tag:blogger.com,1999:blog-41096305780149853532024-03-18T21:37:18.317-07:00hms ukipHIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.comBlogger41125tag:blogger.com,1999:blog-4109630578014985353.post-18961053000110903632014-06-28T19:22:00.002-07:002014-06-28T19:22:25.039-07:00<span class="userContent" data-ft="{"tn":"K"}">Selamat memasuki bulan Suci Ramadhan dan <br /> Selamat menjalankan Ibadah Puasa bagi saudara/i yang melaksanakannya<br /> <a class="_58cn" data-ft="{"tn":"*N","type":104}" href="https://www.facebook.com/hashtag/ramadhan">#Ramadhan</a> 1435 H</span>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-2577742472822419102013-04-03T01:59:00.001-07:002014-06-12T09:02:09.795-07:00<div style="text-align: center;">
<span style="font-size: x-large;"><span style="color: blue;">INFO</span></span></div>
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BERDASARKAN HASIL RAPAT PLENO TGL<b> 3 APRIL 2013</b>, MAKA AKAN DIADAKAN<br />
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<b><span style="color: #cc0000;">DIALOG AKADEMIK</span></b> JURUSAN SIPIL YANG AKAN DIADAKAN HARI SENIN TGL <span style="color: blue;"><b><i>8 APRIL</i></b></span><br />
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<span style="color: blue;"><b><i> 2013 PUKUL 09.00 WITA</i></b></span>, DI KAMPUS UKI-PