHdKFtd4lmXq/IM52bYuRFW5YzGsjW3nwm2vXwjBc2ZgxFHlrCDc7BeELQHgrgKgl6cgryHo99SGKak2gmNHebPcsI1jTUhYlspDCPZXLDrUmaRX81zy0kGzjQdOklexMkwdMFNDOWyQDEj10GFSihDMCvWYLIN572Pmh/9u82th+lsxxKpSgNFYbwljtQV0YZv7f1aYT2YaDo230/tf5ht7znjJZHBuRTPsZur6kyRv7FpOTjwJmJsqwdlymBiq4LchjzRFITzrHiRV6grM2V5OCGI5xXhgsqbU3jL2njXmb0TyW158i1zqqp3x4XRvAqICOx+jtXDUpuJrqDQF5UFInKbi6fQEJU6sjckd/rkarMgmNT4kyK1Da6wgFwRYmPDGExKcmXXX/3tnz1//vTly+f/pIrnL5+e/tpVl9PfvOry6uz5s+dHR89PXv/8x//4v61s+XUOpCdBzXfE5XWl0Q9nKUc1blSgIAJS/HBS4HORLXq4w4QyKiAi+jAde8UgmfXZMR47ulaXWxzLMNI5YxDpK7PMGWKyyq00hMUiN5tmlFLcZlZYS4jyPlYzoyrH5JmILBGWterubNas0ZIg0L5lwrDYRPDndKWNQGEjEG3YpU5GP+TixYnvwLmzPCsNwQdPk0cZJrIsJKKYKHxlH+AeSEUoqxXdw41ixKLBLk9o1SxbiCF3LtkzSFsWGsniQzGUkHajmRT96YONH22sVL1GGQlKIcxQqLNoxjSCPslUwGiyRSpvWmvBO2wkuWheyBhDzr8zAeodAV3vnXzr6szb8hBbHeNTlEg4cxaFBk9P3AINj/DJtKUF0NDNKyMz18h85KJgCiwYXxCOw5XzDA9BEKLLkjxzTS0KMVFKCFwIYhrRYisJx58bAb93aeBrw8NvCQXwWt3ncAoXYAOXrn39vetfo4ngMPqk1MkQukhk/RIdgFtrDVm74gAAIABJREFUUv+2TpqiBe6kovcLupJZmdFl91L+hhsvXFokjdOFS3QBFIrqX1i+toTum4G8N77w7hzsIgL3DoZyQaibjVWkzYNQcdvvKJokXj7JQBd6ZUyrCKdhEtQsKA8zTYLOEmfGQF9dWH7T6sJF0yKFAUVijavMhFIHWNmLfvKHG1vvJ3MdkzfLM0dIlijOVxA27xQe/GCncSeVW/fd/ri8/SRT3rDEKzJniJgoCZMFnsmxnC+J9+94inmxL0b2tzmVe4bagTFU5bhTlFCeHSsIk2VZuW2srFozLXOkrPVX9P6K3lnUqr10kQrqiwsrq/Z01VBZdcbyGrWZoLEQdVayxcUGfAKTnSlX45Q6YiimtrlFYjVVZ6fLjQiZCaqyzScroo0DT3XFefio/fT5370+PT45eXX2+vXzZ89+/vOfvnz54leq+FX//20Hvjo9Pj4+OTl6dfz5P/zkL9vdpM0jjBcMhZa1uu6yh5jphr6157UEmDIrxuajWAG82Yr2+qgegCATTAjZQxE3oV4QpaPU1RWVP4gRKocdEaQlvBwsU6p3DLltXTzNLqS5+zV9HaAqKYNm/nQmLUwWpUCcZYzSTE6CWDzHx/YLlq7KWQseGz+W0ieKFm/RIPdz4ELQGP46iHiTLAeLACJJCblFvsoJkQkh3Kh2QuCEBrP0akNRLUsOt525AA0283Wzcj6RYNlcCJ0F4griLCao0wJTMgadEtAnW6mDsl8rx5KIkyTeEk9PFispDDZcSFiU46AAj5QzSY1K0sJ8z1tDv/0e6FtLmBtQeO/N/rf7br5LpZINej2Xw1mYn71y5buz8/3LiAEme55MmwFDr5EpC0TqwiRjCG9FiqNMrGERKh6Xhqj+ps6U5CsBClu1LNESdVY2m4sEzfcP3Lxw9cpboMn3mNSZjW44HlEilq8tzF9AYm8qtCgce4IknOHZcCwLmh9iKLJiz56HGWE5d52xR7H0w6Q0IdRF5Y3DIkuOG57tnZzplciJA7femlu8TqBPQ9E3YYTBy/1vSLR4nYOpcbHVbo4xrgg0gMhmNL6dCKwnFTETwyyDsHATSBiKw4LTWCOgKQF9JujkpGPSWFhgd+K4wjG+YswTJ60eWB78bjRW5Rj9cCznisGHMPqQ1jDRm1dmukD1brx6mModJFN70cxhOrYTspX13oZJH2bYE5xsTV5f0TQaklxdFF/X+Jvi1LbW3xICdU6gI/Q0ecl1ZXHXkGjIkkV5PCUGTGQlH2IUoPSiZcCEyyckDgs+k5Z1N1zBGM/qJsfysmhe5ggygglBpqzOFlUOFzkc5gWTArUbp3SiiMJRsRFqCVALbdPeg2y+5jh8v/nls78+evmL45dfnrx8dfz81esXr89+7X7F2W/cr3j16vTo6OXx8Yujo1/++O//a60dA/yy1kZ4dTeSa1hCWVmuZQ7lZBzFglC3rLNhtUa4wYyQSGckokmnBRlw4pXCsYATXUiymnVpJsvwx3CeOFZhn7EnkNEmP9QU+UMkh2ExYcWktEgDe9zIn7LbMe4Yw5vla0NkFn8MDjvPgvW6WHMJQJDwqyIxTTxvNkUkeOXSNHlgDH99FHmZq0ey9PBZwrVZ7pAwzliyQRacizjZiMGNKNeknZZmf82S8ZGWQV+zKGeTSZbBvGi0LzdW9akYS8obwcy84ZTMrqdNZY9MLccJRXCxgap0CdQGNk+EkxBhWjLKSsdosItIyI3R0bfPT37zAvhNKmeaSBkZuvXe1d63FmbnMEjs9MT01Z7eoaFLSPQ0iTYlUSI4fMgc+DJksX8OfAMinkabYDgTbEk+Q9BB7GVZYt1qTvIFBrRAh9Lb2WoDHY6cuDlwrq/33LUrbw0PfpvHBqfimnBAopDDKeTRbFEXiIoxzBECf4pjxXBsWFGUo8rLnNtuapDu3HX473ozDxOWusFZMDbvl+QmFpw4c2PgLQJlvm/g26CFq3TeAoUzi2dOjs2fjxes+aY3WnHY42pdWGZOaa1lm7Vkt1Xc0c2suxqlaHiDEFDv5DCSzrB6HSm/NATw/C5WyMcxGJcZnEGFcTZZ4uXaolSDb42gwyWW1g3TexFS8zxfP8fRwRQusj4m9FQMhXvp1d9tlR6X4rdj/q6L4yTLveTyDpAoiTUWaCxGLncUgYbMXebH19XehsC/Ikrv6WKbiuyOtrhjCBb4ZoCg0S4b5QinhhAzcYohxd6ap5JXS0Vzfj9zddOVLipjBVmhbYxXVImyorxqaW0BnQ0gmhSms7JQWiiyQCUWGE+7oHXhrUF6sqqtrDgdPv7mbu4Xv/y/Tk8+f/365dmr16+PTs9e/Yshab+aFcenL168OD19dXL65V//+M9L9ZA3qNg/LKzvRiwATWVEW1wUV5BtsBO44nk2d0LEn1RJ5oSsEa0EVEmINipavxHuMcCSXmIhySxlOfWGNBQjqkzTFt9SOEULxGlOC8yunI+aUEkD2qWBxVyUUJzjz/LcSa7AtIRD9+IW37NQp9oGRiOmd1n5RivLn9SqPGy0GIwUzqJEc6NLF9QOKkexNA5+l2NGmbNijHlRmOWSZCNax2IswSjmBfkIK2hCEGDnAjZsLMrWGZddQXqlbbSZsdD5t8d6/o2GPq3nLUkpcxwORKzEqJ08rU+iMnK4Ijx5aYqLXOAiQEuDF/v73wCBr8zSh8epA0TmJBJ1s6/vzffOf7O/r2/gxkDPpUtXe3oWF0fxhDkCeUIogVFoM7dG3hwcOjc+eQUuX1iUg+b5o2gNWJPkhrtmd1HBt6Bw3CmBDuXwiqVq0tTUtUuXvnm15+3ey28ODX2byZwFAJ5ajdVosTwBpNxyOnwcBGOEKgOzrViOg/D/8vWVXZaYZbZACJ12q6ou91Nup+qUHKvj7u7u7u5ep9y92r073Z10R4gnQCDMHWCMOwZjC0YYCEnayrruh7kDLNa9823/gb32s/ez3+eVZYSGaa11zU4J0cI3Q9GbodztVGDdY8lq3WMmFG1wENnW2lUGHm0DtJ/u6C0lMoEiFVqggpM5A96wMT0ezM1Go0WPPWW0pY3OCZt72umZc2cvpe1FM8tChbEGa/vLYHRQZMwa9nIdJqLdRtDpRuksAE/SGckxp1Y1vgzVmSRaorjskrKwqvXmOBILFMVuokr6RSak2I5X+ZnRFc/aG7MLr89M3srN3B3zz1k9RbV/QqVz46xBcn5SGs5y7Qm2Ny/Ir5niC6rclmH+piezrgnPiGNTklhR4vYzTCZ8yMktRNQppyTo4GQnlN4omyMHedP88U2HOy+05XiRRW1izZS/4Ji47Cmcd0xf9maWjYVVS2ZBr/XgtB6sM84K5kXBrHB6zTW76tGYyeMzvl/+21/t7n5+8GJ7f3tv98nO7uODve3fa8Xv8H83Pnb3t7e3Xxzsvjh4+i+/+OnYRMATkK1uxvOTRoOVyBH2U5idVhd5fNpktBP5vF4hu0vK7bZq4CkfYzLGn02KVgqKyRhnPMqcGxMX0+y5aWkkRjQ7wGYPxOVDG41gvawv76dujqkmPPSQDbs+Z7p6Kza+ZtK6cAhGExlXb5PDVnziOyHNtflIJmZweIShtE7moKPFw2ghqAtdW915WKxD04SgEVSNJsAwJHgMN0Y3q2Coeyw+RCBIGC8Ix+PcsSBTxuqIeciRCDsYYWWKSp0NC4OUgXqPjfacFOHb+IRuDr6bwwUrtSS9T6zxikRKCokGGemsRfY0Irvr+qpPAFqOwTAtCDFoiN+NwLcMDp2rrTl+ruxwXW1NdUV1VXl5T2c7Hj+MwQBRmFYqow+FaWlpPdbRfg6J7oWJBsBSIFozrExw4+t295SKbRiFs9vwvD6FlewOK/hSTFt7eWXl0Ybas9UVJ9o7TuCJHQ4Xl8HspzL6ZEqUwoDlSMFIZiffiOba8RwnUZISmOcN5lUrJUQzLRsClz2FVzP5m6nwvDu64BXpaUwJBorugiA6gIPV9YCjfSMVDMGIQA3X2mjZ8dDK1tT5W0tzW8XghMuWMbombZHlQHQtGFh0aeNSvpNO02BGqF2jTCBfh2PROlm0Dja7E4evJTMagnHG5LLaEcbytd0GH0LjRRiC2MSsPDIlMUdpMHodltPO08FkTqLUSVKGuMF529y9ibU3FxYfTG29Ob9wK+3IiCVmRGJSmZuUiXXDagfOGqGnF7SxGUVh0zh/3R2eFWv9WJUT6U9y3T6G0YANuwUTKWPSKbXpScE0P1qQuuKc4rqtsOWwprmuCUlq05q5YM9ecEQWda5xSWbdkt+wj2065i57g3mRI8bIzGnyc/rMtHrrRvLC9bTJwSxMuH7xy7/Y3fn8xf7z3Wfbz798tvPl/u7z3++2f4f/u0n+dPv582cHB3sHB0//5Rd/lc27DQZGIW8O+Lk+L9uoQ9PJrVxmVzzIzyXlIRvFJYfpuUC/GpVz0iI6TEAJm3Az5sK89Zzi4pQu5SLEXLiICxN0oR0WiJ7XaaC1RjTwy0XtzUX7XEKYS/LXN52X7iaiM0oavwsEPSMld8x7Re8WvN9Nuq5OBUMBlcHCsvpEAhOZrETgBIMVbcdOlX0NAqlGIerJuFaVDiNWwcVWrNRDIXAaTS6Yz4u9sGF77Wrk7qYvaCUGbZRggBeMikIpJYEF7O0rJWC7pHSogg43qIhGLUltpBqcXFNQrnDwqVzUMLwD2FXTAyhvrz/ZVncC0HWmD1rbQ2npZbaNYlrAIzWA5nN1NWeb6+trKqqry8v7ursQiN6R4WYkEkAkdUKgDa0tJzrbK0kkMJjdQ9SPKmPc0JI1sWIXOHAjlCYMt9vk47giEqONi8B0VVYcqaw81txQXl56tLL+m0RGL18Co3FAYGQDgz+MILUPoRoGsA18M4FhwTHsBFFK4N5wui95hXmRNMsPXnBP3MtNvppProbGLqQcMa3Kzqdw4RgyCEPua+05W9f6yhCyDkNvF6nR3qAhPxGeWkpFck6phcXTkQxxSWTe7p5Qe6bUyTWzPc8nyDvRwmaSvA3JqoMjywdHTsHRZWRGk8oEzk/LInk2Q9KK59VztUCWZoAs65G5CFIX3pQUEiRACL4Cx26RWVDWKEfjZ6p9zOSKd+vh3PK9qcU7xUtvLazcLdrTEktCYAyxeBqYxUE3WEneMN8ZYMeLitkNZ3pabQ/StTasw89QaVEMeq9ChIr5FONRayqlTS7rI7MaU4odnFf7FjXmCVFw05i64YlecUQv2RyLKtOEKHXZmb/uTV60L9wOjy8aInnRwnnX/KZzZtV++VZ681LcGxSvbWZ+8/nPXux/+V9asf9s92D7f5ygvvriybOnT/f3d/b2vvrFL35aLPqkEvTUhDMWkejUKIMWpZJCqIRmIbvPZSWnPKycg+aVw22CQb8cnjYRsmZiXIuKapEFJ2U2wrWIgFpeZ8SOTQepEQ/ewu+JK6G3pkxvbgYuTOi3JnXXLgfWtlzhgohnAMNxVQhMtVMMWw8p3sm6Pkv7NtIOg57JEo6KtSS+gUhWjEIpnaXNh6rqXmpvPYKE1vJoQIUCodCg9F4GVT5M5jbb/WivB3Np0/HBg+L9C6HxmGQiqfB5OSIpVKhCY+h9VCpIJEBpBDiTiGw10C0mus7GMrkFJr9MZuGQWIhBaPvwAKCrpRxQd6K3/Vw/tH4QDRhkdSGVEAS2FTJc295aWVdd0trU1NIAADQ29Pd2d3VUtbeVotAtWGxrb++5mppDleVHRobbR/kDqrggvGyLrzptWQmM3Q7EVCtdlOn1YDCjZvNHm9tOHz36tfJzR1qbKspLjpbXvaIwEgZhNWwxZARR3zdUPoioKwe83NB/WmAmMq14rocizYrDV4Khm2H9kkGeFwUvurPX4+O3M9FFX3ot4s2YTUGFQEVhCtECBQ5J7AF0n2gDngZCy6CYRhYPpTPzbD6ZUEUEIhpbhs6h+P2aAEcf5xoT3OSKwVkQYEQAjKAJL2keIpzF4GsxhFqpctDuJahMYI60U6DqUVnBKgeMr+9naQZ4RghTBxumNtP1KJoKjGc1I6l1UhMiOaMPT+hUHrrKx06v+C69vbr+2szmw5m1+xPBKaMzp3BmpdYIPxpXSpUIoRTCFoK0NlyyqMzN6Aqz+mRBEUlKbE66TIaQC5EWLSPp0USiCkuarQmSuRaYJceLrJti522RCxbfhiF00Rq/5oxeske2LNP3Y+O3gqlLjuW7sdl1W3ZGvX41sHE1dP569ML1xOyyO5JQXb81+8WX/7D9/Nd7O0/2t/f2n+8ebB+8+H058Pf4v5PZ3z4/eLZ78PTZwePPn/7qHy+tFIxK8tpcYLZo0cpHTRq03YgXc4EsSptEOJi0UBacnLyGEBHBUnL0ikdwIaqYd7KLBnJSiZp00L2CYRd/cDEimg8LF2KiFSfrpk/0/krw0bxrzM8az0jOXw5k5zRCAxhMrh2FlyuFQ6t++atx8xse/Uc23c3pqD+kYQrgQjVBZmWMkLvONX7rdMU3EJBGHLheRgHpmJCQmTWfs+TTGrEYyhN2On2YgBu/uWh6/XJiMiyK2JlzOaPRSBtFt5E4MDwbKpbTBUKKkEHQCtk8CYqvQmscHEtQpneJuSoygjDYDWoaGGrpAzb1DNSDkZ0Iej+aO4xRQMlGLBLTCR1uamuuKjtzvL6qpqulo6u1pbejFdB0pqOthEzpRYw2NtQeLiv52pkT3+zrbiZJYcFZ6+TlWGzeLndROuHnuqFl9ohwajlgdHLgyPaqmldOnfx6bfVpQH1VyelXAMBTCguxe6ScwAaOEjtb+s52j1Sfrv1GZdcJpZcvCXCVcbFqTBG5GnJddOsX9fZZnX/VFlx2TN3JJdeCieVAaj40tpZ0RLUqK0dpYQo1hBFUY8/IucHRKiD0nNY8mp1QrF0KJIsKHKutvuulFtAxoqDXEmHpfBR9kKIPkJkq4CijFsaowvGaOZI+qXbE6ECZXWimsA0IPowiVegdCKMXLzPDBaZRXZAl9TAQ/AGYYATK7qHy23HMJpkJnhhXJSd0Rg9dYsJbgoKla7k7729t3J8dv5hMrUXyFxLuaZs9pZksuHhsKBHfhUa3MJh9Wj3O5WUWJ01zC85YXB6NypNxjdPGV0oJJhXbYKYrnGhLlG6M0qMLmonr/vl7sfRlp2NW7l/Tp6+6Cjd9uavuyVvBzHlb4Ypn836qOKOJ50RjM9rpRdOFq5HV84GZeUd+zHL7zsJvPv/Z4y//9fmzL/d39/a393afvvifJqgXT/cO9g4OtrcPnn6x/9W/3b++5LPyJ9LGpQl7JiRK+Hk+C9koh+rEYIsaU7Axl+yceSt7xsSYs7KXXfxVj3AzJLuRNS57BVsx+bSdUbTSrowZlyLi1aTsblZ/Lyi/kVCt+LhOBcSigwdibL2PQJf0DmIrsKiagJXyaCb44WT4gVV5T8y5XAi4PHI0sZcrx2rcvH5s69mabwyAa3VynIYLt0twBgZkLmF4+8bMypzHoMVRaY1KHSgTZb96JfLgYtwqBItpfVEXV6HAo4k9bBmeyENwhGQmB8+jERRcBkeMVtnp7pjGl9IbXBICC9Y50FDTdKZnoAmK6EWSQHgGFM+HEkSwUdHQEKcPR+gnYPo6WmpPHTtUcaastR7QXFfTVFvV01UJGWnic8Gj8IbK8pfKzn6touQ4bLiPbyTlN0MzVxLunJqjRTYPnmofOmMJcL1ROY0z1NNX0dB0or72TBugElBfUXr6yMBoDVk4ACO0QHAACg+MovR2g+vah6obQedMUYUxozIVNKZpXehSQL+gU04pCjdisU23uaDKXYrYc3qRky0wMTw5a24+7E4YjG6B2srEULuh2GYypw9OaFCaQHNr+rc/mn34/mQ4J8TQGocxlURelznA8KRFlghL6yGJTPA+5Fk4o94WoZvceJUZQWQ2Yml1bFEHnlqDJlXS+a1MSY9ID+Hq4WovzRiXKgN8vArbjqwFIc5AidVMSZ/OSbAHWRYf0+xl65wMa0SyeDW3dnfqwhtLW28uj1/NalJKfUg6VfAwqUMIeDMEXItBN7NY/ULhkM/PGxszGE1Eh52VTRtCfoVaQbLq+RYbS+vCxicUkUllYELmnZDGVwyBRa19QhxY1iW2LJmLTv+cyjMpC8wo525FNu8mgjGWxYU3O3GuAHV63jS7aF9a8y2vRR4+XP/itz9/9uQ/dnceHxwcHOwf7D8/2P/98eXf4//LiifbO7v7e3v7Oy9ePPvPf//7S+tjbj3To6FMh+VZM9PFheT1tBWPpKAiZaS4FBe+pKVf8ysvOsWbdsGmU7hgZF0Na+7l7Nfj+itR7ZJDMGNkrbmlF4PqVY/0ukf6Zkh9N6XNqNA+Izbgp1n9FIEBSmS2ghHleiF4OaZ+mHO/l/bc0YnfMaruzKZsdgkM2UHjwWliJGCoonuwiiuAO7X0mInv4mG9XMwb6/kPr8/dXE3EXXwaqVGmAF5Z83z3zfm5hJI6XEVHthTjWr2RyRQiqVIClo9G0xBYGprHo6sVYpmNnVhw+9JGs09mcsiGoR3Vdacam8ragY1g7ACGM4rhjmKFMLISg5PCBmldZDKYgh1qb6wpOX6ssbK2sbKuquRMZ3PDUH89AdPDZQ1hUS311UdOHvl6Q0U5Bg5OTrouvz6fmLJjWUAYsWUAUU1g9qbGzSYbuw9UXln5SmtLaTugqrG2pKmmHFBf2Y+ohlMAaFrXMLqJLUGzJegOUB0E29uLaFM6hdacwZLTxS+Gxu5mXOsW3bQid9E/cS2mjQvHLkVDc059TEGSYzQBWXDc6c1ZHDGVUEuE4ABQXDNPDtc78OlJ2O1HuhsPzO9/L7V+yShWdjA47aOYaiZvyBUQxrImkQKnMjMH4E1Y5pDKSpfoYULlMIpYS+d38sW9WEINX9BttmEMDpzeTpRbSTIbWe7hKnwClo2N4A93w84MoMuRlGaBCuz0s4NxidXB0JmITr/QE5VnF/xb9+cvfntr4d5c+mohvRKPhoxCAQYOaxkeqmUxQB4X126hGnWEkF9gMVICPtF4wZZJmdxOsc+rDAdlXic5GuJkMpJQlOsK0iNZcaggTU6rMwv6YEESKcq4ykEiqyU1rrp2Lzs5b/QFqA4XwWLDuNykREq0uOS8fWfswWuL3//+vS9++/Pdnc/3dp4c7B/s7RzsPD34gxrU7/HvWLH7bPv502df7W5/8at/+7vr56cSbnlARy+6RUU7L8CHpWS4GQMzzkcEqEMpNmyMi1zU0F9P2+5E9Rt24eWA8o1x7ztzkUeTvlez9sth3eWw9nbaeithWbYJ70d07yWMF/ziMSNpsaidmzc7gnSqpBeBrSZSWooB0d3ZwJ2o+YZdcVMj+nEqdGc+o1DRBqHNJDYERuptGaoaxXbyxUgBadAhJuRNwgtx26PV7PtXpm+vJCeiGoUYlErxXr0SK4T4DFgtBVRhlmFnc1aeCIkkAXFcJFGMZ0hpQo3AajdEwz5bXOPI6aQmhsRAF8upLS3nTp16qbrmVHn96XZQM5Q6jODCMSI4VY2jqTFowQgJP4Qa6aovLzl1+FBDRU1jZV356ZNN1eXArkoaCaSQoimE7paGU7XlhyEDfXI+b2whtHKtYI9Ih7HNoNEaNK1LoSdkJywiObqq9ltHj36tqvJwRemRc2cO11WU1leVDiJrQOhqKL5lENmAZwyR2ZCOgbrOwcbq9hKBnhme94XmvYmLoZnXi+k7MceyMb3hXn2tGJ63FS/HMxuRyIJXHZCq/VJ9UCGysFhKLEOKwLOAYEwTntGjs+NWLjHf+sh59a726l1DOIFHYE6gcdWgoTOVNS+3dJyEo9txpH6Zjj4AAzR2lQKApaOEeqYQyBMPqA0IoQiIwlQQiLU0RotAMsCTDHGVcJmFZIor3EWLOW9WhSVCM4os7mfJhi1+RiQl94UEFhvNbKM5PTy7T+BN68Y3EuuvL2+9vTn7cLl4sZBJOb0+tdXKN5vZkZB8etKZTqosRrLZQLKbaaGAOBFT+71Sh40XCKjzGWM6yvc6yR4X2e4gOrzUaFoczAhdUbYjwgrlxIlxhdwAE8hBybxsYdWZykrica4/QPP5qfG4oDiuWViwL6/4Ll3K/uAHDx5/9c8HB08OXmz/Vw777Mv93T9IZnf/KJl9vLP7bGf7+fbT/Z3Hv/m3v7+5OZV0SJ0ibEiKK+qZERY0zoQsqGgzIvwYY3RTzVyRUtZVjD9dznwyE73hVz/KuT+Yi785EbyVsF4J6i/5dHdi9kfZwN2IfUUnuuaS3XFL5u2saS93Y8k5NqNTGBAYGoCMbVRxhzai2jcnQw9i9vs+0x2H9r2ocyFmx+NAPcBanZVPEYy2DVUPjjTgCL1qNtIlIc84VR9uTT9ayb+1Ubw0FdwY98wXTTeuxNYmLFxMM2mw0iNFB0xsrQiNwHXCiT0ECZplYkkdYo1HZfeb/BGnb8KhjIqpAiRHgqMRoTWlR08e+Xpt5anyppIOcDuMi8CrSAw9hWdmCPQUuhgBH+nubq4pOXr0xMuH6kqrmivqq86cqjt3pqXhBJ04oFcRCej2uvIjdeXHUMNgKYcn11BVJhqJOdg5UNYJPMMVQd1+YTAsJ5D6Tp36+umT32hpLik/e7T05Ct150orzp6AE5p6IWcHEXXDiAYYqhNLBPUPttU1lx0v+xaJjU7NhSe2Mpmt0MKD4uzr2ciGfeFm8vKbM4klV3TeMX4pNXezGJ73S71CuVdEU+HB5G4UC0QXQ6B4AIrcYfVRFjaJr76pXjvPm11k2GwjJEK5XATWyJAkNLCnrbwVUI5C9EvkLDoH2w9ub+4sR+JasYR2oQiSSCiyCbnbTlEIQRhYBYXYQiK2kBg9QiXKGlfE5tzBOa81Z+DayEO0TgipTaTDuv18n5+XjEgTEanVRLHaGAYH2xNXT18pXP/w6qXv3Fi+vzS9mp1cSU8vx/KT7sKYdXbeWywYA35e0MsJBwSqu3rQAAAgAElEQVShgNDv5bucPLuNY7KyHSaqUwqV0bvEtA4RvUPCB7pshERcEA6x/QHm4pJ9ackeCbGzSfHmqvvmpejUmCqTFKTj/FxaMjttWF12Li+5imOGmWnXB+9d/fK3/3Bw8OTgYPvg4GBv5+DZV/8jK57s7u6+2Ds42D842P31f/zs8kLOIsTnrIJb45774951u2haRr5il1zQ8+Z4uDtOxbtx26OI6ccruR8uZ96fCL07GX5Y8D7Ium9ELZd82it+w6tx14OE+7rXuKaXLKkZFy3crahiKS7Pp6RGO47K7iQy24XMvrCR8mAq8L2V/IcT0XdSvtdD1nsu7XrOx2Wj0DhgdtzPkeGq2k62dZWSyKB8QBdQMvIm0cPZzPVi6FoxsJJ13FxOXd2IrCzYrbJR7ECpiQMZd4uMEgwT30OkD9IlSI6JLnIL5S6pzCFWGEVKvdA7YVfFZDwFkS3CIMFdDWXHa8pOAOrOtYNaRgjDOBmRbmILbFyemUkRjoKxba0N52pKTpQcPVZ27GRdSWVdSVVtWUlTZVlzzREGqV+vIqBgjeWnXqo88wqwtQMGHGzrKusbrh6E1vUPV7d3nxTKEHYXVyxFwkcBlZUvd3VUYpDAloaKirPH6yvOVZ49iaN3dA2d6gdXwdCAITAAiemDIfqr68+eKD3UM9RqDCgnNzNjF2Nzd/Ozr2Vjm47Vu7mLD6fy637/uME/ZfdN2ryTTplPpPCLZR4BkjU4Quok84cQ5HYSG+iL84pzqNXzrEQaYbJ0kQkVHa3fGOw5TUS26qQ0MhbU21E7MtSOJQ4LJGQye7QbVAsEVbS0H6fT+2ZnnBuLvqm8Ph0SKgRDDFIbEduEwjZTOAMKF8udM9jzZnNGp4rKRgXDPYi6ESyAyQXJFQibnuC0UN12ZsAnMNgYChPVV7Svv7Z04cPLKw+WZs+PTW9mJ5ZioZTRHRBncsbZaUdxzJDPqDJJZSQkDAeEyaQmHldp9FS1FOlVITTcfi0fJGf3CtndLhthedFeKKjMFuz0tLGQV7ocpEJGtrniunUpVszIIgFGLiWaLKoWZ83rK67VJffkuKmQMz64t/yf//E3B/tf7m4/2d/d2995sfv8f5ygnu7t777Y33+x++LF8//8xd9enE3bBPisnrPskl3yKJc1jFk+7jW35h2/8S2n9m2/4YcTkU/y/kch0/sF/59fmP54PnUzanl3JvnBUv7N8ei7U6mPZ/PvFhIPY/43YsErfu3drPHWgmcqKTOZMWzpAI3Rweb0uqTIKynzX15d+Nm11e9MJ++HbfcznocToZsrBbtJrDfwElnXCKqzpv00iTocDGom41avgrEctix5DRElM67nFgKqmYzNY6RqxFAWEsCANsYNzHGXRC9EGmRYlYkqtdA4VirTSmGZqTwbQ+UUGH1SW96oiMpUJi6NAR/uaOivq+htrOlrqu2H9kJIUIQYS9QzuCYWSYodhDZXVR+qOnus+vSJxvLK9tqGupLK8mMlNSWnmytLWuuPscgDegUeA2uqKTlcc/YooKKhvqS6tvbIwGANBtdFoYG6e87yBTCNhkShArHozr7eilFIJwEzCKgtLz1xuKG8vKWuikjv6B440dNfOooCDAw0jo72EPGjzY2VFVVnyipOoskjsYJ7+mJi6WZu8dXUxJXAwpXYwuX42Jo/Oe9UBYR4OYJpplF0JLqBoo+r2DoimNKNYfSOktqxlA6VEaU3DXm8GLViiEFpgQ9UNpe/1HD65ZZzRxHANh5xFDfag4S2QuD1bMEITwnuGyltbS1tayvRK6mv3V68f2l8Y8p7/3xma8qt5g7xyN1YdBOe2MbToC0RsT2jseb0uqKT75egBPAhfBeFBVIqsRoBVMEDR52cQlzl8fDESpTKw8muhefuzUzdmsiczyTXYrEFvy2p1HtYkax6ec07NWNORAVT4/qpcX0hpy4WDWNjBreP53ex8j6OSQo2yiBGFUyjALud5JkZYzorM1mxY+PqbF7u8VAzKcnygm190RH1M312wlhKMlvUzIxrF2fMGyuezbXA1IT99s3Zz3/99wcHT7affrn97Pnezv7/55jB766kvXjxfHf78ZMvtp/8+lf/9NMbq8WkWbTg08yY+Rs28YqakSNDVgXEdT7pvIBySy/8Xs737ah1U8V6NaD/y8uzP9wYfzQW/O7a+HfXJ96fzXy2MfvTqxt/vrX8o5X5v7t84dO1wger0UuTtrCdIhT1MyX9LHYPg94x4RG9v5b5wUrh08nk2xnfq2Hb2zOJDzeK03EHn4m2WMQaEw8IacaxILGUZWU1EzAKMnb5t89PjxnFYkSPHD/oUFIkDDAR3kRGNHHRbT4l8fZ89PZc1KOn86kguZ4kt9FpBhxRh2GYSYqgMDBmLS5HDSk108HgyYiDw4Ce2lJoS31fQ3U/oK4f2jNCACPEWIqJzTOzMTx4e/e5Eye+VnnmeH3p2V5A+0g3sKmstuSVk5WnjteWnGiuOULF9ajEKOwooLHiRPWZozWnK0qPnKmrOwqFA4hkIJcP6+o5y2AOSqQoHhfKpI8g4G0DvQ3tzefKTh4+eeil+nPlw71dGEJzd/+x9u6T0NFGUH8jHNrFpOF6uwDVVSUnTrzc1H5OqKRFJiwTm5H5W4nV+9mlyzFvSi530sJTFn1MRtfhYHxwO6Z1kN7Ps7E4BhKKM4hh9sKIrQPQygFI6dDIMTK5nkZsxSMbcOAWcFd1f0NFT21Jb125kkPi0aFYRDsEXoPENYp1IxgKAAbrGhpsUokJ928sfu/NS29cm/7Og+WHlwtxB9uqQjNpvQRCG0sKMwcFwSlrYNZlmQ265oK6qIajoyq0RKOJJmMPMXHtDjU2GRB5PTyZCi2z0cPTjvHr+anbE2M3JorXCjPXx7KrAV9GFc6pCxPaeEqSTog21r2XL0RmZ8yJhCwSEQXConRclnDSRLQOBbffacK67ESflxZPiSIJvi/CKkxqltYcU9OG8aJ6bcU1WVQHXOSojz5dUM0W1eNZ2cy4bmvVf/1KembSefXS+Bef//zg4PnezuPnT59tP9/b2f5/Ptv+nVbsv3i6u/34yRe7Tz///Jd/99rF+emgfsmriXFRWxbR60HDRQXrtpp3V83/Qcjx5+Ox72f9r3u1dxyKe0HDD5Zz//vW6o+vLv7k+vKHy2MPx6Kfrs38/O71n9288tOtjX+6ev2zSzOPVsLFiNhqwPClIIakn8XokvGHLiaMn60WPsj4vx20vx533QyZH62k3781d2EhLWCgZDIqW4BlS3AmvzyWto1PBi1S2nTIens6lTdIzByUTYBzqKksYp+IPsgh9qroIxcnfH/21pU3N8dcGgoB1sQQQQRGPNOK5/loqrjAOqaOzFizi25VTI5SoYbhbeVlh7rLz6JamlrOnBxuagSCeyBEKEnPFIU0YocIxYF1dpaVn/l69ZmT1adOAQGdyAFoe1Vz5fGy+rIz1aePAmpeoWC71BIUGdPeVHmq7PjLlcfPVZ+sbKw/gRhtw+N6eDx4T08pkdBDJvZy2WAeC4ZFddVVHDt+6OvnTh2tPH0CUFWLhoygMHWg4dMdHSdG4U2wkXYMHCjlMREjoNIzxyrKTlZUH+3qq2UrUJ6UKr/mWrmTTk6ahDrUKKPbnlRI3BxtRMaxsWACSB+ld5AOHOUMEsRQmhiMpnd3gU5X1H6tofoUBNSBhQwNd7YNNAI6yqvqDp8AnDoLbm3UsIlMUg8e3UCk1/YMfkugr+fIAAwyGg0bQAy2xZzqty7Pf3h79aObc4/O52+vRmYSGr0SRaF0kHn9OjcjNGVMrIVC1+ZjV2aCi3FL0mSyclVKvJDUwyV0+HT4tI8f9vIMRpLSRrMnFL4Ze2QtFL85lr1VXH5zYenBVG7VEx3X+sIcX4g1M6VdWrAszVsmxjWJuCgQZHv97EiY77eT1LLhoJdeKCgDUY4rQE+OK5MTSluI5ggzZ9edsyu2SEKwsOpIZiQ+FzkTYI0nRKkAK+ggJUPc6THd4ozD7xFOjXv+/V9/enCws7f3dOf59s7z/WdPD3Z3/sBX7PyR297b3d7b2d9/fvDi2Ze/+sdHFxaKDvm8U5EVE695VB/kffddqlfN0lcNkk+jrp+vT//5Yv7bCcf3p+MfFsOfzCb/5tbG39+/9BfXVz9aGntnKv3Zxvzf3rr8F+fXPpksfG+i+HA2dGFCF/HS3C6yxoSgS/o4nN6Ij3c573hvIfXJTPoHk5m3C5HLXuPr86kfvrb1Nz/8IOIyiQVkDhdnsAotXrnRzA0G1SYZOe1WhDTMkJKRc8kLPnXYKbbpGW49TUoD2cWY1zZyn9xdmgtp5WywSoTgK5EiE1EZ5psKSteUyT1lsmdUxrBQ7hUOUvura44dfulr3RVlmLbmhhNHQM31XaBWGBnKc4pkYY3YwoMS+ztaSurPvVxz9mTZ0SMdtY3QXlBXfUtDaVVLTXlNyfGO5lNsypBRSWaRQW01paVHvll7shxwrqEFUEIgAgmEXqkU2w8sh8EahwarUcg2OnUYh+muKD30ra9/rb6qtKW+sqW2hohGQJD1w/CqXmApAgnAovoIGJBBLmISsWeOHG6pq2msKzlX9goIWiPT4aLjstyCXqJHsmTDaHaPLsDBSSEcM8WaNwUX/CQtoR3V3DHagBOABRoMVTAMHC4rOfe1qtLDI8BW9PDAQCugq6q+6XRp3ZETbWfLIK0NSgaGR+3TyODBMBmOPCEztGktYLGQKeRRMNAeKQu7kvO/dWXh01fXPntt409eX3+wkUq6+QJ6P47SzpfDHElJfNHrWEzZZyKOotccM5idQr2BYdcQQzb2WEA0GVeOxZUeJ0ttJSstFI6JIPayTdNm94Jj6k5+7eHk/LXY2IozkhEHE/xCURkIsgJ+ZjwmzGQU6bQiGBa63QyvgxoNC5aXnQtLdqMdL1KOBFLC3KzBGWVrnfjJFfvKJX8sJ51bdyUKCqeb7LHiwl66w4RWy0ZMWqTfzfA6mDz2cNCn+NnffvZi/8n+3tO9nd2d7f2nT17s/AErdv6IFU8Odp5tP97dfXyw99WzX/7dw5WJlJxZVDBXjMJZBX1OTnstbv/OXOrPLs5+OJO4GbG/O5d/byb74Wz+06XJH65Mvz+W/O5U/kHY9TDq/d9X1396df3Tlck3xqI3Y6776dDcpNSeg5ijEFscoXZAqKI2hW50eS30+r2le9fmLk2l7y1Pv7O29OnFre+urn6yuHBv+oIcrxRiGFIiU0BGe02iybzZ7aBqtFC3l6gzIunsTr4ArFDi+AK0QEQQY7q02I6CnXttyjOZUCf9IqEArDWStA6WK6nyjZlNcaUlpXUXrea0Th2Wa8Xsvqqq2m99E3D8aHfFGXhb/UhfQ1vz2YbuUiRrWGrjkKVogQgHAbf21Z7pqzzZXV9dc/ZUW11Ve0N1d1tdXeUZQGN5dcWJtqZKGgEhoBAI0OHuqqrKQ4dbT5Y2HD15rvxbRBoIhmyVKvHt3WdaO08hsR0ITDsS24nGd3f1Vr38yjdKyg6VVx4pKT3E4uCbBpoAoKYhTEs/vJZA7sDhW+xqgVHEqT90rvV4HaKxD1bfxhiq1jG6ZmIjDlWV2jQkVAOHcKUEfps6SO/F11L1mPCSxzflxMuQnZAGMK5bJCNw+QhQb1Xp6a+31B5FDDUDAXVD7S091U2Vh461lpxtOHm0veKomgNRsHtcWvRkSoWDVlNR7SG3TKDi4mhINBmGxAwGXdoHl5ffXZv9ZGP+x6vzf315/Z18ZFrDUVGAFGitQjs6MetMZQO5qWh03MfX0ekqAlWMwhC7VUqcR0sOGqjLcXXOyU646FEPXSYbkKpBOh/CnaIVNwwL192LtwJr9+Jz14PxOb0lxte46bag0BWWOjxif1Dh98iMNk6gYJzeSkyshJLjVqEKwxZD/XG5LyZTmogqGzk9b734aHLySkgRoGGVILJqSOMlhcYUsaLKGeIY7KR4UhnwiXhs6ETe9/O//dH20y8OXuzv7bx4/mR/+9nB3h80Pvb+qPHx5GDn8fMvtp//9mD3y91f/eNHV1YXnepLfuONgGHDLFrWcO4Ejd9byPzk0uyHs4nrYdvtpO9qwHrRZbjkNNyPuN9Mhd7NRv90dfpnN7b+6srqx7O596ZTH8xnH05EH2RDq0vq+CLBmYJrvAM8dSdd1Gr3Um7cKbz79uaju0vXl3Ovrk5+e2P+s+sXPl5deDUdvT21FjfGKcNIYB1AL2ItT0aLWaNMCk6khJm8WCgB4UhNPOGIzkCRyYlMNoI+VOdmDK8n9ZfH7HEnN+RgSyWjNidb52BpXWx9QGRJqOML/sRS0JzSynwis0rIQyIR7S3DddWA00e6K04joZ1D/Q3d4IZhQvcoY5ClJipUNBYTDm2vGag+3VJeUnvm5FBPKwzUDR3ubmus6GyrbqwraQdU45EjRDgY3N0OOHu24luH2s+UNR8/3dB4nMoaAY82s3jQ5rYTbV2nidR+BmeERBtA43tAw41ny75ZVvFKZfWxyqrjeDK0HljfCGoAIhraB0uR2CYcvlXNpwgIyPpDZc2Hq/pLGiE1zXxYkxzf5FFVSigvmxwwvQOOYzUi6fVKPxXCbOujtFJ0aE1EwTHT0KyRHlgTCt+LwfXCRpqaag+31R8d7q1pqSrtqqvqqmyoO36mq6K8rfRUX/0RDReq5PRZFLCYiwXtPUNFtPtsIqqAxBBRcfTRLmCjXsl569bWj+9d+3hj/q1k6Cdr89+ZytyJ22cCcqMQhiM1iWTwVNY3u5wtLCXsUa3EwaGKEShCF58PsStxHjVhLiTLOthpLzMX5dttWIMFrvchIuO84poutaDIruguPszc+87S+dfy+RWnL6dUWih2v7Aw6QpF1HotTW9hOZOq2KQ9P+81e3jDyEYiE6gxkwmMHgKzxxEWTG8F569Gw7N6dYjBdWLsWVF8SmP004IZSTQrt3uZY+OmfNZoNbJuX1346tf/fLDz9GBv9+nj7a++eL7/P7vt7YODJ8++evrkNwePf/X0X/76na25WYv8Ssh8xavdMImWNZwLNtmni9mfXJj5cDb5wWz2g9mxR7nI/YT/hs/6Vib8p6vT358rvD8e+2Qu/fF86o3xwJsz4denA+shVUHHzMXx6clRX2xIa28TqxrV5t7ChPDhW4XXXx+7cyN1ecV3fSVwbz363buzH1zOX0rr1gvx5bEiDQWtKz3mdyiunB8P+MUUWvf4lCU/rhVLR8RSsE6PNxpIKjmWThtgDtakpbiLGfP5tKngExeCMoUYLpeMCuRIugBME8G0bl5y1hMoWMQWBk9PnsiFJxIhAQGFAXa0lB1vrzhJp0BQqB4ooRfDhaDYw1Ib22jiJKNGM48Arj/bU1vWWXsOAwbiYSAkpLe9qby3s76ztXqwr4WEAaOGgYMdgI6KcsDZM0P1TcCqmmbASSypt3egHI5urWk81NZ1msocVGrJEjkORwIOQwA19cfOlL5UXXe8s7Magx9qATd2IVuhlPYuaDkcVYvFt1BRA9Du5tbj5Z2nq7tOlKKbW4x0oIrUrGEcFZNfcbhQoRhdbR7F0htVHgrfhO7CNvbgm0f5YIoax1QTuuFNI8hWELQJAm1qazk5OtSAAre21ZQ1nzvTXFJRfexE0+njgJJj0K4SDQei5vU7NciYg4UGlbNQ3W4TX2YSKy1ShojUP9ImFhCvrE386LUbf3LzwjvZ2EcTmfMGaZ5PnHaKszYuj9XLpPUGwtr8lM+V1Gp9fJYeRxZDxBqM0UzxG2khE206IEnZGGELKeKkajVwpWrYGcJPrWo3b/rHV/SxKfniNf+NtydXbsbHVpzpWbNYixGp0C6PSKOl6NQUb0BqCwqjOd3Ukl9vpQ2Ay2lsIIc/2A08iSW3+OPCyRVHes4YKMq9RZk5zU3PG/KTOo6oX2vGhKNCswnvdbHdNqaUjzi/nP383392sPf84GB/Z3vv6dO93b3/51dHv2fFi6fPv3r25Df7j3/11T/99M21qaKWfzlouuzWnLdJ1w2CVT3/o+n49xazD7Oej+bynyxMfjxb/P7y9EfTuT9dm/2X+1f/bGvu3WL4s9XiX99Z/cmN+Q/X05dThpSa4OPDw25IPDccjA+bHB1yTbPW1OMLYVJ5zsSEfGPNsT5n2Zq3XVlwfHxv/NMHUw/XfHNJ58ZMUSumj/Q2+FzSYt5hMFAotN5oQubxc9VadCgi8vv5KjlSxB+hUXqsjOFNn/xi0nSj6L65EL4w41VLRvHoFjIdiKf1Ypn9cjPVndKoHByGDK1yci+sTy2NpwkQIHaoewBQ2VF1ikYBI5DdUGIvU0WQWFliM91gYJ1fza7n/NjOWnB7/QCgBjHQAe1tGeptAtSdBXY3ALsbwIMdeOQwpK8D1N480FjfV1cz2tE53NjY3VuGo/T0DpT3gcrLa16qaTg0DK3nCOBKLRWN7wWC6mobjx098bXquhMweDcGP9iL6Rjlgnk6NIrRhcA1oLHNg53VgPITnWcqQZVNPadK6X19Lj5ETWxWUg6bhWU222gqy49lRTReJ1cDV3loYEZPH7G1BdHQT+4mihBgci+VC4UgW/v6K2vrDjNJIBpuoL+1vrHsdMPp0qrjJ+pOHRlorlQwhy0ytFk2kvSwFvNGNXtEzUa4jXxPwmny6YQaNo4KpZDANi3/2ljsO5eWf7g0/V4hkSQhlH1NcTlxxi8zazA85oBGT/dGVBITRWQmE6RgNAeotlLsTlbUzkm5ePMRZdEnjNqoAStZpYSIRL0WFyI7Kb58N3L+dji/pMsu6MbXHYVle2LaaI8I2BIontbL4UO0OrLfK7PaOWItJprVZicsBhtNKIEaLWSZHE5jdhusBG+YF85KwwV5dEodnlKZkmxPip8tqCw2os1Bmp2xzE1bCintVN4ScIrWF9L/+cu/2Xv25Yu9nf39g729g+e7B7t/sK/Y/ePGx8HOk+df7mx/ebD31c5//MN7FxYmDMIbUfv9hOO1pONuyHTJoXi3GHpnPHwzbHqUCb2WiLyRjn08VfhkKve/Vqd/dnvzR5uTb4x535+PfGcr/c5q6MGi6/KEdiUjvjZvns+RUoGeRLDf7+hy2btDwZF4Ah2KIL0BeG6MMTHBnp7hT0+xbt8wf/tR4I179o0V89Zm0GYn4wnNAglUbSRpjFSeFGWysyUKnEgCD4bEATdbLhwSMru4tJY5h+CdqcidvOvDjfx7l8bPF+x6AZyJ62BS+/i8EYkSY3Gw3UGJxkjVmujFaY/LrWIykPWVx0hoEAzU0lh+ZATcMorqHiZ0ozgjMhuLo8Y7rLyl6cDNmbiZChvtrG4vP9LXcLa77lRfa3lHw9mRfsBgb+NAdyME1N4NqO4B1ACb67rrKoYBjd3V5SOQOjp3EIpoBA6W1wMOl1d/vbbxFSgCQGeBQcMNzW1nahuPnTzzjfqmU0hM7zCkpQffjJWD9WE2VwdHEZtH0Q2A6sMNJd/qLT8HbWwcLD/LG+41UDoF0DI57pBf2eSzofNJwcKCRaMbRZBb2EoYggeCsYEgWm8bsmmA0InhQ6QmGobeD+g6U1pxiEMe5FFGMCN97bXn6s+erS851VZ1hkMAz2QMfjPFKB1Ke1mbU86wiRnS8uxKttGvtUdNcosATYP09TcgoZ1eKWM5aP1oMvfhRGZDLZoS0m8mHbcKnpCOKmMMKNRIV4ArsxLUHgpdB0XzukVahMaA9ZopKQ9vKa5dzRjGQ5JsQOi2UdWKEaMBbLEixieV6+fdxTldqqgYWzDNb/riRa1ACRPKR9m8Yb4Amkxo0gk9iznAFgyEo2KdHivgg3xuRsjPthpxkSA7ERfY7XinlxLLimIFkSfJsieZkRTvykbgxsVYMsidyqoXi0avkRyysqfS1k/evvHi6b/vPPnN9tOv9vYO9vZfPNs7+MNfVHf+iBWPX2w/3X68u/PVwd5Xz/71Z49WJpJi2qpNcS9ufyvvfyvjvh+zvVsMfTSb/PZE+OOZ/HvF/Ltj6feLme/MFD6dG/uT1YnPVgp/dWPh5482vncpe3/GcWvGvFWQ57ykuAMzGcdMxsAhe5dN02Q3dgS9w6HQqMcLMdsGfCFkOIpKpgmxOHJmhrm1IT6/Ibz3avj+/ZzbS0FhayCIGoEMprezNBaGUk9l8mAMJkitwRq1GCkfJOV062WgK0njJwuZh5OBz67O3JkJpoxMswih5kFZ1D6VHOXy8H1BiT8oc7oFLq+oMOEYGmkuLftm+dmXFEISAQlsqj7W3VNFoo1gOeBhYg9TgREZKcmoNh1Sb2Vc5xN2Fry7q/LoQHMJsPHsUFc1sOUcfKgdPNAy0N04DGzpbKroa6kdbGvoaagENdd1VpYCQeUEWhcCCxiC1AxCqls6TtY1HYEh2yDw1o7u8uq6I/XNJ6rqDrd2liExPV3ASiCpGSUB6UNsqR2HIjSPohtqyl7qqD0BbqrDdrahAbVqHFiOrueOnFUTj0f1nZkQI+aj/td+dxhdi6C248WQUfYASY0doPR0IJtwQhhHjSULwICe0zWNr3CpQ2oxXsGjDHU11Zw+WXXyaFd9qUlGP7/gc2ixUka7U43I+UReNTlllhlEZLaSFhnzW0J6DA3S0VONhHfa+KSQlHnT73gzFX4YdH1QTPzl7fWPN8cXo7qUi+fxsd0BjtiI4ulG6VoIQzVi8TODcZHPQskGhIsx9UbOPOYXxRwsswajEg8FPAStasjhwETj7HCSlyzIJpesE4tWi48p06EiCYXBTGGyQKGgNBKQM+hAtQ4dCPKolA44pNysxxi1SLlwMORluO0EhXzI6sClx6SRvMCTYE5smFJ5STYivLzmCztp+Yhoc8Y+m9FdX0tcWIi9eWftxbP/ONh7crD7/L9MxJfP9h4/+z0tfof/Wyte7Dzb/mp39/HB7lfPfvl3ry8X4yJqQWxuQ4EAACAASURBVEK/6FDei9vuRy33IpZ7UetHs8nPNsY/mSl8O51+N5t+N5v805XZHy6Ovz8R+dHWxE+uTn16If1g1nZtXH172Xh5QV2Mk6O+0a0i92KGGdECbQKAQ9HtM4/4nDCbZcjhhgTjOE8YnhgjxcewuRlibhaXmUTeemB5/5NEukhHEk/2QU5I9AixjmDySlgiFJkFU6mIRj3FqICLGR0qdttYiPx60fXhROxRwf+jK3NX0/acjpF38I1cKAPdalPjM1FlLCBJRZTpmMpmoHBpwLbus+X132oGnFQrqQhoW19XRQ+whkgD06VoigzNUWLUDnYypIi5BIt+5QebhZmAQk8fVlAGKSNNsJ7q7oaTiKFWFLgTNtQxOtLV21YD6moY7m7qaaoYaq/razrX1XcSgW9E4gAj8BossbN/qKqx5QSG0IfBA8Gw1qrawzX1R5paTwIHayj0QTCiGScHomU9Cg9BYsegCAAUrrXq7Mug9nOjbTWYrnpST5WTi5ChapXYWregOWkYSrkoEmpbOiy4dTWNo3SMElrYWtwAvg3CGUTwR/oIbSj+8AipnSyGdA6fA/ScIKM7TUqK36pEDHVWnHql9NhLfW3lXpsgFRZI2L0yVodbiwzrqFY+atpl9ih4DAkhMRkI5BwyI3sU10ciD4UMwpxVftVnu+q23LTqPx5L/uXl5bcn4lcSjpvTgYmiyuenS/RQLLuFKAdy9RBbiDE2bciERDMpzVJUvZLQxwx0hwQlYw6ysICwBes3ogNWvM9GiIW5M1OG4oTOG2CZ7WR/iF8oGi1WKovZbzaS3XaOVoW2WfB2M55H78RAzhlkYJtmVERvD9gI2QjHpoeHA5TZWc34tCKZ500ua1aXLVfmnXc2QxdmrVcWXJdmnRdn3bdW4ym3ZH0q/Ozzfzx48XRv79n2zt723v5vn+89ef77EOp3+P+y4su9Z0+ef7m789XBi8c7//nPH11dWfPqF02Si07V/Zj9TtBwK2i46FA8ynq/u5S95rbMiUQXDPobTuv358a/P1d4M+v78dbEZ1u5t2Y813LqhSBzJkLPBXBB60jEN7o1Jlz2k8LKgYQBspjhXV0xba0ablz1zC7IM2PscJqQmWTkZ+nTq9zxBWphnnD1ju7dD0LTiwIKqxyGLzd4yAwx1OKT0ngwnhSfSpsiIbleBmHh6o2Crtur5h9eLH46n3l7IvQnF6aupe3n48bb82GPHMdAtbh1pFxEmYkq8gnNeFov5gy1N7wCR7YOwhq6e87RqYPA7sqRgYYeYA0S10cVo5QugUhH1NhZFi0pG5CthNQfbubePp+9WLBPh5RSYj96oK67/jgE2IAf7cXA+0aHO4Edtf2ddf3tNV2NpaC2KmBLOWikjEBrozD7oKh6HKm7f7i6vPqlPlAdjjiAwQNrG45W1Bxq7TwzBGnkChEM/ojQhaYZhlVektyBw5DaR5FNtaWHhrsqBuvPwFvLqcBqKwsigFWoCY1+WVdEA7LLwMOtLyuFQ/dvjzH5g1B0k8RG7xytb4RUj3KHRmg9ODG0D1mP44J6IBVDiDowsELBRwUdKjoeXHH68LlT38IhOjNRnVoyzKG0WJUjKQ89ZeXE9OyLyUjaquUrqa6IPphzBDM2rhSHJwwkHYrzueDrmchFh2FLJbnvs7+dDV9waFacqluT/oVpQyTM0VrRbFk/VQliqof4quFIQpSPSqfiqsWQai1hiOtoLilGy4PxsK1W0VDIiEm4aAErcSwlvbwVyqTlFishlVWFo2KXh61QIlVKtMfFcVmZRi1OI4eopCN6BUzE6nFokREn1a6G58O8C0u2bIwbDzNmZ1TLq6bcuDiQZCRirEKAm/Gy5tLy1YI25+HMJlQZt0DNhV1ZyT7/7T+92Pni8Ze//vy3Xzx+9nz7xcHeH7jtvT9y249fbG/vPzvY/z98vWV7HYaVLew0aZqkTkwxo2xZzExHdJiZmZmZmXXEzCxZYMsYYwxhbpPiTDudzjTTdto0aFus++Gdwtt7n/m2/sB61t57rb33k53t7775/a8ezgxcawvc6wzdbXG92Rl4q9P/Zof/zc7Aww7/7aRzQi1pIZAGeJwphfSGx3o35Hw94XqnN/io132/x76UkHZZsVEjOGho8hsbWiOYibgowoN5uKBuG+figHtlLGhRoZMRcTwu9IeZKiOQys2jC3MMniaLvynQir54Rbm4wPX4GwWSLJaoxBmm8VUIoQavNNKcAUVLi96oIeBBZ0nA01E99OEF1x9uz/zLZO/bvZEbEUu3mjEb0NybiA/6ZSxYvoEH8hsoI22GhIvjVGNB5YexDWkoVH5J1ZHSooMl+a9WFh6vKjxZUnSSTG2mCxFMGQZLq1EYiEo+cKLTdH8s+O5UdMTDngwLh/xCFjCTiypnwkoAxWmQ2hwksKK8MK2q9HxR7snzp/bkZx7MO7+vMOvV8toDUMx5trAejMxsgmSD4QVHTz7/4u5d+w8+m5135PTZ3WfSX84rOlhcfgwEy0GTSpk6gMgBVjrwXBWosTnz9OkX0g59P//MK9mHvleXvR9ffQJXfRxeshddeYALP6ell/Ex+ZUZL8AbznS3qMj02oKyQ0IjGUypzG5IKwJnVqPz8WIwilld3HCysOaQzk7BwQrpuBo+HS4XEI4demn/K9/nMJs9TjYScpJGyDZKAXYFJKKmzbW4LiWSCY2CL8Sy+Sh3VOuJ6ngyPBBa5NSwZzoDdzpj01bNjFw8KRPM6xRLVt2yx3wxZuuLS4M2Ep1RqjYg8NwKqrBWpIJ4PCwdH6ymN8RkxBG3LColRWQklwibMjBbNFgnt8kvRxrZ9T4dZm7QHg/w7AZ8R6va62LEImKpCEQilMglELkIIuE1aiQgkxJmUSE0ggYZo1JMLY3byQknxaYEm+RNckGlzQRrTXETSbYvSnZYEa1ueneIF7eTu4O8lIsx32vtDko0XOjSePLJF7/eWf9yZ2t1c2t7dWvru82dtX+gxd/w3xIfG+tbq1ubj7e3vvvuj//2zsLorZ7o++MdHw2nPhlJ/XSi49+Whj+/OvXLCwMPOv2X3eZLZuuiUXvZZr5sN1y0apas8otOxSWffCWsmA8JBxzkbhehy4vv8GPHejgtRpyPBUlpqdNx/YPFzhszLREX12YgWS0Eq4PEFlaQmDl0QR5fWUxgniayTgf8DRODlPFRfrIFZ7RBLR680oTjKhFUbrNMS1Iq0AxyFRWRpePWRLXwkRD9esx41aW/Hbc/6PRfjBqvtNovdjisHDAHUejXEcda9ctjvqkei4xRC68+LiJXoJG5xWX7AVUn68pOlOccApSeATUXcrlImZ7GECNxjDqRCh1xsZZHPR8upj6+kFpOKaIyoApfIsMWyki1JgEC21wMKEmD1Bc3VOdCm0urStOzzu4rzjtWVnC0tvxMXfNRJDGTI2pAEQqQuBIEtvT0uZdf2bdrz4Fni0rPpKW/cjZjT27RwZyC/dX1p8rrjoltYJENSBcDQNjs/PxDx478IP3IC6WZrzYWHKnL2Q8pOUBpPksDpRHqj7JhGUpaGaziUOGpZxorD6slUBAspw54XuPm0eXIc5VHC4Hnm0hlCFZdFfR8edOZJkSmJyS06+hsUj0WVglrLj53Zt+p4y9y2M1CAQgGOsZjFPlNiISTkjSw+5zKlXjLYippMvEUSorNJ3f45DQerBlcqORhe8Om5bBzVCeblosWDaprLvNFu2FUIx7QC9s9PJcazaJXSGRAjgJIYldqzXiXi2HgQxXkOjcT2qljpxS0Pqto2Ksa9SviUmSHnjLsF7UYyRYRuMPP70rI3CZixM+bHHPfvtXXllKx6NUYRA4FX6IQgWxajFWN0oiaNYImJbtWya5xqxCdQa5e1ECCnzUomyIBqt2OdLkwdi/WaoIl3FSHBmZVgLpDvHYfe6rL0BOWWuTYK7Ptq1/+29bqF1sbjzc2N1c3N55u7/yDtf13/D+s+HL1u2+ffv308V82V798+t///vHl6XsDyV9cHP/XxeH3B+Jvdfg/HWv73ZXJ/7g88d5Q8sO+tp+PjDyIhe4EvEtG9biU28shtNOQ/SLCrJm36JfM+gSzEdFUVDDkZ0ymeC4+zCck9bk1U0nn5dHUaJvHbxXyGCAhHxoISkJRsSfAsjmwFhtCICrBk84w0EcDqsqZPtFoF8/rQsvkdWojnMAsqQOeYosaWfQqAjpXgC9KWSmdFnKPlTyq4wyJGfM2+a2E43LCerXNMRPVacl1XgU6qCO6laiBuOyD24MmQTOp6YwAW8AiFtZV7IdUHUfUnK7JehVafo4Aq6DjG7VGNkeMwVOrCdTKiIM20a6+0WNYjAhnA9ReA6RFBWnRIsToIpsQzsUDgBXpzdW5kIYiDKK6svRsVsbe8tIT1RUnmhrPg5CnMNRMpqCaQC8h0Wth6OLT517Ze2DXoaMvNAJLzmftT8/aV1R+uLjiMAKXV153iMTLpfDzSLQyLL4ECaqAN5YRQVVcXJOUWqfng03iJiG5EFZzvKH4ILYph42rrMt/pfjcc9CGNCKmqAmchSVXKR1slZNbiykuh+XAaFVIenV+1aEKwPGK2sNcXn1bRC3jwsjYusbazMLCEzm5B5lsAIlSQqFkqmS1IRu6J8wd8ihbVNxumW4uGB7t9CX9Gq9X7vMrGHwoFF6Mh1eYpeQ2NT/KpbTTSRMK0YJBPSoThgloPwnZaxHF1HSTFGtWERxuHpcL9HtFcZ+kzSqIKakdUuq4RTpllc+71bM+zZRD1inGtouxbXJCr4np4IC8UlRATxRTq9QikNtMSsWkLRGJ10HnMaqJ6Dy1BBJysN1GspzTqBdBTBKoltuo5TRoeQ2wmsOoppMSblUizO5ol4TCDJeX6PeRg26SmFsu5ZYnA4wWP3OoXdUREnmM1NsrA1tP/nNn86utze/WN9ZWN9ZW/9+nA//Br9jY2djZWd3ZebLx9X/95LXFe/3JT+cHfjbT+3ZP+EHK/W5P+KdTXT+e6LiTct+OeO4EvBe0yjm1YkEnXzaqlk3yS2b5pJo9bxZci2iWQ7L5kGQqwO91UPu9NL8M4xUTu92Kbp86ZhN79GydjCDhIfRacke7YWjYHgiyZbI6ubxWqaxms3PMgtI+F3ppQLk8qh3plVvMcF+YzhBUNoJPydQQER9AJRRIqeX9QeFkRDofl99v99wKWi96dZf8+jm/eiGqnwyr/FJ0t0/Q6mBrWHW9IfEv35n1qpFsZLYIV8jGFwCrDwqJFVYRHFV1vjr9QGNZOhZcwRdiBDIcgVINgmWbZOCRFvl8TNSugLQrG+b8pAsxflTWrKfVdjp5VikR3ZjfXJ0NaSiGNBfnZx/JzT7QADhfW3OquSkdhk3D0bPJrBISs4xMq61tTD987PkXX96198Bz9U1FJ8+8dOzk89kFe0oqDxPpZTWNR4HoI2D0MSDoHABwpqkqD9FYySdANRwCBZIHqz4JLN9XW/BC5vHnTu3/XnnOIQKkuCZvT3n2iwRUAQFdBMcU46m1SAZAYqFz9KRqRD6CXk2XQCvrT1TWn8jNfxEIPNMe1Tj0dJ2SyqA01dVl1gEyaMxqKqNcIqs06pvtmuZ2H3OlwzfmNiY50m6tfq4/0h2zuBziRMygs7B5fAQGUiKigF0MrI+OjRMxwxL+uFTYwaS6URA9qC7EJ4SlVJeS6tIz7A4enVpv0JI9JmavW9HvlE2YJMs+w2sxx7LPMGYWD2jYvRJCio8KMsFDFq6bCzYxGh1ShIBYruQ3MfHFVFyhzYAb7jMHnAytHBZycxJ+UcTN04qgFjnKpyep2Y18fCkNni0gl/qtRDImSyKobW+TqNRAKrPQ4cTFwgy1vEEhrvXasAEHsadFlvRz3SbKrZWBraef7+x8s7P9ZHNzfXV97cnG9vo/VFDr/1cFtb6+vba1+d325rerf/7tOwujcwHTnY7ARyOpT8c7Phtv/2S45Z3eyI2IZVTHG1Xw+3isFBmXwCGHuPQZuXBJK7tiVl+1ad+Iux+1uJfs8jEde8zIGbfyF4OqyRa9z0ht8YlbAlKVGKmVYyUCmM3MGOx3tLdqHFaSXFTPpRVyyNkqQblZWb2YUNxKWqb9kpmY/EK/IemnJOI0gaRUKC13+XBSUTUJc15OqRgMSC6mrBcT1g9H2z4aTN1Oea7Fbctx82LcOBZSpEz0pIV2Yyp0acR5Yzpw50LYq4brWFV6dhUDlIauONBmot0ZCYUlZEzBGUD2cXxTKRFbq1JTOdxmFLrALAVem3LfHjSOOghJYXG7tNTPLmbX7O2xM64OuDxqGglcgmgsBjcUVpadPZv2ckXFcRS6BNBwuhl0FkU4S2BkYsg5ZFYJjlyenb9v955dP3hp1+GjLwEhZXlFR9Oz9hSWvVpdfwJDyqtrPkKlZhDxaYCKk+eOPX/shy/kHDkCrywRE5AOJQ7bnF6Q8VxxzrPF+Xuz0l/IyzrVBChGNp2H1J+WS+EaNU6hJ/MVGCilRmZlajy8algOllEr1eFrao+VlR2oKt3LpVdO9HsjbrHNyFYrSGBYIYlaR2GVM3mVEkW51Qq2q5ujFvzljsCNzsSSMzZldfe5VO12uVPLaosZ4i0Gm43PIDeK6VALHdUi5/RLBctO67xR2yvgJBlkM6gpQqZ2yWQpnaLPaws4lAouXicmmQQEBwMVF1HbWIQhCes1j+mSVTWrE45I6X1cXL+AkGLCJy2CiADp4UDa7WynFKHlN4tpVWRUjowHiPo5OjlELQF2JJTtcV1HXBNy8AIWVotXbBQjpDQAj1DhMZBiHi6NUESnlFoseJ6gjsYut7jxsTauJ0S2OFF6I9RkgqeSwoCHoVMgZ8bCX//551urf9re/G5zc211fe3J2ubaP9h4f8P/w4ovnn7zZP27tadfbq7+Zf3L3/346vzlFu/Dvtink52/mOv70XDL3bh9yaGYNolGNJwlu2bRrJvTKcal/Hm19IJaetGguOO2vBnz/myw7YOu6LxR3CMiDmtYSz71g27/hzeGhrqMnXFFa1gqF4EVEjibCVApULGIhM8FYBEZciHAZ0NrhBV6cUXEAV2IKGfNkjAfFhbDOr2MzggrFiWrdbXRBNUVwPDYRQRkmoZR2+Pkr7Q6Jt3qWZviolt3OWS63e59fSByrdM1FlJ0O3lRI/mDmwM/uj98YzownJB0+ph+DUJCyBcgM7jQcwNO/scXe+6PtnabxHxUPaGxhEKodziEKhWGQqkMmLB3F4J3h4xTXkqInWNGHZaBDjEqdw+42T1ODh9byyc0ULENkIbC3OxDZ06/BAbn0OiAhqY0GDIbR82gcHPRpGwGvxJHrjiR9vwPX9m198D3TqXtrW8qqm3Iyis6WlRxsLrhJAB4vKbpMBZ1HAk7XFVw6OT+Xft2PXPipd2lZ05CSvMUzEazDM4k5eRlfO/wwV3pZ184dWL/gX0/gDachTSkiQUgrRavsTCUJhpJCBWbaConpx5dSGTXCxXI/IKXM9KfrS7da9Ggri12eCxsmRAtFWHQuCqJHMMU1vJlAKmy0uNGJr2EFid51KNZCHtuRrovBRJdZulQwBB1SpJ+VTSuU6vJDHKjjIVwcgl9FsW4Vn495F2yGvvF/E4+2wxsCmBJbQJxSCIcCXkSXqNLLzSIKRomWgkHeKkoO6jGCawZlzBHRPRxOWtSwR7gEcLYRl19fpKN6NWz+q3cbhffp8La5AidCMSllCv4DSE3QyMF8RkVLjPFqqPZDTS3iWlS4KwKnJYPlTMaZYx6qwKtEUHCXk5LXOJ0Ue0uisVJsvlIsU5erJ0XTDCNVoTeAIlGOB4nRSGB9nfZf/+fHz/55neb619tbK6ura8/Xd9e3/j7gsXf8F+3jnY2t3Y2Nje+3Vj7cmf1z5+/d/eDuYEPJ7s+GWv/6XT3u92hFbdq2iBYdChfi9ketAbf6Uh+0JV6ry1+x2O/qFFcN+l/3Jr4uCX6aUfLT3rbbziM0wrBglF5zWN5FA/+6M7w9KzV6cCq1c00RhGdWcpgl+MIOWh0Ogh4TC6singJIRtMzsjyamqGksQpk2hJZRzXS7pktDYTcbFf19vBjCUwHd00kTxPIiiSC8rcMkRURVlpDcx6bb1y1qRBtBK2PByIvTPTcaXb0+8V9XiFrS72TJdxLKXsjwhnujQLfYagFi4h5huJxTER8LU2y4eTLe9OdL7el2w3K+x8qkFOd5iFaiWOgC/ujvIX+nWTQVq7ptGOP+oiHG6RViTFFS52nQpfwoAUWyVEHhUCrM07l/byqZMvoDDFdFZ9XeNxHKmAzM7hSIvwtDyRopHCrD926vn9rz577vzB9MwjeYVnahty0rP3n8/bXQdMA4BP0nmVMl4Zm5gNrjifdfTlEz/Yk7b7YNaBV7MOHgAUHxTSqhWyWhTidF7B/qzcA+lZGafPnsjNfDEn84Wa2pN1DWlNyEKWDMlUYAgCqMRMBxPKSfRagRgCbDwNqj/VULpXzq2fHvTzaY1sOpBJbyZRAXwxTKwF6+1orbnO5gCN94hXRm0LUfuE07hkT85a/DM+w93h1FSnJ2QVmiwcAqGGTm2yaRlJnbDfpk4wyL1SQSebkaCS2vksbV29tgyirYFxqhu9fHHQonerpAoGXowBe+j4XoUwigQ7AJUTPNoAHTchoF7UiZY1ggS6SVGa7oBVTtpFS1FDt4MX01PCZopbh9NJwTYduq9DFfWz5Pw6m4Hoc0n8TlFPyhLzyd165kDKPNphT3jEIScv5hcP99v7+yzhmDgQEZqdVJOP7O1m2+LkYAfPGaEYHGiXn2q3kyxm8tx07Ou//GLt6R+21r/aWH+yurq6tra58Q9asfFPWrG2s7O1s/Hdt39+8uXv1/74m49WZi4nvTeSnkcdoQ8Gku/2RO7E7K+FLQ/a/B8Mt77RFX7UEX6vO/5OR3RBL2sjoVI4xAiHfs2sey8Z+ay342HEe9muWzSrLrkNt8Oue4vxvmEFh1eCxpzFYM9jsVkcZiUGnkFEZBpkkOUR+0ynRs8sleMzB93EO2P6ywH9Tbf7Tqt3wa9tM5Ev9GqHOvk9XeyWFhKTmW43AMMufI+Hl9CQV5Kua0nf1Zjzfnvwdqv3bmfg4WDkUtI86OaPBEWTbaqoGW+WNsacxIvj9vkBvU3a6FVD9fTC0QjjFzd6354KL4b1837deNhyqS8ScosUMjSPC0Agzw+3SvvDnB4Duk+LiDEKWlgFozbMlJssQeWqKBUaHtRtYLCozYDq82lnfpiRuRdLrMSTqyrqTuCp5WxxKU9eyhCUKgxgCqv6ZPr307P2ltecrQVkgcBFcERRbv7+6tr9fGGV1Q5ZXLK+fTO4PKp0SJCgoqOFRw4WHT2Sd+jVouOvIurSSjNeBDcdsRqREiksJ3/v4aO7c/LPZWW8UFy0t6TsUG7BvsLq41QhWGqh4/lAmYWKYdRiiGUCCZjPqpNyG2iIbD65zKEn4mG5PFYTjVLD4gEZvAaJFuwO0S12qM+LXZmw/+ju4OsDqaWga87gndTbZoPmR1Pdl4biEYtAryKhIUUSNjTpVvQ61B0GiRneHGOSolRCkITtlvGNoGZ5frW4qIpaUOyi0nrc1k67wStlu7jkQYP8ot8+JGAkCYiLBtmcSnBBK1ixyC+bFZMKVoIC9WLre9X0aa9iIqwa9EmcUoRDhnCoUS4tNu5hhWxknbjJrEKZ1RSDHN8WUkedQoeSNNfnXR4JdQSk7UHpZK8j5uPbTYRwiBdPiH0Bti/OdiSoOhci2MqMd3HdYbzDi7M5sR4v4+qV7tXV3+5sf7mz+e3G+uO1p0/W1tY2/uGz8MY/fRb+ZmNrbWNz9fHjjW+/efL5f9yfHO7TK6ft+tci7hW36YrbdNGpvxF0vNmV/Gio53aXazosXIqrriT1N5LWGzHrFZ9x0aq+HXK92Rp9qz32esJ3I2wb1wmuhE0PO/3z4+ZAF4UnLWNwCnjMchIyh9yYpcDWtcqYA1rx9aD9hteSxIAu6sSvu3Ufx52fTSUXAtIxJ/dmr32mRd3j4872GueGLG1+jknS7JXDAgrEQlR5q9OyEpDdimvfGU69M9Y9b5UPSmlXXZIHUe3DbuPdTtWDBddIG8vrgumNdWYTyGGHy3kVXhNKrs3qnsBem1fPdnMX48ILAf7FLvXdaZfFBOAIs6CY/UjioYAe3mYlDUnpjyLeK3rlMJ3sJgATEiKHXMXnNqgteJ2bgiQVVTedLi47BkUUcaR4OAFQUJ8LpQIVZgSJWyjS10rN9QjqqYLaF0icPCwtC4ZIMxpQkPoDJTnPmaTnZvsxP3tb9tVvvBv/Evn6E8+jcZaJuB9T8L36U7vOv7QLkPYiA1JccPz5qry9OjHMYUEJeCUAwEtHj+86l/ESHFUEQuSCkHl1sIwGVA6WUw0i5GvsJLkBTaGX83gAIiK7qeKgnF5jEgMpuLMcRp5EXMVmF6kNUK0JwRECDGa8QYVbGAtfH265M9w6ppUvOSyTItGKwzYUsAz5zf1uba9DFVMyldgGGaLazcV0GvldRmFCzrjaEVyKe/rM8tmQM8mjeYHVCQw4iYNOy3lX7dpbfusFo+yax3gn7r4dd0+ZpWN64fW4415ncCVkGTWIuuXMIR2/S84I0BEOQlOIg+zUMAYs/LAYrcVW+EWIDjMjoSG06EmtZmpYgzewgUZ2c4ed22Fl9zl5C62GhZRuIiIbDgjGY9LRuDTlpIYsuJSfEXERLQa4w0V1eDC+ELJ7kNneh4m2ItwhoEoPGBlz/PG/P97a/MvO9jeb699ub327sfHlxvrjv7Pir/ivfcWTp6vr65urq1sbq5tfffHxyuJ8wDXjMF5ym24EHbfCzmWHfsGmveQ2X3JZ3hgIvzHhX0lop5zCOafsRsz6dnf0xyNdD5LB+zH/ez3JD/pTb/dGbyedd1qd43quWlRDl+fT2XkUblkJpwAAIABJREFUajYNl0tH5ysINT4BLsYntfKoizbtvYh7Usa+blc9Cpk/afPe73R0qfEdWsL1XtuVYcdoi7wnLvJZ8AJqKQ58Blt3jA3N8PNBl1v11xO6W0nD9ZTz/kDLnRbX9aDhnU7nz0YiP1+Mvzfu7PURHKparaqaw8lBwI8i4ceYxBy1oM7srIp3wWIuSMqJuNqpu91tXWxTjwR5dPJZMvU0ELqHxj6nZZXPJBWTKv51m76XgpsV89xEkAlfT8cV08hl4ZTUFeHCsDlIfD4Ymo1AFpidfL4Mm1l+Cs0Eqm1oNC2bKirkqSuY8kIcK11tBYtUAKUaZLXhkKBDLOK5eyuKr37bv/7H5Fe/9jz+aWDrVy1ffpK4EINymw6UHtx18tlddedeYkCKmouOVebugdafFvMrgn6iRF6akbXr1Nnv1zWlNyPyCKw6AhcAp5ZDKMWlzacI3CqBGqozYtUaBAp0rjjreWxzml7UJOGWYBEntKoGox6s0AB9IYbdTZHIQBopcrDNMug3dJul/QrRitc5xhf1CwXddk1IxnbxSTE1t1UvcHFxKgzAzkBe6Qx8vDx6bzB1byC1GPcsRN23elsvhd3vJoOXjIoVs+qaXTcuZa/YteMKXieLMKYWLLt0FxyaC07tzaTn9Y7Qlahj2qYc1YvmXbpJqzzJI1jRAB28SoOo9LHg7RqajdpoYzQFRAiPAOLkAL0iqIMPkeGrrBxQl4MblmM9fEiHkT7mFy+m9CvdlisD9qVeU5uLZleAg2ZM1EVyW3E2O1lvBKt1NaEYsrUL1dpF8IYgGn3DzFzwL3/5yfbWV5sbXz19/OX6+tdrq1+srn7zN1b8Df9VK9Y317e2NlZXt1Yfr/7p92/OTgxbtDN2w82o92Fr+EEycNFpmDOrlp3GZZf57cH4B9OJq3HTlFU0ZRItOzU3Ara7Ec8Vt+mttuhnE90/Gu+4GjFO20XXWkwrUY2MWwYjn2Qy86ikLAY8S0WqSimp8x7dzZh7waxuo2M7GfguLn5ax11ySCd0zF49tctE6bTSQmq0QdgYddPaE2I6uRBQvb+x7mB96R5U/XE+Imc8LFlu0c4FpRdi+ht9wZutjjutjh+Phf99qePfr3e9MWyZbOHF7UgWLauxYU958Us45DmfCafmAjp7eGPz6oSHkrBTRzyyuIhopDQosJVQwEEc6oxUUK6UVImguf0W9qiAvSiXDzCo40JuhIvjAvIk7Hqvi+6PsCXqZjI1n8urwKLSK0t2SyRNEmlzbtkejrSZJ29shJ3GM3NpgiKmtIjMyxGqamncIpG4XquDCph5ATv0w/v2P/9b15PfR7/7r/A3Pw8++WVs7dd9j2aFesp5wLnn8g89Dy89hAakQ6tPAyoOVRbvAQIPS6RVck0FGHnoyNlnT+fuzqw4CCaXEiXNKG4tkFZcgUhHscpJgjqVGcMSAkDA04CaQ0xScUuQa1HUQ+r2mNRNIS9JIW+MRNhuNx2DzLZpSTN9vvlWb5dZNmM3r/g8w3yxB4F0skkJpWDEa54M2jr0kgCfEpexhu2aW73Jd6cGrrdFbrRFF0PupbDndmfqTir2WX/XJZP2jt/5IOqbVovvx/wrTlMXhzKiFE7pZSMacY+UM6ASzNg0C27jnEN/waZf8dvmnfoeGSfGwkWY2Agb26VkTXvUvXpuVISNSXARMcZEAuhwVT4BMqah9jqFl7td83HDdFC5ENddTBovpoxzMdVyu/Fit6nLybAIGy3iJocSbJZDDEq0lF/NomcadFXRGLi9g+R2A9XqhsWFxFd/+cX2xjcba988+e7r9bVv19e/WVv7u1asrT35/09md3bWt7affvfdxrdfPfn9f74xOzFqMywHHA/bY291Ju7FvZe95hsh56OO+Du9bQ+6grfbHfe7fI96gm91R97sCN9P+O+GPVfcpjsRz2th271W75xT1qMmzwWkV1N6pwGCZ2ZQyVkUXIYYV+Tigcds4tfbA58MddwNubrZhD4uecYkWvaobqZsl8KasAjmYDc4BEApvpgESZexqw0qCBKWVlGyG1DzKgF2ngA+S2lKa7NSL3UYFxOa1wZ9d8djNzsdbw4FP52MfjLif2/UtRjiRPUQj7aJTjxfWf786aO7muqO9CakERt1eFTdOyZ169FBAykqp3Bq82G5R2AFR5rK98GbjvjtaCW/nFx+TNSQ6Qc2DFOpSQzS2QgYMIhEwGK9FNbTqeGJa9iCCgolh0HPFTCLUOBjfE6pQgqort+PpeRB0JkA0Gm+oo7KL0aQ0+rhB2D4M1hKpsWCsdvxITdmfkzz03cDf/jXtqd/jG190/H1LwL/9b7tDx9F3l6UddjABkaOkloeNhDkzEZUUzqg8hCw4QQMcZJAzpBqK/R2YGn9qWNZL7x67pncmqMAXF4dNq8CkV6FPE8SAjDsCqkWQeVUYbG5FGKhgFXdFhNF7Wg66oxBXh9yEXVqUMBDNRtwVWUHaosOm8SYfo+uVSeasVuGNapxmTJBpVmomFat+FJb5GpXfMip7zbKZ0O2yy2BuYC9VydLCJnTbvMFv3PKYV4O+S76nJethnEJf0GnvOVzrdiNb7bGrnpsswblRZd53qKZNqmGlMIOEbNXxuuV80Z1shthz7LbPKwWt/Fo7QJav4o/bJCMmWXzPv2FoKHXwOs1cIdsoqgYF+QhkyqyT4QOSnA9Zu6AXTAXUs+G1INW7oCV022g9VgY4yFJv5cbUCOtoiYFvUxIKlXzIXJeLY+eo1dVhgLNrSmCywnSqJoWLyS/+uIX25vfbq4/Xlt9srmxur29tr31977ib/ivOaitndWNzSfffrP+5Nvtr7/42a2rd3vbrscDK17L7ajnms9yPWB/uyvx6Xjfx2O914LWZZfmUVvww4HW97tTbyTD92OBN1sidyLuRau6nY9f8qtvdtmn/IJ+B6XDiLZrQExOIRlxTkgsDAqgPUryvF74KGh/N+q55zBctiqvuLQXPKoeA7PHyWt3cXS0WmbTOR4q1yIC6kRNWGh6XdUBYNPxesChqqp9LHIJpOF4Q/FePa9xZcBxbzpy50LszlL8nYXkL17rf2vINarD96pRMUGDiV2hZZcR4GmQxiOw+hM6GWRpxOvXktVqBEtYR0VXOtWMkFJAqS5ryjxRn34EWXWCDst0SZvNnCp2yXFhyWlXZfkQnmCorpSXlbSreSYKxKiAm3RIGj1La2ggY4/waGcGWwjTPay+BLY9DBNwTtfX7iqvPAyG5pmdJBKzpKpxT0nND5CEswYrrL1DYrOiWqOU+68F//RvPZtfTT79Y/S/f2X73ce237xn/vU7rgcLoolWSpsLFneSlsYcgx16nRwGg5+FQE/jaJlkTp7EUOmK4Qi8+pzqo0ezf3CyYHd23ZEcwNHTJbuzal6FUgqR9BKFHskS1GFwuQhEBgJy1qSGj8a4fjXIIKh2KIA2NdRtwJhVaAqqAF5zDl2bwYfWWOmYK/HIlM3SyRH48PhuvTLAoaXkwhGrYdJtX4mHryQiEzbzoF7do5C1Crj9KvmYQTNtMy/73LNW04xaMaNW9rBZIxLxuEI+qVZ289jTes2MUTsoF8+a9TNmfZeI28KhewmoAAEzrlR2cTkxIjFOJg5IhHNm/YLdNCAXxlmkTjHLS4Q5sMAwExOko2JcfKuU6mMjogJcq5zaoaDNupWLAe3FkO5a0jJsYrfK8INWznRIPuDmxbU4A6tWhC7R0MAWIcQiqQ+aoVEXKOZFO0xAgwp6eanruy//fWd7Y2trc319c3Nza2t7e2vr7y7e3/A/seLbtSffbX39xc9uXr3X177sd0zqpNeDjqte862w+/3e1EfDXfdSoZtR11td0fd6kg9bgstW3aiEPybjXzCo7kbd1/yWIQ37Rov10Whw1MNuN2B6bHi7CsjllcpZFQEVctTBn7EIFvXCWxb1J6nQGx7bDZduwSwdsQj6HYJWO9uqQEhxJXpSpVcG9ymQYmoFqPpwZeFuYP0xJrUEj8ri0cobyg4UndklwBYu91hfn47O9ZkWxuzvXmz59FrnpJOpB5+34gq08EyHEODXQq0aqM2IDjkZw93GuT6nXYqGQs8B4ecUfMRQmzNulDdnnS0+8sOqU3uooPNRM8Ena+52ENy4yhYGqAePnOeykyRCjEJSIuusDIRNi2ZSiyWSMqGoiE8/0x5B/vhh8Pc/7Xv3tv3KtLCnDUHC/jA//xVAw3mNAd0IPplb8r3a5n18aUXfsDoW5+h04AtT+l//bOKL3/Z/+/uBz39u/dEj7id3hL94Q/vmimgwUpuwN1jEhXxiTsxF7m1T9XfrTGYMFHmmvH53ZeMrIPwRpryIImgqa0rLqTx0rnhfbs3hfMDRE7k/OFv0w1LAERAqk86qwhMLG+uP1dccIiCzbVrkVIuw30+3igAWcb1ZBjKIm+1arIRRB606I6M0RdUcv5Aa4dINMFCKxZ62mMdd5jCfmRBz2+Xidpl41uu6HIsOaDWdUsmSzztlMYdplBiDOmU2LntdkwbttFp1wahvo1MjeKwXAfejEH4Mcs5kWPG4BmTiOatp1mxIcRitXFYbn51iM8bkykGRuJvL6xPwRxSyEYWsjU0PE7EJJqmFTbEjm2W1xarGMicWmOAQjPBaUtGpEAc96VRe8GouBvTDel6PjHqr1fGoLzDvV1xvsz4cj9zod80m1P1eXlCB80jISRO9y8ccbxd1RfAxN8pngzmM2CtLPU+/+d3Ozvb29vba2ub/d6t/7R9mUGv/NIP6bnN7fWtr7fHjjSeP1//8xw+W5+cDrotB582o56Ohjketodfjvne6k+/2tt6M++9GfR91t73fnnoQCSybdONi4ZhEMKuWP0wG7qf8S37Vax3Wh+PesSC710Pq9ROMIoBOCupxc6dD8lmLYFrBuKzkvWnVvuUyTDJwU0pWFx8XkmK6gxK7hYAk5BEAZ1yU+lYd2cFupjScg5UexDWcFpMrkm62XYmUUioxdaeq01+wC8CvDfuu9bm6EvyOdt5kp7QvwDBg8w2I7F4d3kYsa85+EVKyX0iroOGL6suP1RQdbCw5RocVE/BFVEZF0Cu5ttzf6jPUZJ8qOPFCedpudPmB5R7NSkpwMc7uFwLbqJVjNOgUHdUj4kUYDHJVjpoMErNraKQ8MT8Pg9yvE6T96IHz8a97tn83+IefhN66xLu5QPIYThfl7i/OP8Fi1hUU7C6pfInCzFPrmnoG5G4P3m5FfvpB/+qXt//1R9Gfvu/65KHwjWvE12YxdxZJEWs2GfycQZKtFWXBG/cKmPkCQWVLShhMsGn8kmrogZyq589X7qpG7qewAI3gzLrmczmF+wpLDlTVnkjPeD4756XiwleaG07BgWcZxBI2oZiNL7LI4EEjYSrGn0mIBsPc0bjIr0WZhY1uDYaLLcbWnbeJ0C16vouLt5EQOiQwQCd1yoRtMkG3WnotGZvzuAJUaqtQNGd3D2sN3RLFsFrXKRBZIFA/DjeqVi/YLTNGfSeH2y+WDkplCRpVWl7ugMLiVNqSw/lmV9ei3X63JXnFH0gyGW0czohGPSRTTMi0s2rjpEI7wBO3Upl+BEZVUWmqr+/l84elkkGJMIRDexCQHj5rWCpMMokxNr5fxeuRMtt4xFEVb0DKnDWKrwfNXUJiGx+34FVeSZh79IwAD+oXQO10iIkAt9LAYQWy18dwyWtExCwOPkvGblie7vzmT/+xs7m9vbWztrq9sbGzurm5uv53VvwN/w8rvl7bWN/Y3Fxb21pf3fjLn95bnBm16a/HAx8Odf1ybuS97uTNsPO1kPNBa/h2MjCuEo9J+EtG7SWzfsVivGwxXbGZLttMrye8N0K2cTN/2i281W9b6dKMRdgeeY2EVBC10a71u5ZbDKNqxrSMfk0rek0puGWUXVZw3+sKvt7mGvCKWr18AR9Q3nAEnL9PVp/lpDb4eVC/GGnlNFu4wG4vf77XGtIR1LRauwjqEkLnUvr7k7HllLk1yg5FyQ5VkwCbIQad7ZAjrqW0LRJ4Y8YLxSd2lee8fPbk944d2JWX/lJpxm4WplypACk0YL9XsDibGuxwS5gIXGNmTfae0uO75lulnyw4r7awRuRAZckrnpp0f22WCw1z4LAydL0AWdNcc4iMz6aTTqFgr+j5Zz7/tG3796M7nw+u/rbzs3uqu8vUiO18acHB/KyjGFRBRcWrMOQpvqhcLK3yh0g6bbNeC3z/jY7PfzX/8Ibm1jL/tQXUdG/FZGdVhy8XBdiVd2qXRpgZ9zYyiGlqSQUMelworDI4kAojUGppQtDPZdftqoC+QmPWwxAFQHBmYfGrOTm7Cwv2nT/7XHbGD6qK90PqTyMb03RicMRKc2uxDjlCSa9ut+LHY4LLw9Y7s/6Ui6Zh1VhlMAo0S0qqmWw1L3Z6klq2m4W2kaBWLMRLw7TJ+cNm9fVUbCHgCdEZSR5/wmTrlihauSI/kepAoKxQaJhMGteql5zWaaOuncNpYTCnDcY+kVhQVORBo/sk4mmDYcXrmdLr7yQSdxPJBJ1uAgGtUKi2rt5Y0+SBoCIYYgiF98KQbjDc3NCoq661AZtjBHwnmxElYENYVA+P3c1h+HHwMAM7oOKPakWTBtm1gHVMyY+RYD5Uo6GhyE9omrKKL8dMfQaWhwny8aExGTkooHv5mBYDaSjETVhhOl6FmFYkYzdODyX+/Ltfba9uba1vba7vbGxsP13f/N+87Sfb25tbm9tbWzvrqxt/+v39yZF2hXBQI50yyK/6bbfDrhsB+5JddzfhX/Hbunn0QQF7xWKYUyvm1coVs/G607ZiNc4Z5ResygmLYNjM6rdSOyy4qBbkkFR6RKCpqOFef3DSKhqX0x8EjA/d2gEccIACW9Fyl73yuaAibqWLufVgdEYR6Bit9mwU19gjJo5qWbfbHO+NJ2+0OxYiuimfwkIGuFmgqx32/3wwf3cg0Gdkp8Q4Ma9MrK3mUXMJzUf9wqYRK71Vhhk0MMi1Z4AF+9OOfv/E4e8V5e7BoQtx8HwutU4mq3F6kPGUcHTS2dVtSCSVYm5VQ8XL1WefaTc3vznEfW+Ydy9KDKGOKfJ/oMz7gQ5WHxXxNFQIIOdgdcluJiWPS0+DNT3vkqb/8qF7578Gt37d9uRfIn/+zP3WNVrAcKw892BBxrHaimNYZC6BkIFCn+ZwC2xOOIWYyaTljffLri5Y54aoPfHG8a5ar+G4Q3WYhtzVULwLWvucVnI2GWzCoQ5oFKUg6EE8+azOAWHLSqW2BiwvswT6IgBzEAHKAdadqy8/Aa/PqC14tejci6CSI40FB7HVp6nNmYzmTCmm1CtGuEUwObaEA8niIjOc0uYuH3MwKnApoeCyfUpmlZZdp2HWLfbaJ+PqkBLbY+MOuYTdBuagVThiUY5YlDE+Pc5jBmm0Tql0wR1IsPgOJK5DIG3l8OJ0epiMX3KZb8d9A3LhotuVZDM7RcIeidgIBMbotDYet08qWXa7xvW6YaXyTjwxZ7W40ShZVaWgoNjRjDDUNnshmCiWEsWSoxiyrRGkqagOIFBRDM4FBLpAoCSBkCIR4xh0K408pBJf9NjmzNpONrWPzxyV8qaVIg+0XlNVEMSCImToiI63ErNMOGRDVsGIQxmXcmMKWoueHFLC+4LUdh/FImsyKzDzo63f/Pfvttd2Np5u7OzsrK1vfvtkc+Mf0oEb/5QOfLy9s76xsb2xubP6dP0Pnz+YHOlSS/pUommj4nbM+7Al+NFA+4cD7T8a7XmzOzlrUEyrpdfdtgt61ZRCMq9RrliNVx2WARGzX8xY9KmuJAxTAWGrDu2T1DslVRE5etStnPUo2wT4Njp8Wkqbl9PGWOhuGmRUiJ2wcYccPJcGzaCUNkLTikHHFOjyTgZiSEFbdiuuxkxzbnmfjjlg5LQqyQZslZsJ6jNzluKGuBSngBbRSk8Bql7BMzOlrBIRMS8gBHYqMG0y7FJI02FlS/CVZbmv1FQcFgtBOh2Ow6gVcZt0+iatvs7iwPSPmEJxoclGEvIq8MjT0OJnLayMpSD4QRf5/V7+zQCmm1lsrNnPKM2CZ57NP/z9vOPPghuPMqn5dMJxLHR3SJP3y4eend/2r/0i9dVPg7/7wPrGVUbSlYFoyC7NOlFWuK+2/GBD/V4ev9jrx1htEDL+fHXFbiYxXcbLlzCOkeEviKkvkCG7mMhdXNyzOsG+oDWjvxU+0IYi4w/KJXlo3AmzHeyJEPiqCqayGMvNIMlza1EHwE3nG2vSAGXH4Y2ZTeUnAEWHiY1Z6Jo0bM0ZOjCbVHuGWHtagS93CMAuIdTKa2LA01WMipidNBgXudQwWPWrVmlzb1gwnJSOtcjNbIAUU9htZy6mdNNBSb+VZSUAQ1x8p5LfoRB4KSQviRRhcMJ09qBK3y1RtPEE/XJpp4A1ZVZfDdunzKp5lz3JYbULeSNaTZdENGe3xOjUABF/pyW56HJ0CfkTet0lj/uSx9UrEbngyACKpKmqd4IQbTROD1fUyxW1UZlhDC5JJLfT6HE8PoHH9XFYYxLRtEI2pVFMGtVXg+5LblsrnWQCVGkri9up+G4WeUjMmjMp4nSUC9PYpWSMWESdanqvSdRn1XZaBK0Wmk8JbXVjOwLUiJMQtDEXJjq++/K/djZ3ttY2d3Z21je2n65t/0OzvbP1T0nybze31tbXN9fXdzY3dr798rNrl+YDzvs9qV/Oj/1seuhuzPuoNfwgFboZ9az4bDMm+ZJDczPsuOwyLJo1Fy26y3bjis3QK6C1swhjet5yULOS1M0ERW16jI1T4WdChtSiGZNsRMkZVTKm1MxBMb6XjxjWURb8orkW9UBIaFRCcbicBuiZasRZHx/Ry8Z28/E3gsa3eyOPugL32j03WxwzLsWQiTfjU055Ff1mngFXQyw5ATr7Mh5zXqAFKHnVSmZFSkXo19JTYvyggdvvlilIACDgDB5f7Apw1GYsk18j08JstmYu+6xIWTl6wRLoFPB0zST6eSj8ILj0GT5s90Kg4X4n9rUo6m4SP6qvt6NOcAB50Jy03GPPZR55pqLkJSI2XS0qsKrKWswVP7/r3vjN8PZvBr/7Zeuv3rTemKdEHDkiSgO6oRhUc7y55ggWedxph8TjZKm0VCKoyM/+ftaZXWU5u+qLd5Wk78I07KIjnnOpDnYFc5dGkJcmcAtjlLEejE6Vl4zC/AH44Iiod1TiTxLFpmo4/TTPWF6D3NcASKsuP1FW8GpT9emmkqPAsuMseBGpIRNbcZLWcB5a8Grl6e+jK46qyFUeGcItRxCQmRRsjkULH+3VD7TJdGJA0ILqT/KHk1yHrBZW+jy+bm+HHbHUJZ6IkgfchLic4OXAu/S8dhU3wmMEmTQLChvj8S+H4z1yZZLL6ldJOsT0NiG5X00b0fMvhr09SnGHjD+gU/SppFci/iGtokvCu5kIX/S5RtTyUY1yQqeat5ouuR0zRmMHV2QFwRxQZIxES9FZ7UxOgkwNYrApCqWfzx+XSSZk0kmZZEIqGhZwO5i0KJU8plFe8brnDNokiaCrKg/CISkyvptDTTHwmvpSdtF5SV2BorlM1FBgJIG8MqZLgrOJQGp2hVVV4zKArVqgXU+4MNn+7V8+397YXn+ytr21s7a29XR163+7B/V466+s2Fjf/vbLn964fDEeuBLz3U+FH7aGL5hVd2PeR22Rq37bstt8wa6+5NNe8Rsvew3XfZbbYdfNgGPRqF60qJft2jEdr1NCbBGjOjWECR/vcrd2zq24YNVdsKraWLgwsbmdjeyT4Ye1lKsp7f1h98V+S6efI+bUQkBn6oEnmzCZCSWpi4cLUyGTJuHtVtfHU50/WRy4krBdbrHdGwzfGggutVjaDWwBuACcvR9VdNRhxaqtMCzoFAOeOezg3+3yznnU3UqGhQWlNudS8KV8UbMjwOQomriKRouf0pqicRhn8PSM3gmtt53PM4IFiiq+uIQB20Opf2bYVL4SBE0Ya+6mKMtBQoxbokRW48qy8k+8eGrPruK870tFVS0hrM/cIEAemIqjf33P/fgn3V/9vOPD6+qh1ma14DAVXkKGVsIbThMQmTYzMBEnGw31HE62zQQtK3zxxP5dmSd31Rc9U527S0TeG7XmT3fV3VkkfvpI9+Fd5cPrqlsXxbMTvDs3rAMD3GSKODgp6xkVW4JwHCedKs9rJhxpAJ0vqzqenb27qOBASc7e2pLDFEgeGnCOUJ9OBWbV5+zJO/YMpPyQjFpllcGsSgSbWYFGZpDxuTYDqisp7Ijxkj5S3IPvCpG9mnotMythAd6fN/74VuhHr3nfXnK2aslWakO3kd9vkfbo5X4WFZuVxamsHDNbI2y2m4AOM4ktfEKSj4uyIW0S4mLQOWrRjJg1YxZNnEvrkgtahewhjXTJY+uVCnol/Dmrcc5imNAql52WW/HItVBk3mqf0puGleoJre6K17fick3rtDNazbRaPadVj0rFPWzGAJc1yGX2cJntfO6AVDypVU+oFL1ctqUBICnMNdRWJslYU1ONAVhlRzVqIVW86lxRQ6GZCnXKaDYJ2iIF2dXAiBse9xM9dpRJi50aSXz1599ura4/+fbJ+ur2k8frj5+s/29asbazs76xsbWxvvP08eZ/f/7Ohelhi/Z+d8tvlmc+6G+fMyguOvRLdt2ETjppUMy7lEth5ZiZN2rgLTgUN6OO2xHXJbt+QiWa0ogXbKppk7hbSmoT46Zcwjcng5c9xhWj6brX1sOj+ojNMR4yIkXauYCeIHuqR50Ksw0qIAmXA2o+CYelE8klMS11wMjvNXKHrMIxt/zOQPi9hZ7piG4spL7Qbu8PKuMWtpoFbCo5nHPyGUxzZn+fweGjIupO0kCZIzbxnVbfuFnuI8F5sDJKc75ICFQa0IYAWWyHa0M4Y4LY3sagYY8VVb8gNgIJcgCYV0Yxh1LtAAAgAElEQVSXVYt1jQZBPr35hxF25qC6ol1acSXOWG4VJzQQLriw7PiLp/bsKst8mUnNDwepCT+WTTwDyHjGJSi6OyL50wc9X//rxFuXLS0hCI9xAlh6DF2X3Vx5gEXI7e1gRwIoGuW0TFJsM0FrynafObgr8+Qz8NqXsY17Aoaqy+OCN1eYn74u+fVHtvdvSV+7wBntgIacVR5rmcVcqVAUdA1wggmsyQeWm2vo0lw47XQTtbQMnnmudH9G2YHsor1lNcdQyLymhjNEdAEBnV9T8Wpp4cs4XK5KDTOYMBojiiFqQJAKapqO1jYe4XBLImFa2Iux6gAKznmTJDfhqF4YoL55WfnJHfNvPwr88bPOOxO+kYBgOqpp0zNdbKweD2HXVCogQC+D6qISjBigDgmICdE9OlqI1xgVwsZd2h69qM8gGberI1yikwjXQ+uCNEwrn2ZHNbux4A4+fc6imbNouni0Pin/Ujh4K5W8EY/N2CzLXtfHY8OfTY09bEsu2k3dPFYLFe+GNVsaqltImDEJd0qjmLPZpoymfokkSaX2cLndbFYXixlAISzN9erachu8yUdGOolQOxHiJMPsfKxZQ5ULgAJOmVHXGA2j2lqZ4TBJp0WMDoe+/OI32xvrq4+fbK5trT1ZX1td+98uaj7d3l7bWN/aWN9ZfbL9xR/fX56fclsWfbYbIdebHbH3e5K/vjD+2Vjvw/bo9bD7gkc16xN3KUldctKolnvJo78RtF33WidVoh4edVDGGtPwp8zCabt41iOdC0ouGBW3HO7bfteIjNvCw7YryVEVysKv8+jgfhvGqAHJJXViYZ1U3KhWwg16nFuK6THyZiKGYbesw8ieiRlujUZXer29PmmPT+ZU4ITEajggrTDjpcwzz3KoNYmkRK6GkCBZSnJtl5rVq2D7yXAtqFqEqOKhq0RikMaCU3mwugjJlCRzrQ1eD4JHPlfVuI8urQGzSysJ2fXos0DsWTkjW4w+HmbndEvLLeg0EyrNI6i1cWt50OLGzFcRtaesSpTXgbOa4TpZJQF2CJj3jIZ0dsAFeW/B8um9yEwnQ6cowCH3IWvOomozYHWHlf+Hsbf+jgOxsoSdpJMGM7MtlixmLhWoGFTMzMzMpGKQqgQlZlmyZba7Dd1uDDSlk8kk2WymdzKzk2wyyYTbtmxJ1v40szlzvpPzvZ/uP3DPPfe9+94Tdo0OMS36zgHscZWiWS3v7us6eOni12qKv8bGFZklbZfHuT/6ILL965GtXw/95V/SP3iseXCFN54AOvQ1dMI+iajUbu+aXpAYrN0qW481CBPqWvD8cpyyH8LrakWVd2AqexDlMEI9hdEJgZaRSI1YTHVX18me3tN0brtSj9RYcSozFstsJXA7sLR6IOICkVLp8xEMmk6ZoEZEP2uSVY1GILcW2O9uCD9/pP/1jyN//rLwk7cnPr+T+/aV7KRHqsIAJLAuJ4MSEfPcNMqggOWiohTQ1pgYU7CwfKyuQSFswWcYVvO8TGxUSE6IaTkVN8zChZkDcQ6xoOJPa0UJJmFaLbzmMo4KGSkOddqov+Jz3wwHVxyWdbf9o7H8Z9Pj3xkdehQPLWoVa2bNil4xI+Pfdpvfi/k37KYJtXrJaJqQy6MUSprBGBcIrtmsWQZN2lin7mrRADskXY1KSLufhXNSkSoyWCXF0YhNSNgZDrvaaOwIBLEeL0ahgExPBv/wh1/s7r58+eLF7svd7a3t7b9py/5t/de8YmfzxfOtzc3dzacvf//bz29eWfJY30yF3s0Mvp+NfG8k/mkh8yjqezcb+WAoseAQFeyUEQNpwS1Y8yquB3Q3fcbrTv17yeCDkGtOwR9mE/NC8rJFeidifmfE88DjuKsyjrMZblifFQ9w8aBOFSLsITtdOJ0JYrQgfSHq+Kh2ZcG9MGEfispHI+qNyeCNmch00jQaUk/GDFMp88qYNx/TzuQdFj0ZAiopKX+tsm5/dfNhvhIhkkKg8BIWqiGioU7oREEiQtvXpu5tlQ/0igndXCHAHKTz7BCBF8oPgJHqSwY1wCjsxNMb+FoEmNvVSm1uQ5Z1o8oYqBIBstiKLktzOxTgItCZr8EaT6A7L0S01KCSFLLSAlYyg1LHYtTZ9UCtuBlW/wqxYy8XeNwvbMu4sBpOLQZ1CgI5TISUd1UdwQJP+cxIrwMsE1VyWSVcdhmbdgncc7ix4utN5V83CHtmM7J/eC//+5+vb/+fkae/SPz+f0a/eFv54R3Z6hg6FeymYV83aesmC/S5JYnNDdQ6eoSaBpW1W2zpgltRIAO8V9oN10AGVGCKHs7SwvsIVXheRz+pphF0qhVxHs5rwojbido+kWeAJAPjRQCyuIci7hapAeEkky+ootPOcqlHuJQDTtW58Xjn9Wno+zdonz9kv3eNtTGu++Ru5ou3CvemAy7eAB/SJoWCeIBOCxHnouNNAyABoCYkgI4ayX5OR0qBnLLLVvz6MA9nJQDjQuJ60DisYEY4uLSQUlBzF83SFBc/qxXcDduuuXXXfZZpi2HCqL4RCzwcTr6Zjrw7mv54ZvTz+cLDVGhBL7sbctyPuK87dQ8j7gdB24xSFOfyInRGjMGM0ugxKi04MDAjk02IRS4kzADstqH79TCAHNxuIUBNeCgf18UWQPDkWgjiBJNfJdPVW9xgkwPMFXaMjDp/97t/2t3debn9Ynd3d+fFi50Xz/8uK7Z2nj1//mJzc/fpV0//7V8fz02N65XLdv2SXr5qVN7z2x4MulZNylWzekEnTwsJM3bOlaDyzZTtTtRyK2i6F7Td9JjuBWyPY4GHEc81p/6qU3vFpXkzav9gLLyklrm6+wxdbWZgp4PY52SBNezOsJMQCpOtHpQvQhmf0929l3r7Yf7WWmQmZ3x7I/3lx1e/eDx3dzG8MeNdyBsHXYyQixEJcKcmLB4fE4osvVDxrQtVrzYDznBVMDanBw2vEJN74mZeUs4WdzVBL5wAnT460HWJh+sRi6E2H4utBZIU7ShxNVpWQyAXUwYuIohVQFxFE7K8AVXVCDzbj6+hY0sJwGP4pm+qUOfYwHPNJ77eUfYGov30xohrI+e0ymGInnOVJXsGMEWpMM1jQUBbDraXfK35zB5MyyHBQDkdeYGAPkPEnkO2X6w5uQ8POesxQo3aJomgVK1qolHPD6BLkP0XOuoPNFe+GnGg378b/O2Xk89/t7L9m/z2/xna/OXwr/7B9/NPPW9dZqVDPQz83mQUsb4iyw5RQlG0ww8Ho44qjZ3hIQbdg8OZYCglhG4liFwsqZcntTGxPCBN2g+jNLcjirrRJUBiJZBUhRV0SJx4vpuEV4JwvFaysF2tA0WjdA6tSMAokrLOsgYOCCj7nNqyuVz/g6ucq9OotLt5Ikx/sOT8YCP65oJ3UEdWUXo0VDADXCdAtStJAB6yngQoDmpQYS3SLe+JmnB+JXMmYklbxT4JKallz/o0XibSiOl24oGi9kpdX1MA37+gFW04dDfdpkfJ4KxFO6IQrntt31+c+mJx6u1s9NPp/I9XZj6bzF13m94KOe/5bQsqwTWr+qZds6yVJ5lsNxrtw2BTDEZBLJ5TKt5LJt5NxoZ4TAeqP8GlJvg0GbiN2VolBDQK0B0iLlTKB8uE3WZDv0bTodX26nRAJqMlmdD9+lf/uPvy+c725u7L3a3N58+fbf69xMdfn28/33yx++LF7ovnv//y59fT8bxCnBdz4xRMioqbErHWjcoNq3bdpL5i06/bdG8nAh8OxzachimlYE4reSviue4xD/Npa3bNu5nwda/lzUH3Vad+3a6dUQknNXIdtD9EHcjw6VZcl3WgTUtrWshL5pc00VFGakYwflW/tOGYmdfPjmmuTtlXc7JHy9b3b/ouj0tHMrREFGewdSlMrTJ7t9YPsaWIhiiOZeit6juG5LbwrQjaQDupr54CaWEiukl97T2VRVXHDpYd3ld99ggJ2m1QMaRCrEgKo3G6WoEn0LSaNtShBtirCMal6q6DCGIjmtRW13K0F3wRSyyFwI+BYftAkFerKvaUXPgmBlYccBAX4urZoATRsr/q+J7myj0wwAGnbcBqxIIBlefPfOvUka9VFR3qbTiJBZZS4efQXQewzRWE9joZvU7Lb/C4mlTKizJlLV90iTDQQqX0AtqL2htOLM4w/sePwr/837Lf/Er2y+/rvvxI/sNHwh8+lnx0VzSZ7DGrSn3WhhtX1BuXVSE/MpOixqKU5sZv8rn14wVZbIRj8KBEOpzMSFNYtRKTiqdTcjRSOL2/ub+uDVraBS9vA5wFwcu5vH6xFge2AlGOfry0DcW6pGA3BAxQFb7IL++wSuqVzDIC5ggBd8xq6Rkf4Ya8KC61WM+uLAwS3rnuuLdmHIqTIgFkOIJ1uiBaKyCYJPE1rWhGUWCYQZc1UCS1EitC4dJw1RyNVZQe9ixMhXMRrUeMsTEhEQ7CgesO4cDzSv66XjXOYcyLJTesxlWzfM2iWjZIfzQ/9s9X56/ZtB/n4g8DjndCrlsO/TWj8rpJlRxAZInoMTrhplG7LJJNsbjpAUIcgytwOdet5oeR4HW3NSdmDYtZo2p+hEeUQ1pZ7ZWk+otKZHdKK5oLWa7lAgW/yq8kWsUouworoHZH/JJf/eKT3d2vdl4+2d7ZevFi+8nTnb+7ofpyd2tr5+Xmi93NZ7//+c/W4+EggzyhFF93GO/5bA8Cjns+2z2v9XHM//3J/HdHUg/j/g2nYULOzQloE3LuLb91WiUcl7BveMwfj2du+20zatG0SjDMo+aF9BmdKsZi5SW8CaXQSQToEPUaamPGR8yNcJMFdmZGODjOjqSZySy/kJFNxmWLSdH1EeXaiGwiQk8EcOkYMZtjjE4LQkM06yDKEMKExwThcanQApc7B5ReEp8NFhD7WNgeRGdVe/mZhvPHqk8dLjr4etXpQzhQm15BFfORZFo7kdbS1X+mF3muD3+mB3esBXKiuvMQBFuPJXf1gku6+s5DEWfA/Ufh8MOA3ldaG78hYNWkwly7DsNH1Tj4YEzXkdaSr/U0vQIF7Nep+h0WAri3/NzJV07s31N2Zn/HpaPI7iIK9Dyu5yimqQLXXM1ClRiFrV5Hq15TJpFUK5UtIm4/AlLbUHmkv7vk6pLos2+7Pvku8TvvIz++y3iwhL4+Bb2zgJkbBtuU5xzG6rUF1tI8vzBKCwQQo6PsZIraC3iNxa4KhPG5BXlyShLMaZ1xpdympMnYZAmbKuWACL2N4EstkIstwPO1LYd7IMVyxYAtIOi3gEHa7n5mTQ/6HANbPGhFx3SgMR8hoO+R0kvopDNU0mkK+axcUu+2Quy6Hiu/thDC313SXZmUZQYJqTAu4EP5faiFy4bVa/ZQmi5UtwfSdKkRoHGAjX6KPmRSORW2oHZoLDA/PTiaMkcM9JCSOG7kjGqZkwrWol48KxcMYpEBOHyMx7pi11y1a9es6vfS4fdSwctG+RfjQ/cD9jsu44ZJdVkjeeizLcsFK3LBBJu8IOQt8CVjNGYah88SyNMC4bJKPiUVJumkOIMwoRJlxUwvBZEU0yYtUhWsjdfbEFPy8lZ52si3cBFWAcKnIZokcA6pfSRj+s2/fbG7++cXm3969uzpi63t7Z3/T7P9X257++XzzRe7zzZ3t1589et/e1jIZyS8VZv+4aD3ftB5x2m86TDcDzjeTQTfSw2+FXZvOA2rZtUVh27VorpsUX+Uj7+TDN4J2K+7Te9lBu8GHbf9tveygxNyrhsF9OExXgLBhgBFaQMJPnZUTS4EWBkvUa3plJs6jX64zAaQaXpsNlTcRRs0ELJm/JAekzFhxrzktBefDhJHctyhHHtkWlpYUgeyLG+KpXRgZRa0NcwxhVh6PdnnEAZdUgED1t1QVHXuYOmxN8688fWyU28AWyu4NAgO1dzVfRaDr0XgK7ogp5uBB7vgx6tbD/bCSiGIegi8EQqr6eq6CIGcAQKOwMCHMIhjDEKZy4Bw6QagHec6yr9ll/TLGA2wrgPgnn2Ajtd4rLaAlwUF1Jw7/q0Tr3+t6Oi+xgsHIY3nib0XsJ2n4FXF8MoSeNMhLavFqW/WyyvYlGKtokvOR/a2XGwsP0yGNy4V2FcXOZfnm+fGq2Yz3Ys5UNrXaFOed+nK0qGuxWnam3e08/PcZArtC/VPzvASWeIA+aRQVmNy9sVm2J4Rqj7MkDpITA2LLKPSlGymhovm9PcNtIIHarpgJZfqDzS3n+KyoAY7G+vC9GuBWGE7CFc2ADljV4Ajmv6IHmKVtTIwpwWcCrmkfgB7ik4piQWJi+Oyghsb0fQWgsTlIb5H30fHnhlAnxQL6+MpxtikbGhcbHEjQ0mGK0TIjol8SaHIpdQPGu0xk9Erl6tJSiU+4uDlAvIhM2fCIR7TcHIyxpiYPSJkL6qVb4W8j9PBtwZdG079ilExIeVMyTgf55M37Pqbdv0tm/6yRvphInjXYbxjMyxIOEkMKoMmzHEFi0JJgcFKDxDiOGwUj4ngMUNc2rJJPWeUpQSUca3gSsAUExAdFISPT5EhuwXQFhGq1ciB+DSEgIlskKIWJnx/+O1Pd3e/er75x6dPn2xtbe28/LuseLq98+zp5vaTJ7vPN5//9tcfLsyMa2QLRvWaWb2kkSyrxXc9lu/lEt8eil2x6ee1khWTcsOhvx/xrNu0I0LGNZfxpteybFTMacVrVs2yUfFm2PUo4Z9S8IMDMA2gy4snuDHQNJs0JCZO6GlXcupcgOL3YbwRrNYJpssaiNRyOqVaze6w8kE5MzkqghjJDSZak5RUpWI3+J0orwdlc6OSI/zMhDwzqVI7cOYgI5CW2wf5JivD75dmkha/S8qhQDobLpadeuPsga+d2v/1ynMHsbAGLKIRDCllcbop7JY2wLHqtm91w47XNB9A4xt6gRWNzWf7ACXtrafbmt+gEMpMmp6IHxvzkln4yoaSvS3le3tq9ybdjLiPwiSUQvsOtzZ9HYcq97tZSFBj0cm9p/e+WnToQPXJvV1lJ1Atp5GNJ+AVRcjKMkD5qxpai1vXbpLVkNBndbIeBQcJaLrYcekkGdaQCaGGw/2ZyAWPZa+I8pqIuo+C2kPHvRp0Nq8vsW/fUNy4Jh8rUHyBXpcPML0oyE0wLZ7ecBobyxNDU1RtFErT9CG5LTBmP4INR3GxKB4WzYH0YBt7UZVtoAsV1XtrG4+QBrokSgLWiYPp+hnq/gF2CwZ4houvkuMrucjzWn4DA3tOLmk06nuZjAoBtzYaIM2PyK5nBQUXruAnFgIkrxag5NRJeHV0Sgm4/7DOABydUsaz3FCc4Q2ToymWPcSyDnvNSZvapxDoGVwZVqklRbyi4UHVZEh1Le+9GrXNO9XLVs2yRXPNaXsUDz2K+zdchlmNKE7FOuGABA131aLOc8irWumGWT0v5991mVZVknWtbE7ESWLRadRAGj2QxREnmOxlmWxOLIrhsW4oOIRHjghZV5z6RYsyK6bn5Zwlh2rGplShgNDyk4ye6oCMmLJyAlpSxMawqnDTo84//Panu7vPdnaebG29eLG183x79+/NK55uv3y++fz5X/+68+zJ83//9UeLc1MG9ZiMPypgziuFtxyGD1PhT0fT7yZCqyb1nEp02ay6bFatWzXLBvmkjHvNabjhNo8JmVNy/pJetqSXvZcOX3MaVo2qq3ZtmIyfUCqXTOoFnSzGQgRpfctxydKQZGJEFE1RlfoehqiOTrlExVWoqO1JHSWnIvnwXSZMo53cYaC1WLhdVjmQR7lEJVUQiJUkWr3RjtOYcTYfyx+VZketvrhSbiJL1HidhWEys+k0UHP9mfMnv3Fk757Th/cAOi5g4HU4XL1AAKTQm/sg5+icJp6wra3teF9fUWPdiarS/e2Nx1vrjyDBp6ZH5R8+iD+44bk8oR8AnTm0Zw+s+WJf++FYiD09odYoe4j44r7eg0homUGLh/e2lJ06dnH/kdKDJ6oOHWw6dRxYfgJYdgxdWUmqq4dWHFTjW8P6fru4DQ88rWZ3OeUMVEd188XDsJbilAszGhmIuUtl7K/3dOwBdH+DgDvocXZfv65+cN+6cV25ui4JxsF6e6PR3Ty6QB1fZmZnSEPzlJEVRuFN+dhdZXpN75mUGBIqdVimDqlkXgmM0VUHvFDdfqSifm9R8Tebmk7xaAi9gYMwYUFyCEUGpQmBZEQlEVIiGagRYqvcephK2CaVtEml7Xxes1zabdEjfEbUiod6MyFaDrMGZQC/Cjib4o8luUZlj0zaEYsxp2cNXj9JpQG5PYTxcWUyrzXmPKKAkmPnyQMyd9bkSemVBjJPAPXZOFNZ2+Uh93rGczsTvBZ1bwScNwKOVYt6WiWcVPCHedQUk1CQsGcUgkE8Is+hFoSsYQapwKUPUfHjbNoUn5nEYUJ9/SkkNoPBZ7GELIGYIRAiaJQD2GvsaYsS0ZfN6qsOfUHBnVBw113aGbNcDusmNpRIoK0xNX3UIx40UM1iOBPbFPNLf/mLT3d3v9rdffry5c7W9suvnu2++Jvjgf+F/3NDdXPr+fOtra+ebD97uvOnP/zkzs17yciSWTMmYKwZlY/Crnci3itmdUHMHhEwlnSyh1HvNadhXMRc0Eiu2fXXXcZFrTRFG8iySXk+bcUg/+nS1HfyiRtu04ySn2JS5/S6Oa08x6dHGfAxBenxgu/9jWA2RtcYesSKdpGyXSbsYOKr2bAqNa4tQIckmfAoBxYXIbNG0lSQn3SRhfR6FOxMaek3quvfEMn7PCGuJ8S3uFmpnHlsMWgM8EjcPq4c5fJLLFbuAKa1quxg8dlXzp/4WmXJ6/WXDrQ0HwX1XYQjy5RaxOKyPZsTEvDVdTV7y4q+VXL+1fqqN/p7z45n+f/25ZVf/HTh3lXT1Vm9UdxZffqbbSX7Opr3eVzkxXlTMECSy7uYjGoirp7LAHQ3Xio+drho37GyQ6fL9x24dPBgy6n9zSfegJWUkOsb4ZXH2H0VARVEQ6sH1b9B7S8bNIrxvY0lh77eXXlidJA+k2YGbWVi5quAvtfU2tZkCp/P065e177znv/qTXVunJjIoYIJsMnXMpiDRQuoWAFjT/S6h8CqRJd/npS/ac3fdEYX/b6Cw5mzG+JaDL+vGVpS03GkrO6Ni8WvtLadkwsILrcSZ6NAZDAct48phkoYPWRYlU+JSNrIMQ/FaURwuY1MVq1S2afXQjVysN+EfTMpux0Tb8RE025K0ozO+SjDUXbQhXPaMdmMMJ0RKlUgDrfZZEYlohxnkMPzKzQps7vgiy3Fs6vx0JhTbqGzhDC9luQys/1aRsIsXAiYL0fst+L+a0FHTsAY4tPGJOxplWjFpFzSy0cFzCyLPMKlx4mYJBGTJGJGmJQCh55jECc5rEWueE2iWBSIR8m0FBYXx2CiaFQQAQ3jEOMC1opBuWSQr1pV1z3Ggpwd45ACbLIGDWB1X6J0lGnIPR45Ts3qRfUWe82sL3/6we7uH3e2/7q9/eL51s5XT1/+PVZ89Xx7e2d3+9nmztMnL//0+y8fvvXBxMiDRGhRK52V86+aVddt+nE+PUJA5vn0goj1KOr9bi6xqBGvmZTXHYYxAcODAAYw/UEsNMskXDYqfjCV/3QsMyFme5HAMAGb5bInJLwchzoqJV/3KT65Ev/OtcFsmGaz9ptNULG0g02sxQMvElvODVSfdKF6FuTcUTElSAbnNNSbWfN8UuXVokEdR0rO7WHQ27w+ZiypjKU0gUF5JK6NTVmdI2qlhy6xk2whoTcqU2jwSFRtWfHrxw/vuXB6T0XxKw01+2qqXgP0nJmddn3/s6k7N53RIBXQcehS0Z5zx/ZUXdyjk3T85Pv5//i31R9/knhrQ3m5IIw5oXTY+faSb3V2HVGbkGPTGv8gRabsEYjacKg6YHdxzYVzp1/ff+5bx8r2ny999Ujpq4eq9++teuNVyLkiakMztuYirv5CQIKUIGvaL3wTdOmIS8zAtdeW7P86uPb8ZEIctWPVggsOfY1YC0hPqIYmZWYPKjZMv/c4+PDDwNpt7b33rdcear2ZXlO42Z7ujE7BjYnWxBLOOAZyTKMHL0tyt61TD7K5G3FzVkNUozowFXXgs22Qs03dJ8rK9zY2nhbQcTaLnOkToVQD/YROphCpESD728/bJYh8SOyzk1xWPIVeT2M2GU1YsbiPQW4OmUjvJjS3fIKHWd3jMetciJ9zUApJSSbElgq7HNYBpRxEJdfyOR1mPVotBvJEYFXG4p0bjK5lBlcSgfmQf9rvGXM4h0yuuNrk5GsUJJeJOx40TIVNK1HHzXTghs+2aFKNyXhTStG6XT+nkY4IWLfc1stGtQcBiQygEkTsFYNmTiZ0gHpGGdRrSt0Mi5fDk8apjDWFckOrnRUKRpi0Ap81JxNOS3nDbPK4iHnZKM9xyVEGPiVm2/BQXncNtuYMF1xt58MtQihnoCUX0/7qXz7b3f3T82d/ePLkq6ebL5483/2bFtTu9n/7Qr+583Ln5cvtZ893nny1/bvf/MPNjVvR4HvDyTeDznEhY4xLWVAKlzSSBY30htsywqNds2m/l0tsWDUPQq5Hg55FjWRCzJ4Qs9N0/JpJ+U7M/34q/DDsLghZQ0ziMJs+zOPe8tguG5XjUsqslnF7SL+elcc9eI8TZTUj2OwGFOAsD1OnxXUqwI3y9poEAZHl4gep8FmH6Ltr6dmEUkCo72rc1w885fMxVVrkALlJqkL7I4pE1mRLSFQRtjbMMUcFJj/H6GY6vVyTiVxdefj08Vea6w4hIWVUYjOo9xwaUXnn1vA//nDmo/ci19bslIGiktN7Th7c09e2Lx3G/+jT5P/8h8zPvh/7+F378jh70AYw8FsY8IsQ6FmNBR1Jcow2BF/URmPUQEHl5RdeP3dg/4lvvn72m0dL954tfe1IyWuHKva+Vv76N2HFpeyOLnJLFTbLHTQAACAASURBVL6h2CfBiBB1Tae/0XzmWwoyHNlSWXzgFWhracJDl3OahMxzU6O0kUXz8ILJm6RrnPDBIdq1++5P/jH303+Z+fR/pO++b/UPA03hFvdwX3aZkF4l3f7Msfhtw+hbsvgVZea6ae6dkan7w/q0EsLtroOeK+081Ao+0ww4VXXpYG3tiQE4QKPms7winJaEYYCw5B4Grr25fJ+OA0x5uDolVKPsp3NaWfwOs5VAINRAQUUmUX+BD13Wku9FlXcT6hk/L2MmJTz0fEwUi/CDPgaf1wmFXMAgyuQioEOPc7o4upTVkLLIBtUiv1SbMfhng8HZgK/gDuStOpdAoST5nJKFYd/KcGA+YruTj/xsffHjidzNgOOyTX/NbV216lZN2ncSoRW90ofqz9JJOSb1hs1YELBVLfXG9lZDQ4sXAMoMELJ4UpZAnObzluTSaRF/hEXLsSg5NiWEg0WIyGk5Z1ErmtVL4nyGCQ00YQBOOszO6jfQ+7xKnF2Bmx1x/uE3P3658+dnT3//5OlXT549/2rz5d9Nkm/tbG/v7DzbfLn5bPs/fvvZldUZi+5havDjkdRVs2aUQxkX0K9ZdffD7lte67xSdM9jvekwTAhZ60bVtISTpRNmpLwJIWuYSVpQCh6F3Q+Crrse64Ogc1kjmVdKZ5WKeaU4RkA4oC0ZFuxaVDHtYWa9ZLcJZlCA5KJuNqJ6xCFIiSnS9lpp4yUvpM+LBnswoGmb6Ie3p8aDYljrcTS0SCzstTopUjUcTWqgsLvZUpjCQHbmVFQTHM5v0YaZ1ghHZsZ4w5zgIE8hg/BY7VRCI4vcKmT14pHVHHrX2mLk4w/j3/vAd3VJIWBcvFT0KrjzkElVEXa3378l+NU/J//jl0OffaS7Ok9P+bvVnAom+mQX6LgjzNLZkBxxm0jWTSBVYOB1RadfPfXq6+f3Hiree65s34Xy/Scr9h+vPLiv6vD+nvNnSS1NA41VbECzi4+XoDtrj32jfP/XCL318Oby03u/0VFzUsLrYZDqVYqOmVlNdN4WmrX4x+WmOMMQRIVy9LV7xsefRmau8MI5qDcLSE5j0svExAJ+/BZv7SPj3Pv62XcN+buWxBXt8M3IzKP86O1UYNrGsaKbURdaoGcudRy6VHe0rv40sKfVYJTTrXyCmqqyCLrBtW2XTrRUHY67eBMZg0wCplAa+XIQU9AtVcKQqEo04lLQSF3k4+aE2Jtu6Y2AIqsny7ENTFyt30Jx2qk2M9HlZMilsP6+IlhfsVGC9LoEEpvQGNEbEiZdwmCf8A2uJq2TXsuYM7IYFTn5KBoAT+2z6Vm5mDnnV+fs8nvRwKNM7HbYs+GxrTvN6w7ThFyY4dBHhZwEjTgpEUyK+bNycYI0oG5psHR3mto6LJ3dU1z+tECYIuCn+Pw8k54hE8a4jBQFPy5gJqm4KRn3qk1zz2+95jYFKDhRR52gozoiJMTkJBW+I2qkRq3sXFTzu1/+YPv5vz97+vuXuy+fb+386cnW5ov/Jxb/hf/mduD2yxdffbX95Kut3/7m0/WVRYfpdsj9OBF6FPbc99vuBx1vD3rv+e1LOvmkiH3XY3077LliVM3K+F54nwXQHsbC8mzKqk6+qBLdtBveDnsfR3wfJEK3ncZljWKUz4viUW5Ij7O/LU4GTllo19LK9TFtyI5V8buEzBYluWMxop/Si+ywPjcCbAN2mfu7XFjglZj54UzYIUMiek4zKA14fBWeVi/VwxXmAboYCMHX0SVQdYhJ0oDIqj79IDM+rh6dt44U9Lm8ZnHOmYmLWZRmcNfp/p7zgLaTCHCZ00xfmBKuLfInhukCepFGVB31wkmoE2Ts0dV5wj/9OPCb/535x8/tt9cFg64OMvxwx6U9nX0nzD6aWNOHIZWRKJcIxArqQGtN6f6zb7xxcf+R8kMXSg9cKHrjyMXXDpQefL3q+P6qA290XzzXX3WRA+nwSmkidE/dyVdLD+6pPv0apKW4oeJAT/NpDrODy+0UyzrNToxjTGUbVbpHpa68wDiI0fmhuXn2zXdstmC7PwUcmiOOrdCzK/T0IiWxRE+tMnO3JBP3tWN3HdlrltzNyOT94bHb6fC8i21Fd5MqenClDcBT1U0na5vP9kM6jVYV1yVBiXFiLbMP2lBXerCmeK/fRMtFlXIFlEhpIHPb6IIuOLqyD3QRBi6NmBl3jYI1FX1BQ8/yUU5mnwrfquAAQk6WWoWUiMEKBZLLBaLhl8gDzW4DNRXVBlPOVCGcnosn5uODS8nQUtxc8BjyDvdUQB3REPhwAKKBRgL4bIKZjH0hZl+2Gq547St246JZd9lhWndZplSSKYVkyaCJkvEJCnGYTV/WqCZFfFc/KDqATRJIjj5QkkDKUqnDDNo1s+m6zbyqU84rxFESJkUbmJCwr7sMK0b5qkk+p5VYoEBWXTm+4rSVAMxq6F4h0q/EuVXE2bzzL7/76e7OH55v/vHl7s7m1s6fnmxv/o2v2PxvvuLp1ssXz7de/PWr7WdPd//0h5/cvXErGrwV8jwc9H5vOPHZSPKTfOK7w/EPM9EHEd/jqP/jbPzxoPe6RTsn5ecYxAWF8J7bct9n/9n8xPeG4t9ODX4xlv0gHrztME7wGAUB55rVcsdhuu+xXNbx0xSwj9yxGuRfHdEl3aSgccCqgBvIgIiI5ESCdG0tXjRM1dGsBrWGmJgHU9GrOYeU0UEdqBZLe9miDokJbh6kKz0kshIIpNWRlRCiooeq7guMSIN5aTDFy02oownu2pp7dcHus+NxsOKOhr2Q7jPQngs9LafB3aUOQ9dUnpRP4Om4ExZ1S8wHqyp+tapkTyLS/O33FV/+LPCj71tvXRV6bY1IwOuNZXu6QWc1NgJf3ovCl5JIl9isZiGjr7nyyJk3Xju/90DxgVPn3zhx8tXXT7766tlD3yg99XrNmUN15480XDiK7WnUc4kMeHfDxUPV5/ZeKnodCaoEg4sxuFqeHMyRgaUWnDXK0+Qk8gxPGaeqElRLcsCewgWz6Ege44n0htL9ngRY625RuNqsCZh3lOzKE81pdGCKlVwxpFet6cvB5GrIO2nVJiQCDwEt7cLLuoiyXpIQSuBC2UKaxWfkOcRoIU6u5/QjW6ouvnGp6A2VEKoSQ9GE6j74RSK/XWpAA2HFPcDzYGCRSQBfYuOvKtgLKuYgGawd6OBCayQc4FBCYzBRmBwAjtgKBJe3NZ8ioJsjLvHSRHhlOjs3mRybiKfHBn1jQW8h5FlKBlYy/pVUcCmhi2gQDGA3sJJE7Aq5RNNx65LFcCPkXXfbhkS8BJs+pVHcCnofJiIbLtuySbdq0s+rlSt67WWDbs2ov+vzrBgMGRZzTCiYlkuXdJr74cBtn/Oa03Lb58gLGDEqdsWkfC87uGiQ5gSURb18Wi72DcCVvY0BBjKnZVrpIB68Rk7tXZ8ZfPLHL3d3//T8+Z+2X25vbu/8eXPnb6Ri98V/8xVPt15uvdje+urJ9tMnL377m48vL81Z9MtW/S235UHIdcdtuqyXrepkN5ymRzH//YBzWSkeZVOGGcQsFT/GpqxpZWs6xTWT5sulmU+G4ndd5rsu84paMsFnpMmYIRppRauZ4rPGWaQ8EzPKRQ9LUA9GzDfHTSkXOWIm2mRwJwsRYGP1ve3apiZVZxPjUjGntdJFgc5HtHmvkEGo5bJa1WaEL8EZX3c6Mzy0qBUpbEVLu0i6frykU2JH5xcsWheOzK4XSDvQ6PM2C/ytW9FCTk4duNRY+Y3qkm/Wlr1eceGVc8f3EFCnkyGk3waFA/bhoEfErCoc/CwJd8Jtr9xYp37/E9un37WsLwvNmnoE4CCg5bUe0Dm2BMzgtSFxpUR8BZ/dyqP01JXsKzt6qOL48bKjZ0oOn7549HDx8UPFZ14rv/BGR+35qnMHzh34envVOTYOTEP2gFpLwe1l/X2lBGwjDFVJYrRSJb1oVgvfivOOaowTctucxjUj06QpYkcP39Kqsjcbfe3+GFBlqiGwTuCYx/mGJmsMYU0TDVGMLUXw5Bj+cUVs1pS7EivcHs5dS4bmXEIfaUANJGuA6hDdP2z2Zky2gMXg0TNMHKKcJNUye0G1lRdf72o6xaG0Q0FFIERRB/D0ALeVLQd2Q8539J4iEZs0HFAK2j1Kht90KheMfD2ph91fo5Igh1J6jZFC4/RhCa09wNL62qNwcLVdzxhL2efTwalMcGIsVphMRSfi/tGwbzE9uJbzLqfiV3PplbTaJwX0Vze1nlVLMTm/JsGmjykl8ybdmEI8rVUuWQxLZv0Vp23Naloy6Jb0mkWdZs1suO6w3fG4Hg6G74aCV532uyH/g9jgg2j4YSx8xWFatejeTg5edZkyHPKSWfnRSHzNrklzieMy7oxckmQQg2TEqJqd1zKV6FYWpFJFA6xOBp784ee7L//47OnvX+xsbW7vfLX18u/9xdt8ubuz83Lr6dOdv/7lL//yv+7mM0E6aUjAWtbLl7TScT5tEAcfxMFHBYw1i+ayTjHBo82I2CtK0ZyEuyDjL8mF8xLejIj9OOx9P+K7olcuyPhTAtYknzkjYi0rpet6XQQN0zZWOQANi3Lqhlf8Zka/nlblPPSgGqukdAZ5uFElf4hOHacwXeh+DbRTDGk2koBuJS7mZIklvUY7Jjwqzq7ox2675RF8G6MEIKyFqzsR2h66stfipwwV1FxpBxJ9ls2pRcNPmLWAd+7Flia1Mk4buONIfcW+xkv7u5pPdTSeQoPP2zRQLrmhu3Ffc9UrNFzlXEE8PsRw2punJvCP37Y8fmSZGufzWZc6Gg52NhwFQ8uxpCYMthIEPtMPPE0eqKJhmprLD9RfONVUfKGloqK3sbEf0IJBdKJxDWhcPQ7X1tp6vqz4UGdrOYME49DQeGwXCtGMxNVwRACSqIMs6RxQ9ZGNMN2w2j3ncFzW2VfU3mWZdpiE4J2vAe0h8U/FcmijrQlD2NcDeYUtrgxmWYmCRB+k8PQQa4hi9BE1bqY9IotNBfPr2cx6wj/lZDmxYEFzw8BFmKiNY6GyTFQkB9c1AKBpaDQVlcjor6g+Vl9xgE5sF/OAQMBZNKUGMlCOZjeCCeUdoNNtPSeEQqCK1TeOg8+yiItq/qpNPu6W6ZlQpQw7NuaS6Il0IZTKh2KIHV1dpRBwjUSA8ZuE02bdUtBztTB0a2V67vJUdmbIN5fxzaUtM1H71GDictY35kGSOivrj/C4oELckpeJglRSmE72kfGTWuWS1TQk5OXFwjGpOC/kj4tFtzzu747kfjQ388OpyQfRyGWP49Zg8J3h9Ptjuce59FupyI2Qe8mquxV2v5UMDIsZ4yreg5T/TsQ1oeEvGZVvh4MbDuMVp+5OzJHXMtjdZRxIlY4Fnhmy/eXff7q7/funT363uf1ic+fl0+3dv5GK/4f/Mx34Yntra2fn2ebLZ0+f/vqXj6cLaQl3SMCalPLmFIIpESvHIhWEzMtG5Vsh97pBPS1gXdUrV9WSApc+L+UvK0RvB903LbpVtfTzfOqjRGjDqFpSiPJ00iC639sPHKJTV5WSVblgVkRZUdKn1KQoDxSSQgtBzkRIomMBrESwh4DIkMn3DPaCXBjkDqgwXUJoo5zWFXWz9GakzUccWtLH51XuSRE/iIKpW5D6TqimA2kEiMzw9Khq+YrH7MAQiSU47Hkc8qTPBo8HSGYlwKyE+C14kxLNZ/RQB9rgoEsCartBAoV1n2up2ltd/A08tHx90TqW5frcvbksdn6GPVWgeR1IZP+p8guv1JUdRGPqIbAKIOgsAHAS0HkYA7tARdX3t19sKT0HqKsi9EMkTLpZL/R51YMJRSyjcnpEMgWBzUZy2BghlyjgEMikPjC4pqnrGJHVQpZ1DIjbcBqQIsENXg4aJ0ymBTkjhqE4exieXgT/XAP0W2xZ0cxl3tgU1eHpUulb/VHs5Ip5Zt0ZGdeaQkyFGSkzIpV2uj2i8A07zXEDw0yFCUFwWXcXs6YYdLiJUIIUgYlqHFPHw4qIdB2dIMa1dJedvfgaur/abWVZDQQs9hKMUEHmt+H4zUBCGZJYDcOWM5ltLHT9Go+RQUNGOMRRCT2hY6ftouigcnTM7YkpeQrsABMIQTe2dRRDILUCDtKr463YLWsBz0o6sjSSnJwbmVieSF2ZjK8XPMtD5kIwOB/xF7xUPqyx4xwe3xy2CCa1qlmz/lrQOyTmJ3msGJsRppJmtOobPs97Q+kPh7OfFcY/yKQfJxPvJhNrduus1XAt7LuXij4aTr+dSz3IxN/JJ2+E3Vf9tvup0JiSP6rg3Qja3h+N34277oZcn4/kHkX9N7zmDb8hyscQGk5Te4rl5O5CwvinX/94d/sPT5/8x+bW882dnac7/39Y8fTZy83Nrd//9tP1lUW7aUTCTdMJ43x6gU8v8BmLKtE1m/6Oz7amUyzLBBt65RSPMStkvxNwvek0/WAk8+PJ0Q2D6svFqR+ODV3RKTeMqnkpL0VAO/q6EwTcuyHP55noXZtinIVMsIA2XJ0KWz0e4Fwbs9uEMBO2TwVoc/WBFlmSITHbRAazQNXolrMqATAVEynNUIasjecEiUMI3RhDksFjHD1oZ2+/pRPlBprC5MUV1/o1XzzJ0ig76ORiNumiTdMpZ9eQoCcUnNaUnxmwM6Q8MJ8JYtNBch6ahu1qLD9x6cKhmqJD8J6aoJOVCPGSUUrIh1QpWliMMgyyoqnuUMm5I231VQhkQ13Dkba2wzDoBUjvcSToNB5ciewqRrbXCfEon0EzNOhLJq2RuCE+ohqeNoTSWn9c7Q3plBo2gQjF4UCYgY5eYEUn9AyYWApglKAUTXAdAOdAsdNyjJuGC0KYaZQ4g2QFe+iGCr6lOhAHTsxTF5d4y0vCfJ7j8SKtbnIsq8jPB3JzPl9Y6PDxnCFNMGlzJ91Kt4qowgPZva30KrCktZlW0sm51MVsBwshspBZ5NXRdXQoA3yu7EBV7Qm7kTmes1lMRBKlETRQLDbBQNTy7oGLGFodV9rHoLVCW04G2ppH8ShnfzenrlhPg4aN3FBYtXplODMT4GkIEEJ7O7iqqa0IAKzGD3Qr6ahlmWJZry9YTMN2cy6XmL88O7QxF18rBNdGPHOJ4FzEX/AprSwUqR0MK6cgm9143NWg93/du/Ugk5jQqZJ8zphCdsXtnFIqHqdT3xsd/ceF+e/kch9kMt/O5a64nUs+5+107E46dj+Xfmd8+K3h+INc4tFo8t1C+q2h8IxFMWdTXQ1avjc7/PFC/nvjmX+9vPrpaPa623gjYLoS1CYUxIyZ4VcRRyKaP/37T3Z3//Ji848vXm493dr56u9rxbPtly+ev9h+8vTl5rPnv/31R0tz0yZNXsrLMIlxCiaE7c8w8NNy/qpZdcWuW9YrJsXccQEryyDNK0UPQ+63w54P4qEfTeYfh70/my28G/ZM85m3Ldo7Vv1dq+6hzzknFT702D/NRO/a1VkSNEYBh8iAKA++5JddiRptZJATAwrikREUcpRIiXEoCmQPC1SHabmoFyNCLpZCCxNrwUwdQOpFe2bkxlEe2Q0fcPTjHDBSABtJy4bjCqdhQC+FmOUQNb9TSG+UcVrw6KL2ptcQ0PMaFVQqAEkFEJeR7tDTKOC29qJT1Sf3lx99vbHsCBZcpxCDpwrGsRGJXt+LQpxqbf4moO1UfcX++uKT8M7m3s6SspLX2hsOY6BlsJ5zwNajoI7zaFCVVs0MBo3JXCA1FvZnTZaw3BhmmwbZxpBA7+Mr7VyGFIsg9+FZcLYcx5CiZA4iz4Qi64ACD45mx6C1YIqTQvNQeTGM77IytqFRJtF8R7spgYiP00LDBKMb5I8TfHG6UNULJ9bg2R1iM8UUEMayusSwwZ9QGz18mZ2jdPMVfrHUK5AFxfa8RZdUycIisg6HFEOYZgLLRBQb6QhyR0PTURq9cyqnL2RVOjmISa7F4isUWmg39Gx12144vowl6hQre4nwEtqR/fqGSjeyl1V3kdRVmrIJLi/H1taSmYKDJUb0IeoAsFoQpB4AqGlrKYe1VifIpHGZZFSrGbNb8rHQ7PRoZnnCU0jYlrPOpYx7OeWbi3rTVpWZQyf1MpGdATJ+yWr8fHbqdtB3xWa96rTfDQe+PZq7EfS9nUk+yia/WJj50eLc5xOFj7PZW0HvlZjvdjr89ljm48XJTxcm384n7sR8D7ORj2fy7+ZjtyOuB5nQg0zws4WRH16e+mx25J+uLn82lbvq1E0oOTN6bsHIzeroRiZ0NGr4829/tv3yz882//hse/PZ9tazrZfbf3PO4L/wf7Li+dbTvz59+Wxzd2fnyW9+9WhqbEQtHddI5vWyvIiRZuFXraobfutVn3nJob3stax4rbMWzbLT+GY8eCPg+GQi99FwfErKuayXvR/x3jSpFkWsa2pxHo8YxkLvWnVhVP+0gPVJNvGjQv6qXpWjEqb5rJsm3W2zfk0pDcFAPkjvCJ04K+ZcN6rGtXINDsEEtICrzpJAdXxir0FDmJh0Tq+ECiuB/FooMucwZJWSMF8Sk2jyhkLKYSDCEJVnQReO9BUf6T6/v/jo1xoqD9e3nyprOQwi1pojAoUW43TSw2baQNf59gNH2l890X3iZMPBfZ2Vx6nIRi67Y3bOkckp+ZKeAVwtCHCRje3qqT7bdvY4pKKkpexIU/lBYO1pVHsprLkIUHsKjqhT6cmucZNl3CAckjKSXHaSLxqSqbJKVVquSkh4bhrJiGU6KMqk3DJqsk/YnBM266jJkNWa0kp9XCZz0zgGjNJNCY6ohpa1nhxb6kGwjD1MC1jgQSkidH2ap0sKeW6y2MdUhQUcM4kghWF4IBQboHOw43lzYkJpCpGkDqhxkOxIauxxozc15IpnnbGsPRq1RuUaH51nrebqa6wGLIfeyCQVD0UpS2OcmBMS0vfpOXVcdBUHW40GlbTVHyDSq/sxp3mWRpmihV9+HndinxbY4KdCVPiWGwXn9z+af+fN3LVrcbebhUTVd3eXwqHtKGhXT1sTvK0pRCONKaSTStWCxZbTGyfD4emVWd9YQrWS1V4e0mzk7Ov52Gwmmg1lHJasUTOvV90NeH4wNvJhZPA7ocG3vd5lleKm1/lWLn4zGVwedFyP+d5ORx8OBj6Nxj8eySxHLAs+/ePJ5I+vz/9wZeI7hczjVPCGx/Rm0PHJWPrTiaFPJoffzoQfZcPvjSbeygbfHB/8aCb9KOXLsPFBJCDDwdswAHJbxWjU+uff/dPT7f/487P/+OuLv269fLGzvfP3vrpsbu28eL61u/l898WLP//vX9wv5KfM2mm9YtEoX7NpNpz6hwn/zYBtziRPC2k5Oe9uKvxoOL7mtjxKD76djtwLu296rGnawAib/N6g5zvxwIdh93cj3kU+I4UCXdVIr+gU6zrFDYv2Xy7P/2A0uygT3LBopwWsWRF7mIp3ANq9/b0hBHiCS1+SCda81piUR++u7yk+ykC3mBV4r4+bK1gieU1y2jy2EY4tOAwpqToqsub0gQWfTUmntF5CVZ9HVp6FXzqDrrvQUXUU1FHUBSqu6z4NxNdK7SQ6p0cihemEUEjD8ZYDh9vfONV16nTzsSM91afJiCYuqys7rLY6iDRWC4XUjIRVUuCt7RUn604cajx5tPbC3tqi11vLDwHrz8C7SqmoFrWOlBgyucaM9nGDcdKkGlULY3xuiGPOqqMLPkVEJA3xtSm5Oaez5I2apELgZTPtVFVcIg/zVYM8Y1KsCjDYBoTQgtGFGDRNJ8PQw3NAOVYw1djHMEMkAaJ5SBiaNUkDNLoRLXCRtYMiW1op93BwQjBbjNZaWd6UIJyTulJMa5TuyWjjk7709ERweMgcDiscJr6ZwtAiKNpqsuKSVAqRSoAY+KmgG1NI07Ih7NUJZdyOMfGB5P5SaPd5DrWVxqwnMy+RJeU6XU90ACFprBS2V0R4WB2999ZM4N37o//w/auffXFtcsZDpgFaO4qBwEYkrHsADRMQsU4iJiHgpHj8tESaVKpn47HZ5ZlgPq5bSBtXssarw54r+dTy8PBMZi4XX04PXg+47seCP56e+MFo/pNE4i2X84pJ/1YkeDsVXgs5R83KMb1sVq+aVUlv6HTvxMP3C7E3c4MfzQ1/ujj68fTw57MjX0zn3gq7bnss380lPhyKPYh5l8zKZavqZsixHjDdyHg+mkk/THgmZaxhJi7FHjAhu+ldNSMR859+9/MXu3/c3PnL893n27tb21vbf48Vz7Zebm3tvHz+YvfZs7/86z+/PV1Y8dpmTepptXDZpLxi194M2NYcuusB6524d9lheJiNvT+aGVeJR6S8ERGnION9kI1tWLRTQuZbHvMDt/kdn/WHQ9HPU6HvJ0O3LdqreuWMiBPDIX48NfKjidysiDMv5a+qpbds+gimX1Zbbups9vUDRhmkHBU/oZEMa8RqPJjWVyugdnPp3QR6M4HbxjciHFlRZNZsH5bJPQxtmOfOaDzDejaqe6C2TAbr1WLAYmgnD9TaW3e2oeJwW29RC7gUgK9n67ED1HYmp09A6+muPtR04Ej7/rPtJ880HjvWXHoM3lNFxDeZLCQitQkEK0Yjano7L7RfOl12/PXyg3vL9++tOvN6XfHelsrDvQ2nEaAqHhOstTJdUYUtpzNklbqc2jphso8azBlVOG8eWQxJg3yRnysLCzlOOlaF6ON0dVKbOiiNMGE330VSBBlcG1bkwFlTfHOczTH1I4VNLCtUn2QZUmyhD89xohURhqugSq17PZM6y5DclJWa03J7TqUMsrFiEIUJZwvQeiclmlfFxqXOOMMc5tnjckPALLdr2RoZUcxAcIF91OY2/PE27HEGFyBXI6GwUyYDJJ+kzY7w378VHouwwgYyrrdoAFIVdLD5/A6ZAkAXV1nN/XNq8aRakJRSEkpa3Mq6t5p49GD8zTdHkjkjebgkpwAAIABJREFUmdVb3Xy6B1KLQPfW1hUDetpVQpaJgolIOINcjoNCctAYhYB/ZXlueDLvWhxyLw9b17KOpVRwOhovRApjsfnhwQW7blInu+N1vRsffDcYuOdyfDub/MH85O3s4EbcP+U2FMzKgkY6xGdOcFg3vfaPFvKfrhR+vDH/g+WJL+ZGf7Iy9cVk7q7XesOuv+u13XAa3wo57/1fvs7yuw7rSvsz7RTCjplBYDGzdEX3Ci7pMjMzMzOz7hUzWZYtWWZmjOOg0xTStE2mnc600zZNE4NkW9b7YaadvrNm9azz4fkHfuusffazn+21XAg6LkScR5yaU72uW8ORBZM0RkZEMd1ORLsW0sTrqhuOmL794y/W1r95sf7k+frztfUXz/8xFU+evXy++mLt6cr6ysqT//jtjamxaasuI2IlmYRZjeicz3I+5Jg3yo859cfcxsvJ4M3+5LxFN64UzxtVh/SKWY3kvM++bFIekvOXNOIFKe+YUnDLa/lROvzzoeSSSjQn5Q3SCV4o6GbQdTPomhayk3jUCIsyI+ZE0VBre0MYBTmqksyKuWki2k9CxIVUrxBv5SL1MiST1oRj1tPkILmP4BqW+sfV+jhHF2D7+9XhtE5rY6CbSjFlBaqeLmlXG7G+lNRQ2ly2t+zgxrK63ZXAnGZUOVEKhWNrcaQmLKyiLOuVsrc2127YV75pW94bb+ZsfaW2aCekq5hCbQa07qtr2tkBLKir3rV/8/d3vvpPeW+/lb/hrd1v/tOBrf9clPVabem2rs5iBquTq0Kz1GiWhUjSoxlWoiGtiIzbff16b0juDkpxCiRWhcQoe9roTRWIwmpMaScHgFNBSBoISQOmG6BiD14fo2sjVJ4VSpADmDaEKs6yj8hN/SKhj8S0oYR+sqFfnFhyO8bUhozYkBaZ+2WOEbUkQAezmjrB9aCuGiShRqZHB/t4kUGRwc8QGDBis0BsEQlNMp5BRNXg4HxQMym7Cr6zuTuvh1AFR+dq9eC5SemFE85jEzqnCmzkQToqt9PRjV4zg0KqEota6YJSlbztkFF+OuIYtUqM1O7RmObIhKd/QE9jtlYC9uSUbtie/WpdayGWCGlorigpyetoqeNAWlw8Slwi0KGRUjA0qlbPT4xOzYx6JpLuqaRlLmaZDDlHvMER/+B4dLjXnRQzI2zSrEZ+Jey74naeNOvvpuLvjw8sR10nEr6FiGM55j4ddh+x6E4adKdc5qWA6fpg9KO54Y9mBn8yN/rLo9PvpMKnLNpLbssxnfyQXHA15PxwJP1wov9qzDtnlp3NeB9Mp097DRNS5jATZ4O1yIDVMkTr4UH/kz9/ubb+l+cvH62urTx/+WztxYsXf7ct8sX/3ha59vLZyvPn3z56+fTJyu///frkaK+E2ydmTyr4Sxb1raT/Zm/wtM9ybyT53tTAF6cXLydCNiRkRCa4GPbcTIUvhz3zGukonz4r5S5pJWct6stOw1Wn4ZrTcFhAT2Bh/XRCioSOoKFTQvashDsr4XogIFVdhbK2bIhJ6qfhkwTksl4Rx/X44Z0WWGuQjrCzoF4ZNuznOD00Z4YXnFHZR0XWUaE1w1f6yTY/K9Gr9Nk5FHQ9qrqIXF0pbG/BFRe07t6GKM3rri/sBBTXtOY1Qcu7qC0UDRZNa8NQWjvbC7J2/Uv+G5uq3j6Q9+am/a+8vvvN75XlbEfAalHohuqa3XUN+2DgakhnZfa2N3a9/i8FmzfmvrUhe+v383Z/vyjvzab6fUgyQKwnKHwciZdtG9T6JqyZQ/7xY/GxSa/HI9aLsRImtLS7sAZf08lpAzKbQYxGjBwi8pINKaFzSEpUAXGyBvsA1zcmxMvrmvF7UOIqeZyvSctUKZEwyKLbcBQzmunASyPs+DG3Ksmn2VFsN16Z4tjGFco0GyUHAppqqsqLyqt2whAVVh9heFbvz/Cl5h5LVGpPqOy9Vle/wzFoMaY1yhiP6yB2EOpakKV4dp1A2TEyLF5etLt1cB6+kgapbCrYKKfDFCwYClrEotZzBNUSPmDGqVkIW2MGroLaZTfSDFoSmQ2qbcs6WLO9oj03t2ZPQW0Wggghs/ANLXUH9m9rKNwpwHWnjUoPj6lDY0Ji8WwifmRiODkUj43FvVNR/3TEPxsKzYZi8+HMiGfcrh43K4849JdjvnMOy1G98qzHfjbkWghY5v3mSa9+OeG+Ohi/kgrd743fSoePB8y3BiIfTQ8+nB785ZGp/zy99OPR/qse672w94bPccFhvJ8MfTCQ/GAweT3iXbAqz/f5Hh4eejAcuxy0LKr5XnSHAlitw3eemU2vfvPr5+tfrTz/+vHqo5XVJy+fr629+J9fqL/p/6bi+cv1tedrzx49Xnvy+Nl//u727ERGxh9Vief1shMO3fvDyQcjqXMB++3B2IW451IiMKtXxZnkG73RT6ZHPpkavpuOLlu0cwrBEbX4rFX7IBn4dCj5fjJwP+qeYpN8UGAMh8hQsFEMPNADHuVSF7WyAKLLCgLYO1suui3jfIaprd7Z1covyTW31HuwnYMyio3ZHdWRJ8eMI1PGxKzWMsBRJaiaPoYxwdIEyDY3w2GjS5mdoOrd+LoyXmuLvLODVluNKM6jA2qRbdXdLWUt3RVwGggvQ/IdTKqoh8Tp7mwvzNnzg4OvbyzfsD/39U0HXn1r1xs/KM3eiUO1QsBVBfmbSoq3gkEVRFRb3s63d736vaw339z3yitFe14r2vfDvNzXm5oOIGnNbDVG6KBLvGyJi2ntVaZG7P6oUiZCEpD1+M4KfHdlFay0g9dBt5C5LobYy1BFedoYW+6n8GxwgqKFogaIXXCutQPCLgDgd4PZRaIIXxgSstx0mp3CcJA5HhrfR5fHeb0nAuZhpTTGFIaoNCeSau/hhfF8P4lEwHS0Ayqr9za35nLFrd4oy5tgal0YmY0otZLEdrbcK9TFVdYBk2Pc7B636iMyohRCEbciqRU8YZ1aBaRjiriEKkxrIaBwi56HY2PakN1FDGItX1AnF7VNuFSH47ahgNqlpiLgFe3AgzBCg1hPBJOb8+v3Zlfvrmwrboc29+AhPWhoXV1J3q7XeprL41ppxqiOiyW9KtWIwzmfSQ0MxFMDkcBIIDAecE94LANmaVRsC8pPDQRPpv0zZuWUVjIrEx6zaK+EvSf99iMBy6hVEVNzxuzKUzH32Yj7Wth7OxO5MRC9P5Z6fyJzJx26kwx8PNT7IB46Z9Fdd9veS4Tvx4PvpsI3w+53UqGPh9O3+sLXRiP3xxO3en3HLfIxNjFG7oky0UEB6cxsZuXrL1de/Gnl+dePV7598vTxy+drL9f+h4q/6b9W2y9evlxfX1t99nJlZe3rrz49s3wi7DkTdp/ymK/GvP96/NAXJw7d6gvfHYrPmuSzesXtvsQ7g70fT43czcQ/HOm/GvZcCjhPWjWHVcIzVs1H/bF/nR/7bKLv5+N9yxqhvaPJC+9MkTGapmpRReEYn76gFscJiBAaFkCCz9gNvp5OdWOlqKKAXZilBdSYwHX9YqwYXqEgNVgsKK0dqQzjqI5OmqNL0UvxDIlDQ7KQj6sTwdjdFajyPSxAPbupmdMIIJSWIYoLma2AnpZqUENJHbAUSuvESJB0E5Uo7MGxutvbCg8eeCPnjS2lm7Jy39qes2Hb9tdeydu9DQNrra3M3b/rjX27XqstzcLC2va9/caW7303d8PGws1bi/e+nrv9n/MK3uyAlpIUcLaFyLSShF5WaNA0NBfoSxklXBiqpRDZmE9sLsEDisgaojgi1ySU8rBIHmAqgwyBtQctqgORctCCCq65nWVogXELWoi7O1k5RG0j3cOjuHgUO4vlFchicm1Gq+9TWYZ10zeHQgsO+6TaPacXJak4azfeBeaGSU6bnUOjw8BN3R1VCHQxg9No86LjAzyhvpOpbCdIOlBCIEwAQUh64FIMWkVgO9lkPYGhgzPUYAQhv6l1EwZ6UMppx4MqAYU7VHQsGwXEgcsZuHoqsdSghA94Ff0+Zdwj5dE7O8AlLV0FNBlK5RGQlfgDNbtL2oraUM3VLRUt3U0EGg6DBwObC9tr80xcctqimXM65lyuSZN13u/vd1mTXkswbon0Ox2jVnlcAjMjyCrETNx6YTp5NGCesyqXrdrrcf+lkGtKL1nwmwaNkoiSORcw3provT2avJ2O3OgNXYi57w3GP57ouxH1LusV56z6O373eZPunF591W46b9JdtpvOmnW3w56Hg733hxLXhsNXUp6rYfu8it9HQowKqctObb+WvzQSfvSfn688++Pa2qPV509WV56sP19b/zsq1v8XFU+evXi5vr628mzt6dP1x9/+7t3bP15euD2YmtNJDxvl7wzEPpkdenck9d5E5kzYsWg33OqN//TQ1IfjQ7dT0U8nR44alH1M4rJRedykOOfQ/2yy//PpgQcp/3u9gWE6RlpVqGqodEFBivpybXPNCbPmmFGZIKH8iG5JdVEQDVE2VMjrygVlefyyPC2gxgpv8lM7YGWb24peQyFzGcIGkRPK80Cp5g66vSs0IkuOa+0mEpfQRGop7CnehS4r7M7Jbd25s3HTJsCuHYiy4q76kg5AWV17cTOqvpPWTlDje+ggHKu7qTE3Z9+rOW9uLt+ak/vWtv2vbdz/9obCvTsbK/Ozd27YufEHuzb9oDhrO6D84P4Nb+565QfF27ZX7NrdWLSjo+4AsKPQ5OAEx222Po1zQBcYs/aN2H1BmV6M5WBa6JBaAbpFTYOo6FCmmc4PiHguFkYOg7AbYZyGLkpRPXxXO34fRVYntHbwzO1wblEDegdcUCL29RBsLJpHJI6r1X0mQ7/JOGA2Dxq8U46lB7PeabN1XBVdcsZOu4wTUlYMR/Wg/H6PSa/F47vRqDYItBCJLtVbe0amNSYfVqABEcStBGkHToHsEUHbmd2N5LYaXG0jsR4jAerCTLa0ua5lIwp6UMhsRbaW1OZuocPbieDG9tq9WEgpjVKhU0B9WppRhJLzYT3gEgwJ0INvkNqYQjODZ2ZWdpY0QGq68aDmzjocpYdMxWAxXWxSF66rziagDdh103brhNk0rjMseDzjDmtEL7dbxS6/0pJRa5JSlAONEAATVtGNo4MXBkMnQtYLPut7Q8lrUe+EWngsZJ1xaQ5Hrbdm0j85OffwyNjD6aEHo723BiIfTQ38bH78fl/sfjL0UV/iQTz4Tsh7P+C55rDMi7iHRJyzFt1lj/V2xHst7lkKmY57dO8NRC96TJMc0qyCc9Kt79cJFodC3/7+s2fP//TixbfP11afr668XH3+j6hYefFy/eX6s0ePn337zfqTb//4wbu/uXL2k8NTxx36Wa34Tjr0s4WJT+dH742kjjh11xKhK0HfzXj4StA3oxCfsBmO6BQnLNqHo5n3+mM/nRr48/lj72XC8wruYSU3Q0UG0WBTB8CL6OpnkaeknPcG4u+kI/81oqRoqEhRscM8mgnUqGysVAOqonjkhJqRFMCE8BJKZ7Zc0uqN0Oy9NEsfQ+JFgrmloQFJakhlVmKEhBZeZ3V31paaLRvKN2woff31pm1bu/Jz4WVFwNqi1oYiIKK+FdPYQWvn2Ng9NCBDgq6rPbB3+3fzNm+v3Hkw561t2//lteLde2sPHjyw6a0dr/9g95s/3L/x9eLd23b88HvZb72R/cbrlTt2lW3bAQMUCqkdGBKgd9TRvxSx9msCQ8bIiMVr5YqoXQos0M5EaondfFgDH9cqoYPB3O4uEayL096Ar6hH5LYTS2D0Yhi1AM8rtUZxGi+cIKoEUbLBjAKeHSz2oaleqSRtt01HbJNhXdosj2r0SU1w2rP0zpxlQG0eUdgm1L0XA+FTDt2sRJhiuL22cMgHhrRAIM0QcDkOWy8Qtbo8RGcQy5HWI1lldCVQHuAZkmpD2qXPOKgudgu7vR5fDGbXU4QNOEYlEVtOwddAAUVV2Zu6a4t7msvrS7cR4FUqeTeP0ShlAjmkJhK+nslop3K6ekgAuYNrDCt5RmY5sLiwPqcD3drWWYvCd2EwXVQiVEqHG/jEfod2ym9Py8RRLntUIl+02c8FgykJ38jDqSVYuZ2sifJwASxc1BIwc68s9p/IuPtV7GE+9Ubc+8uFyftDiXNJ95mk+/7RoU9Pz3x4ZORs3HnGbzkfcrwznHxvLP3ecOqC1/rZ9MhXp5cepuPvxYLvRwMfxMOndMp5Eee9VOSa33E/Ff5oInM8bJkziO6ngzdC9hMa0TGj7LhTM2qSnJpIrPzxVy/Wvnr69KuX68/Xnq2uPVn9P+MM/kbF+ou/embXvvrD55fOPZgd/2x5/v5Q8pTb+PFE39W4d1TOudobvJYJ/Whu4k4qvmw2nHZaxsW8JZPmotd+Ley5nfB/PNL75ZHpXy1MfDycOKIRpkjwo1rBnaT/iEGRomGDWJiurW5czD5u0UQIPaYOgAPaPi3jzavFQ1zqiICeouGiBKSX3OGktOqpAC0DYFB12x0YS5Do6WOzdUAAcp8nwk0PaQN2NhvThK4/WLfz9aI3f1j05usVmza0H9gDLy9CVpd2NJYAm0uhhFYkF0JUYpQhKZEHZYgQgLqsrB3/0ngwv35/Ye6Grftfe7tg6/ay3Xvytm7Z8/or+974YdZbr5Xs3Lr7hz848Oor2a++Urd7T0t2DrSxANtdzhP1hFK61KzHM2TQ2JlKA5mNbJJg2kJ8YphHFCFbaF1VJFwTFtdYgago7CmtwZR3cVrIig66ppupaOYoWzxJamSIq3bB8fyKBsTeTmqROkq1DogN4wH9eEg34FKkzPKwRhnVmpK60JT3/IfHnIN6TUooi3Fc80bvotl93Ow+YuodjgQijsaWitLy7Lra7K7OMhSylMNtMdl7pJp2DKu0A5vTSa2jqJAij1yTMDpmfKZRC9nY04DNh5ELpQaISgEh46u7GvNztv2weO9mMKCEiKwTMDvYrHoMMp+GKif1lCIghWhUBYUFxNHbREYaW0XAcuHNsJp2WH1zZ2Ve/vaKigMkXJdJwU6aJCmTdNxjmnSZR3TqKaNu0Ww9bDBOyWVBGtHGQlukBK2dYoryWHEySd1lU1NOTEXOD4WGtLwxEeNGzPObpZkvjs3cHU1c7guc7w/cmkzen8ksunVHTPJxJW9Awjztt9wfSpx0Gq6H3V8cmvxybuJOyH1IyLnqtJw1aQ6JuRdd5mW98orP/uFE5upAYFYnPG5WnHdo342430n5z/nNIwbxqYnk6p++ePny69WVP/83FY//IRVPn714+vjp2uMn689Wnvzut/cXZs/Egw8mB+4PJS9FXL9cmr6dCSdZhEtxz/W+8GdH5z6bm74a8L7X33szErifjr8/kPrJ1PC9VPiSz3rCoj5mlH82N/zRSKKXihxgYd8fSpz32WJklBMO0rTWTiv4N+K+NJMQI6P6OGRjR5MDBhwVMY8aFSNCxgCHkpYRnawOCbpSTqrzW7Bj/bK+fqnDS8BRyzt7suNJ2dGFUNDO76jLKtjyWs6b383b+IO8ja8Wb36jYd82YHEWpKoAAqrCIFsIPChLR5S4uY4Bg0CNFytxGFgNoHxXT31D3b687NffztuwOX/D5pKt26v37C3evHnv9/4l97XXWnOz6/fsAuzbU7ZxQ+22bbXbthbt+iGo7oA3KBuc9A7MBSwRiYADYRFaFeBGeVuNFwMZENC0dCi+oxwALWpGVwA5Hd0SGMNK1CWlaj+FLG0lcquk+o7eEaHFh8Fzq9tR+3MbNrThS+wDKv+0zbfYb5iISKIGnk+pCKiNSYuz1xIa8Zy6sxAed/gmzJq4SNUnVvaLPcuO9JV4ZjacHPMh8F0HS/ZlZ20vyt9TU74T0lkskwFNZrhI3Qwj5DT1HOwkVYHIoGZCM1yNFiekmpSAboJTpE0CbYdKDWXQGiryNu16+zu73/5ec3UOEdtAwNYg0HkodB4LVzYQEx097OtLK+VaLIbcJDfRBWoinNQOwQCIlG4YvL614WBrfa6cjQoZBENacUrG7ddKB3TyPqVk2qg7brcd0enG2awECRfnEuIqmstB8yUE2hGuLswI2Hmjcd1C1JSS0ebk3Ct+6/2E79PJvoezg3dHYsth84W0+4O5vhNew2mXYcmuzkgYiy79vaHEOb/trNt0Lxk6oVdOC1jHtfJrHttpk3aAQRwX0Ed59PMey5W4+7BDdcymPOfQXvGYP+2L3o66ZtX8lJRxdjL17Ksv19e/XVv9en39+drqytqjlfX/y0r+1wnVleePvnn08snT9bUXj//j365Pjs47Te+OD3w6OzKvly5aVDdSgfMhx41M6JBFOSUX3gwHfj47+YczJ38yMXrR4ziilX+5eOg/Th65HLDPq4UnLMpfHRn/8XTfuJg2wMEPcMh6YIOlu8WN6EzQsGc95h/PDM8qhQMcSj+HgtqzhZK/L0pCDvJpUTJqVilMK8lmRruV2xHUYOJOasrHdJgwZEJpd+d+Or0uFpGcOZGxaunlBze99Z1/2vPW9wp3vZm39bW8TT8s2/FmbfY2UHl2D6SGyYThuGCaCitxscwppURDUGgIcg6M3lOHbW4q37Zn/w9eK9iwKe/1DRXbdnYVFgMP5pW9vbFi82ZoUWFHTnZnTlb1pg312zY3bN9SvOdVck9totfQN+xIDFpFGrxDTXFICKMSlrO73dHdNiXl+vUsJqG1hVwLkXVJE3J5SqVOSCR+Fopb3wjbS+ZVR/p47jCJxCqvA20va964p+L1TnJtaModnvEbxvyipIXjUQj8KlPS4hv2BQacwQHXkYuTvdOB0VO9oSmnblDBCzHVY8rAsid1yDN1Km1wKWtbyw8c2L1755asXW/UVewTcAGRCDs5wFWaOhH0Sji9Bsnp7qK3l2IqKglVUCGAaYbz9R0UYR2H18TltIDbCkGNuXVlezsAhUhEVRswqxO+j8tvcKjA714d+N2/XX//ndnBEbNKh7P5xCIlHoys78E00WhgHLqZhm7BdldruQg7D2eDdyuAAAsW7meSzDikFYtIMejjIuE0j9NHIw6KKH0ahsdM9AdZ9lF+cEiWjqiGwupzQ77TcftHg/EHvcElpXBJJz7vN98bilzpD3x4qP/Lc/PnguYlo/RS1HEx41/2m8+E7Cfcxsth1ycTg9f8jkkBc1rIOmXWXHJbj2gky2bVCZvubiZyKxM8HbF9MJ76oD9y1Wu+F7CfNCtGhNSkmHp6LP7sT1+ur3/78tlf1l8+W1t5uvZ45R+9Fd8+ff7428frT1fW19ae/O63N6ZGp8zay6nQlycOfzieuRx23u2P3kyHlpz6I07trFpy0Wm/n4x/0Nf7i7mpn06OnrGZfn5o8tGNC+8NxC/5rdcizjMu7biEPiljnHKqh/jUAA6+aFb1ccleDNiF6JzTiPs45GEh45hV40WD7TBgmkUcFjK8aLClu1WOqNcw2gfd3JmYwiGGcHtKOIhSAigbC8yVM4FSNni416KSkttbSvbufis3d0dh7uac3a8e3PVq+YGNDcU7QTXZkO5yIrkNQm7Ai8FcI07hYUgUKJUS7daQdMzunuqy0s1bD776WsEbb+a98nr9jt3YihpCVW3rzt0Nm7bAcnJAe/aAD+xt2PRW284tnft3QeoPakQorZZstrI9XrFAAJ/16SdMkiURf5pIGKOR5sU8q4YqlWOxIRo+w6V6mEQLCa+BQ/mt7bj8Tny+VNuRGBBKVUBwz4Hi6g35lRuyqrYj2ODQZMze76U6xRSnSOBT6nttwZFgYiIa7ffE+j1nrh1OjweGF1OZw9H4UtQ4qOPFBNwIJ75onrvRGxr2tsIBNTX1pcXl2Tt2HNi2pbZ0l06JGJ+UhSIkNK24FboXy2mX2qgEM7GJ3lCJONBMyEezi/Gccgq9ksVp0siwIi4U0lXRASzuwVQCobkQYq5U3a7j1voNUKMMRMeX0ij1Ah7IH5IplDgotIpO7eDTwVhINQFUCq/LEvbUuWjwASzWB+5Oc5lTOoWPTTGhYQkmdU4pOyoWTrAoc2L6pIoRVKOCNoK3nx3NiGM+yXBEfXU8cm8i8ZuFiV/Pj32SCr+f9N9NeD8eT11Jui7HHO8MR5ftyotu/b3ByM3J3jMJ1yGbas4ivxB0/Hxh8nenF29GvQNM0iGl8ErAcc5tPu02L1k1c3rp2aD13cnejyfT9+KeYxrRCaVwjEtywlotePCJ4cjKH361vv7t2upf1l+srj19vPZ45f80zf41+WblxbOV1Zcrq+vPnq3853/cmZ2YMKgOmTW3M5GfHBr7eKLvneH43cHYtF4yqRMftxmueNynLMYLDttHA5nPZyff7099sTDz7ycWroaciwbpqJBq6WqydDfOawVXwrazHuNH432/XJwZ5NMoBfvAW990I7tOOvUxKnpEzHx/NH0j6R+TsselnBERM0nDBcQ4uwwZ0uC9chQLXEgF5hiZQCOjnQ2rEOIaoICDCi5CJiTQKND2jlpAe01t9YHS/M2V+VsBFXtBDbndTXnt7fmgriIouZ6lw4htZKWXodbh1Cp0yMjQ0zvbC7Lr9uyt3bmz4PU3Dv7glfrtO1HF5aTK2rq3N1W88jo8JwdbVMSqr4Jm7+vYvbVl64aumiwhrZNIaFaqCA4bVyLoGdDwwjR0AgQ6hCcuS0WjNBKP0SXXkWjDUnCCBpJ1d4m7gMyGOmxRN7mEpwPbfHizC01hVMJRB4urN+7N+8GByp0IFtSUdIlcariKQnOJjX3O4HQsPhGNDPlDSXtyyHf7vfOxAae3zxwccY5eGIofi0l65UQ7MXBYOXLR5x9y1nXXAEHgDhC0PLdw51ub3vjuP8FBeakkfWxcypUBKpveqAbuxfGBHD9HGhOyrD1AanErcieCkk+mlpMplQoxgkFpa2zIrqzc2QHNh+FKeuiFfEWTVw10qUACSjmqcy8eXcpmALwegUyGxmGazDrNNaoAAAAgAElEQVS6SU6k9NRBq/cBCzdTWg766T1LXP4Mm71sNZ0NeMbMmkGVZM6gOWYxHFfI5vjM4xrBMasobSbH7aRQHzveK0wEZcNh9YxbMa7jLcg4p/TS61bdg6jn07HUjybS11LuUx7dhaDluE1xK2y/0et759DgLy4ceX9u8N3JzP3h5Adj6S+XZn8yM3TWblgyqq6G3Rd8tjM+yymved6sOBuyXsv4r0Ts7yS8N3yW2x7zEQVf01olbKtezPge/+7z9bW/vHj655fPVl48frz2+B9udXnybG1t7eWLpyvrT588/8Pv35mfGVZLZwzKabXwqFl1Keg4Zte+P565kQkte03Xwv4bPv8Fh+1n4+N3Y5FLbvtPJ0d+szT/Xl/8atB5I+6ZkrG8SFAfG3cxYLrT6xkSUG+mAncykQAehsveQc7fFyEjz/ltY1KOBdK6YFROyLkeDGRWKzntNS/o5TMRrc9MVdFBEnwjrS1XjarrVRJM2CZGc4EIUoNpLSFC64UCEpoIhpJhMCYGhm5qa89rrN0LqN0PBOR0NOc2Nu+radqNYreo/SxtkKULsUxWslIGcyuxzO7i2n1bIRVlsPKyvNdezfrn71a9vRm4+wA8Jx+0fXfzxi24gkJWdbWys41Ymg/dv6Nl65vNpTvw8BoWs9Nq5yqEaA4JaIW2x9CwdF3zeHPHNB4/gsMIRUiJjd6YIL8prTzQkw9Twhl2PFzUhuM36LwEqwtDYVQQSOU0em1V/e4te76TVbG/h45S+BxMowqlpUqT+vhCuv/YUGI07IyavQFD/1Do/vuXwgmbya8yBVWpo8n40YRrzq8e1EgziPBxpXvEng/Iq63rBLWjW8rb6wqq83e+Xpb9Oo9ZMjrEC0QJcPTeourXa0G7WllNLBdZ5EH38KtAmB1wchaeWIDB5jMpzRRiExBYWFa+uQqwFdiT3U3NQZKzBYjdZl6VQ95mV4DsOqRaAva5+RIRjEEBRn0yr56honezOorJDVnk6p2mzppUTfMQGDHGZg3zOYN6+fGI71TYM6uRHeaxp1nkM0reZY9qzsPpd5BDMVIkRI8FxDNp07Go8Ua/70HEfddruaKVLwqZl+yaSx7DtbjzUsh6Lea87Dff9tuOmuVXJ1P/fufcJ8tTn59e+NHC+LmQ/VLY+cnUwCfj/VfC7o8n+t8ZjF+Ke85FHNMGyWGbclovnFZx30+HH/ZHf5yJ3o/7xkR0PQI4ETR985ufrD//6tnjP62tPn3x6PHao39Ixera+sv19dVHj5/+8Q9//sVnF0b7Y0LWqEaSYpP6hbSTLv2AmHHMbbg5GPvw8Ojni9MP+mNXw86PRtMXA7ZrEdfvzh792aHRs17ztZjnZso/qxYOiehXoq73R3svhuxhUs8hnTjDISibq3hV+YrmSju8fUzKPmJSJGiYGBUtaypjFB/wYcBHTYp3+qLHUxanBKEkNEnRtSZKe0yGS8iJlPpsTNUBAbhOgGpnI9o4BGh3aw0M3IJCdTMInQx0S09rCbg+r6Muu7l8d2PjfkBrLlUMM4aE/pTaGZFoxSgeBqBBNGPzdnTs2cpvaSKXlTS9/Vbdq6+0b9nSsWUrYu8+WmEhITuHU1bKKS/VAps5FUXk/CzYzs2wsn1yPDCgZ7vUVBG+TUoAyloqkxRUqKUx3FQfhLQliXAJH8wQdJbwq3dTDsKUHWwPmaTtrkcfRDArlA6k1YsXKdvJ9BqLkwSCF2/Z951teVsJIrzIqSapOZyA3DzuHzgzljk+aEuaND6ZI6KJDjou3jmaHPU4U3q5i29IaUJz/uTJ3sixsCiBt0yIbf2m/TV7d+0/UFpW3VzVBKoHNJZl5+x+o6ToVZEQ5EtwiZzG6o49Bxs25nVlVSDzgbQKCLsGSi3qwB0EQbPaug8Qqc1cIRSCqq1s2pdft7kRmtNOKgITi+jYPDaxmEOrFvMAKglYyGpT82AicruB3RPVc6JqRkBGUpFBXEQtGniQBSw1Vtf4urq8KLgPi0jw6Mc99kWzbkoimGbTBsnYy07dGZcqJkb2GslDveKElz0S1U/HjIN6/iGb4qxdey/m/dlA8oOE/6rbeNaqPGlTnLIrroTMNyLWOzH7EZP0bK/78zPzZ+KO83HXvZHE+bD9uFN7byD6i8XpH88N/9uZIz+ZH7sYdc4aJBEmJiOgzOqE8xrBdZ/lptdyw6Z7N+69ErANqXinRqJP/+Pn68+/ev70q6eP/7L67TcvV16s/1/nr4maT1dXV589W1l5+uc/ffXLz67PTfRrpCci7hN+65xFcSHmOp/0fLAw/KtLS7++eeadqfjpoPLGgPOIQzSpY11NO352bOS9ycT5iG3RobGjOsWAKj8JfX8k8+HUaIRGnFIJ7mX8AVy3vKnM3N1kh7X4MJ0XAubzfvOSRR7AdZMO7hBU50VI0JNOzRdL06eiOhOhQdRdzGzOiUiwEw5RUkkTgmtJjcUsUI0GD9MRkOiqkrodW2q3b67Ztrm7YD+vq1ECaxd0N3dVZOdv+WF91X4cvp2vIAg05EhYHwvrzUSEuKVBVlBMeu1t5p5d/s52aVGeKD+HuX83dfd2/NaNgrxsUUGutLjADWyxNTe4Qa3qqjJ5aRE7ax+vKj9Igg/IGEZkm5/e0yshK4EVRmiDpr08xUSkJbiEBE1BlMA6D7QjcgQmuMSHJmpaqyBb2wjZSmePv48r1nVSuDVoSmV6TEfgtWdVvPXKru/StUSBk09Qk7RDTudcLL6csY67uG6WMiZxjegtafn81cHhk5HeBZ82KuQ56a4Rc2whnFyKWSdM4ihfHhTnAvZv3vfGvoPbSwtzi/Ky66sqa8pLc/P2geFtOp8MxekG0RvyQHv2AbbmtO5owpV3MwEdxLoWTEVVR25O9ZZWVAVF1tPQU1oGys1q2l2HqmyltXQxWmG4Sgi6DEWqYfDapSKIUgC1MiFBAWZIQE4wUMNyRlpOExDbkZDyVkwFAlPn45KHdLJRjXhMIRqgk2fF/EEiboJJHWWShljES1HHgJSuxbROOGXXDiX7LaIxt+FkX3g55plz6vqEjCEh87BK+PFg4jeHx388nLju1V9yq29EjJf8mlMuyY2k/bfnj/zh6vHzYeucUXQ57rozELo1ELzVH/hkfvDr22d+f/nYg7Hk+YjtuEc3rReMSOinnJpzTu1Fi/r9qOemVXvLZ7kZcZyO2D86f/j5H3659uJPL18++vbbPz755uuXq2sv/84H9fJ/+aD++JdHjx8/XX/5cn3t+drXf3p45viYRXMm4Xt3PH0mbF+wKQ/bVT9Znv783MJyxDGqYU+oqWfD+kMm7gmf6r2J2GeLox9O915L+85H7DEGzobo6OVSb/XF7w72ZnjMOa34/ZH4tJK9aJb9151SsIeFlDEJY0bFGRHRknRULxMTIcFiFMQJh2bSwNKiavjAAnpjlgpRr0Y0qBAAFaKZ3VYp6GqwM3B2Bh5XW1a9ZUP11o2AvbsqN70CLdxLb6mkAiqacrbue/Wfqkp24XDNWAoQRmzR6ZkBv8pEQbLqKyi7duHe2EDeuc0FajU21urrqwUFOZQ922n7dunqKhUVxY52wCCFkCFg7G0AaWmBsrLU1tpkADXYEEAPCWLBgKI8bIiNFjYWGsH1IXznjIIxrmcNaWkccj0RWw6hV7BMsC5mWSspr6h9A1vfKTVDgn18Kr8WgslFksocQSZZ2NHSU7S3agtFhTWkjNqEQTvkcsxGjcMOpovH93K9k47QlM2clE2fT6cXvEPHY5EZh9TPE3rYhrQufSLlnLaIQxxVUFIDLa9rLc8vycrL2rdv57bOFgCgtqqmthCJAfG1FDS7kyiHthCrckF7qjBFLaSqakRBfU8RhNZY3523Kft7lW1ZJCG4E1/XgqwoBWY3oirbyI1wdjuFDyKwWzD0RgylnkhqFHG7kybubEg3pROMKNkzJklazmDC69tr9pbX7wLU79egumadhlNh92GLdlzIOapVjNBIcRRskIpd0kknpEwPrmvYwD2esMyFtWE5ZcylW4x7jgSs8y7dhEowpeAvqAS3I+6fjqR+OTP4USZw0aU+bZdeDug+GA38dL7v4Uz/vcHIpaj9Zq/vSsy5YJYt2pQn3brrSc+vTx/+fHHicsxxxmc8F7RMa/lpDm5YRO2jok5pJV9ODPwkFbodsN2Ouk6GrDcOD37z6x89W/3D+vrTFy8eP3/6ePUvj1cfP/kbFX/Tf+1XrL189vzFi5WVtW+//vZff3F5cjjIoy35rb+/euqXJ+cvxt1HXdqPF0ZvjSYsBKgF3TYoJZwJ6RYdkhsZ188Wh391YurXZ+fvDITPh22LNs1Rq3rRrruaDN4dTF7vjR536E67ddNKzq2U72LQctZrOGKUmLsbfZjOYRF1Vs0/apLOafi9TEyYCD1mUWREOAW4TNJRxGrIIlbuAWe9BTu4hVafL+5qkHQ3qZFdNgrGgEMacEgHnWynk8XdLaymyu7sHc07324/uKOzZF9Xc2FD7f6G1jwoHuDxymNRAw8MAGfvhL35hjj3IDt7n7y8iHvwgKQkX15eLCsrNDRUe7vajY01QWhnHxEzQqc42pv19VXa2kpfN8gObvGiuiJ0pJ8M91FgGnADpzrHjWr3Y4BxMsRD6QzyetiUehq1rgmdW4XY34jKakDu76YUG4IkmRkmNUKI7OoeQiFd0CIzIMiiLooE3IytoWkJ3nFfaC5qmQzYZ8JcvwStIZj6dIOn0+FpuyEmHj0Zcw2ok/Oe4ZNxa5+ObaOK/IL08WR80W/IKHRhWQO8CoYGVdcVVxUX7tm6uTw/t7m2qgNY3w6s6UY30MRIqZMK47SCuIBGanUTqbIeW9aALAGgSgsbd7219zvFDbt6KIBmWEk7sqIBWtxBqAcRG8BUAJ4PIgg68PwODLMNSwHw+dCMR35swLvo1h92aE4HbHMOjZYGwwHL2trzW2r2Y6sK7DRMQsiIcyjDfOYJi/6QiDtCJ1+w6u5EPJMydj+fdDZuH1QzlcgmI6nrUNB6yG8e1omHVIIROXfBpLjsM18P2E/qpZ9PZX6/PPWj4diNsPlBv++3pyYeTiTGpcwli/zBUPTnC6MPJzPn/OYJGeuwQXI16rwadb47GPlgLHkj4TluVx2zKhYM4hkld1JAO6kRP0wGf5wMfZwO34l5Toasd5fGH//2p6tP/3N97dHz50/Wnq0+e/R09cnT/6Hir/rvqHixtvr06fM//+npb7744NTSqbj/dNT908WpX52cv5EOnou5Hh4evTOe6lNwk3z8Ebvo7rD/3bHIR9OpHx/u/9H8wJcnZ98bS5wJWI5YVCc9pksR972BxL3BxPVU+HrCdzFgnlXzj1mVIyLauJRxOWyblLOGBJRpJXfJolgwiPu5hDQLm2ZhjxgkISpYDS7Xw2pELQWE4p3Ig5uJpfv4zWUGVAevpQpVlMVoqLTgUUM61azL2quQDKrECQGdUVsKz9lFbioV97Qxse0NFXvqmnIoHHA6be3rtenIcBMOKq8qN9bW6uurVFWl7Jx9iopiF6jF3dEahnf7wSBjQ7Wnqz0E65riMpJYRBqPjPR09xExAWSXFwY0dDZoQXUuXKeXBHYiWr0YoLq5xIdq65Xih41MJrkOjSmtR+dUIve3YvI68IVqF94eY3EU7SBkFolTy5W1m300nqobx2sXGvE0NY5tpgWmAqHZiGM2oh1yES0MpoufOZEaOz9ozag0Yf746YTCxzQmJP3HIomFoC4hF/r4vilX/8lo/LBX6xfn1e1t7aitayyDAttKD+bu2byxqjAf2FJTWnogv3w7iQtROOg4cRdcCS5DF1Ugi9po9W2E6hpIQWnz3uyKjaUNuyG4unpQbjOkuL4zvwtXC6c299BbgYRaCA2A4nfiBBAit5st7HHr2UMB3SGnbsqkOOmzLQftESVbSYKSsc3I9jJ4WQ6tqULaCbBiIIN8xgmr/orLctFuumQzXHQYF/XSZavyfMQaYiC0CICdDMlohaNm+YhOdMSlPxu03+uLPBxJPRxOnrEo34m5fz6Z+Xym78cTiU8n4rcTtvMe7Rmn7qhBcsqhOaKXnHJob8Tcl4PWm3H3/UzwcsBy3mu8HLCe9xqP6EVDXNIwj7xokh83yI7J+SeVwrtO48+GUu+mgyfDtvvHp1786Yu1Z1+tPfvm6ZNvnq0+XX/+cv3F/xG//Ncu3ou11bWXL549W/v2L49//asHywvHo97zSf/Hs8O3+yPTGuGUVnwqYD0RsAypBeNqztWk7YOJ2L+ennowGj3hVh82iY9YZHf6g/cGo8sO7fmQ/YPx9L+eWvjFsbkHI72XI84jRskxq/KkUzuj4o6IaLdSvjMe/ZiEPqXg3Ex67/WFTjg0p936MQnD2dNmgze5MS0mSK0UUMis2C8BFBsgADuqI0hDa7qbKeX5jOoSeWerj0qMclkmFMKBhsWZBAu8U9ZSK+lsUsDbBPiOzoaDeHyL1SUcGfaE/EoTE3U0ZOulEl2gNnt7k7Wl3gVq7sUhBshYb1dbAgULwTrNgNogrHOAjD2ukU2wqQNkbArbM8Wl9xFRvu42bvEBdkmWGw0akzHGJTQHvFlckxsmdM06RVNuIRSc09S6o4lc0MGvru/eh2HUWYNMX0oIwRbUt29FU8r1TlzvhE6og6M4LWwtSublsUxU+6DdOmAzTfi5YRXRwjAO2SevjkcPB4VOqtzHmj6fkXsZYhfNP27uPx6PHQ4oojJ5WNy74B1ajnLVxA17vp+du6OsPBcN7upsaqorLirYt6e0YH9+7o7te74PABbQhGCJhdTMBZTjS6uwZTXYsjpkSQu2qg1RVly/s7h6O5oM6EZUdsBKy+p2AEAHSSygQI1tIzUDqS1gbhdGiiDK0HQZTq2gBqySaZdxQCM5ZNLP200xMVuPhzNgzcT2ajqwjtvVZCUhIjxKH4/ez6FddFluBd3zIs6yVnrKrJwSMYaFlD4eYVrPH5Ax+rWCOZf2qFt/udd/uy98ry98I+x6kA5ddhuOqgQXndq7CeeDPt+nY4k7Ccf1kOWK1zzEwo9ySIMM3JSIsaDkn7FpboWdZ22ak2blYQXvqEp4xW+5FXEcVvJHeZRZtXBSyDgsZB4RsE7LBRetmgtu45xNdWYs/vwPv1pff/TyxaMnj79Zffpk/cX6+t/X2/+rX/GXlWdPV5+tr62trz598u+/vj0/lVYKTwQdn8yNXop5BgXUPj5lXMFb9piOuvTHXJrrSceliPlHc5mjFqkLBfRgO/148IJJdqcvdD3puzcQvdcfeTg9+Iul6S9PzH80kbkQMF+Pu24mPWe9hnmd6P5A5E46cDXqPOMx3B+IvD+SuBAwv9MfOe8393OJ/Vxckg7Xg6rM3XWm7no7vMUMabbD211osAHSZoACbUiIHtqh6QLqwJ2i5iZJU7UL1e1AdFmgQDcJEeFR3DIqobtaqySNjPlmp8IaBQlZm9er5AaxiD4yzg5s0teVx1HQMSY5g0eqa0qjSHCGiApAQQkMbJrPWFSKhmh4J7DJ1lqfQEPT2J5eNMzcXmftavLjupN05ISEHiNB+1ioMSFpUEtLqUndXVkwdCFYWNfEKKls3cGWdMlNKIuP3tixE4IpwNAqHUF6esKgsOKIog4cHyR3cXHiHk1YqU/oFRkLxSXk+MXBI7HMiZSuV8WxEJQBzuCxsDkp0YX5hoQkOOUYPpO2DVt4LpZnQJuYckAJgA27vr9955vZWdubqyshrS0EGLQ0Nyt796b8nO07dn+/sHRrN7Lc7Oe3CtogCghU0l2OLC5s39+KrQIiKnLLNxVVbMGSAT3oWhiysrJ2R2PLASK1WaojokQoGA8OE/ZgZBi8Ak9VEBUqhlnHdXDIJiIqwWYOykRxPjMiYCa04rCSZ6ShfALqtFO34DZNa6QxKm7ZoLrosiwpRTd8tktOQxwL9SFAAxz8olkyIKQkxbRBJScjok/rRcsOzbWY+14q8NPpwXd7A9f81h+NJO7FXTMS+rJB/OFQ5LOpvosOfR8FPcWnHdOIzls1kzzqgoz7cCB22W06LOeds6g/7o9+kAlfdOrOWlQX3aZDWkmGipkXMJdl/KNc+gAR3UfHpYS0+bjryb9/vr7+ZH199fnq0+erq2tPX7xY+Z8J1b/p/6biz09Wvv7m0crjR2srj5/98Xe356fcNHyERTrpNr03kjph1w6LGL0swuWY993R9MdTfe/0Bw/pBBdDlgwHp2qtHBHTz/qMZ32md4di7wxELgStM2r+glF6MWS7mfJ/PNH38UTvf1Fx0qmZVnKuRBzX4+4vjk3d7vXdTHrfHYyc8ejvpAMXApYli+KcSzstpnlgLcsmyc2oa1EvCWLAMWKPq6fTAm7LsClHzdpDetWAgBOjkUyQTll9pRPSbu1q1bXWOVHd/SJGn1EkwrQZFMRkXN+fNMmFKFTtwT6dwAJu66cRRpgkF6jJ29Xi6WwxNFRQ9m71dLWkcPAIosve3hCEgWIo8CAV6+lstrc3eLpaBrCIATQ8AGmbETIPqfijQspJq+KoTnDBq1syivrV1JgcB4bk4ug1XaK6bPA2CLbc5GBINUgiswkIzaULWoQaiD8l9KbEWjeFq0N3k2o5emIbrl7i5FvTJlFcR/dKjMOO+HLaNmIR+XkyH9uYkNgyct+IITJlE3voyrBw7PxAcimujEqNIaEjJqtuySmt2VtQsGfX9jf3bN7YVFGO6ugA1deVHtyTvWdjVtYbLS35oK4ClYWK0KMxZjzVSu7kgUo7cyu68tpgpbWtWVW1Ozu6Cmuqt0MhpTBIKRpVDQEXwlG1CB62m9XTyUV08ZEgDgxE68azEGIpzS5k6kjYKIOe4nF9BFyUSV8OeZdjPjURZqKiImJGn5J/1KEfkXKnJbxRLm1JJb7utZ03a2YF9MNSdj8FdUjKmpGz4xx8RkAOknsyXOKknHPWa7yb8v96afqnU/3vZUJ/uXDst0vTh2SsMS7pvFP7IOG7F3Sc1smOSLlTHMpFq2acSUggu67Y9ZdsutN6+YOo91dTQ/fD7nkhc5ZLOWfTnnDox3i0Q3zmLIt6Uiw4LOKmKdiMmH1uvPf5H75cf/n45drT56tP154/X/12dfXR39UVj1b+PyoevVj7y7ePH3/zzYsnjx/95svzI30RPsNLQgfw8BmlYMmk6OeS/VjoGa/lo6nBT2eHrsfdR03SRbPM2dNm6m48pBW9P5L44tjUj6b77mYCd/tCR03SUy7d1ZjrhEN9OWx/bzh+KWS9ELBcjTovh+3H7eoMG3/Cob4ScVyNOh9OZh4Mxe6k/ef9xmkVd9ko7aei/D3tl72mz2aG7qcCo3zqjJzXzyInqbgjBtWtVPhWKnInkzjjc06r5UFcjw/ZZe9qVdSVa9rqAgR4WEyRoFtVPITbwjErSEo+QgQHZDS8OBmdJmFmhIwQDKirK1VXFxsaK6WlB6f5tHkxK9zToaktkVfkW1tr+8ioOAo8SMX24nui3SBbXaWg4EAMDbnkMy9ohSfM0ush66yCkWEi/Gyonw/v6srqhOeWow/sBb6tMBEtbq5Ui4ZiyoisJp68yx5m+9NigQ6uc1OlZhIIU06RIDpxjXIbPzTsFsd03LDKeygSPpqURyQMC8U/bjEmpTIP3ZZWjJxK2PvUXDstOOMeOT8YmHZr3WyhDg/oLKkB5DY2lBTk79m9ddPBvXvqSoohrS3NdaW7t72am/MWmQQCduSRWCCsiQBXIXFaDFGDhTDaGnvKYPgGIgPYBsyrqd25f+93mgH7WYx2OrUF3HWwonpHEwQApyN6hDiEmNDFR6IlRDgFjKfCoyb1TNg7bdQbe6AyQGOIQhpVyTNyoUdAcTLxaSX/kNNwym8/4TYf0UhHefTDMv6SSrwg5S4qBGdMijEWsZ+CHGTjR6SMw0bJaa/hjMd43me+FLQeM8vvpwMPRxInLco7MfdnMwMf9kUu2HUXXcY7Qef7Ue9dv/2CWX3OqHyYjlyyaieYhBNqyXmT6l7Q+UkmejfgvGjWnNbKzhuVl92mSyH3caNqXsAZI+NPSUWXbcYZKW9MI763NL3+ze9ePv/mxco3qytPX6w8W/n66cq3/0PFyqP/v9r+y7PnT1ZX11++XF9f/9OXvzjdlzrqs88aFJr2en5FwZiAdtqhP+c2/3x+4g8XTnww0nvMojzjNs6q+HZo64iQNsynJGmozxfGbqe8Q3zSw/H0zw+PfLE0+bNDQzcT7rtp3/sjiTvpwAmH5lLIdicdmFHx3EjglILz0XjvrZTvdm/g3cHoh2Opd/pD4zJmkgA3Aaq84NZDYtZlt/lWyLmoFp+x6Y7pFcMc2hCHvqhXHVJJj1l0M0rJWY99yaCck/H6abgoCjIj5y0aFSEe3kqFBbTMTEClYEGV3B4zDRbk4Re00j4ythcPD8GBKRx0gk08JGZmiD3H1MJRJt7eXhdBdAQgrRFEhxNUb22tmeSSh+lYVdFB4YE9kuJcX1fr/+PrLaMaW9Rs0Xvfffe9vt19T58+1mefs/fZXu4FRRkFFBQWIARCDOLuLsQTEkJIgru7uzsFZVDu26W21baqQmJrRdb7cfT2GK/HWD/mr/VrzTHWN+c35zdrkDXRsDWErHEVz5JxIT8hQgY/baakZMIPJqS+ezzzrVjqCVdtvlCGpXBgJFYyT5HNlsJNLqbBxcgineVrcjiKnMSsExhqclbuRYGCVFimZtjFnDKlrtViaLMQNbk0I6lysEhQSKFr0Bxjbnm/tX2uWl7C51hpVRPl5UMukRafS0/KQF5498BvTkUdjI2NPHfq5Fuv/f5P//HbfW+9cebkgT+99os3X/8XQl7SpYS9KfCTcEl2hjgLxkrN4mYQRMhMUgIcfR5DiE9LO37m9OsH9vzLiSO/opPjSbnReOzpM1Gvv/3+m8mZyWgegaRkYZQ0sUtDV8qCmG8AACAASURBVDKyCRkcQk53haNbp+bGXhBdiG4T8pt5XHMOophDLCCh6iTsPqPKRcK0idn9Mn6/hNtCw/fxaBMyXi+H0kJE9XPJ3SxCWQ7MlBFbS0VddhoWi9TXKwvvN5Ut2jQzZsW0UTYo51bkIuqIqJUCzbxevmxWXynUb9gMyzr5nFJ0pUCzYTNeNqiWNLKrBdpVg2rVoLpSoOljkZvychpw2X1M0rRaslFdsmwxTMtFwxzmAJU8wGE20YkltLz51urw1vNw0B0EfcFAMAgEwW0Q8AD/oMwC/6df4fV7QRCCICgIPn/6sKvQVMGldymEVWRMfvy5anzOSqH+ZqVza2Hyp5nRW7UlU0Zlv4zXK2XX0XBDSkE1KUdw9siVMsuNSpsVkTBlkn091vl8svtJe+X1SsutuuLpAuWIVjig4rUJKK18si0n2QS/OGmSX62w3m5w3W0qu1Ftf7E0dqWisBibbkq6YEuJbyShJ1Wiq3bzZmnRWpFp3pS/UKDtk3CriJgaEs4MT7IgUszwlE4Rp0vInNLLW5j4Fmru5WLjil1fkJtWI6G22RUtLqWIkCyjZrTq+AsVljGVsDAprgqdUZR+sZ9HGRBQm0jIMmSKPf2iNeWC/mJUPT6rkZBdnJEgP3NUdvqIC5FounRWdyZCfGhfWRasj0frFlAr8xBdXFJVLlx67rAmIdJKSK4SYzPT9sfE/TGBeEzgwle3W9hiVBY+hinNkZoIIj1OaSVqHTSyIIUhzWDLsrJyz6Ny4y6lnMATYTIllWThyRpN0mo1v1SCFGYWtOoLm9VMYx5BlskvIAoLKW1z1ZXDDraFUtRldfQU8tVYpiQrJuno2/t+tWf/69ExEemwxFMnj77x2u/+9f/9H5En9kUcf/+dt/8dh01AIk+nISLTuHCcEofkI+CMVAI/m8CGZ2Oi0xFRCHhE/MX3o8+8cfTgv+Vhzwq5MAY1Ni358IG33jx+aD8sB0bkk7MFeTgpma6iU4UELg2t4ZDq5cJqPsuORZUQcysoBCcBW8ahOGh5FSxyJYtkyobV0ImtHGoLi9TGJM1opJtOy5xW0oDPbiahZ9WiESnLlhlfjc/sFVGbmNgRNf9uvetOg2vWmt8hoE4bFfVUnCI6shSZPirjL2gVIyLWZaPqTknhTYdlSsbrZhB6maQuGr6djOthEOfVkiWtvAGXpT0fqYg6VpaZ1ETO7ZLwevmsCbFgSiIaotPayISqPLQJg+hxFviffxEOeaDwX+aHoCcY8P193P4b/gsrtsAAEAqFQ0HI6/7h6YP+YmsFhzZsyF+w6ttY5AYSdlorG1eKP25v/Ky7daFAN6VTTBtUyzZjG4dSkYcsSI+vwGcvWNV3611rTsNaiWGjyrpkU14rM33SU/PFUMu4QVpGyKqhYVp4pD4Fp1fOauWTBlTcUZ3ok/7mr8Y6r1cVbV+eWiuzVFFQZSh4N4syJOKMyQRrVsOGy7ZeZC7HIOopuCm9YlglKsEi2JGHrVkpTmymNSt1piB/1WlqoueOyHmtzLwmGq6EguzS8Pqc+SN15gIuWkODd2p4Cy5jN5tclp5UgkiSnz3izLxkST6viTlRkpVUj8+a1Qg7mbml2UmamJOG+NNOxCVLSrT6wgn+8fdLM5LFh/eXZsGGJZwWFt6OTK7Ky5RHH2UeflN54aidmNooJ2al7r8Q/XskN7psSO9sNBA4iCRkFEuF4+lyxWai2IzXlTAVFgJNnMaTZJEZyUjE2djze3LSzoo4GIZdJGkwyGo12XIszUguGbDnl/NJKiTXlKetEGBFaY5OQ8NUBaeQpqyUuXptEj1emI87ce6dfcf+8Ma7v404fRiFRqSlJ589e+rXv/nFmTOHLyVEnYx4C4WOQ6POZWSdSqPBcCJMBjklFnEWjruIIafkYGKQqGgc+nzKpQOZsMMRR/8diTgmlyIYzIs0YnzKkZP7f/3bs6eOZyHTc9g4LB/P0LDIQjyXiclDJDh41B6zuoZJtmGyXHk5xdhsFwnXqRTNO61LJbYhjaxPISzPy6kioi8XGVcL9Zct2gEhozwHVoJIdsIvleekDPCIg0Jyr4BYkZveLaLca3Q96ajeqC5eLNKtuQpulBbNG/PXbea75a5bjqJBHrOXTRoVssal3B4mqYuOn5Bye5jEdgpuWa+4U2K9YTOOCJm1mMxaLGJWJexkUQywpKIMWDuJMC7k95FIVTnZRZlpRjRiuNIBfP8s6N8JAt5gIBgCQ8HdYMD7/88KLwQBoRDg84Y8u9tffjpdXVbJpReiEVUEdBeX1sEkzemUbXTi5ULjZllxM504qpJuVjhX7QV1FFwblzqsFIzmC4dV/Ksl5usVlmtl5ls1ti4BYUjJfLU0+M1k94JdW8fA1dDQTRxCE4ewVlqwaNcv2nU361xfDLd/O9n7YU+D79rcveayOgauDJ05KhUMCNmdTMq4SjynV42rJJwTBwszk8fUkgmdbDhfVM/AD6nFrQJaSV72ekXhSolpWMV/3FxRS8qpJeb0awRNEmqDhjVZV1CnZZmZ2ZVMbKeE3oDNGmKQazDpxZkXa3AZTSRkAwFRiYaVIZNrc+HdbLw9PU4cua84I76PT67AwGSnD2liTtTjsg0xZ5xZKU4krBQHt2QmGJLPyaOPSk8f1MadtOUmNUkJ+KzjGSl7KPKU2jGzziWhy/KQ9BSWGp8nTJfaaJoStrVOXFQtpovSeYJMOjMVFn/k/Ik/ZcYdUwuIsho9p1ypqNXCRTmmFn1hu4lpyCMpstVl3KIWNUmF5FnJtnajvk7FtjHLBp3WCrHMSD4U9adzl468e/D1dw68npByMRWekpyW+N6+t/fse/3YyffjE49lZJ5JgR3JwUWj2NloDjIxJyby4qGT5947EvmnEyf/mAY7yWWlp1zan515PCritynJ78ukCJEiw6jGow+dOvrPvzz29psXoo6jGGiRQVhQVyDS88QiIgmdaKCiy0Q0Wy6iAJ1uRcEUSRc0KZeaecxZq3HFUbjqLFy2FwwpRW1c6ohSuFignjPIm6m4CnR6MxVblpPqykycUbDn8nljcmYnJ2/GJPlquPXH2YHPB1uuVhQOqvg3q5xf9Xd+1d32uLbqcVX5jSLLklHZTMI04HP6uJQFrfRmiXXDWbBkVCybVBNyfgc9b0En33QWLBmV7fTcShyylkoqQSLayaQpiWiAQq3MyS6AJdvyMCudTdDOTyHQE/B6AB8Y8AXC3nAI+Pt64N/wX+eKQNALgn6vJwT4vD98O1npkqcl8s9HOZDpldgsJzy5m0VpJuJWzLq7Fa4ONr1byOkX85toxPJc5LhGdrnY3CNitrDy+iT0HhFl0ar4vL9uUs/v5Od9N9n2uLN6vaygR8aspqJq6dhSPOJ6VdF6mWWp2PBRb8O1ysJ7zWVfT3Tvrk//MDe45NBX5iK72YxBMa+Xz+oVsFoYpFoyjh91zIVFdInYA0r+Ro3jZn3J3eaKyQLVuEkxapYtV5ivlFk+6qxdsKjW7PpJk6xNQnMwc6oVVAcbpc1NKkKlNtNxtZmpU0xqNSq1iZxdkn2pmYzsZGCL0mIKU87r4085Mi/a0i7oL0ZaU8630TGNpGz5mUOy0weL0y/1cmlDCi7t6PvsUwcM6bGm1Og6YnY5MskJv+jIS2mVEkXkOA4pVqjNcrZIpTa+yMKna4gkJS6DHi+y0Y01YmOl0F4tpgnSmMzUPOyFC0dej3r/t2nH3yuWsQxtRexSBcPOZ9kF9u5CTa0CyU9h6LFiG9VUK1GV8WhajNTFrZ2oYFnpzj57fZ9NZqYcj3k/OSf62LmDv3v713uP74+8EAVHZ8bD4t/Z9/pbe/4DhU1A5ERfgh0kMlIogjw8G5WVm5ycGX363N4/vvG//vC7/54Qt1+vJsJhRzNgh05F/OZ89GtyZbajkt1YqeAePEc5dDr92ImIN984ezEij46S2cQ8NV0gymPTEWJsigSVaMLCKrn4ag7OkZfZQCb1ifhdPHYjldgj5A7IhZMG5ZhGOqwSXisrXHMYO7iUNhZ+1iDrFdLKkCk9lJwhLmFIQJ6QM9eKNd+Mtv20MPRhb/21qqKFIt29+vJHjdX3yks2ioueVlbdK3Ou2/W9fOqgiHGt2Hir3LZeqL9VblsuyJ/MF14pMoyr+Ncd5g2XZcWinsoXjiiFQypFA4nYRaNNikWjTHYriViORRfmoceqSwMvv4dCABQAQ0EoHAhDAAT9XZj9O/4LK14AoD8YBAF/OAB4f/huyGnDHj0gjY8eVUp6uIxOOnHZqF42qK/YzPNa5arVtFxoLsMg68n4fim/X8IdlHGvuiwDEmYdJWepUHW1xHC7xjptEPRJSDcrTfeaSq5WFjaw8ixZl5o4+Amj7Gadc8qsmLdpvhxpX3Ea10rNN+uKF+3aO40ltxqcU1rFmEw8o1UtFeinNPIGKt6OTCvOSbcgkiuJ6MF84YJdP2FWbNa7VksLpiz5nSr29SbnkkM/qORctuvu1hR3SeljZmmTgm5noyzkDBs1s56GmTPKJtjUyyJ+Yx68l4evwqS20dCdTFwZKtkBv1iCTDQmRJkST6tjjrMPv1WSndgvIEnPHET87p/4Jw9MqSWbVcXMiH20k3ssWZcMyefamLiGvMxqNKyUAGsR5ckpCXJ2MkcGExpy+AUsmoaGk6DS6ckZrES+laop57F1GHUhhSZIo5AupScfPvr6Px97/V9j3v5tuZJnaLVxylUoNcHQZtE3aHhFTAQ7UVREJcjgUjvN3q5TlHBoekLjTLXIxdc3aGq6C5gKVFTioTh41AXYufePv/POkT3vH9ufmJmCJKJOnj/y5t7/gOfEJKVFxF7ak5JxIg52JiH9fALsdCLsTEzcoXfe+bff/eq/nY58w6AhEXNjs+DHzp59LfLMb7RGXE273GFmMP501HgxExd15shvfvXentcuJp/BcpEMGZ5ETSfhU/DJp7hZMVVCQrdBOFmsWnDoR8Ti6XzVgEjQxqSNKqU9Is6MSX3ZUTBv1c4WqMfUwh4xY8YgvV1tnzcranMzahHxtTlJdVhYDyevT0SZNUsXizW9Cva8Xf98etC9MvdJR/OjmqoNe9GqRtdBJXWwieMqwapV87Sp8la5vZGMqSfl9IsZazbdRqm1lZk3KGGNyLhzetlmmfVmpXO9xDmjVU9KJMMcbgsa48rI0CVcFCTENpo1u88+DYFeKACGAlAYCIfc4aD/HzrJ/f8pixcOByEIAIGAZ9f97bPh0mLq2QhBzOkWBrGVThwRsq8WGq9aTTMqaTedumjQ3aooG5KJBiWCMaVkWqNYKtBulBYumVUdbMJasXaj3Lzu0ExquR283LVi1bPRtisV1jYBxYnLaOWTNmsdAypeHQP3uKPm5dLYtEU1ohUNqLg1NEyfkrtYrPtqsPtKsW1UIbldVfZBW8PlYksjgzigEFRRMOVE1JhJsdlQOu/Qr1ZYZ+zatSrb3Z7q2z1V42Zph4i8UKBcMMs7xNRpq2LIKnVx0SWsnDoxsZWOW7eoN1SyJ3rtIJswJqePSekjEloHA9NOR1uTzzaTs2yp0YUp50uzLxkTTrVQkGMyhurcEe6RtxzI1CYmvlvGokfu458/qoFFi04faKLkFKWcd6bFlOCSqmhwctphWk5kDj4Chj3KKmCnc7LOoM9GIaOoRkJ+tURTyccIk3n5ORwpgklJTox+f9+v/8ex//hfx3/xz5UKkbLeTHVIcTqysk6nqlFkCTMoalR+GQ8nhgmsRGeX0dFlRHBSrW0GdZ1a5OCrnex0QnRE4sF9Z966hEpIRCWeTol58+ievRGH0nCZaejkw1F7L6VHJsCOw7MjTp39U8Tp/dGxJ6LOHIiK2pcQd+Tc6ff2vvMvxw/9ls9KE/EzqbSLKWl7T8f8zlCI15cQUfCjxn0xNSm56P1Hzr/2h1NRB1LgFxJwsRRZLoaYCIOdTIx8U5Kb2KJhFVEzW+SUW42ueXn+VbPlssm8bDTccNq7eawBuWCuQDNjUQ8o+SMaYb+C0ymijmlFizb1jEYwzsT2kBBtJMSkgtkvpvTLaEMaXg0D06fiPWyvWS+x9Yt5axbzFYtlUake4LEv23UPGkpnDYoZg3xSK9ElnpWdP97CyP2grfpOXUllXlaviD4k5/ZLWG0sfK+Yc6XUdbO09LbdMS9TdGHx9WiME5GphWf0l9iBH5+HQH/YB/g9AXA3EN6F/itW+MPBAAgEPO6g2+3/9pu1xvoKCsmcnmpLTWyl5E3LBNNywaJWNqcRX7PrZw3qBav1stM+nK8YUEnXy4o/Hmhv4JBGdeLZQtWgmn27wf60o2yuQNTJx67YJM+GW+42ls7bNF1ieiMrr5lLKMMjmrnEG1VFdxpKa2nYMkJWM5dYRUHPWdWbNcUfdDVsVLsGlMIuEXuz2vVZf/tMQf5GlWNCL+sUMcZ00vUy66xVPaaXdojp0wXKz8Y6H/TUrZaYR3Tieat63pI/bpAtFOsmClX1QrIBmajJvOhAwcbzRaMC1hiPOShhtbDz+qWMLj6pHJdWQ8qyIxJGVbx2Dn5EyR1T8wakjCWrqkdE5Zzca4VfHFMIKzHZTWyyNTvVnouQJZ0jH3u/MCvZkBitjT+jg8UUIJMkuZf4uPhLSfsykBEyI/1Y9P6TCQdw3EyeiSYv5uvKpSQZkiHKpHFhJMzppHOvR772f534zX/PeOf/6TNRjS16foUUr8Wra/MlDn4yOV5m50gKmUhmksLO0lSI6sdcJA2KbSGpG2TsQgqRB8/MjTl18cCeE39MxyWhKIg0bNr5lHPvHHn7yLnDKHJ2Oib5fFJELgPBleMzMfHRSZGJmRcuJp+KOn8g4dLJTHh03Ll9B977d0RyhDGfymNk4JDnL13cazbROYLM6KN/cCYgF/ILi9B4YsQpTPx5KiI5/VIkHpkgpGWikyOSTr5BhkUWcpFqYrKVg5gu083rNfN69bJFv1poWnNYqokYFzZzWCWcNinHdNIJg2zFYeiVsmooqHmL6l6t82pB/piEOSplLZoUTTRsNQHZJ2XXUbFDCv5KoWFcJelk0VYMuuuF1ss67YpBsz0/8vVAWyMZ48pOrSehnFkpVljctQq7b/Py1tzo/RrXNZd5UMLq4VGHJKxeIXtcp92sKL9dUXa9xHGl2DZvM48X6tsMyoXuxsD29xDkCwIen9/rB4BgIBz+hzWo8H/a+PABXtDngbxeyA94v/hqtayygUJvpVJrspHdFMKiQjSn4q+aJbMazpJFMFugWXKULjodver8Nrm4V6+629tcJ2HUisizZfrVKvO3893PZ9o3q43rTsX1EuXN6sJbdSVD+QILItGGTDGkxbVwSV1iZgMjd0wnqSBkV5JyOsWMASXvi6GOLwbbr9c5nvY3bTaVllJy+tWCBx3VSw79kl2/UWV/0lbzeX/rnFk1qZMOy3mDUk43j3rZZb3XUnOzvny1tLBXKRjWyfuUwtXSws26srVSW2FOujLxQhkJPaiVOvBIZUpMs4BaQkS2iuhtYrodm67LiC/ISemUsXtVvBpm7pQ1f8Qgvd9eXc8hlJKQpSTkpELWTaUNKCQODFIOS6Cci+DEnS0iYCqpBCM8VZOeXJSLajYqnFJmWvwJDg3Bolza/+6/wNIjVBoKkpiKpcHFBq7YyCWxMkj0FEza3viT/wLb+99yI35ZS963Vo5WlrFEFfxcJdLcrCFK0HBqitzKJ4swcGKi1iGhq3G1ww59k5ikz5LXM+lWNAwRnY25dCHh+NGod2HZMci8ZFjORRIXHZN65vfv/yYOHoNloiMvnaLJGEwFF83EHbt4MCrlRAzsVETMwbMXDmYi4tKTzux/5zcXTx2wqvgsLBwDi7sYeVDOwlOxGYnHD4rPJrSwxA10rj4FXpiNKiUQ1emp0tT4AjJSjkpkZJwlpJzQcOGVBcwyG7PNIWnlk2vp2B4Za1QnXrLr+uScZi5xtkDVLWF2CKjVFMyKw3i1vHBEI7rXXP58auBGhWNKr7pdXXanurybx6zC5bTTyc2kvEWtakommpAK20j4Fjyuj0WbkUsmZcKve1vvVzktSbFFaQm1udmVGHgng+BZW/h+buxuWdGtUtuKSd3Ho00qhZtOy7rdsmC1LDvtoybNUqXjzkDLbL2jozi/o8xwZa7b8+pzCNoGg6/84V0v5N0N+8F/WIT6G/6rt+1zB4MgFAxAXt/PD590q7XSC3FdbM6CStWEQ/eQ82bkvEkpo5+Ln1IxJjTySaN5zKCvZzP1mTATKmOiSL9aU9yp5g4ViO93ln853vxxX+WDJtujxsJPO523a2yrDlMFIRu354/GtNhuMaNfxnZi0ktw8LUS83C+YFwn6RYzbtU6vpvovV5pe9BWdbPB9dlw2/Ua+3q59U5T2b3m8h4p61p54bPBdmhz5Wal/V6ta1TJn9KIZ7TSFbthxqwa00o+7mnqFNHb+JQOIW3Bpv1+auDT/tYSXKY1K6mFQ1ovtdTTcyUxkeX4rFYeablYf9lpauORXTi4Kf1iBTG7loahHH2viZV3o9o+rBaU5mVOGmQluIzSTFgXiTisENuRGZRThwTxZzTpCeVU3IBc0Mwi19LxfQpBo4bvEJIxaacZhOSzp1+/lLAnj3wpDXEqLu1kFjGRyM9SWJh4SgxPkErP2Rt//L9xEv6pTxf7sAF9vTILQTqVJ4UxtSiZnZpBiUNxUthaApqThhPAVU5+ngxe1K4taJZwrDhhCR4jTYxLOXYu7kAq4uzRqLcuJB5D4pPiYKeInBw0FX7k3N6TMYdxzBwUPZsupyGp2VGJke9FvLEv6q2ImAOnYg7ExBzOhF9ApV04e+ztk+/9QUjI5udm4pKjow++hU48i0o+l3J8n+R0jCDyvBOd28zht/B5DjxOk5VaREErUUn5uCQ9LcPERpTpyJUmWqWV3uuSNtBwDQxcr5TVL2dfdhhv1zqX7foFq3pMJ+6VsurpuHY+ZVQjGtdJ7jaUPJ/oW7UZx1TiL3vbv+hpe1BbPqdTtlLxbVT8uFTQw6AMcBmtxNx6DLKdmLdu0N4vc9wutbVQsNWYzA4avgaLaKFgLxdoHlQ5Bnm0RiK6g0EYEjIHBYxBAWNcxp1WSxdMhnGtslvKHTWqJh2GVg2/TEbrKtE/vT4T8nwXDm8D/pdAyOMLeV/6d72Bv7t4vsD/6eK5/e5gEIQCIOT1bX/0yYTNXpiV00yhDfF4LXnYjjxMP4PoTI11pV8cE1MGxNwmFrtDKGjmsYuwWfY85IBBdr+nbrXKMmgUjBj4Y0beuiv/sl02qaZfLZLcrbFNG+SGlAvM43sqCVm9EkYtBWWCxbgwaVdKzIs29Ypd18YmPGwuv1vnamHhhzWCVgH5fmvFZ4Ott+tdD1oqvh7t7JUwB2Ts29XFn3c3XnOYN0utKxb1WqH2WrHpZoWti09pZeE3yq3jasGgjNUrpg/K2Z/3NX0/0dPGIZTnwity4ddKCyZ14lpiTgeXtF5s+Hqo/flY983KojmTopWFb2bkOlAwdcIZMyx2s7KoEp/VSMNWE7IL0uKcyQnzEtEVu3lEIVCnxpRRUGWknBp67rxRNSzjtXHIUwZFhYBoY2HwGafzEGcOHfwFLO1oZs6ZiLN/Sseco0tyMPQEngqFJ0Uy6Kd52Lf5qD92qSMfdOQ+60LeKL2Ying7I+8YR5nByc9Iyo1g5CNp+Tk5vCSiKltWwsZK00wNUmdXPseMQgtjz2W9n4KIupBwEE1IOBe/Pyp2b1rO+dMXD8BQF7KIyXHpUUfO7sHQM7lqOl1OhuUmvXPijd/v/+Xv9/zicNTbMYnHU5JPwWFnEZdOnT7wxtu/+L9z4k5paFgRDo6KjcyOPpGbdC7r1GHFuRhx1LlugWhIoWjmMiupeCMKVsHBV4pJJXxsuRxfoSTWmmhOBcYqy24xM5vpue1c0rRRNmtW3KiwfdbXtFFhG80XjGuFE1rxoJxTQ8rpElCnDNJ1l+nTnsZFk2ZIynvSXHO7wrHhsk2pJO00QjeTPCLkTEqFS2rFMI81zGEuquSPypyfNdVesxkc6QndTMIAj9ZCxmw6Cm6XFPawSc1EdBMhpxaLqECmlSJSSrNSelnEHjalhYzv4TEG5bwhtbBRRClhYdvNorFa2635gcD21+HAK5/nZyDkAcLgNuDzBcC/scL/V/xXvyLoBwNAyOMOe33g9z9eb2mrZbBbGKwxsaSfyazLRtQhM4zRp5ypcS2ErDYGuZ3H7RTyRrT5o4b88QJ1v1Y8YlEsuPRjBZIOCWm6QPTlcMOnPZWzWvaygfuowdHGJvCjDplgMVXEbBcaVpydXJBxsYWVN62XdvBJPWL6qIr/cn74VnVxeS68hUfslNA2auwf9zZedhlv1TketVb2SZmtLPxigWpAzJxSiyaU/BsO86JBPquRzOkkAxLarF40puJMafj9IkodKatfSGllYO7XFH3UXrlRai5Dp4wp2EsWxaJZ3iegrtsND+tcT5sqNssKN0oswzJ2GyOvBp9Vk4fo5BBr8NnXneY+Aa2WgGymYptyMq+oFZcL1Ddc5jo6pkfOqiIjS3AZ3WxSLQ5RkBrTSMXqUYn5qARMwpHkM2+dOvXHk6f+EHnuzYuwwwINLr+QjqWexzPOU0gH6aT9Bua7XbbYB+3wOw2XbtsP3XSeEDBPpqW9kUc+QWGdSccfE5tRufIUtCSJYsyRV7EJariqkunqVNBUsCT0/hNxv0XmRWeiz2RizqYgTl5I3B+XciQ66dCJ6HcysLEEDuJM0pG4jFMYBhzPRRIEqHOpJ14/+Ktfv/VP+478PjbxWHpKVHpSJOzc4XMHXo94/ZfxB94UZCXTki/gLkTgok8q8Vmi9ET52fOW1NRRlbwSjzVlJDVwKI1Caq9eOFQkq5ERS8WYSkVeayGrTIlVMy5VyDCdXFI7h7hozd+oKLxRZr1X77paYu4SaC3LBgAAHyBJREFUUOqp6BElb96srCEiO/nkNYfhdo3jg7bqOb1yVqe8XlK4XKAZELIaCJheNnVMyl81ai4bNZtFBZcN6jWD+rrF8KDEsW7SXi3UXTbnD/CojQRkIwE5ImZNyHnTKmEvh9zNwFcg03QxpzQXIl3wxGmVYNWUPynl9fNoEyr+vEXZn8+p5uXVKmiVSuZIo2P3u48g8JVv9yeffxcMB3zh//IunjcEAoAP3N0O+vyBn16s1DWoUtJdKNysSjMtk5enp1ljowvjzjVjs9vyckbE/CvO4imDZs5qvNtY9aSrccambeCTmvjEIT1/qVh1r6Ho+WTb89Gm26W6dbPg+XjHmtNUik5rpGFcqNR6MmpKK2qkYqb1kgWzsl9M7xZQrrpMP0z0zJlkVfjMEQ3/RrVts8Z+p945phFeK7fcKLdeLTGtFGpWrPk9fEq/kDYm564Xasek7B42qTTr0rCYPJ3P7mCgRiSUJaOoFgebVXNHxJSnDfadmd6vumvGZNQNh+Zmib6Xi7OlxPRxyT0swrxGcsNuvFdRNMCjlCKS+rikbiZhVMysQqVtOkwDfFoXk9BJz+snYRaFrKbczNl8XhMD1SkglaJTbOmxprhTysgDzH2v62MjtPBoedoZbMzec3v+d+TpN157+3+ePP8mS5JtdLIkejSKcARDPMQgvamTHuuyRaw0JX7QfmGz7MCtgt9+WLmvwZKaHf9vqZf+jZC7NxO/n62+BGOfQsri6Ha0vIFF1KXTzVnWOjZZHJ+deyQtey8s6ygy9/SZuDdh2cdh2Sdik/fBMWcOR/3+QsohhgSZkRcbGb/nYmZkJiGeKkGn4WKOnX/3T/t/uffAbyKj3ok9szc19ggy7njW+aOwI+8e/9U/ZR5+L+Ht3ye98xrm5AFDbpYRDS/LyWqi4Kc08nYOxYmF19Fx9dy8Wi6uhInQoGKUqPOFjNQuG6vJSM4nx9hZad1cclUeol9Cv15iXrSoZvSS1SLtQoFytUhzr9b5oN7VysqtJSLH8/lTWvGUVrJkVj9uqPikvf6zjoY5naKZjJtTSxd1ykWtogGL7GdRF/Nl0xJ+DxW/pJJdNWs3HabLJtWsSliDyaDv/ZM+9lQnLXetQN3HIdfhMp3pCfqYUyWZSUMC+jWb7rbT/NBVMC1jzWsEa0WqcR2vmo3RoBJ4GdHNNsWrrx5D4V3/zk/u3S0f4PcGQv8VKzwhEAyCAa8nDIK+H38ac5YSIqIYkaddSPSYRF6PwRqizxfEXWjF42YlwnVbwcfdndfKXeOG/I3asg96W282lY8WKLqV7Hmn7n5ryc3awiWrbNUqu+HQrFukP0z1fj3eM22UNbPyrJkJoyr+usvcQMOO5guvlljuN5TerC7+or/ls97GBWv+RmXR58NtX453Pu6sud9a2SfnDKsFA3L2XIHqRrl12aZZsWl7hfR5o2JcyR8Ss4Yl7A4m5rJF2slAdzBQM2rO08biamxKAyF9Rs2+VaZ/1l39pN4+p+PdcKg/aS3ddOnKslMb8TnCE/s1FyJrcYhJBb+dlteIz1kyKAb49DEpdyZfPCJmdTGJY1JuMwk9xiZOs8nGuMhmYnYNCdHMxpVjYQWp581xkY6UC/bk8zUY2KhRWM1By7BxsMg/7D/ym3cO/SorL1ZtZaosBIogEYF5P498gEt5o8F16UpX2pXW+Lt1R+5VHfio/PXP6/aNlCJpqb/NiPtnDvkAkrg3jxuRQDuSLY+h2nPEtdRcdTJSFGsqpVKFF6m0s3Rm9Pn4NzNRJ0+c/l1S+kFk7tlk+BE0KeZs/Ht7jv8qKSsCRU28mHk8Iy8mIy82Iy/2Qtqx+PTI03H7T597/8TJN4/v+11c1B580hlmZjwl/szZP/ySePp4buThvMjDUlhCIRFjRsFrCOgGSm4Hj7ruslwpt47qRR1yej0/t9fIac2n1Mhw5aKcDiuzToMXIE9qsDG9IkZFHqKahFwq1Myald1C2oROvOY0fdRV93lfy+PWytF8QSMzb1jF75cy6yiYCY3sXn35J51NXw10bpYX9wtZczrFrFbRx6VrLpx2ZaT2sqhtpFxXesoIj7VZbLlbaR8UMZvImNq8bMX5E/yT+x2ZSYtGRTebVIWFt1Bx1ThEN4d8zWG84SzoZRHGOMQxIXW9QDGnFzVzsJWMnGJaliwnodkq3/7mQwjy+XdfuHde+fx+jz8I/kMWD/xPWbydgD8IhUOgPwSCwa3t5ZZ2OTybeTaaeeJULZ7UiCfXoLHtRFIbnjDEYs0btN+ODz1oqW8TsPqUogmLer26eMauu1ZbfK+j6mql9VqlZc4snVBx1gtVN4rUVx2Ga+WFE3ppFSmnBAefNSubWPh6Gnal2HinruROnWu9xPJsqOOb0a4rZdYblUVPuuqWS00bdY4vRjvHDNIqCqqMkFVJRI7kCxYs6nsNpcMK3qRGUoPPbqbipjWSyXzWoADfSkbMaTiPa62ftZcO8PP6eNgBQW59Xuqinn+5QDKVz+hmozcc6o+bnc70hFJEKv7N/1CcPl6LRYyK2bW4rIZcZB+b0kRAjUu5U3JBJx1fg8ns51DbKLgZAW1BxDDGnaxEJddTszqFhEZKdn7MMf25o6258EFW3gA774PuqgY+Tog4E/3uv7/+zr8mZZ2VG2lCLZ6vhDMlyTm4t4nk9+Ss1zsr4+8NwR4OJn7WdfzDhvc/Lv3lp5WvzTkzCnLf46H+aFeeJzIO4hgH0kURGP3FHGMSrQSFVibAuaeLKhk0XiwJd4JJOROX9DaGcCYh5f1E2F4s6XwG6kQq8hgce+pc4vsHIn6dlH3yIvwonpNG4KZlU+JT0WdhyPMoQhKBlHop4ejht395+uAfcHGRPESCNDMp/o3fcmLPcGLPMM5GFBMwVWyKFQWvyENM62V1VMyQktstpTdyc6/X267UWaZdyssN5ukKZZkgu1qBbdDgjbSEMn72uFbSLaZXk1FrLvONiqIOPrWOhm3mEBds2jWX+WqZ9WaN42qZ9VFr1WWnqYNP26hy3awpedhUfa+u4suBztvVpXeqS580Vq/ZTItGzZJROyzi9XIYPWzaiJA7LObMm1RTWumkRjwgZrUy8CU5aRU4RAeH1EzH9YuZjxrKJtXibj71brXjSUt1Jz13iI6Zk7NuFWtntLwGenaLkFAvJhkIGb0lBs93n0BhL7jzEvD6wqEwEIAC/9AzG/hPPbO7oD8YDoeCgXAw6Hvx8trQcJvRXESmkk5EluJJXQJxHYkyrzcum8wNBEIFHve0p/1Rd2sDn1lGw1vysprl3AmHca3OOWHX9etESyWmRbtuQi+Z1IlXLPn1zLxmIcNJQFrR6XN2w/VaV69KWMchTVo199prJ62aNglro7H8Wq2rlk2soGI7VfxaAaVHK16sKOzVihuEtF61aNySP1dsWHJZ7rVUz9v0rXyaBZFSTkBNGlRjGl4dJXNExVoqVHzcWXm3zrZapJq3SFeLVGP5nAZa9qSW18HL0ydFudBJDdTsElR6M50ovxBlTU+64rA8aqyeM+ZX4JBF8NQCWIIjK62TSxuU8noErE4uvZlB7GcSJ8WsVjpuWMEe0vLqubkFmfGic4f1caf6OMQlvbSfRx7UC1Tw6JSjr+3/9f/cc/iPAjVDVcDJwF6g8pKlOhQOvx+De0fFe7+jMunucPaHU6gvB2I/bDnxtPKNh6VvDRuS2lWJNYbkanMagxuBox/JkpzFqOOz1YnkIiRadgnBjTY7qSIFHI86joYfvJS6B4s/R2EmpGQcRqBOZeNOn49/D4E7m5h5/PDp1y6mH8vARVMEWWQ+As9Ox7Ph2bmXMMRUCgWOzIqNPvFu5N7XUo7vISWeV+ako04cJEQdxxw/iDt+SJudUcog1/Lokybl5VJrHYtQQsi258EbhKTHgw0b7WUWUlqlMLeAAivmZDsEyDIZtrtY0GURjJqUU4XaWbvhUXfjnZbqLgW/lIQuo2B684XDetl4Qf6C07zgMG00lG40lF2uLH7S136nrf5BR9OCw7pRX/HRQNfT7tYHbQ0f93Z8Mzb0oLF2SCEdkIlmDJphhbSZTamh5zpwiDGDYsKoKiXkFCJhRniiA5vZxCG38GlXKuzr5UVLxabbDeWPOxsWC9STEtaUkrtu0ywWKpdcmvlSfbueb2Vhu0uNu999AgU9wM5Lr8cbCoVCEPQPP1B/x39LHYFAMBgIBKAw9PzzLwbrGipUmjqlWpCUqstGjZutQ/m6GZN1wWqb0OirqOTpYsv15toOtbRRzneyiO062UZP40ZX/ZBNO1akWywvHDWrBjWScZ181W6qZpE6NZI6EbNbK/1qbvRud9NGa02LnF/OIk4Wm5vlvAYx615P8832unoRo5pL7TOrRp2mIZu2yyTvMSknXQU32ms/mx78ZnHiVkfDvMs6ZtX1amQTVt1SqW2joXKt3DKs5c3b87uktIWi/EE1Z0jDa+bhu6TUheJ8Jz5t0iyppaPEscfzk087sKmLdtNGTXmvTODKzVkrtV8pc6y6bJWUvFGdsl3AsiDSGljUPrmonIg1pifxz0Vq484M8GjrpQWTZkUlC6dMj5HER1mRyT086kqBeq1Q1yOgldJQ5lxYeuSbp9/736lZsXKziMDOToBHcaRZAgUChXmfQjlUrDsz0pLzcDLvyTjmw57YjzrPf9Rw8Lr9T/XMk71qWKcNaZNcIJAPZ+H2XKIeTmZFYvUZdDsWJb6UQT8nUmTJ85GknIj0i+/EXHwnA3GcL4Inpx1OSN6PQJ+OOv9mMvx4ZPRbp2LejUs9mkNIwNJSUeQkHCONzMvGktNT4dGpqWcyM6KTzh05+d7vz77zGjYmqohJNuDRguQE+oWznIsXlBmwQnxuo4Q/7zKPWzXdamEJDWPGpZUwsf0W+bhTVyrIK2KhFJiERh2rUkku5CLbbIJmI3+i2LRU6Xg00PHp5MBmW+2IVdulkYwW6parnDMl1j6DsoZHLWXim+XchfKi211NV5prN9ob7/S2jdpM7SrJrfbGzZb6fn3+YknxcqlzQKOqZdHbhLwJk37CaBjUqRqEDElyjDEnvVcjLaHi+BfPcmOj6ni0FinXTkTXcKkLpbZrDRWzTstYoX69rGilQD2m4o+phf0qzkKJfsSmrFEwCrn4Frv25ZdPoaAv4N0FfP5AIAQGoNA/tC+H/lP7sjsIuP1er88LhaEfvvpqoLnFwOX3lpa1FVjzUdh2tXautKJRJDEhUWNm60p15XJDzdXOlpmq0uma0una0ssdDZvD3RuDHdO1pf1FxmFHQYtSVMWh9WsUo7r8OglvpqbkwVj/12vz31xZXGmuWagrHy2xNWlk3VbdiMs6U+26OdBxa6BjvLRo2GGZrS+ba66cri+brHFN1pQsNVdv9rc/nhz87ury/ZHePouuOV+6UFXyZLT/g8mhp2MDDwfbVusc6w2uXqN0ymnoNcnGi3XjxfomObvPKO3UiebLLYMFyiJStgpxyYRNmywuuN/bea+nfa2+6kpjTbdO1WdQtyoli1Wl005bMYVQxqTWCdn5mTBFenJ+JsySlTZr1i6WF7kYeUp0WqmI1mNS9hqVIzrlgtXYJxdW0/BN+YIaJZeSHZcee1RlkIjUfBQJzhITbCVSgRxNIEWZzajeZvr8kPjWOPfmEO1hD+pBV9Zm1fkJ3f5S+plaUUpFPtzETyBTz+KIp+D08wjORa6dIi3jUFU5OcxLfEm2SJJNy4vFZEYkJh/OzjnH4SJg6RGw9IgcbFxc4pEsdGxs4rHo+CPn4o/EJB5PRkRjSGl0Ya5ASWOLyTgyAo2FYdCwzMRzFyMPpZ0+zsuBt5p0tSp5CY9joZIM+Fw9Hqcn5Dm4zAmXpc+ibVIJy/k0J4dYyqdWSJntBcqJWnuzWd7t1DZZZM2FinqzxKGk95WZ1lrrVppqrnU13+rvuNxaO1lRPFtdcqOn5dHk0M2BjsX6yoEiU6te2W7KHyw2z9aWrbY3Xe1uuznUO1FV0l9svdXfvdHTMVBkHS8pXqipHHfau436SWfxRlvzZnvbWlPdeGlRqYBZLmR1mTW1Mr6LQ62W8vqs+na9slUr7zJrBoqMPVZ9h0HVopNPOaxLxdZ2Gb+aQy6mYpuUvHaTvNEkrdSJ+utLXn71MRTyQyEQgqBAENreAXy+vyuzf8N/U2bBLc/urscThsJ+r/fjhw8vT888XL/y7OGje+tX7y6vPry8fm1iaqmz+8H03PePH/789MEPj+599/jutw9vf/PB/W8+evjl4ztfPb7z+f2bH6wvfXR97eHCzK3hgQ9XVz6cn3+wOPPF3RtbX37s//m7lx8//vTG2id3bnyysf70yvJHV1d+/OjRz588+fjK8uMry09vXv3qyb1nT+58cvf6Jzevfryx/smtq5/f3/zqyb1vP3z40wcPnj+9/9HGlUfry5/f2fj29o3vbl3/4YNHO589efFo88UnD57dWPnm3rXPry58c+fq9w83Hs+PPV2d/uz60rO7V7+4dfnR+tz1oc5bc8Mf37z63eP7P3/89KenD797cOfDteXPb914dvP6s2trz+5s3psauz87+fTa2ubEyJ2FmcdXVj9aXvj29uYnm1euD/fdmOj/fPPy8zvXvri28nRi9PO11Q9mJu8NDzxaX7y3MjM/0T070X3v0Z3lq8vDU30r1+buPFq5fH10da39/oORzz8Zf/b5+Def9nz1Qdt3HzQ8f1r/7Kb96Zzq3kzlo+WWB+sdt1Zal5ebFxabx1bbR9c6l+5Prz1cnLk21D/bPLfYubLauzzbOjfeMDhQPT3Vuro6PDhYNzLSODvX0z9YPzPX191f3zfU1NFX39hW3t7bMDk/tLg2vXx17srmyuzy+Mzc8Pz86Mxwz0hn80J/9+by/Kd3bn10a/ODG9cfXlm7u7Rwc3ry+ujw5uToB9dWH1+ef7Qy++TK0se3rn5298Znt69+ef/Gp3ev3Vkc//zRxqPLM09vrj69dfna7ODnj29+8/TBs4d3nj28/ezh7c/vbnx2+/pXT+8//+DBd3c3vn94+/mTe988ufflg1uf3rz68ZXlj6+tfnHv1rPH97/56Mknt65/cG3tmw+ffP3o/idX1769d+f7p4+/uXvri/X1bzc3X3349OXjxz/cv/PF/c2HK3P3l2efXrv8cH3p4driB1dXPr159aPNK5/c2/z07saHN9afXF1+fP3y4+urn9268eXmxqP52dtjQzdG+u6tTD++vvzk5srN1amHN5b92z+EAHcQ9EEQFAyGt3b9Xt/fXby/4b/eUIXCXsDv9fvBIBgIBAJ+f9Dr2/3xx4DbDUFQ2OeDQiEoFII8XsgPQqEAtPUTtPsKAjzBnRdQwANBQQgCwv5dCPRA7i0I9EMgAO26oUAA8gMQFAq6t8Cdl6Bv1/Pjt5BnG4IgyLcLebbDWz9BoBcKg5B7C4JACIKggA+CAAgCoaAXAj1Q2A9BIAQFoDAI7b6EQC/kc0NBAIIgyLMDubchvy+0/XP41fdQ0Av5d6CgF3K/gIBdKOCB/NtQwAN5Xv4FQ0HI8/IvVSdBIODZBl/9DHl3oXAAgoKQdzf88/dQOAAF/BDghaAgFAIhKASBPmhrC/J6oTAIBf0Q6IY8W9DWT5DfA+3sQAAI/fgTtOP+u7gH+UNQOAiFw1AQhAAP+BKCfBDkDUE/QtB3EPQdBH0OhT+BoI8h6FMI+hDy3YeAZxD4DRT6HoJ+gKCXEPQqCO2A0I4P2gUhXwBye6AXYOgnCNqGoG0IegVBuxAEQlAIgnYgyA9BYQj6c+D4LwsLYSjwD40u4TAU8oe9wbAPgsJQOAD53VAoAEEQFAhAwSAUDkNQGAoHoQAA+byQzw2FAAj0QoAXAr1QwAcB7tDuVti7A4X8oZ2foTAAeXegoA8KeMHtnyEIhMIAFPRDAR8U8EF+N+TfhUJ+KOCD3FuQbxcCPFDQB0EBCApAAR/k2w14tsMBPwQFwz5PyL0NhYIQCEA7W5DPB4VDkN8Hbb2CdnchEIQ8Pmh3O+TdhvxuCPRCQf9f3gN6Qp5tCPRAUBAK+ILuLcjvhqAQBIEQCED+IOT1Q14vFAAgKAhBIAR5/e6f/Ls/QCGPx/Nyx70VDIcDIcgDhP6raRsIBP2BQDAU8vp9Wzs7fhAI/vVyXhjw+7a3wj5vYGc7sLMNgQDk84S9O+GAHwoC3u0X/t1XYdAL+nbdr16AXrfv1UvQ7Qm7vdC2x/v1c//P2xAU3nnxk2frJeDefvn9t4DXDUGhgGcXdO8EAR8U8Ac8OwGv2+/ZAdzboHc3HPJDEBgOAeEQAIVBKARCQT8EeIM+DxQAt77/Dth+BYEAsPUqBPjDHjew9cK/uwUF/CHQFwa9Ac9OGPBCoQAUDkCAD9h5FQ74/btb/p1XP37z7Ievv9x98TOws+V79bN3+1XY74VA/6sfngd9ngDgD/m9EBSGAkBwdxsCAQjwAtuvwFc70I7Xt7UF7O7+fTQLBiEvCLkB8PmLkBvcfvnyu2++3g36X4DurZ3d7R13MBwCgsEX2z9ve7eAoGfH98Lr/xkIvAwDP4V8P0LenyDwFRTYhsCtsPv74PY3wPbzsO9FOOAO+Hd8Prff7/H43Tu+nUDIB4a8Hv8LMLANQbtA4IXf/TIEugHfjnfn5yDoCYAen3cnFASCQTAYBP0AuOv17ng9XgD0AoFdn28X9Gx5d7x+TygcDAcCgHs3sOsOef2BV9uBV9uB7Z3g9i7o8YA+LwD4QJ8ntL0NeTxhrzfk8QR3d8Fdt39nF3R7oEAw6PP7d3aDfjDgA3w7Hq/b59vaCfs8IZ87BHjDoC/o9wDubXB3K+T3QOFAAPD6tl96Xv7k23kFeHdBv8fr2d3efuXze4Mg4PN6vB53EPAH/X6/xxP0+qBAKOwHgx4v5AegQAgCg4HdXfernwM+N+Dd9e28gkAfBPoDgNe99cK38yroc3u2fn7143OfewsKgaB32/diK7wbDLqB4K4fCoXDoD8MeAL+bZ/vVRjyBUPeV7s/b3u2g+EwEAp7A+F/rIP6G/6rMrvrcXt9YQjyAf5Xuzs+EPSD4K17d1vaWx8+fhgMBUDAHw4GAL93cW6ms7nx048/8Hh3Pd5dn9/j87kB0O8HfW7PbiAYALxewOvzbe2CL7avTS98+ugDEAB2d7YCQTAYBEHABwYAAPT7vG4A8PmD4OjYcHFx0dOnj/0et8/jDoQC3oDPE/CCYRCEgkAI8AFeP+AFAF8gCIagsGdnO+j3ffXZJ2tLiz/98EMIAEC/LxAAgsEAAPh9fq/X4wZAIBQKfPnsi9u3bz3//jswFHjx8sX09NTo6EhNddUHHzwB/D6f3xOCwi9f/jy/MGu3255++NQXAK9eu/L1t197fO6ffvreDwI7u9sB0A94A2Ew5Pd6v//hp42797qHhvr7B+/duef5cSu4DUC+QNgfHBoatdmLH37z5c9BwOsDPLs+MBCCIAgIAjtejyfgA8KAN+D1BnxAwAsGvAHQDQKeQMAbCPpDATfo3wL9u1DQBwXBIAAE/GAwEAgGAj6PLxwOhsJBL7ADBt0ByO0FXwHe3RDgA71uv2c3CPoDgA/weUMBEAQBAADcHv+O27Pj8bh9gA8AfSDoDwd8QRAMBcJQOBwKBfxAwOML+YCwHwj5ANDn93t9Pr8fCIBAKBgIBkJeHwSA0J/z/l4A8IEAEASBUBAMBgLB3R1vOAwFgyG/DwyGIJ/HHwoCodCfb/SGQ1AoFAqAoN/v94KAF/B7vR63x73r8ez6PG6f1+31ebyBABgO/fkJhENAKBQMhkKhUAAAQ4FgEAj4PX7Q6w/4QcDt83u8QMAfCIFev29nd/vPH08wHPrz5xQMggDg8/v/v/bO3jXKIAjj/4vY+FVZSiCFIoJYChapFLEPpFGEIJIipIkRDWJhTGFl4QcqKBYhCgmCEFMlUfzA5O6S3Pu+uzu7O7Mzj8VdQhDxL7gfwzI71TQP+xTLDIlKgYnkRKmwpVwiiZrFFGOiYkzJkbhYqKKKJBWARIKU/6qiahoXDIicXaLewzM5M334xLGH83Ok3KRgQNdVo2Ojp8+eef7i2VZr83drsyLvJFMpEVrnFItmUYpcd12z3TyefbS8uOSItoPLUCrMQLRSR9oNvk5xxzcjVy4fOnrk1ft3vbaSaodcO/lG2aFUnDrkdig0nLzkbJpLAbCwuDh9Z2Z9Y4NLiWoMJIAAp+bUAsDA2w8fZ+fmP6+tObXv7c712xPjk1MjV68tra4I0OWYgNWv62PjN08OnXr6+mXb1VP37y58Wt5quuubvxrOPzqthnNVRxFV4Ft799bMveNDw8PnLjyYe9L6uZvrAoNmvXFr4vzFS2++rHQAYZQIYcCgQBIEQTY4QZ1QJTiBFziGZ0QBAxEQhQEosNy7AwxtAIUZKFPWnJBDCT2T1F+2sJ8oAKiAuV8ppT8LT/ZCAevVuf9r2nr2Qs2bBSAA6YDxSsnqOlXd0K1i7SQyuMCRqUGAXCCKKMhQBg5GBnzhIKnn5BRQ9Of0RcABBASAgAh4A6nJgT5JQKyRzZF4LgmIMJe5G4lMvXDum+z+KQfyBCSDL3AMBuosVWKBuRIb8V5jLT6aZMBJCiL/WnW0p4oBAwbsM1DFgAF/8wf0mF3+qjOFTwAAAABJRU5ErkJggg==" /></span><span style="font-size: x-large;"><b> </b></span>
</div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 36pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Mengkudu
berasal dari Asia Tenggara. Pada tahun 100 SM, penduduk Asia Tenggara</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">bermigrasi
dan mendarat di kepulauan Polinesia, mereka hanya</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">membawa
tanaman dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">hewan yang dianggap penting untuk hidup di
tempat baru. Tanaman-tanaman tersebut</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">memiliki banyak kegunaan, antara lain untuk
bahan pakaian, bangunan, makanan dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">obat-obatan, lima jenis tanaman pangan
bangsa Polinesia yaitu talas, sukun, pisang, ubi</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">rambat,
dan tebu. Mengkudu yang dalam bahasa setempat disebut "Noni" adalah
salah</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">satu
jenis tanaman obat penting yang turut dibawa.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 36pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Bangsa
Polinesia memanfaatkan "Noni" untuk mengobati berbagai jenis
penyakit,</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">diantaranya: tumor, luka, penyakit kulit,
gangguan pernapasan (termasuk asma), demam</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">dan
penyakit usia lanjut. Pengetahuan tentang pengobatan menggunakan Mengkudu</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">diwariskan
dari generasi ke generasi melalui nyanyian dan cerita rakyat. Tabib Polinesia</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">yang
disebut Kahuna adalah orang memegang peranan panting dalam dunia pengobatan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">tradisional
bangsa Polinesia dan selalu menggunakan Mengkudu dalam resep</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pengobatannya.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Laporan-laporan
tentang khasiat tanaman Mengkudu juga terdapat pada tulisan-tulisan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">kuno
yang dibuat kira-kira 2000 tahun yang lalu, yaitu pada masa pemerintahan
DinastiHan di Cina. Bahkan juga dimuat dalam cerita-cerita pewayangan yang
ditulis pada masa</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pemerintahan raja-raja di pulau Jawa
ratusan tahun yang lalu.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Perkembangan industri tekstil di Eropa
mendorong</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pencarian bahan-bahan pewarna alami sampai
ke</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">wilayah-wilayah
kolonisasi, karena pada masa itu</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pewarna sintetis belum ditemukan. Pada
tahun 1849,</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">para peneliti Eropa menemukan zat pewarna
alami yang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">berasal dari akar Mengkudu, dan kemudian
diberi nama</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">"Morindone" dan
"Morindin".Dari hasil penemuan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">inilah, nama "Morinda"
diturunkan.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><b><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif";">Klasifikasi Mengkudu</span></b></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Terdapat
sekitar 80 spesies tanaman yang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">termasuk dalam genus Morinda. Menurut H.B.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Guppy,
ilmuwan Inggris yang mempelajari</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Mengkudu sekitar tahun 1900, kira-kira 60</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">persen
dari 80 spesies Morinda tumbuh di</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pulau-pulau besar maupun kecil, di
antaranya</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Indonesia, Malaysia dan pulau-pulau yang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">terletak
di Lautan India dan Lautan Pasifik.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Hanya sekitar 20 spesies Morinda yang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">mempunyai
nilai ekonomis, antara lain:</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Morinda bracteata, Morinda officinalis,</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Morinda
fructus, Morinda tinctoria dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Morinda citrifolia. Morinda citrifolia
adalah</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">jenis
yang paling populer, sehingga sering disebut sebagai "Queen of The
Morinda".</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Spesies ini mempunyai nama tersendiri di
setiap negara, antara lain Noni di Hawaii, Nonu</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">atau
Nono di Tahiti, Cheese Fruit di Australia, Mengkudu di Indonesia dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Malaysia</span><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;">klasifikasi
dari Mengkudu (Morinda citrifolia L.) adalah sebagai berikut.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;"><br />
Filum :Plantae<br />
Divisi :Spermatophyta<br />
Class :Dycotyledoneae<br />
Ordo :Rubiales<br />
Famili :Rubiaceae<br />
Genus :Morinda<br />
Spesies :Morinda citrifolia L</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;"> </span></div>
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<span style="font-size: small;"><b><span style="font-family: "Times New Roman","serif";">Morfologi buah Menkudu</span></b></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;">a.Pohon<br />
Pohonnya tidak terlalu besar,
dengan tinggi, tingginya 3-8 m. Batangnya bengkok-bengkok berdahan kaku,
memiliki akar tunggang yang tertancap dalam. Kulit batang coklat kekuningan,
beralur dangkal, tidak berbulu, anak cabangnya segi empat. Tajuknya hijau
seprti daun. Batang mengkudu mudah dibelah setelah dikeringkan dan bisa
digunakan sebagai kayu bakar dan tiang. Di bidang pertanian kayu mengkudu
digunakan untuk menopang tanaman lada.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;"><br />
b.Daun <br />
Daunnya besar dan tunggal.
(http://um.ac.id) Daun kebanyakan bersilang berhadapan, bertangkai, bulat
telur lebar hingga bentuk elips, kebanyakandengan ujung runcing, sisi atas
hijau tua mengkilat, sama sekali gundul, 10-40 kali 5-17 cm. Daun penumpu
bentuknya bervariasi, kadang bulat telur, bertepi rata, hijau kekuningan,
gundul, dengan panjang 1,5 cm, dibawah karangan bunga selalu cukup tinggi dan
tumbuh menjadi satu. Peruratan daun menyirip.Daun mengkudu dapat dimakan
sebagai sayuran. Nilai gizinya tinggi karena banyak mengandung vitamin A.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;"><br />
c.Bunga<br />
Perbungaan mengkudu
bertipe bongkol dengan tangkai 1-4 cm, rapat, berbunga banyak, tumbuh di
ketiak. Bunga berbilangan 5-6, berbau harum. Mahkota bentuk tabung bentuk
terompet, putih, dalam lehernya berambut wol, tabung panjangnya bisa mencapai
1,5 cm, taju sempit. Benang sari 5, tumbuh jadi satu dengan tabung mahkota
hingga tinggi, tangkai sari berambut wol. </span></div>
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d.Buah<br />
Kelopak bunga tumbuh
menjadi buah yang bulat atau lonjong seperti telur ayam. Permukaan buah
seperti terbagi dalam sel-sel poligonal (bersegi banyak) yang
berbintik-bintik atau berkutil. Bakal buah pada ujungnya dengan kelopak yang
tetap tinggal yang berwarna hijau kekuningan. Mula-mula buahnya berwarna hijau
ketika masih muda, dan menjadi putih kekuningan menjelang buahnya masak dan
setelah benar-benar matang menjadi putih transparan dan lunak. Daging
buah tersusun atas buah-buah batu yang berbentuk pyramid/bentuk memanjang
segitiga dan berwarna coklat kemerahan, (Steenis, 1975) </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: small;"><br />
e.Biji<br />
Biji mengkudu berwarna hitam,
memiliki albumen yang keras dan ruang udara yang tampak jelas. Biji itu tetap
memiliki daya tumbuh tinggi, walaupun telah disimpan selama 6 bulan.
Perkecambahannya 3-9 minggu setelah biji disemaikan. Pertumbuhan tanaman
setelah biji tumbuh sangat cepat. Dalam waktu 6 bulan, tinggi tanaman
dapat mencapai 1,2-1,5 m. Perbungaan dan pembuahan dimuali pada tahun
ke-3 dan berlangsung terus-menerus sepanjang tahun. Umur maksimum dari tanaman
mengkudu adalah sekitar 25 tahun.</span></div>
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<span style="font-size: small;"><b><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif";">Kandungan Bahan Aktif Mengkudu</span></b></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Senyawa-senyawa
Terpenoid</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Senyawa
terpenoid adalah senyawa hidrokarbon isometrik yang juga terdapat pada</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">lemak/minyak
esensial (essential oils), yaitu sejenis lemak yang sangat penting bag</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">itubuh.
Zat-zat terpenoid membantu tubuh dalam proses sintesa organik dan
pemulihansel-sel tubuh.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Anti-bakteri</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Acubin,
L. asperuloside, alizarin dan beberapa zat antraquinon telah</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">terbukti
sebagai zat anti bakteri. Zat-zat yang terdapat di dalam buah</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Mengkudu
telah terbukti menunjukkan kekuatan melawan golongan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">bakteri
infeksi: Pseudonzonas aeruginosa, Proteus morganii, Staphylococcus</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">aureus,
Bacillus subtilis dan Escherichia coli.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Pengujian</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">selanjutnya</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">menunjukkan
bahwa kegiatan zat anti-bakteri dalam buah</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Mengkudu
dapat mengontrol dua golongan bakteri yang mematikan (pathogen), yaitu:</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Salmonella
dan Shigella. Penemuan zat-zat anti bakteri dalam sari buah Mengkudu</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">mendukung
kegunaannya untuk merawat penyakit infeksi kulit, pilek, demam dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">berbagai
masalah kesehatan yang disebabkan oleh bakteri.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Asam</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Asam
askorbat yang ada di dalam buah Mengkudu adalah sumber vitamin C yang luar</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">biasa.
Vitamin C merupakan salah satu antioksidan yang hebat. Antioksidan bermanfaat</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">untuk
menetralisir radikal bebas (partikel-partikel berbahaya yang terbentuk sebagai
basil</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">samping
proses metabolisme, yang dapat merusak materi genetik dan merusak sistem</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">kekebalan
tubuh). Asam kaproat, asam kaprilat dan asam kaprik termasuk golongan asam</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">lemak.
Asam kaproat dan asam kaprik inilah yang menyebabkan bau busuk yang tajam</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pada buah Mengkudu.</span></div>
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<span style="font-size: small;"><br /></span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">4.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Nutrisi</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Secara
keseluruhan Mengkudu merupakan bahan makanan yang bergizi lengkap.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Sebagian
besar adat budaya Polinesia masa lampau maupun sekarang, menggunakan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">buah
Mengkudu sebagai makanan utama. Penduduk asli kepulauan Pasifik Selatan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">mengkonsumsi
buah Mengkudu untuk dapat bertahan hidup pada waktu kelaparan.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Demikian
pula, para prajurit yang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">menetap di kepulauan Polinesia selama
perang dunia II</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">dianjurkan untuk mengkonsumsi buah Mengkudu
untuk menambah kekuatan dan tenaga.</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Zat-zat
nutrisi yang dibutuhkan tubuh antara lain: karbohidrat, protein, vitamin, dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">mineral-mineral
esensial juga tersedia dalam buah maupun daun Mengkudu. Selenium</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">adalah
salah satu contoh mineral yang banyak terdapat pada Mengkudu dan merupakan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">antioksidan
yang hebat.</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">5.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Scopoletin</span></div>
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" /></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Pada
tahun 1993, peneliti universitas Hawaii berhasil memisahkan zat-zat scopoletin
dari</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">buah
Mengkudu. Zat-zat scopoletin ini mempunyai</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">khasiat
pengobatan, dan sebagai tambahan para ahli</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">percaya
bahwa scopoletin adalah salah satu di antara</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">zat-zat
yang terdapat dalam buah Mengkudu yang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">dapat mengikat serotonin, salah satu zat
kimiawi</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">penting
di dalam tubuh manusia.Scopoletin berfungsi memperlebar saluran </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">pembuluh</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">darah
yang mengalami penyempitan dan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">melancarkan peredaran darah. Selain itu scopoletin</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">juga
telah terbukti dapat membunuh beberapa tipe</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">bakteri,
bersifat fungisida (pembunuh jamur)</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">terhadap Pythium sp dan juga bersifat
antiperadangan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">dan anti-alergi.</span></div>
<div class="MsoNormal" style="line-height: normal; text-indent: 21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span>
</div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 21.3pt; text-align: justify; text-indent: -21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">6.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Zat
Anti-kanker (Damnacanthal)</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Beberapa
penelitian terbaru tentang Mengkudu dilakukan untuk mengetahui kandungan</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">zat-zat
antikanker (damnacanthal ). Empat ilmuwan Jepang berhasil </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">menemukan zat anti</span><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">kanker pada ekstrak Mengkudu ketika mereka
sedang</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">mencari
zat-zat yang dapat</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">merangsang pertumbuhan struktur normal dari</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">selsel
abnormal K-ras-NRK (sel pra</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">kanker) pada 500 jenis ekstrak tumbuhan.
Ternyata zat anti kanker pada Mengkudu</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">paling efektif melawan sel-sel</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">abnormal.</span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-size: small;"><br /></span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">7.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Xeronine
dan Proxeronine</span></div>
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<span style="font-size: small;"><img alt="" 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" /></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Salah
satu alkaloid</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">penting yang terdapat</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">dalam
buah Mengkudu</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">adalah</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">xeronine.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Xeronine
dihasilkan juga</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">oleh tubuh manusia</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">dalam
jumlah terbatas</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">yang berfungsi untuk</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">mengaktifkan
enzim-enzim dan mengatur fungsi protein di dalam sel.</span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 21.3pt; text-align: justify; text-indent: -21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">8.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Zat
Pewarna</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Kulit
akar tanaman Mengkudu mengandung zat pewarna (merah), yang diberi namamorindon
dan morindin.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-size: small;"><b><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif";">Khasiat Mengkudu Secara Ilmiah</span></b></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Meningkatkan
Daya Tahan Tubuh</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Menormalkan
Tekanan Darah</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Melawan
Tumor dan Kanker</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Menghilangkan
Rasa Sakit</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Anti-peradangan
dan Anti-alergi</span></div>
<div align="left" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 21.3pt; text-align: left; text-indent: -21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Anti-bakteri</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Mengatur
Siklus Suasana Hati (Mood)</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="color: #333333; font-family: "Courier New"; font-size: small;">o<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;">Mengatur
Siklus Energi Tubuh</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 21.3pt; text-indent: -21.3pt;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-indent: 21.3pt;">
<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span>
</div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<span style="font-size: small;"><b><span style="color: #333333; font-family: "Times New Roman","serif";">DAFTAR PUSTAKA</span></b></span></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 0cm;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: small; line-height: 150%;">Anonim<sup>1</sup>. 2012. <i>Buah mengkudu</i>. Diakses pada tanggal 22 Februari 2012. </span><span style="font-size: small;"><a href="http://id.wikipedia.org/wiki/Mengkudu"><span style="font-family: "Times New Roman","serif"; line-height: 150%;">http://id.wikipedia.org/wiki/Mengkudu</span></a></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: small; line-height: 150%;"> : Makassar.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: small; line-height: 150%;">Anonim<sup>2</sup>. 2012. <i>Klasifikasi buah mengkudu. </i>Diakses pada tanggal 22 Februari 2012. </span><span style="font-size: small;"><a href="http://id.wikipedia/buah-mengkudu.html"><span style="font-family: "Times New Roman","serif"; line-height: 150%;">http://id.wikipedia/buah-mengkudu.html</span></a></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: small; line-height: 150%;"> : Makassar.</span></div>
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<span style="font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 0cm;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: small; line-height: 150%;">Goreti, Maria. 2007. <i>Buah Mengkudu : Sehat dengan engkudu. </i>Makassar</span></div>
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<span lang="IN" style="color: #333333; font-family: "Times New Roman","serif"; font-size: small;"> </span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><br /></span></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-15586393694166712282011-12-20T18:26:00.001-08:002012-03-27T05:33:15.369-07:00MAKALAH HUBUNGAN PERKEMBANGAN TEKNOLOGI PERSENJATAAN DAN RUANG ANGKASA DENGAN KONDISI KEAMANAN DUNIA PADA MASA PERANG DINGIN<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><a href="http://madi-cmos.blogspot.com/">MAKALAH HUBUNGAN PERKEMBANGAN TEKNOLOGI PERSENJATAAN DAN RUANG ANGKASA DENGAN KONDISI KEAMANAN DUNIA PADA MASA PERANG DINGIN</a></span></div>
<div style="text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
Persaingan yang paling mencolok dalam masa Perang Dingin adalah dalam bidang
militer, khususnya dalam hal persenjataan. Kedua negara adidaya itu saling
berlomba menciptakan berbagai senjata yang mutakhir dan mematikan, misalnya
bom. Bom adalah senjata ledak yang lazim digunakan dalam perang. Terorisme juga
melibatkan penggunaan bom. Bom umumnya terdiri atas wadah logam yang diisi
dengan bahan peledak atau bahan kimia. Bom melukai dan menewaskan orang serta
merusakkan gedung dan bangunan lain, kapal, pesawat terbang, ataupun sasaran
lain. Salah satu senjata yang paling menakutkan dan dapat membantu mengakhiri
Perang Dunia II adalah bom atom. Senjata yang disebut bom atom itu dibuat
pertama kali oleh Amerika Serikat pada tanggal 16 Juli 1945 di Alamo Gardo, New
Mexico. Bom atom itu kemudian dipakai untuk menghancurkan kota Hiroshima pada
tanggal 8 Agustus 1945 dan kota Nagasaki pada tanggal 9 Agustus 1945. Akibat
pemboman itu Jepang menyerah dan berakhirlah Perang Dunia II. Bom dalam bentuk
apa pun apabila meledak akan menimbulkan kerugian pada manusia dan alam
sekitarnya. Tenaga atom yang ditimbulkan akan menimbulkan radiasi yang apabila
diterima dalam jumlah besar akan sangat fatal akibatnya. Debu radioaktif dan
endapan dari awan yang tertiup angin dan bertebaran di daratan dapat
mengakibatkan kerusakan pada tanaman serta membinasakan hewan dan manusia. Pada
jangka panjang ledakan bom atom akan mengakibatkan kematian serta kanker pada
manusia, sedangkan kerusakan genetis akan terlihat pada generasi-generasi berikutnya.<br />
Keberhasilan Amerika Serikat dalam menciptakan bom atom, ternyata dalam waktu
yang tidak terlalu lama dapat diikuti oleh pesaingnya Uni Soviet. Pada tahun
1949 Uni Soviet berhasil melakukan uji coba peledakan bom atomnya. Tentu saja
keberhasilan Uni Soviet itu menimbulkan kecemasan Amerika Serikat sehingga
negara tersebut berusaha mencari dan menciptakan bom tandingannya. Oleh karena
itu, Amerika Serikat segera melakukan penelitian tentang bom hidrogen.<br />
Negara-negara sekutu Amerika Serikat dan satelit Uni Soviet tidak lepas dari
pengerahan teknologi persenjataan itu. Negara-negara mereka dibangun basis
militer dan pangkalan peluncuran rudal hanya untuk ambisi dua adidaya dunia.
Namun, apabila perang terbuka itu benar-benar terjadi karena terkena akibatnya.
Bahkan, dapat menjadi sasaran langsung penghancuran padahal mereka tidak
tahu-menahu permasalahan. Oleh karena itu, kerja sama dalam bidang pertahanan
dan keamanan merupakan kerja sama yang paling mencolok dalam suasana Perang
Dingin.<br />
Upaya meredakan Perang Dingin dengan mengurangi, membatasi, dan memusnahkan
persenjataan nuklir dilakukan pada kurun waktu 1968–1982. Bentuk persetujuan
yang dicapai, antara lain sebagai berikut.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
<b>a. Perjanjian Nonproliferasi Nuklir (Nonproliferation Treaty)</b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
Perjanjian Nonproliferasi Nuklir dilaksanakan pada tahun 1968 yang diikuti oleh
negara Inggris, Amerika Serikat, dan Uni Soviet. Pertemuan itu menyepakati
bahwa mereka tidak akan menjual senjata nuklir atau memberikan informasi kepada
negara-negara nonnuklir</span><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
<b>b. Perjanjian Pembatasan Persenjataan Strategis (Strategic Arms Limitation
Talks/SALT I)</b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
Perjanjian SALT I ditandatangani oleh Richard Nixon, Presiden Amerika Serikat
dan Leonid Breshnev, Sekjen Partai Komunis Uni Soviet pada tanggal 26 Mei 1972.
Pertemuan kedua pemimpin negara adidaya itu menyepakati untuk:<br />
1) pembatasan terhadap sistem pertahanan antipeluru kendali (Anti-Balistic
Missile=ABM)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
2) pembatasan senjata-senjata ofensif strategis, seperti Inter-Continental
Ballistic Missile (ICBM = Peluru Kendali Balistik Antarbenua) dan Sea-Launched
Ballistic Missile (SLBM = Peluru Kendali Balistik yang diluncurkan dari laut/
kapal).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; text-align: justify;">
<b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;">c. Perjanjian Pengurangan Persenjataan Strategis (Strategic
Arms Reduction Treaty/START)</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
Perjanjian pengurangan persenjataan strategis dilakukan oleh Amerika Serikat
dan Uni Soviet pada tahun 1982. Perjanjian itu menyepakati bahwa kedua negara
adidaya akan memusnahkan persenjataan nuklir yang dapat mencapai sasaran jarak
menengah.<br />
Upaya menghindari bahaya perang nuklir juga diadakan oleh negara-negara lain
yang tidak memiliki persenjataan nuklir. Negara-negara itu khawatir kawasan
atau wilayahnya akan menjadi sasaran ataupun salah sasaran akibat perang nuklir
itu.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;">
<b><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><a href="http://www.sejarah-itu-rame.co.cc/2010/07/pengeksploitasian-ruang-angkasa-era.html"><span style="color: black;">Pengeksploitasian Ruang Angkasa Era Perang Dingin</span></a>
</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.75pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
Teknologi penerbangan antariksa terjadi ketika era Perang Dingin dan persaingan
antara Amerika Serikat dengan Rusia yang saat itu masih bernama Uni Soviet.
Teknologi roket yang merupakan dasar dari sistem penerbanan antariksa pada
mulanya dikembangkan untuk keperluan persenjataan. Bicara soal teknologi roket,
kita tidak bisa lepas dari nama Wehrner Von Braun, ilmuwan Jerman yang direkrut
Hitler untuk mengembangkan misil V2, sebuah peluru kendali dengan teknologi
roket dalam masa Perang dunia II. Saat perang usai, Von Braun hijrah ke AS dan
membantu pengembangan teknologi roket untuk kepentingan penerbangan antariksa
di sana. Namun demikian, entah mengapa, cetak biru V2 kemudian jatuh ke tangan
Rusia, dan digunakan oleh pihak rusia sebagai acuan untuk mengembangkan
roketnya sendiri. Kedua negara adidaya itu kemudian terlibat dalam persaingan
sengit untuk mengeksplorasi ruang angkasa.<br />
Rusia unggul lebih dahulu dengan keberhasilannya meluncurkan satelit buatan
yang pertama di dunia dengan nama Sputnik I pada 4 Oktober 1957. AS kemudian
menyusul dengan meluncurkan satelit pertamanya yang dinamai Explorer I pada 31
Januari 1958. Pada 12 April 1961, Rusia kembali memimpin dengan meluncurkan
manusia pertama ke angkasa luar, Yuri Alekseyivich Gagarin, seorang mayor
Agkatan Udara Rusia yang meluncur dengan kapsul Vostok I. Kurang dari sebulan
kemudian, AS meluncurkan astronaut pertamanya, Alan B Shepard dengan kapsul
Mercury 7. Peluncuran ini dilakukan secara terburu-buru dengan teknologi yang
belum sempurna sehingga Alan B.Shepard hanya mampu mengangkasa selama 15 menit
dengan ketinggian maksimal 184 km, tertinggal dengan Yuri Alekseyivich Gagarin
dari Uni Soviet yang mencatat waktu 108 menit dan ketinggian maksimal 301,4 km
dalam sekali orbit.<br />
Misi Amerika Serikat sendiri sebenarnya hanyalah penerbangan naik-turun dan
tidak sampai mengorbit bumi. AS baru berhasil mengirimkan pesawat pengorbit
pada 20 Februari 1962, ketika kapsul Friendship 7 yang diawaki oleh Letkol.
John Herschel Glenn berhasil melakukan 3 kali orbit dalam penerbangan selama 4
jam 56 menit. Tetapi prestasi ini masih kalah jauh dengan<br />
kemajuan yang dicapai Rusia pada 6 bulan sebelumnya, ketika Mayor German
Stephanovich Titov berhasil mengorbit sebanyak 17 kali dalam penerbangan selama
25 jam 18 menit dalam kapsul Vostok II.<br />
Bulan menjadi sasaran berikutnya dari kedua negara yang tengah bersaing itu.
Rusia mendahului dengan mengirim wahana tak berawak Lunik II pada 14 September
1959. Wahana ini tercatat sebagai wahana buatan manusia pertama yang mendarat
di permukaan bulan. Sayangnya, Lunik II mendarat secara keras (hard landing),
dengan akibat seluruh peralatan yang dibawanya rusak sehingga tidak mampu
mengirimkan data apapun ke bumi. Rusia baru berhasil mendaratkan wahana yang
mampu melakukan pendaratan lunak (soft landing) pada Februari 1966 melalui
wahana Lunik IX.<br />
Sedangkan AS baru berhasil mengirimkan wahana untuk melakukan pendaratan lunak
pada 1966. Setahun kemudian, sebuah wahana AS lainnya berhasil mengirimkan
gambar TV pertama dari permukaan bulan. Puncaknya terjadi pada 17 Juli 1969,
ketika Neil Amstrong dan Edwin Aldrin berhasil mencatatkan namanya dalam
sejarah sebagai manusia pertama yang menginjak<br />
permukaan bulan melalui misi Apollo-11. Misi ini dilanjutkan dengan 5
pendaratan lainnya, masing-masing Apollo-12 (November 1969), Apollo-14
(Februari 1971), Apollo-15 (Agustus 1971), Apollo-16 (April 1972), dan
terakhir, Apollo-17 (Desember 1972). Misi Apollo juga pernah mencatat
kegagalan, tepatnya menimpa misi Apollo-13 yang mengalami kecelakaan (ledakan
pada salah satu modulnya). Melalui tindakan pertolongan yang legendaris, para
awaknya dapat kembali dengan selamat ke bumi walaupun gagal menjejak ke
permukaan bulan.<br />
Sementara itu, Rusia tercatat pernah mengirimkan modul Lunkhod I pada 17
November 1970. Modul ini berupa robot yang dikendalikan dari bumi. Namun
demikian, sesudahnya program antariksa Rusia di bulan tidak lagi berlanjut.
Begitu pula dengan AS. Setelah berakhirnya misi Apollo-17, AS tidak lagi
mengirimkan manusia ke bulan.<br />
Persaingan antara Amerika dengan Uni Soviet terus berlanjut dalam bidang
penguasaan ruang angkasa. Kalau sebelum era pesawat ulang-alik, seluruh komponen
antariksa bersifat sekali pakai. Maka akibatnya, pengiriman misi berawak
membutuhkan biaya yang sangat besar. Selain cara ini juga sangat berisiko
karena apabila terjadi kecelakaan dalam misi berawak di ruang angkasa, mustahil
untuk melakukan pertolongan. Musibah yang menimpa misi Apollo 13 memberikan
pelajaran bahwa misi berawak ke antariksa tidak lain adalah sebuah petualangan
yang penuh risiko. Atas pertimbangan itu, maka tahun 1970-an, NASA mulai
mengembangkan pesawat ulang-alik. Misi ulang-alik dinilai lebih ringan biayanya
karena hampir seluruh komponennya dapat digunakan kembali pada misi-misi
sesudahnya. AS kembali mencatat sejarah dengan keberhasilannya meluncurkan
pesawat ulang-alik pertamanya, Columbia, pada bulan Juni 1981. Dengan digunakannya
teknologi ulang-alik, terbuka kesempatan untuk meluncurkan misi berawak dengan
frekuensi yang lebih sering dengan pembiayaan yang lebih kecil.<br />
Pesawat ulang-alik Challenger yang meledak saat peluncuran 28 Februari 1986 dan
menewaskan ketujuh awaknya memang sempat membuat NASA merestrukturisasi kembali
program ulang-aliknya, khususnya dalam persoalan keamanan. Namun demikian,
teknologi ulang-alik sendiri tidak banyak berubah, bahkan selama lebih dari 20
tahun sejak pertama kali digunakan.<br />
Puncaknya terjadi pada peristiwa kecelakaan yang menimpa Columbia, 1 Februari
2003, ketika pesawat tersebut meledak di udara sesaat setelah memasuki atmosfir
bumi dalam proses pendaratan. Peristiwa yang menewaskan tujuh awak tersebut
kembali membuka perdebatan mengenai keamanan serta kepentingan misi ulang-alik.
Akibat dari kecelakaan ini adalah dibekukannya program luar angkasa AS sambil
mengkaji kembali berbagai faktor dalam penerbangan ulang-alik, termasuk
kemungkinan digunakannya teknologi yang sama sekali baru, dengan efisiensi dan
tingkat keamanan yang lebih tinggi. Ada beberapa alternatif pengganti pesawat
ulang-alik yang saat ini sedang dikembangkan, walaupun masih belum jelas
teknologi mana yang kelak akan dipilih untuk menggantikan model peluncuran
pesawat ulang-alik. Sepeninggal Challenger dan Columbia, AS masih memiliki tiga
pesawat ulang-alik lain, yaitu Discovery, Atlantis, dan Endeavour, ditambah
dengan satu prototipe yang tidak pernah mengudara, Enterprise, yang kini
menghuni museum Smithsonian.<br />
Sementara itu Uni Soviet juga tidak mau ketinggalan dengan Amerika Serikat.
untuk mengejar ketertinggalannya dari AS, Rusia tercatat juga sempat
mengembangkan pesawat ulang-aliknya sendiri yang diberi nama Buran, dari bahasa
setempat yang berarti Badai Salju. Tahun 1988, Buran sempat diujicoba dalam
sebuah penerbangan tanpa awak. Sayangnya, krisis politik maupun ekonomi yang
melanda Uni Soviet sesaat sebelum bubar membuat proyek Buran tersendat, dan
bahkan terhenti sama sekali sebelum sempat berkembang. ecahnya Uni Soviet
akhirnya juga membawa malapetaka bagi program antariksa Rusia. Pangkalan
peluncuran Rusia yang berada di Tyuratam (dikenal sebagai kosmodrom Baikonur)
kini telah masuk wilayah Kazakhstan, sebuah negara kecil yang secara ekonomi
tidak begitu makmur. Tentu saja pemerintah Kazakhstan tidak ingin membiarkan
begitu saja sebagian teritorinya dipakai secara gratis oleh negara Rusia untuk
kepentingannya sendiri. Pendeknya, pemerintah Kazakhstan menuntut pihak Rusia
untuk membayar ongkos sewa agar dapat terus menggunakan pangkalan tersebut.
Rusia terus melanjutkan program antariksa mereka dengan memanfaatkan stasiun
luar angkasa <i>Mir.</i> Tetapi karena kurangnya biaya ditambah lagi dengan
kondisi Mir yang memang sudah terlalu tua akhirnya membuat pemerintah Rusia terpaksa
memutuskan untuk mengakhiri riwayat stasiun kebanggaan mereka itu pada bulan
april 2001.<br />
Ruang angkasa memang terlalu luas untuk dieksplorasi oleh satu atau dua negara
tertentu saja. Dewasa ini, pemanfaatan luar angkasa dilakukan atas dasar kerja
sama, bukan lagi persaingan seperti pada awalnya. Kini, AS dan Rusia,
bersama-sama dengan negara-negara maju lainnya bahu-membahu mengembangkan
Stasiun Luar Angkasa Internasional (International Space Station) yang
diharapkan kelak menjadi pusat kegiatan eksplorasi antariksa secara lintas
negara. Sementara itu, teknologi roket juga tidak lagi merupakan monopoli AS
atau Rusia. Tercatat negara-negara seperti Jepang, India, Cina, dan Uni Eropa,
juga telah berhasil mengembangkan teknologi roketnya sendiri. Rencana Cina
untuk meluncurkan misi berawak ke antariksa kiranya akan menorehkan sejarah
baru dalam dunia penerbangan antariksa<br />
<br />
b. Perkembangan di Cina<br />
Dalam Perkembangan berikutnya Cina berhasil untuk mengirimkan manusia ke orbit.
Roket Long March 2F yang membawa kapsul Shenzhou V akhirnya meluncur dari
landasan pusat antariksa Cina di Jiauquan, Provinsi Gansu, mencatatkan Yang
Liwei sebagai taikonaut (sebutan Cina untuk astronaut) pertama. Ia kembali ke
bumi dengan selamat pada keesokan harinya setelah menjalani 16 kali orbit dalam
misi yang memakan waktu 21 jam itu. Kapsul Shenzhou merupakan modifikasi dari
kapsul Soyuz yang dikembangkan oleh Rusia. Sebagaimana halnya Soyuz, Shenzhou
terdiri atas modul komando (command module) yang ditautkan dengan sebuah modul
jasa (service module). Modul jasa yang memuat mesin roket dan peralatan
penunjang pada Shenzhou hampir identik dengan modul serupa pada Soyuz.
Perbedaan yang agak mencolok bisa dilihat pada modul komando, yang merupakan
tempat para awak melakukan tugasnya. Modul komando pada Soyuz didesain
berbentuk bola, sementara di Shenzhou berbentuk seperti lonceng. Di ujung modul
komando Shenzhou ditautkan sebuah perangkat ilmiah yang akan dilepas di orbit.
Perangkat ini masih akan mengorbit hingga enam bulan setelah<br />
peluncuran. Tidak jelas apa fungsi peralatan ini. Kemungkinan adalah satelit
yang memang ditumpangkan pada misi tersebut.<br />
Roket Long March 2F sebagai kendaraan peluncur adalah hasil pengembangan para
ilmuwan Cina sendiri. Ini adalah sebuah roket konvensional bertingkat tiga,
dengan empat roket tambahan pada tingkat pertama yang berfungsi sebagai
booster. Di pihak lain, Soyuz diluncurkan dengan bantuan roket energinya. Roket
ini tidak memakai booster, namun tingkat pertamanya terdiri atas empat roket
yang bekerja secara simultan dengan daya yang sama. Sistem ini menghasilkan
gaya dorong yang cukup powefull sehingga hanya diperlukan dua tingkat pada
roket untuk meluncurkan muatan ke orbit. Teknologi roket yang dimiliki Rusia
ini memang masih belum bisa ditiru oleh negara lain. Oleh karena itulah Rusia
juga sering mendapat kepercayaan untuk meluncurkan muatan berat ke orbit,
termasuk modul-modul inti dari Stasiun Ruang Angkasa Internasional
(International Space Station, ISS). Indonesia sendiri pernah memanfaatkan jasa
roket Rusia untuk meluncurkan satelit Garuda-1 yang memang tergolong satelit
berukuran besar. Cina sudah merancang untuk mengirimkan misi-misi lanjutan, di
antaranya rencana untuk menempatkan stasiun ruang angkasanya sendiri, bahkan
mengirim misi berawak ke bulan. Tapi keberhasilan Cina meluncurkan misi berawak
sepertinya berhasil menyadarkan bangsa-bangsa Asia bahwa mereka tidak lagi bisa
dipandang remeh.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br />
<br />
<b>c. Perkembangan di Indonesia</b></span></div>
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Indonesia belum pernah terlibat secara langsung dalam eksplorasi ruang angkasa,
tetapi Indonesia sebenarnya termasuk negara yang cukup disegani karena
pengalamannya dalam mengeksploitasi teknologi keantariksaan. Saat penggunaan
satelit bagi sebagian besar negara masih sangat jarang, Indonesia telah
meluncurkan satelitnya yang pertama, Palapa A1 pada 9 Juli 1976. Ini
mencatatkan Indonesia sebagai negara ketiga di dunia setelah AS dan Canada yang
menggunakan satelit komunikasi domestiknya sendiri. Indonesia juga sudah
memanfaatkan jasanya untuk meluncurkan satelit Palapa generasi kedua, Palapa
B1, pada 19 Juni 1983. Operasi penyelamatan satelit Palapa B2, menyusul
kegagalan pada peluncurannya yang juga dilakukan oleh misi ulang-alik merupakan
operasi bersejarah yang kerumitannya boleh ditandingkan dengan operasi perbaikan
teleskop antariksa Hubble pada dasawarsa 90-an. Pada pertengahan era 1980-an,
Indonesia bahkan sempat menyiapkan astronautnya untuk mengikuti misi ulang-alik
tetapi karena terjadi bencana Challenger misi ini dibatalkan.<br />
Dalam teknologi peroketan, Indonesia tercatat sebagai negara kedua di Asia,
setelah Jepang, yang berhasil meluncurkan roketnya sendiri. Prestasi ini
dihasilkan melalui keberhasilan LAPAN meluncurkan roket Kartika 1 pada 14
Agustus 1964. Keberhasilan ini juga tidak lepas dari bantuan teknis dari Rusia.
Akan tetapi Indonesia gagal melakukan alih-teknologi. Akibatnya, selama lebih
dari seperempat abad sejak meluncurkan satelit pertamanya, Indonesia hanya bisa
bertindak sebagai konsumen. Sementara itu, negara-negara lain justru mulai
menyiapkan diri untuk mulai belajar mengembangkan teknologi satelit melalui
pembuatan satelit mikro (mikrosat). Malaysia misalnya, yang semula tertinggal
puluhan tahun dari Indonesia dalam pemanfaatan teknologi satelit, sejak tahun
2000 telah berhasil meluncurkan satelit mikronya yang pertama, Tiungsat-1, yang
merupakan hasil kerja sama dengan Universitas Surrey, Inggris. Sementara itu,
Indonesia baru mulai berancang-ancang membuat satelit mikronya pada tahun 2003
ini melalui kerja sama dengan Universitas Berlin, Jerman. Program yang
dilaksanakan dalam dua tahap selama lima tahun hingga 2007 itu, sekarang masih
memasuki tahap pertama yang direncanakan selama tahun 2003-2004. Dalam bidang
teknologi roket pun juga kurang berhasil. Akibatnya, pengem- bangan teknologi
roket di Indonesia terhenti, sementara negara-negara Asialain, seperti India
dan Cina, yang lebih belakangan menekuni teknologi ini akhirnya melampaui
Indonesia dengan keberhasilannya meluncurkan roket pengangkut satelit ke
antariksa.<br />
Indonesia sebenarnya memiliki potensi yang jarang dimiliki negara lain untuk
mengembangkan teknologi antariksanya sendiri. Potensi itu berupa garis
katulistiwa yang membentang di atasnya. Sekitar 13% dari garis katulistiwa
berada di atas wilayah Indonesia. Dengan demikian, Indonesia tercatat sebagai
negara pemilik garis katulistiwa yang terpanjang di dunia. Hal ini menjadikan
wilayah Indonesia sebagai tempat yang sangat ideal untuk menjadi lokasi
peluncuran roket pengangkut satelit. Peluncuran roket dari dekat garis
katulistiwa akan lebih menghemat bahan bakar roket, dan karenanya lebih murah
dari segi biaya. Potensi inilah yang juga diminati oleh pihak asing. Rusia
misalnya, sudah lama mengincar Pulau Biak di Irian Jaya (Papua) untuk menjadi
lokasi bandar antariksanya. Tapi karena kita kurang cepat menanggapi tawaran
itu, Akibatnya, Rusia akhirnya memilih Pulau Christmast di Australia sebagai
lokasi bandar antariksanya.<br />
Selain Rusia, sebuah perusahaan swasta AS juga pernah amat tertarik dan
bersedia menanam investasi untuk menjadikan Biak sebagai lokasi peluncuran
roket. Rencananya, roket yang akan dioperasikan dari jenis berbahan bakar
padat, diangkut melalui laut dari pantai timur AS ke dermaga bandar antariksa
Biak. Alternatif lain, bagian-bagian roket diterbangkan dan mendarat di bandar
udara Frans Kasiepo Biak, kemudian diangkut melalui darat ke tempat peluncuran.<br />
Rencana inipun gagal dengan sebab-sebab yang tidak jelas. Satu-satunya pihak
asing yang telah memanfaatkan potensi Biak adalah Badan Ruang Angkasa India
(Indian Space Research Organization, ISRO) yang telah bekerja sama dengan LAPAN
untuk membangun stasiun TT&C (Tracking, Telemetry, and Command) di sana.
Stasiun ini menjadi penting karena saat India meluncurkan roket pengangkut
satelitnya, proses pelepasan muatan roket dilakukan di atas angkasa Irian, dan
satu-satunya stasiun bumi yang bisa memonitor dan mengendalikan proses ini
hanyalah stasiun di Biak.<br />
Pengembangan teknologi keantariksaan memang bukan prioritas di Indonesia. Tapi
paling tidak, kita masih memiliki harapan untuk menuju ke arah sana. Indonesia
sebenarnya tidak kekurangan orang-orang pintar. Tetapi yang kurang sebenarnya
adalah kemauan politis (political will) dari pemerintah. Hal ini tentu tidak
boleh menyurutkan semangat kita untuk terus belajar dan mengejar ketertinggalan
dalam bidang teknologi dari negara-negara yang lebih maju.</span></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 54.75pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 150%;"><span style="font-size: x-large;"><a href="http://madi-cmos.blogspot.com/">CARI MAKALAH LAINNYA</a></span></span></div>
<br /></div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-47055430144813423312011-11-20T06:15:00.002-08:002012-04-21T09:01:00.567-07:00"LAPORAN TEKSTUR TANAH"<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>"LAPORAN TEKSTUR TANAH" </b></div>
<b>I. <span lang="IN">PENDAHULUAN</span></b></div>
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<b>1.1<span lang="IN">. Latar Belakang<o:p></o:p></span></b></div>
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<span lang="IN">Tanah dapat ditemukan hampir dimana saja dan kiranya tanah itu selalu bersama kita.Karena itu kebanyakan orang tidak pernah berusaha menentukan apakah tanah itu,darimana asalnya dan bagaimana sifatnya.Mereka tidak memperhatikan bagaimana tanah itu di suatu tempat berbeda dengan tanah di tempat lain. Tanah juga merupakan komponen hidup dari lingkungan yang penting.Bila tanah disalahgunakan, tanaman menjadi kurang produktif. Bila ditangani secara hati-hati dengan memperhatikan tabiat fisik dan biologinya, akan terus menerus menghasilkan tanaman dalam beberapa generasi yang tidak terhitung (Lal, 1979).</span></div>
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<span lang="IN"> Tanah terdiri dari butir-butir yang berbeda dalam ukuran dan bentuk, sehingga diperlukan istilah-istilah khusus yang memberikan ide tentang sifat teksturnya dan akan memberikan petunjuk tentang sifat fisiknya. Untuk ini digunakan nama kelas seperti pasir, debu, liat dan lempung. Nama kelas dan klasifikasinya ini, merupakan hasil riset bertahun-tahun dan lambat laun digunakan sebagai patokan. Tiga golongan pokok tanah yang kini umum dikenal adalah pasir, liat dan lempung(Buckman</span>dan<span lang="IN"> Brady</span>, <span lang="IN">1992)</span></div>
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<span lang="IN"> Tanah terdiri dari butiran-butiran yang berbeda</span>baik<span lang="IN"> dalam ukuran </span>maupun<span lang="IN"> bentuk.Besarnya partikel tanah relatif sangat kecil, yang biasanya diistilahkan dengan tekstur. Tekstur menunujukkan sifat halus dan kasarnya butiran-butiran tanah.Lebih khusus lagi, tek</span>s<span lang="IN">tur ditentukan oleh perbandingan antara kandungan pasir, debu, dan liat yang terdapat dalam tanah. Dalam pengukuran tekstur tanah, kerikil dan partikel yang lebih besar tidak diperhitungkan karena materi ini tidak mengambil peranan penting dalam penentuan tekstur tanah.</span></div>
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<span lang="IN"> Kasar dan halusnya tanah dalam klasifikasi tanah (taksnomi tanah) ditunjukkan dalam sebaran butir yang merupakan penyederhanaan dari kelas tekstur tanah dengan memperhatikan pula fraksi tanah yang lebih kasar dari pasir (lebih besar 2 mm), sebagian besar butir untuk fraksi kurang dari 2 mm meliputi berpasir lempung, berpasir, berlempung halus, berdebu kasar, berdebu halus, berliat halus, dan berliat sangat halus (Hardjowigeno, 1995).</span></div>
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<span lang="IN"> Penentuan kelas tekstur suatu tanah secara teliti harus dilakukan analisa tekstur di laboratorium yang disebut analisa mekanik tanah. Dalam menetapkan tekstur tanah ada tiga metode yang digunakan yaitu metode lapang, hydrometer, dan pipet. Metode yang digunakan dalam praktek ini adalah metode hydrometer.</span></div>
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<span lang="IN"> Sifat-sifat fisik tanah banyak bersangkutan dengan kesesuaian tanah untuk berbagai penggunaan. Kekuatan dan daya dukung, kemampuan tanah menyimpan air, drainase, penetrasi, akar tanaman, tata udara, dan pengikatan unsur hara, semuanya sangat erat kaitannya dengan sifat fisik tanah.</span></div>
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<span lang="IN"> Sifat fisik tanah ditentukan oleh permukaan butiran tanah, sifat-sifat kimia dari butiran dan kandungan bahan organik. Butiran-butiran yang menyusun tanah mempunyai ukuran yang berbeda-beda. Perbedaan ukuran dan jumlah butiran tersebut sangat mempengaruhi tekstur tanah.</span></div>
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<span lang="IN"> Berdasarkan uraian di atas, maka perlu diadakan percobaan tentang tekstur tanah.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-left: 19.95pt; text-indent: -21pt;">
<b><span lang="IN">1.2<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span lang="IN">Tujuan dan kegunaan<o:p></o:p></span></b></div>
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<span lang="IN">Tujuan praktikum tekstur tanah adalah untuk mengetahui dan menentukan kelas tekstur pada tanah Alfisol </span>dantanahInceptisol<span lang="IN">lapisan I dan II dan III</span></div>
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<span lang="IN"> Kegunaan praktikum tekstur tanah adalah sebagai bahan informasi dalam menentukan tanaman budidaya pada daerah itu atau tanaman apa yang cocok pada jenis tekstur tersebut.</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 28.5pt;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; text-align: center;">
<b>II. <span lang="IN">TINJAUAN PUSTAKA<o:p></o:p></span></b></div>
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<b><span lang="IN">2.1 Tekstur tanah<o:p></o:p></span></b></div>
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<span lang="IN">Tekstur tanah menunjukkan komposisi partikel penyusun tanah (separat) yang dinyatakan sebagai perbandingan proporsi (%) relatif antara fraksi pasir, fraksi debu dan fraksi liat (Hanafiah, 2008).</span></div>
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<span lang="IN"> Tekstur merupakan sifat kasar-halusnya tanah dalam percobaan yang ditentukan oleh perbandingan banyaknya zarah-zarah tunggal tanah dari berbagai kelompok ukuran, terutama perbandingan antara fraksi-fraksi lempung, debu, dan pasir berukuran 2 mm ke bawah (Notohadiprawito, 1978).</span></div>
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<span lang="IN"> Tanah terdiri dari butir-butir yang berbeda dalam ukuran dan bentuk, sehingga diperlukan istilah-istilah khusus yang memberikan ide tentang sifat teksturnya dan akan memberikan petunjuk tentang sifat fisiknya. Untuk ini digunakan nama kelas seperti pasir, debu, liat dan lempung. Nama kelas dan klasifikasinya ini, merupakan hasil riset bertahun-tahun dan lambat laun digunakan sebagai patokan. Tiga golongan pokok tanah yang kini umum dikenal adalah pasir, liat dan lempung(Buckman</span>dan<span lang="IN"> Brady</span>, <span lang="IN">1992)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
P<span lang="IN">embagian kelas tektur yang banyak dikenal adalah pembagian 12 kelas tekstur menurut USDA.Nama kelas tekstur melukiskan penyebaran butiran, plastisitas, keteguhan, permeab</span>i<span lang="IN">litas kemudian pengolahan tanah, kekeringan, penyediaan hara tanah dan produktivitas berkaitan dengan kelas tekstur dalam suatu wilayah geogtrafis (</span>A.K. <span lang="IN">Pairunan, dkk, 1985).</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Tekstur tanah dapat menentukan ssifat-sifat fisik dan kimia serta mineral tanah. Partikel-partikel tanah dapat dibagi atas kelompok-kelom</span>p<span lang="IN">ok tertentu berdasarkan ukuran partikel tanpa melihat komposisi kimia, warna, berat, dan sifat lainnya. Analisis laboratorium yang mengisahkan hara tanah disebut analisa mekanis. Sebelum analisa mekanis dilaksanakan, contoh tanah yang kering udara dihancurkan lebih dulu disaring dan dihancurkan dengan ayakan 2 mm. Sementara itu sisa tanah yang berada di atas ayakan dibuang. Metode ini merupakan metode hidrometer yang membutuhkan ketelitian dalam pelaksanaannya. Tekstur tanah dapat ditetapkan secara kualitatif dilapangan (Hakim, 1986).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Tekstur tanah dibagi menjadi 12 kelas seperti yang tertera pada diagram segitiga tekstur tanah USDA yang meliputi pasir, pasir berlempung, lempung berpasir, lempung, lempung liat berpasir, lempung liat berdebu, lempung berliat, lempung berdebu, debu, liat berpasir, liat berdebu, dan liat (Lal, 1979).</span></div>
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<span lang="IN"> Tanah terdiri dari butir-butir pasir, debu, dan liat sehingga tanah dikelompokkan kedalam beberapa macam kelas tekstur, diantaranya kasar, agak kasar, sedang, agak halus,dan hancur (Hardjowigeno, 1995).</span></div>
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<span lang="IN">Kasar dan halusnya tanah dalam klasifikasi tanah (taksnomi tanah) ditunjukkan dalam sebaran butir yang merupakan penyederhanaan dari kelas tekstur tanah dengan memperhatikan pula fraksi tanah yang lebih kasar dari pasir (lebih besar 2 mm), sebagian besar butir untuk fraksi kurang dari 2 mm meliputi berpasir lempung, berpasir, berlempung halus, berdebu kasar, berdebu halus, berliat halus, dan berliat sangat halus (Hardjowigeno, 1995).</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span lang="IN">2.2 Karakteristik tekstur tanah<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN">Sifat-sifat fisik tanah banyak bersangkutan dengan kesesuaian tanah untuk berbagai penggunaan. Kekuatan dan daya dukung, kemampuan tanah menyimpan air, drainase, penetrasi, akar tanaman, tata udara, dan pengikatan unsur hara, semuanya sangat erat kaitannya dengan sifat fisik tanah (Lal, 1979).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Karakteristik tekstur tanah terdiri atas fraksi pasir, fraksi debu dan fraksi liat. Suatu tanah disebut bertekstur pasir apabila mengandung minimal 85% pasir, bertekstur debu apabila berkadar minimal 80% debu dan bertekstur liat apabila berkadar minimal 40% liat (Hanafiah, 2008).</span></div>
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<span lang="IN"> Berdasarkan kelas teksturnya maka tanah dapat digolongkan menjadi tanah bertekstur kasar atau tanah berpasir berarti tanah yang mengandung minimal 70% pasir atau pasir berlempung (Nyakpa, 1989). </span></div>
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<span lang="IN"> Tanah bertekstur halus atau tanah berliat berarti tanah yang mengandung minimal 37,5% liat atau bertekstur liat, liat berdebu atau liat berpasir (Nyakpa, 1989). </span></div>
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<span lang="IN"> Tanah bertekstur sedang atau tanah berlempung terdiri dari tanah bertekstur sedang tetapi agak kasar meliputi tanah yang bertekstur lempung berpasir atau lempung berpasir halus. Tanah bertekstur sedang meliputi yang bertekstur lempung berpasir sangat halus, lempung, lempung berdebu atau debu. Tanah bertekstur sedang tetapi agak halus mencakup lempung liat, lempung liat berpasir atau lempung liat berdebu (Hakim, 1986).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Dalam penetapan tekstur tanah ada tiga jenis metode yang biasa digunakan yaitu metode feeling yang dilakukan berdasarkan kepekaan indra perasa (kulit jari jempol dan telunjuk), metode pipet atau biasa disebut dengan metode kurang teliti dan metode hydrometer atau disebut dengan metode lebih teliti yang didasarkan pada perbedaan kecepatan jatuhnya partikel-partikel tanah di dalam air dengan asumsi bahwa kecepatan jatuhnya partikel yang berkerapatan sama dalam suatu larutan akan meningkat secara linear apabila radius partikel bertambah secara kuadratik (Hardjowigeno, 1995).</span></div>
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<span lang="IN"> Tanah bertekstur kasar, tanpa rasa licin dan tanpa rasa lengket sera tidak bisa membentuk gulungan atau lempengan continue sebaliknya jika partikel tanah terasa halus lengket dan dapat dibuat gulungan maka berarti tanah bertekstur liat. Tanah bertekstur debu akan mempunyai partikel-partikel yang terasa agak halus dan licin tetapi tidak lengket serta gulungan yang terbentuk rapuh dan mudah hancur. Tanah bertekstur lempung akan mempunyai partikel-partikel yang mempunyai jenis ketiganya secara proporsional, apabila yang terasa lebih dominan adalah sifat pasir maka berarti tanah bertekstur lempung berpasir dan seterusnya (Buckman</span>dan<span lang="IN"> Brady</span>, <span lang="IN">1992).</span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><br clear="all" style="page-break-before: always;" /> </span> <br />
<div class="MsoNormal" style="line-height: 115%; margin-bottom: 10pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span lang="IN">2.3 Hubungan tekstur dengan pertumbuhan tanah<o:p></o:p></span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN">Pemahaman tanaman sebagai media tumbuh tanaman pertama kali dikemukakan oleh Dr.H.L.Jones dari Cornell University Inggris (Darmawijaya,1990), yang mengkaji hubungan tanah pada tanaman tingkat tinggi untuk mendapatkan produksi pertanian yang seekonomis mungkin. Kajian tanah dari aspek ini disebut edaphologi (edaphos=bahan tanah subur), namun pada realitasnya kedua defenisi selalu terintegrasi.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Tanah pada masa kini sebagai media tumbuh tanaman didefenisikan sebagai lapisan permukaan bumi yang secara fisik berfungsi sebagai tempat tumbuh berkembangnya perakaran penopang tegak tumbuhnya tanaman dan penyuplai kebutuhan air dan udara, secara kimiawi berfungsi sebagai gudang dan penyuplai hara atau nutrisi dan unsur-unsur esensial sedangkan secara biologis berfungsi sebagai habitat biota yang berpatisipasi aktif dalam penyediaan hara tersebut dan zat-zat adiktif bagi tanaman (Hanafiah, 2008).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Tanah yang didominasi pasir akan banyak mempunyai pori-pori makro, tanah yang didominasi debu akan mempunyai pori-pori meso (sedang), sedangkan didominasi liat akan banyak mempunyai pori-pori mikro. Hal ini berbanding terbalik dengan luas permukaan yang terbentuk, luas permukaan mencerminkan luas situs yang dapat bersentuhan dengan air, energi atau bahan lain, sehingga makin dominan fraksi pasir akan makin kecil daya tahannya untuk menahan tanah (Hakim, 1986).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Makin poreus tanah akan makin mudah akar untuk berpenetrasi, serta makin mudah air dan udara untuk bersirkulasi tetapi makin mudah pula air untuk hilang dari tanah dan sebaliknya, makin tidak poreus tanah akan makin sulit akar untuk berpenetrasi serta makin sulit air dan udara untuk bersirkulasi. Oleh karena itu, maka tanah yang baik dicerminkan oleh komposisi ideal dari kedua kondisi ini, sehingga tanah bertekstur debu dan lempung akan mempunyai ketersediaan yang optimum bagi tanaman, namun dari segi nutrisi tanah lempung lebih baik ketimbang tanah bertekstur debu (Nyakpa, 1989).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> Fraksi pasir umumnya didominasi oleh mineral kuarsa yang sangat tahan terhadap pelapukan, sedangkan fraksi debu biasanya berasal dari mineral feldspar dan mika yang cepat lapuk, pada saat pelapukannya akan membebaskan sejumlah hara, sehingga tanah bertekstur debu umumnya lebih subur ketimbang tanah bertekstur pasir (Hardjowigeno, 1993).</span></div>
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<span lang="IN"> Pada tanah-tanah di daerah tropika nisbah debu liat merupakan kriteria penting dalam mengevaluasi fenomena seperti migrasi liat, taraf pelapukan fisik, dan umur bahan induk tanah serta klasifikasi tanah (Lal, 1979).</span></div>
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<b>III. <span lang="IN">METODOLOGI</span></b></div>
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<b>3.1 <span lang="IN">Tempat dan Waktu<o:p></o:p></span></b></div>
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<span lang="IN">Praktikum </span>analisis<span lang="IN"> tekstur tanah dilaksanakan di Laboratorium Kimia Tanah, Jurusan Ilmu Tanah Fakultas Pertanian</span>, <span lang="IN">Universitas Hasanuddin, Makassar. Pada hari </span>Kamis<span lang="IN">20Oktober 2011. Pukul 15.30 WITA sampai selesai.</span><o:p></o:p></div>
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<b>3.2 <span lang="IN">Bahan dan Alat<o:p></o:p></span></b></div>
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<span lang="IN">Alat-alat yang digunakan adalah hi</span>d<span lang="IN">rometer, cawan petris, s</span>e<span lang="IN">linder sedimentasi, 1000 m</span>l<span lang="IN"> saringan, termometer, timbangan, botol selei.</span></div>
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<span lang="IN">Bahan yang digunakan pada praktikum analisis tekstur tanah ini adalah sampel tanah, air, larutan calgon dan aquades.</span></div>
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<b><span lang="IN">3.3<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span lang="IN">Prosedur Kerja <o:p></o:p></span></b></div>
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<span lang="IN">Adapun prosedur kerja yang dilakukan dalam praktikum analisis tekstur tanah adalah sebagai berikut :</span></div>
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<span lang="IN">1.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Menimbang 20 gram tanah kering udara, butir-butir tanah ini berukuran kurang dari 2mm.</span></div>
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<span lang="IN">2.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Memasukkan tanah ke dalam erlenmeyer atau botol tekstur dan ditambahkan 10 mL larutan Calgon 0,05 % dan aquadest secukupnya.</span></div>
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<span lang="IN">3.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Mengocok tanah dengan mesin pengocok selama kurang lebih 10 menit.</span></div>
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<span lang="IN">4.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Menuangkan secara kualitatif semua isinya ke dalam silinder sedimentasi 1000 mL yang di atasnya dipasang saringan dengan diameter lubang 0,05 mm dan dibersihkan botol tekstur dengan bantuan botol semprot.</span></div>
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<span lang="IN">5.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Semprot dengan spayer sambil diaduk-aduk semua suspensi yang masih tinggal pada saringan sehingga semua partikel debu dan liat telah turun (air saringan telah jernih).</span></div>
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<span lang="IN">6.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Pasir yang tertinggal dipindahkan ke dalam cawan dengan pertolongan botol semprot kemudian masukkan ke dalam oven bersuhu 105</span><span lang="IN" style="font-family: Symbol;">°</span><span lang="IN">C selama 2 x 24 jam, selanjutnya masukkan dalam desikator dan timbang hingga berat pasir diketahui (catat sebagai C gram)</span></div>
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<span lang="IN">7.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Mencukupkan larutan suspensi dalam tabung sedimentasi dengan aquadest hingga 1000 mL.</span></div>
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<span lang="IN">8.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">angkat silinder sedimentasi, sumbat bolak-balik dengan karet lalu kocok dengan membolak-balik tegak lurus 180</span><span lang="IN" style="font-family: Symbol;">°</span><span lang="IN"> sebanyak 20 x atau dapat juga dilakukan dengan memasukkan pengocok ke dalam silinder sedimentasi lalu aduk naik turun selama 1 menit.</span></div>
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<span lang="IN">9.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Masukkan hidrometer kedalam suspensi dengan sangat hati-hati agar suspensi tidak banyak terganggu.</span></div>
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<span lang="IN">10.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Setelah beberapa detik, membaca dan mencatat (H<sub>1</sub>) pada hidrometer beserta suhunya (t<sub>1</sub>), dengan hati-hati hidrometer dikeluarkan dari suspensi.</span></div>
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<span lang="IN">11.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Setelah menjelang 8 jam, hidrometer dimasukkan kembali untuk pembacaan H<sub>2</sub> dan t<sub>2</sub>.</span></div>
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<span lang="IN">12.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Menghitung berat debu dan liat dengan menggunakan rumus :</span></div>
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<span lang="IN"> Berat debu dan liat : <span style="position: relative; top: 15pt;"><img height="48" src="file:///C:/DOCUME%7E1/WARNET%7E1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.gif" v:shapes="_x0000_i1025" width="241" /></span></span></div>
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<b><span lang="IN"> </span></b><span lang="IN">Berat liat : <span style="position: relative; top: 15pt;"><img height="48" src="file:///C:/DOCUME%7E1/WARNET%7E1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image004.gif" v:shapes="_x0000_i1026" width="245" /></span></span></div>
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<b><span lang="IN"> </span></b><span lang="IN">Berat debu : berat (debu + liat) -berat liat………(a + b)</span></div>
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<span lang="IN">13.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Menghitung persentase pasir , debu dan liat dengan persamaan :</span></div>
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<span lang="IN"> % pasir : <span style="position: relative; top: 12pt;"><img height="41" src="file:///C:/DOCUME%7E1/WARNET%7E1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image006.gif" v:shapes="_x0000_i1027" width="103" /></span><b> </b></span></div>
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<span lang="IN">% debu : <span style="position: relative; top: 12pt;"><img height="41" src="file:///C:/DOCUME%7E1/WARNET%7E1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image008.gif" v:shapes="_x0000_i1028" width="119" /></span></span></div>
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<span lang="IN">% liat : <span style="position: relative; top: 12pt;"><img height="41" src="file:///C:/DOCUME%7E1/WARNET%7E1/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image010.gif" v:shapes="_x0000_i1029" width="115" /></span></span></div>
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<b>IV. <span lang="IN">HASIL DAN PEMBAHASAN</span></b><b><o:p></o:p></b></div>
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<b><span lang="IN">4.1. Hasil<o:p></o:p></span></b></div>
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<span lang="IN">Berdasarkan hasil pengamatan yang dilakukan, maka diperoleh data sebagai berikut :</span></div>
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<span lang="IN">Tabel </span>I :<span lang="IN"> Hasil Analisis Ukuran Partikel (Tekstur) </span>tanah<span lang="IN">pada Lapisan I dan II dan III</span></div>
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<span lang="IN">Lapisan</span></div>
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<span lang="IN">Persentase Fraksi (%)</span></div>
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<span lang="IN">Kelas Tekstur</span></div>
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<span lang="IN">Pasir</span></div>
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<span lang="IN">Debu</span></div>
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<span lang="IN">Liat</span></div>
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<span lang="IN">Lapisan I</span></div>
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<span lang="IN">47,12 %</span></div>
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<span lang="IN">20,46%</span></div>
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<span lang="IN">32,42%</span></div>
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<span lang="IN">Lempung liat berpasir</span></div>
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<span lang="IN">Lapisan II</span></div>
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<span lang="IN">55,15%</span></div>
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<span lang="IN">14,43%</span></div>
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<span lang="IN">30,42%</span></div>
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<span lang="IN">Liat </span></div>
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<span lang="IN">Lapisan III</span></div>
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<span lang="IN">32,83%</span></div>
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<span lang="IN">45,13%</span></div>
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<span lang="IN">22,04%</span></div>
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<span lang="IN">Lempung</span></div>
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<span lang="IN">Sumber : <i>Data </i></span><i>p<span lang="IN">rimer </span></i><i>s<span lang="IN">etelah </span></i><i>d<span lang="IN">iolah, 2011.<o:p></o:p></span></i></div>
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<b><span lang="IN">5.1. Pembahasan<o:p></o:p></span></b></div>
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<span lang="IN">Berdasarkan tabel hasil pengamatan </span>pada <span lang="IN">tekstur tanah bahwa pada lapisan I diperoleh % pasir sebesar 47,12%, % debu sebesar 20,46% dan persen liat sebesar 32,42%. Sedangkan pada lapisan II diperoleh % pasir sebesar 55,15%, % debu sebesar 14,43%, dan % liat sebesar 30,42%. Hal ini menunjukkan tekstur pada lapisan I bertekstur lempung liat berpasir, lapisan II bertekstur liat sedangkan lapisan III bertekstur lempung.</span></div>
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<span lang="IN">Lapisan I memiliki persentase fraksi liat lebih besar daripada persentase fraksi debu dan pasir, karena lapisan ini komposisi tanahnya masih berasal dari serasah (sisa-sisa tanaman) dan mengandung banyak bahan organik. Hal ini sesuai pendapat Hanafiah(2005), yang menyatakan bahwa pada lapisan atas tingkat kesuburan tanah basanya mengacu pada ketersediaan hara.</span></div>
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<span lang="IN">Lapisan II juga memiliki persentase fraksi liat lebih besar daripada persentase fraksi debu dan pasir, karena liat memiliki permukaan luas dan bermuatan listrik yang memberi kemampuan untuk mengikat unsur hara dan air pada tanaman untuk pertumbuhan tanaman. Hal ini sesuai pendapat Foth(1988), yang menyatakan bahwa kapasitas berbeda untuk menahan air dan unsur hara melawan tarikan gravitasi yang merupakan ciri utama liat.</span></div>
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<span lang="IN">Lapisan I yang bertekstur liat bersifat sangat lekat dan membentuk sangat baik. Tanah yang mengandung liat mempunyai permukaan yang sangat halus, yang mampu menyimpan air, akan tetapi peredaran udara dan aerasi tanah tidak baik yang salah satu penyebabnya adalah kurangnya pori pada tanah itu. Penambahan bahan organik membantu mengatasi masalah kelebihan air tanah berliat. Bahan organik membantu mengikat butiran liat membentuk ikatan lebih besar sehingga memperbesar ruang-ruang udara diantaranya ikatan butiran. Hal ini sesuai dengan pendapat Foth(1988), bahwa selain daya simpan air, hara tertentu dapat digunakan , dismipan pada permukaan partikel tanah liat. Oleh karena itu, tanayh liat bertindak sebagai reservoir penyimpanan air dan hara.</span></div>
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<o:p></o:p></div>
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<b>V. <span lang="IN">KESIMPULAN DAN SARAN</span></b><b><o:p></o:p></b></div>
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<b>5.<span lang="IN">1. Kesimpulan<o:p></o:p></span></b></div>
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<span lang="IN">Berdasarkan hasil yang diperoleh pada praktikum tekstur tanah ini, maka dapat kami simpulkan bahwa tanah pada lapisan I memiliki persentase pasir sebesar 47,12 %, debu 20,46 %, dan liat sebesar 32,42 % sehinnga termasuk dalam tekstur lempung liat berpasir. Tanah pada lapisan II memiliki persentase pasir 55,15%, debu 14,43%, dan liat sebesar 32,42%, sehingga termasuk dalam tekstur liat. sedangkan tanah pada lapisan III memiliki presentase pasir 32,82 3%, debu 45,13 %, dan liat 22,04 % sehingga termasuk dalam tekstur lempung.</span></div>
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<b>5<span lang="IN">.2. Saran<o:p></o:p></span></b></div>
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<span lang="IN">Untuk memilih lahan pertanian, perlu diperhatikan masalah tekstur tanah, hal ini disebabkan karena tekstur tanah dapat mempengaruhi kandungan bahan organik atau unsur hara yang diperlukan untuk tumbuhan serta kemampuannya menyimpan air dan aerasi.<b><o:p></o:p></b></span></div>
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<b><span lang="IN">VI. DAFTAR PUSTAKA<o:p></o:p></span></b></div>
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<br /></div>
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<br /></div>
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<span lang="IN">Buckman, H.O. dan N.C. Brandy, 1982. <b><i>Ilmu Tanah</i>.</b> Brata Karya Aksara, Jakarta.</span></div>
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<br /></div>
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<span lang="IN">Foth, H.D., 1984. <b><i>Dasar-Dasar Ilmu Tanah</i></b>.. Edisi VI. Erlangga, Jakarta.</span></div>
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<span lang="IN">Hakim, N.M.Y. Nyakpa, A.M.Lubis, S.Ghani, Nugroho, M.R.Soul, M.A.Diha, G.B.Hong, N.H.Balley., 1986.<b><i>Dasar-Dasar Ilmu Tanah</i></b>.Universitas Lampung, Lampung.</span></div>
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<span lang="IN">Hanafiah, Ali Kemas. 2005. <b><i>Dasar-dasar Ilmu Tanah</i></b>. Raja Grafindo Persada, Jakarta.</span></div>
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<span lang="IN">Hadjowigwno, S., 1987. <b><i>Ilmu Tanah</i>.</b> Mediyatama Sarana Perkasa, Jakarta.</span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="IN">LAMPIRAN</span></div>
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<span lang="IN">Lapisan I</span></div>
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<span lang="IN">Dik : H<sub>1 </sub>= 15 H<sub>2 </sub>= 8 t<sub>1 </sub>= 30</span>°C <span lang="IN">t<sub>2</sub> = 28<sup>o</sup>C c = 7,6gram</span></div>
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<span lang="IN">Menghitung berat debu dan liat dengan menggunakan persamaan :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> H<sub>1</sub> + 0,3 (t<sub>1</sub> – 19,8)</span></div>
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<span lang="IN">Berat Debu Liat = ----------------------- – 0,5 ............................. (a)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span></div>
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<span lang="IN"> 15 + 0,3 ( 30 – 19,8)</span></div>
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<span lang="IN"> = ----------------------- – 0,5 = 8,53 gr</span> ...<span lang="IN">..........(a)</span></div>
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<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> H<sub>2</sub> + 0,3 (t<sub>2</sub> – 19,8)</span></div>
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<span lang="IN">Berat Liat = ----------------------- – 0,5 ..............................(b)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span></div>
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<span lang="IN"> 8 + 0,3 ( 28 – 19,8)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 106.2pt; text-align: justify; text-indent: 1.8pt;">
<span lang="IN"> = ----------------------- – 0,5 = 4,73 gr </span> ...<span lang="IN">..........(b)</span></div>
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<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 16.2pt; text-align: justify; text-indent: 0.25in;">
<span lang="IN">Berat Debu = Berat (Debu + Liat) – Berat Liat</span></div>
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<span lang="IN"> = (a) – (b)</span></div>
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<span lang="IN"> = 8,53 – 4,53</span></div>
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<span lang="IN"> = 3,8 gram</span></div>
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<span lang="IN">Menghitung persentase pasir, debu, dan liat dengan persamaan :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> c</span></div>
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<span lang="IN">% Pasir = -------- X 100 % </span></div>
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<span lang="IN"> a + c</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 7,6</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1in; text-align: justify;">
<span lang="IN"> = -------------- X 100 % = 47,11 % </span></div>
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<span lang="IN"> 8,53 + 7,6</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> a – b</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Debu = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 8,53 – 4,73</span></div>
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<span lang="IN"> = --------------- X 100 % = 23,6 % </span></div>
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<span lang="IN"> 8,53 + 7,6</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> b</span></div>
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<span lang="IN">% Liat = -------- X 100 % </span></div>
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<span lang="IN"> a + c</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 4,73</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.2pt; text-align: justify; text-indent: 1.8pt;">
<span lang="IN"> = --------------- X 100 % = 29,32 %</span></div>
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<span lang="IN"> 8,53 + 7,6</span></div>
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<br /></div>
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<span lang="IN">Lapisan II</span></div>
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<span lang="IN">Dik : H<sub>1 </sub>= 8 H<sub>2 </sub>= 4 t<sub>1 </sub>= 29</span>°C <span lang="IN">t<sub>2</sub> = 28,5<sup>o</sup>C c = 6,0gram</span></div>
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<span lang="IN">Menghitung berat debu dan liat dengan menggunakan persamaan :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> H<sub>1</sub> + 0,3 (t<sub>1</sub> – 19,8)</span></div>
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<span lang="IN">Berat Debu Liat = ----------------------- – 0,5 ............................. (a)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 8 + 0,3 (29 – 19,8)</span></div>
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<span lang="IN"> = ----------------------- – 0,5 = </span>4,<span lang="IN">88 gr ..........(a)</span></div>
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<span lang="IN"> 2</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> H<sub>2</sub> + 0,3 (t<sub>2</sub> – 19,8)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">Berat Liat = ----------------------- – 0,5 ..............................(b)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">4+ 0,3 (</span>2<span lang="IN">8,5 – 19,8)</span></div>
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<span lang="IN"> = ----------------------- – 0,5 = 2,805 gr </span> ....<span lang="IN">..........(b)</span></div>
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<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 16.2pt; text-align: justify; text-indent: 0.25in;">
<span lang="IN">Berat Debu = Berat (Debu + Liat) – Berat Liat</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = (a) – (b)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = 4,88 – 2,805</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = 2,0</span>75<span lang="IN"> gram</span></div>
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><br clear="all" style="page-break-before: always;" /> </span> <br />
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN">Menghitung persentase pasir, debu, dan liat dengan persamaan :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> c</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Pasir = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 6,0</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1in; text-align: justify;">
<span lang="IN"> = ------------ X 100 % = 55,14 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> 4,88 + 6,0</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> a – b</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Debu = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 4,88 – 2,805</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = --------------- X 100 % = 19,07 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> 4,88 + 6,0</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> b</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Liat = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2,805</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.2pt; text-align: justify; text-indent: 1.8pt;">
<span lang="IN"> = -------------- X 100 % = 25,78 %</span></div>
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4<span lang="IN">,88 + 6,0</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="IN">LAPISAN III</span></div>
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<span lang="IN">Dik : H<sub>1 </sub>= 10 H<sub>2 </sub>= 1 t<sub>1 </sub>= 28</span>°C <span lang="IN">t<sub>2</sub> = 29<sup>o</sup>C c = 2,8gram</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN">Menghitung berat debu dan liat dengan menggunakan persamaan :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> H<sub>1</sub> + 0,3 (t<sub>1</sub> – 19,8)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">Berat Debu Liat = ----------------------- – 0,5 ............................. (a)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 10 + 0,3 (28 – 19,8)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 106.2pt; text-align: justify; text-indent: 1.8pt;">
<span lang="IN"> = ----------------------- – 0,5 = 5,73 gr ..........(a)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> H<sub>2</sub> + 0,3 (t<sub>2</sub> – 19,8)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">Berat Liat = ----------------------- – 0,5 ..............................(b)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">1+ 0,3 (29 – 19,8)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 106.2pt; text-align: justify; text-indent: 1.8pt;">
<span lang="IN"> = ----------------------- – 0,5 = 1,38 gr </span> ....<span lang="IN">..........(b)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 16.2pt; text-align: justify; text-indent: 0.25in;">
<span lang="IN">Berat Debu = Berat (Debu + Liat) – Berat Liat</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = (a) – (b)</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = 5,73 – 1,38</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = 4,35 gram</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 33.2pt; text-align: justify; text-indent: -17pt;">
<span lang="IN" style="font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="IN">Menghitung persentase pasir, debu, dan liat dengan persamaan :</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> c</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Pasir = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 2,8</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 1in; text-align: justify;">
<span lang="IN"> = ------------ X 100 % = 32,82 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> 5,73 + 2,8</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> a – b</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Debu = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 5,73 – 1,38</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> = --------------- X 100 % = 50,99 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> 5,73 + 2,8</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> b</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN">% Liat = -------- X 100 % </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> a + c</span><o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 34.2pt; text-align: justify;">
<span lang="IN"> 1,38</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 70.2pt; text-align: justify; text-indent: 1.8pt;">
<span lang="IN"> = -------------- X 100 % = 16,17 %</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN"> 5,73 + 2,8</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<table align="left" cellpadding="0" cellspacing="0" height="1" style="width: 89px;"><tbody>
<tr> <td><br /></td> </tr>
</tbody></table>
</div>
<span lang="IN"><a href="http://www.blogger.com/post-create.g?blogID=5440993314694703097" name="_GoBack"></a></span></div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-29706611935103611472011-11-10T21:41:00.001-08:002012-04-21T09:00:31.425-07:00"LAPORAN REAKSI TANAH"<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoListParagraph" style="line-height: 300%; margin: 0cm 0cm 0.0001pt 14.2pt; text-align: left; text-indent: -14.2pt;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">"LAPORAN REAKSI TANAH" </span></b></div>
<div align="center" class="MsoListParagraph" dir="rtl" style="line-height: 300%; margin: 0cm 14.2pt 0.0001pt 0cm; text-align: center; text-indent: -14.2pt;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">I.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">PENDAHULUAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">I.1. Latar Belakang</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Kemasaman tanah
adalah sifat tanah yang perlu diketahui, sebab menunjukkan adanya hubungan pH
dengan ketersediaan unsure hara dan juga hubungna antara pH dengan sifat-sifat
tanah. Terdapatnya beberapa hubungan komponen dalam tanah mempengaruhi
konsentrasi H<sup>+ </sup>dalam tanah, dimana keadaannya dipersulit oleh
bahan-bahan tanah yang lain.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Reaksi tanah menunjukkan sifat kemasaman atau
alkalinitas tanah yang dinyatakan dengan pH menunjukkan bahwa banyaknya
konsentrasi ion hydrogen (H<sup>+</sup>) didalam tanah. Makin tinggi kadar ion
H<sup>+</sup> didalam tanah maka semakin masam tanah tersebut sedangkan jika
didalam tanah ditemukan ion OH<sup>-</sup> yang jumlahnya berbanding terbalik
dengan banyaknya H<sup>+</sup> maka tanah tersebut tergolong alkalis (OH<sup>-</sup>
lebih banyak daripada H<sup>+</sup>).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Pentingnya pH adalah untuk menentukan mudah
tidaknya unsure-unsur hara diserap tanaman. Pada tanaman yang sekitar pH
netral, disebakan karena pH tersebut kebanyakan unsur hara larut dalam air.
Ditinjau dari berbagai segi, tanah yang mempunyai pH antara 6-7 merupakan pH
yang terbaik (netral), pada pH dibawah 7 merupakan tanah yang masam sehingga
unsur P tidak dapat diserap tanamankarena diikat (difiksasi) oleh Al sedangkan
pada tanah alkalis pHnya berkisar antara 8-14 sehingga unsure P juga tidak
dapat diserap oleh tanaman karena difikasi atau diikat oleh Ca. penanggullangan
tanah yang terlalu masam dapat dinaikkan dengan menambah kapur pada tanah itu,
sedankan tanah yang terlalu alkalis dapat diturunkan pHnya dengan cara
penambahan belerang.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Keasaman
tanah dapat ditentukan oleh dinamika H<sup>+ </sup>di dalam tanah, ion H<sup>+</sup>
yang terdapat dalam tanah (suspensi tanah) yang berada dalam keseimbangan ion H<sup>+</sup>
yang terjerap. Kemasaman dikenal ada dua yaitu kemasaman aktif dan kemasaman
potensial. Kemasaman aktif disebabkan oleh H<sup>+ </sup>dalam larutan,
sedangkan kemasaman potensial disebabkan oleh ion H<sup>+</sup> dan Al yang
terjerap pada permukaan kompleks jerapan. </span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Berdasarkan uraian di atas, maka perlu melakukan
percobaan reaksi tanah (pH) untuk mengetahui jenis reaksi dan nilai pH tanah
Alfisol pada berbagai lapisan tanah. </span></div>
<div class="MsoNormal" style="line-height: 250%; margin: 12pt 0cm 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">I.2.
Tujuan dan Kegunaan</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 200%;">I.2.1. Tujuan</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Praktikum
ini bertujuan untuk mengetahui tingkat pH yang terkandung dalam tiap lapisan
tanah dan mengetahui faktor – faktor yang mempengaruhi pH.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 200%;">I.2.2.
Kegunaan </span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Kegunaan dari praktikum ini adalah agar
mahasiswa dapat mengetahui lebih jauh
tentang cara mengukur pH tanah dan tingkat pH yang baik dalam tanah untuk usaha
pertanian.</span></div>
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoListParagraph" style="line-height: 300%; margin: 0cm 14.2pt 0.0001pt 0cm; text-align: center; text-indent: -14.75pt;">
<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">II.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">TINJAUAN PUSTAKA</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin: 0cm 0cm 0cm -0.55pt;">
<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">II.1.
Reaksi Tanah</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Reaksi yang penting adalah masam, netral dan
alkalis. Pernyataan ini dinyatakan pada jumlah ion H<sup>+</sup> dan OH<sup>-</sup>
dalam larutan tanah. Bila dalam tanah ditemukan lebih banyak ion OH<sup>-</sup>
maka tanah itu masam dan bila tanah H<sup>+</sup> maka tanah itu alkalis. Untuk
menyeragamkan pengertian sifat reaksi tanah tersebut dinilai berdasarkan
konsentrasi ion H<sup>+</sup> dan dinyatakan dengan pH. Salah satu sifat kimia
tanah yang penting adalah reaksi atau pH tanah. Reaksi atau pH tanah
menunjukkan konsentrasi ion H<sup>+ </sup>didalam larutan tanah. Nilai pH
didefinisikan sebagai negatif konsentrasi ion H<sup>+</sup> dalam larutan. </span><span lang="FI" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Untuk
menyeragamkan pengertian, sifat reaksi dinilai berdasarkan konsentrasi ion H
dan dinyatakan dengan pH. Dengan kata lain, pH tanah = - log [H] tanah. Bila konsentrasi ion H bertambah
maka pH turun, sebaliknya bila konsentrasi ion OH bertambah pH naik. Distribusi
ion H dalam tanah tidak homogen. Ion H lebih banyak dijerap daripada ion OH,
maka ion H lebih pekat di dekat permukaan koloid, sedangkan OH sebaliknya.
Dengan demikian pH lebih rendah di dekat koloid daripada tempat yang jauh dari
koloid (Hakim, dkk. 1986). </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span lang="FI" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Larutan mempunyai
pH 7 disebut netral, lebih kecil dari 7 masam, dan lebih besar dari 7 basis
atau alkalis. Pada keadaan netral konsentrasi ion H<sup>+</sup> sama besar
dengan konsentrasi ion OH<sup>-</sup> dan pada keadaan alkalis sebaliknya.
Reaksi tanah menunjukkan tentang keadaan atau status kimia tanah. Status kimia
tanah mempengaruhi proses-proses biologik, seperti pertumbuhan tanaman. Reaksi
atau pH yang ekstrim menunjukkan keadaan kimia tanah yang dapat mengganggu
proses biologik. </span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Kelas kemasaman tanah
ada 6 macam, yaitu < 4,5 sangat masam, 4,5 - 5,5 masam, 5,6 - 6,5 agak
masam, 6,6 - 7,5 netral, 7,6 - 8,5 agak alkalis, dan < 8,5 alkalis
(Pairunan, dkk. 1985).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Pentingnya pH tanah
adalah menentukan mudah tidaknya unsur-unsur hara diserap tanaman, menunjukkan
kemungkinan adanya unsur-unsur beracun, dan mempengaruhi perkembangan mikro
organisme. Tanah yang terlalu masam dapat dinaikkan pH-nya dengan menambahkan
kapur ke dalam tanah, sedang tanah yang terlalu alkalis dapat diturunkan pH-nya
dengan penambahan belerang
(Hardjowigeno, 2003). </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">II.2. Faktor yang
mempengaruhi Reaksi Tanah</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Faktor-faktor yang mempengaruhi pH tanah
adalah kejenuhan basa, sifat misel, dan macam kation yang terserap. Didaerah
basah pencucian dengan mudah melenyapkan Na karena daya ikatannya pada tanah
pertukaran tidak kuat. Adanya pengaruh garam-garam terlarut didalam tanah yang
mengendap secar alami dalam tanah didaerah-daerah kering, atau sebagai akibat
penambahan irigasi. (Notohadiprawiro, 1998).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Kemasaman tanah merupakan salah satu sifat
yang penting. Sebab terdapat hubungan pH dengan ketersediaan usr hara; juga
terdapat beberapa hubungan antara ph dan semua pembentukan serta sifat-sifat
tanah. Pada umumnya pH tanah ditentukan oleh : 1. Pencampuran satu bagian tanah
dengan dua bagian air suling (bahan lain yang sesuai seperti larutan garam
netral), 2. Campurkanlah mereka untuk mendapatkan tanah dan air sampai
mendekati kesetimbangan, dan kemudian, 3. Ukurlah pH suspensi air tanah.
Tedapat beberapa komponen dalam tanah yang mempengaruhi konsentrasi H2 larutan
tanah. Keadaan dipersukar oleh bahan-bahan tanah besar perubahannya diantaranya
interaksi. Bagian ini dimulai dengan suatu pH tertentu dan faktor – faktor yang
mengendalikan pH pada sebagian besar tanah, yang umumnya berkisar 4 – 10, pH
kurang dari 4, biasanya dikaitkan dengan hadirnya asam kuat seperti asam
sulfat.(Foth.H.D, 1999)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Faktor-faktor lain yang kadangkala
mempengaruhi pH tanah terutama didaerah industri, antara lain adalah sulfur
yang merupakan hasil sampingan dari industri gas, yang jika bereaksi dengan air
akan menghasilkan asam sulfur, dan asam nitrit yang secara alami merupakan
komponen renik dari air hujan. Hujan asam juga terjadi sebagai akibat
meningkatnya penggunaan dan pembakaran fosil-fosil padat yang menimbulkan
gas-gas sulfur dan nitrogen, yang kemudian bereaksi dengan air hujan.( Hanafiah
K. A, 2004).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">II.3.
Hubungan reaksi tanah dengan kesuburan tanah</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">pH tanah sangat
berpengaruh terhadap perkembangan dan pertumbuhan tanaman, baik secara langsung
maupun tidak langsung. Pengaruh langsung berupa ion Hidrogen sedangkan pengaruh
tidak langsung yaitu tersedianya unsur-unsur hara tertentu dan adanya unsur beracun. Kisaran pH
tanah mineral biasanya antara 3,5-10
atau lebih. Sebaliknya untuk tanah gembur, pH tanah dapat kurang dari 3,0.
Alkalis dapat menunjukkan pH lebih dari 3,6. Kebanyakan pH tanah toleran pada
yang ekstrim rendah atau tinggi, asalkan tanah mempunyai persediaan hara yang
cukup bagi pertumbuhan suatu tanaman (Hakim dkk, 1986). </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Komponen kimia tanah sangat berperan dalam
menentukan sifat dan ciri tanah pada umumnya dan kesuburan tanah pada
khususnya. Uraian kimia tanah banyak menjelaskan tentang reaksi-reaksi kimia
yang menyangkut masalah-masalah ketersediaan unsur hara bagi tanaman. Hal-hal
yang banyak berkaitan dengan masalah tersebut di atas adalah penyerapan dan
pertukaran kation, sifat dari tanah, reaksi tanah, dan pengelolaannya.</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> <span lang="SV">(Foth, 1994).</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Pentingnya pH tanah
adalah menentukan mudah tidaknya unsur-unsur hara diserap tanaman, menunjukkan
kemungkinan adanya unsur-unsur beracun, dan mempengaruhi perkembangan mikro
organisme. Tanah yang terlalu masam dapat dinaikkan pH-nya dengan menambahkan
kapur ke dalam tanah, sedang tanah yang terlalu alkalis dapat diturunkan pH-nya
dengan penambahan belerang</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">. </span><span lang="SV" style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> (Hardjowigeno, 2003). </span></div>
<div class="MsoBodyText" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Reaksi tanah atau pH tanah dapat memberikan petunjuk
beberapa sifat tanah. Makin tinggi pH makin banyak basa-basa terdapat dalam
tanah. Tanah-tanah yang terus menerus tercuci oleh air hujan cenderung
mempunyai pH yang rendah dan miskin basa-basa. Pada tanah masam, aktivitas
(kelarutan) Al mungkin tinggi dan dapat meracuni tanaman, sedangkan pada
tanah-tanah yang mempunyai pH tinggi unsur-unsur tertentu mungkin kurang
tersedia untuk tanaman karena mengendap. Reaksi tanah mempengaruhi kegiatan
mikroorganisme dalam tanah. Pada pH sekitar netral, bakteri aktif melapuk bahan
organik, sedang pada tanah masam pelapukan lebih banyak dilakukan oleh
cendawan. Pada pH yang terlalu rendah aktivitas memfiksasi nitrogen oleh
bakteri <i>Rhizobium</i> tertekan. </span><span lang="EN-GB" style="font-family: "Arial","sans-serif";">Umumnya unsur hara mudah
diserap oleh akar tanaman pada keadaan pH netral karena pada pH tersebut
kebanyakan unsur hara dapat larut dalam air.
Mengingat besarnya pengaruh pH terhadap pertumbuhan tanaman, maka para
ahli melakukan penyelidikan guna memperoleh pengetahuan tentang pH dan
bagaimana cara yang dapat dilakukan bila mengetahui keadaan suatu pH di
lapangan yang cocok untuk keperluan budidaya tanaman.</span><span lang="SV" style="font-family: "Arial","sans-serif";">Pertumbuhan tanaman juga berkontribusi
dalam pengasaman tanah, proses penyerapan hara utama (kalium, kalsium dan
magnesium) disertai pertukaran dengan ion hidrogen sehingga menyebabkan
terjadinya pengasaman tanah.</span><span lang="SV" style="font-family: "Arial","sans-serif";"> </span><span lang="SV" style="font-family: "Arial","sans-serif";">Jenis Tanaman tertentu juga
mempengaruhi pengasaman tanah. </span><span lang="EN-GB" style="font-family: "Arial","sans-serif";">Semakin rendah
tingkat keasaman dalam tanah maka semakin banyak kandungan organik didalam tanah. </span><span lang="EN-GB" style="font-family: "Arial","sans-serif";">Penilaian mengenai produktivitas atau
kesuburan tanah dapat dilihat pada tiga aspek, yaitu sifat fisik tanah, sifat
kimia dan biologis tanah. Ketiga aspek
ini dapat diketahui sama penting peranannya dalam menentukan kesuburan
tanah. Apabila dari salah satu dari
ketiga aspek ini rendah, sementara yang lainnya tinggi maka produktivitas tanah
yang maksimum belum dapat tercapai. (</span><span lang="SV" style="font-family: "Arial","sans-serif";">Anonim, 201</span><span lang="EN-GB" style="font-family: "Arial","sans-serif";">0</span><span lang="SV" style="font-family: "Arial","sans-serif";">).</span><span lang="EN-GB" style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoListParagraph" style="line-height: 300%; margin-right: 21.3pt; text-align: center; text-indent: -21.85pt;">
<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">III.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></b><b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">METODOLOGI</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin: 0cm 0cm 0cm -0.55pt;">
<b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">III.1. Waktu dan Tempat</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm -0.55pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Praktikum ini dilaksanakan pada hari
Kamis, 03 November 2011 pukul 15.20 WITA
di Laboratorium Kimia dan Kesuburan Tanah dan Laboratorium Fisika Tanah,
Jurusan Ilmu Tanah, Fakultas Pertanian, Universitas Hasanuddin.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm -0.55pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin: 0cm 0cm 0cm -0.55pt; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">III.2. Alat dan Bahan</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Alat
– alat yang digunakan dalam praktikum yaitu </span> <span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">tempat 3 buah roll film, 2 buah gelas
ukur, dan pH meter. Bahan yang digunakan adalah sampel tanah profil lapisan 1,2
dan 3, aquades, tissu. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin: 0cm 0cm 0cm -0.55pt; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">III.3. Prosedur Kerja</span></b><b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;"></span></b></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; text-align: justify;">
<span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Adapun prosedur kerja dalam praktikum ini yaitu </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">(1) 10
gram tanah halus dimasukkan ke dalam tabung reaksi atau tempat roll film dan
tambahkan air suling 10 ml (rasio 1 : 1). (2) Kocok selama 30 menit dengan
menggunakan mesin pengocok, kemudian diamkan selama 1 menit.(3) Ukur dengan pH
meter. (4) jika diinginkan bisa dibuat perbandingan air dan tanah dengan
perbandingan 1:2:3:4:5:7:10 dan melihat grafiknya. (5) jika diinginkan Ph KCl 1
N atau pH CaCl2 0,01 M maka air suling diganti dengan larutan tersebut.</span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoListParagraph" style="line-height: 300%; margin: 0cm 21.3pt 0.0001pt 0cm; text-align: center; text-indent: -17.45pt;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">IV.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;"> HASIL
DAN PEMBAHASAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">IV.1. Hasil</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Berdasarkan
praktikum yang telah dilakukan maka diperoleh data sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Tabel.
Hasil Pengamatan Reaksi Tanah (pH Tanah) pada Profil lapisan I,II dan III</span></div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-right: 55.05pt; width: 471px;">
<tbody>
<tr>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 117.65pt;" valign="top" width="157"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Lapisan</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 123.35pt;" valign="top" width="164"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">pH Tanah</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></div>
</td>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 112.55pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Keterangan</span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"></span></b></div>
</td>
</tr>
<tr>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 117.65pt;" valign="top" width="157"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">I</span></div>
</td>
<td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 123.35pt;" valign="top" width="164"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">4,44</span></div>
</td>
<td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 112.55pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Agak Masam</span></div>
</td>
</tr>
<tr>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 117.65pt;" valign="top" width="157"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">II</span></div>
</td>
<td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 123.35pt;" valign="top" width="164"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">3,33</span></div>
</td>
<td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 112.55pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Agak Masam</span></div>
</td>
</tr>
<tr>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 117.65pt;" valign="top" width="157"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">III</span></div>
</td>
<td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 123.35pt;" valign="top" width="164"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">2,37</span></div>
</td>
<td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 112.55pt;" valign="top" width="150"><div align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> Masam</span></div>
</td>
</tr>
</tbody></table>
</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></b><b><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Sumber
: </span></i></b><i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Data Primer Setelah
Diolah, 2011</span></i></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">IV.2. Pembahasan</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Berdasarkan hasil pengamatan yang diperoleh
pada saat praktikum, tanah dalam lapisan I diperoleh pH tanah sebesar 4,44
dengan kriteria tanah agak masam, pada lapisan II pH tanahnya adalah 3,33
dengan kriteria tanah agak masam dan pada lapisan III pH tanahnya adalah 2,37
dengan kriteria tanah masam. </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Dari tiga lapisan tersebut pH tanahnya
bersifat sangat masam, kemasaman tanah disebabkan oleh bahan organik yang
terdapat dalam tanah tersebut sehingga daya ikat sangat besar. Hal ini sesuai
dengan pendapat Hardjowigeno (1985) yang menyatakan bahwa kemasaman tanah
sangat dipengaruhi oleh bahan organik.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Dari
ketiga lapisan tersebut, yang memiliki nilai pH tertinggi adalah lapisan I
yaitu 4,44. Hal ini terjadi karena bahan organik yang dikandung oleh lapisan I
lebih banyak daripada lapisan II dan III. Lapisan yang memiliki nilai pH yang
paling rendah yaitu lapisan III yaitu 2,37. </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hardjowigeno</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> (1985) yang menyatakan
bahwa bahan organik pada lapisan I terdekomposisi kemudian masuk kedalam
lapisan dibawahnya.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Berdasarkan
hasil pengamatan yang dilakukan ditunjukkan bahwa pH suatu tanah berbeda-beda
menurut perbandingan tanah dan airnya, hal ini sesuai dengan pendapat
Harjowigeno (1987) yang menyatakan bahwa pemberian air yang berbeda-beda pada
suatu jenis tanah akan memberikan pengaruh yang besar terhadap nilai pH tanah.</span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoListParagraph" style="line-height: 300%; margin: 0cm 14.2pt 0.0001pt 0cm; text-align: center; text-indent: -14.2pt;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;">V.<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 13pt; line-height: 300%;"> KESIMPULAN DAN SARAN</span></b></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">V.1. Kesimpulan </span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Berdasarkan hasil dan
pembahasan praktikum, maka dapat diperoleh kesimpulan bahwa reaksi tanah (pH)
pada setiap lapisan tanah itu berbeda - beda. Dari percobaan terbukti bahwa
lapisan I memiliki pH 4,44 paling tinggi dibanding dengan lapisan II dengan
jumlah pH 3,33 dan lapisan III dengan jumlah pH 2,37, karena itu semua
dipengaruhi oleh banyaknya bahan organik pada setiap lapisan tanah. Adapun Faktor-faktor
yang mempengaruhi pH tanah adalah kejenuhan basa, sifat misel, dan macam kation
yang terserap. Didaerah basa pencucian dengan mudah melenyapkan Na karena daya
ikatannya pada tanah pertukaran tidak kuat. Adanya pengaruh garam-garam
terlarut didalam tanah yang mengendap secara alami dalam tanah didaerah-daerah
kering, atau sebagai akibat penambahan irigasi.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 250%;">V.2.
Saran</span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Saran untuk laboratorium
bahwa sebaiknya alat-alat yang tersedia dalam laboratorium labih di perhatikan
kebersihan dan mengikuti semua prosedur yang ada, sehingga hasil yang kita
capai menjadi maksimal. Adapun saran</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">
untuk pengamat, bahwa sebaikny</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">a praktikan harus lebih teliti dalam menimbang tanah dan </span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">mengukur tanah</span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">.</span></div>
<div class="MsoNormal" style="line-height: 300%; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 300%; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 300%;">DAFTAR PUSTAKA</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: left; text-indent: -36pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Pairunan
A.K, .L. Nanere, Arifin, Solo S.R. Samosir, R. Tangkaisari, J. L. Lalopua, B.
Ibrahim dan H. Asmadi, 1997. Dasar-Dasar Ilmu Tanah. Badan Kerjasama Perguruan
Tinggi Negeri Bagian Timur, Makassar.</span></i></div>
<div class="MsoBodyText2" style="line-height: 150%; margin: 0cm 0cm 10pt 36pt; text-align: left; text-indent: -36pt;">
<i><span style="font-family: "Arial","sans-serif"; line-height: 150%;">Foth,
H.D. 1994. Dasar-Dasar Ilmu Tanah.
Gadja Mada University Press, Yogyakarta.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Anonim 2, 2011. Faktor-faktor yang mempengaruhi Bulk
Density. Diakses</span></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">dari </span></i><a href="http://strukturtanah.blogspot.com/"><i><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">http://strukturtanah.blogspot.com/</span></i></a><i><u><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></u></i><i><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">pada
19 Mei 2011. Makassar</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -36pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hakim,
Nurhayati, M. Yusuf Nyapka, A.M. Lubis, S.G. Nugroho, M.R. Saul, M.A. Diha,
G.B.Hong, H.H. Bailey, 1986. Dasar-Dasar Ilmu Tanah. Universitas Lampung,
Lampung.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -36pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Hardjowigeno. S, 2003. Ilmu
Tanah. Penerbit Akademika Pressindo, Jakarta.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36pt; text-align: justify; text-indent: -36pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Anonim,
2007. Penuntun Praktikum Dasar-dasar Ilmu Tanah. Jurusan Ilmu Tanah, Fakultas
Pertanian, Universitas Hasanuddin, Makassar.</span></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">Anonim 2, 2010. Reaksi tanah dengan kesuburan tanah. Diakses</span></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36pt;">
<i><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">dari </span></i><a href="http://strukturtanah.blogspot.com/"><i><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%; text-decoration: none;">http://reaksitanah.blogspot.com/</span></i></a><i><u><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;"> </span></u></i><i><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 150%;">pada
19 Mei 2010. Makassar</span></i></div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-2109659400853948982011-09-11T06:24:00.003-07:002012-02-13T05:34:45.930-08:007 (LANGKAH) MERAIH RISQI YANG MELIMPAH DAN HALAL<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<b>7 (TUJUH LANGKAH UNTUK MENGIKUTI PROGRAM INVESTASI SEDEKAH):</b></div>
<b> </b>
<div class="fb-like-box" data-href="http://www.facebook.com/platform" data-width="292" data-show-faces="true" data-stream="true" data-header="true"></div>
1. Harus memiliki rekening BRI dan kartu ATM BRI, jika Anda belum mempunyai segeralah membuka tabungan BRI dan kartu ATM nya. Dengan menggunakan ATM BRI, Anda akan <b>TERBEBAS dari BIAYA TRANSFER antar rekening</b>.
2. Setelah Anda membuka tabungan/rekening, Anda sudah dapat bertransaksi melalui ATM BRI, kemudian transferlah uang kepada 4 buah rekening yang tertulis dalam KOLOM INVESTOR BARU,masing-masing sebesar Rp. 20.000,00 sehingga total seluruhnya berjumlah Rp. 80.000,00. Kemudian SIMPANLAH baik-baik keempat slip bukti transfer tersebut.
3. PERHATIAN : Anda sudah disediakan satu halaman kosong (dilembar terakhir) yang berisi KOLOM BUKTI TRANSFER dan KOLOM INVESTOR BARU.
4. Ambil satu halaman kosong yang telah disediakan tersebut, kemudian Anda lakukan :
Pada KOLOM BUKTI TRANSFER, rekatkan Slip/Bukti Transfer Anda dengan urutan sebagai berikut :
<br />
<ul>
<li>Rekatkan bukti transfer PESERTA IV pada kolom KIRI ATAS (Sangat Sejahtera)</li>
<li>Rekatkan bukti transfer PESERTA III pada kolom KANAN ATAS (Sejahtera)</li>
<li>Rekatkan bukti transfer PESERTA II pada kolom KIRI BAWAH (Cukup Sejahtera)</li>
<li>Rekatkan bukti transfer PESERTA I pada kolom KANAN BAWAH (Pra-Sejahtera)</li>
</ul>
Pada KOLOM INVESTOR BARU, kolom kosong :
<br />
<ul>
<li>KELUARKAN/HAPUS > PESERTA IV (Sangat Sejahtera)</li>
<li>Tulis dan PINDAHKAN data PESERTA III dari KOLOM BUKTI TRANSFER, menjadi PESERTA IV (Sangat Sejahtera).</li>
<li>Tulis dan PINDAHKAN data PESERTA II dari KOLOM BUKTI TRANSFER, menjadi PESERTA III (Sejahtera).</li>
<li>Tulis dan PINDAHKAN data PESERTA I dari KOLOM BUKTI TRANSFER, menjadi PESERTA II (Cukup Sejahtera).</li>
<li>Tulis NAMA dan NOMOR REKENING BRI Anda ke dalam KOLOM PESERTA I (Pra-Sejahtera). Anda telah menjadi PESERTA BARU dalam Program ini.</li>
</ul>
<b>PERHATIAN : </b>
<br />
<ul>
<li><b>GUNAKAN HURUF KAPITAL (BALOK), dan pastikan tulisan Anda mudah dibaca orang lain dengan JELAS !!</b></li>
<li><b>SABAR dan JANGAN SEKALI-KALI MENIPU dengan MELETAKKAN Nama Anda pada urutan YANG TIDAK SESUAI dengan HAK ANDA !!!</b></li>
<li><b>INGATLAH : Peserta Lain akan mengetahui segala bentuk kecurangan Anda. Dengan berperilaku JUJUR, semoga </b><b>Allah </b><b>ى لعتو هناحبس </b><b>berkenan memberi kelancaran rizqi dan mewujudkan cita-cita Anda. Amin Ya Rabbal ‘Alamien</b></li>
</ul>
<b> </b>
5. Sekarang (setelah keempat langkah di atas Anda lakukan), Anda telah menjadi peserta Program Investasi ini, kemudian fotocopy atau perbanyaklah BUNDEL/SELEBARAN BARU yang terdiri dari :
a) Halaman Cover (Sampul)
b) Kisah Nyata Keajaiban/Kesaksian/Testimoni
c) Penjelasan Program
d) 1 (satu) Lembar halaman KOLOM BUKTI TRANSFER & KOLOM INVESTOR BARU (yang sudah terisi data ANDA SEBAGAI PESERTA BARU/ Peserta I)
e) 1 (satu) Lembar halaman KOLOM BUKTI TRANSFER & KOLOM INVESTOR BARU (yang BELUM TERISI DATA/KOSONG, sehingga dapat diisi oleh peserta berikutnya)
f) Kemudian semua lembar tersebut dijadikan satu (disteples), lalu perbanyak/fotocopy lah layaknya selebaran yang Anda terima pertama kali / Anda terima saat ini / Sebelum Anda menjadi Peserta Program ini, minimal 100 set/bundel (SEMAKIN BANYAK ANDA MEMPERBANYAK/MEMFOTOKOPI, Insya Allah SEMAKIN BESAR PULA KESEMPATAN ANDA MENDAPATKAN RIZQI)
6. Sebarkan fotokopi Selebaran yang berisi DATA BARU tersebut kepada minimal 100 orang dimana saja diseluruh Indonesia, atau anda mempunyai TARGET untuk mengajak minimal 10 orang lain untuk BERGABUNG & MENGIKUTI Program Investasi Sedekah ini, paling lambat 1 (satu) minggu harus sudah bergabung semua. Bisa Anda berikan kepada saudara, sanak family, teman, kenalan, dan orang-orang yang ANDA INGINKAN HIDUP BAHAGIA.
7. Bisa juga fotokopi Selebaran yang berisi DATA BARU tersebut, Anda kirimkan via Pos, FAX, atau diletakkan ditempat-tempat umum seperti : ATM (MANDIRI SYARIAH, BRI SYARIAH, MU’AMALAT, ATM BERSAMA, BANK BCA, BANK MANDIRI, BII, BANK BRI, Danamon, CIMB BANK NIAGA, PERMATA, LIPPOBANK, dll), Rumah Sakit, PUSKESMAS, Angkutan Umum, Sekolah, Pasar, Masjid, dll.
<br />
<div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<b>JANGAN LUPA UNTUK MENULIS KISAH ANDA DALAM HALAMAN FORUM & KISAH NYATA PADA SITUS INI</b></div>
<div style="text-align: center;">
<b>Asusmi Jumlah total Yang Anda Terima dalam 4 Minggu adalah :</b></div>
<table border="1" cellpadding="0" cellspacing="0" style="width: 555px;"><tbody>
<tr> <td valign="top" width="97">Minggu I </td> <td valign="top" width="396">25 Peserta Baru Anda pada Posisi I 25 X Rp. 20.000,00</td> <td valign="top" width="156">Rp. 500.000,00</td> </tr>
<tr> <td valign="top" width="97"> Minggu II</td> <td valign="top" width="396">25 Peserta di atas mendapat @ 25 Peserta Baru Anda pindah pada Posisi II
25 X 25 X Rp. 20.000,00</td> <td valign="top" width="156"> Rp. 12.500.000,00</td> </tr>
<tr> <td valign="top" width="97">
<br />
<div style="text-align: left;">
Minggu III</div>
</td> <td valign="top" width="396">25 Peserta Baru mendapat @ 25 Peserta Berikutnya Anda pindah pada Posisi III
25 X 25 X 25 X Rp. 20.000,00</td> <td valign="top" width="156"> Rp. 312.500.000,00</td> </tr>
<tr> <td valign="top" width="97"><div style="text-align: left;">
Minggu IV</div>
</td> <td valign="top" width="396">Proses yang sama berlangsung terus menerus hingga Anda pindah pada Posisi IV 25 X 25 X 25 X 25 X Rp. 20.000,00</td> <td valign="top" width="156"> Rp. 7.812.500.000,00</td> </tr>
</tbody> </table>
<b> </b>
<b>POSISI IV tersebut adalah batas akhir kesepakatan Anda, setelah itu Nama & Posisi Anda akan keluar dari Daftar Peserta Program Investasi Sedekah ini. Peserta lain akan menggantikan posisi Anda. Dan Anda pun masih boleh mengikuti Program Investasi Sedekah ini kalau mau, dengan cara : Anda menjadi Peserta Baru lagi. Adil & Fair … bukan ??!</b>
Perhatikan seandainya Anda KURANG BERUNTUNG dengan asumsi HANYA mendapat 10% saja dari Jumlah Total Uang pada Minggu IV, maka cepat atau lambat Anda masih mendapat Rp. 312.500.000,00 <i>(Tiga Ratus Dua Belas Juta Lima Ratus Ribu Rupiah)</i>. Jumlah uang tersebut tentu saja JAUH LEBIH BESAR dari MODAL AWAL yang telah Anda keluarkan, yaitu : Rp. 80.000,00 + Biaya Fotokopi + Biaya Transportasi atau Biaya Pos atau Biaya FAX.
<b>Yakinlah dengan penuh percaya diri, bahwa Anda BISA dan MAMPU untuk MEMPEROLEH LEBIH.</b>
<b>Sebagai Upaya menghindari RIBA, sehingga uang yang Anda dapatkan benar-benar HALAL, alangkah baiknya apabila BUNGA Bank TIDAK Anda gunakan. Perbanyaklah Infaq dan Shodaqoh disetiap langkah dalam hari-hari kehidupan Anda !!! DAN JANGAN LUPA KEWAJIBAN ZAKAT ANDA sebesar 2,5%. INGAT : INGAT : Didalam sebagian rizqi Anda miliki terdapat HAQ orang lain…dimana mungkin Anda adalah salah satu jalan rizqi mereka !!!</b>
<b>JIKA ANDA BERHASIL ATAS SEIJIN </b><b>ALLAH </b><b>ى لعتو هناحبس</b><b>, JAUHKAN DIRI DARI SIFAT DAN TINGKAH LAKU RIYA’….ROYAL…. BOROS. KARENA HARTA YANG ANDA MILIKI SEMATA-MATA ADALAH MILIK </b><b>&</b><b> AMANAH DARI </b><b>ALLAH </b><b>ى لعتو هناحبس.</b><b> </b>
<b>INGAT : ISLAM TIDAKLAH MENGENAL HUKUM KARMA, KARENA PRINSIP ISLAM ADALAH HUKUM SEBAB & AKIBAT !!!! BANYAK BELANJAKANLAH HARTA ANDA DI JALAN </b><b>ALLAH </b><b>ى لعتو هناحبس. MUDAH-MUDAHAN BERMANFAAT DI DUNIA DAN AKHERAT</b>
<b> </b>
<br />
<ul>
<li> Sekali lagi, Program Investasi Sedekah ini BUKANLAH PENIPUAN (kriminal) atau REKAYASA, TIDAK ADA : unsur PAKSAAN & PENIPUAN. Dan TIDAK ADA PULA maksud-maksud tertentu.</li>
<li>Semua dilakukan atas dasar kesadaran Anda sendiri dengan didasari perasaan IKHLAS, IBADAH, MEMBANTU SESAMA MAKHLUK ciptaan <b>Allah </b><b>ى لعتو هناحبس</b>. TANPA MELIHAT STATUS SOSIAL.</li>
<li>Silahkan Anda ANALISA atau TELITI dari segala ASPEK. Tidak ada masalah didalamnya, tidak ada titik jenuh (stagnant point), tidak ada satu pihak pun yang mengeruk keuntungan sendiri, TIDAK ADA YANG DI DHOLIMI. Semua beralan sewajarnya, fair (adil), etis, dan sangat realistis.</li>
</ul>
<ul>
<li>ü Silahkan Anda bandingkan kinerja kerja ini dengan instrumen investasi lain beserta resikonya yang ada di Indonesia saat ini (Deposito, Saham, Obligasi, Reksadana, Future Trading, Stock Index, Property, dll). Apakah cukup dengan modal Rp. 80.000,00 untuk mendapatkan PROFIT/Keuntungan hingga Milyaran Rupiah dengan masa investasi pendek seperti Program Investasi Sedekah ini ????</li>
<li>ü Uang yang Anda dapatkan ini adalah HALAL, karena TIDAK MENIPU dan MERUGIKAN orang lain. Program ini muni SEDEKAH, bukan Arisan Berantai, bukan Money Game, bukan MLM (Multi Level Marketing) atau sejenisnya. Dan sama sekali tidak menjual barang dan produk !!</li>
<li>ü Jika banyak orang Muslim yang mampu secara finasial, dan kemudian mereka pun ikhlas menyedekahkan/menginaqkan hartanya dan menunaikan kewajiban zakatnya….roda perekonomian akan berputar dengan baik, banyak anak yatim, janda duda, dan kaum dhuafa yang terangkat perekonomiannya. Silahkan Anda logika, sangatlah besar bukan MULTIPLIER EFFECT yang akan ditimbulkan bagi AKHLAK dan PEREKONOMIAN di salah satu negeri berpenduduk Islam terbanyak di dunia ini ???!</li>
<li>ü TIdak perlu berfikir dan khawatir orang lain tidak mau bergabung. JANGAN pedulikan orang yang mencibir Anda. Karena Anda sendirilah yang menentukan nasib Anda….Lakukan saja <b>(Just Do It !!!) “</b><b>Allah </b><b>ى لعتو هناحبس</b> tidak merubah nasib suatu kaum …. Kecuali kaum itu sendiri yang mau merubahnya. ”</li>
<li>ü Selanjutnya kencangkan ibadah mulai dari sekarang, perbanyaklah berdo’a dan berserah diri kepada <b>Allah </b><b>ى لعتو هناحبس</b> . Tanamkan niat yang lurus Lillahi Ta’ala, memberi sedekah kepada Saudara-Saudara kita yang sedang membutuhkan bantuan. Insya Alloh, <b>Allah </b><b>ى لعتو هناحبس</b> akan melipatgandakan amal kita. Amiin….</li>
<li>ü Dan percayalah bahwa imbalan-Nya akan datang berkali-kali lipat untuk Anda dari <b>Allah </b><b>ى لعتو هناحبس</b> Yang Maha Kaya, Yang Maha Pemberi Rizqi…..karena <b>Allah </b><b>ى لعتو هناحبس</b> lah Yang Maha Mengatur segala urusan makhluk-Nya.</li>
<li>ü Dalam bukunya <b>‘The Miracle of Giving’</b>, Ustadz Yusuf Mansur menulis : “ Semua ibadah termasuk sedekah untuk tujuan dunia adalah dibenarkan.” (hal. 72). Selam ini kita berdo’a dan beribadah tujuannya adalah meminta dan memohon kebahagiaan DUNIA & AKHERAT kepada <b>Allah </b><b>ى لعتو هناحبس.</b></li>
</ul>
Kita ingin sukses, ingin kaya, ingin sehat, ingin lulus ujian, ingin punya uang 1 Milyar lebih, ingin mobil dan rumah, ingin proyek kita lancer, usaha kita lancar……maka yang HARUS kita lakukan adalah beribadah dan berdo’a, termasuk ikhtiar (usaha), sedekah, menolong dan membantu makhluk ciptaan <b>Allah </b><b>ى لعتو هناحبس</b> dengan ikhlas dan tanpa pandang bulu.
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<div style="text-align: center;">
Pepatah bijak : <b>”LEBIH BAIK SATU KALI MENCOBA … DARIPADA 1000 KALI MENDENGAR DAN HANYA MENJADI PENDENGAR. “</b></div>
Selamat Bergabung.
<b>والسـلام عليكم ورحمة الله وبركات</b>
<br />
<div style="text-align: center;">
<b>Program Investasi ini bukanlah program yang diselenggarakan oleh Bank BRI, melainkan hanya SEBATAS menggunakan FASILITAS ATM (transfer gratis) yang on-line dan tersebar di seluruh Indonesia. Bila Anda tidak tertarik dengan program ini, maka tolong selebaran ini diserahkan kepada orang lain yang mungkin tertarik untuk mengikuti. Sebab bila selebaran ini hanya sebatas disimpan satau bahkan dibuang, maka akan menghilangkan kesempatan bagi Saudara-Saudara kita yang lain untuk memperbaiki hidupnya. Terimakasih</b></div>
<div style="text-align: center;">
<b>BACA ARTIKEL SELENKAPNYA DI <a href="http://keindahanajaranislam.wordpress.com/">http://keindahanajaranislam.wordpress.com/ </a></b></div>
</div>
</div>RAHMADIhttp://www.blogger.com/profile/09942343053360090179noreply@blogger.com0tag:blogger.com,1999:blog-5440993314694703097.post-9919266742898573552011-08-18T08:12:00.000-07:002012-04-26T08:18:00.154-07:00<div dir="ltr" style="text-align: left;" trbidi="on"><h2 style="text-align: center;"> <span style="font-size: x-large;"><b style="color: blue;">Buku Tamu</b></span><span style="color: cyan; font-size: x-large;"></span></h2><br />
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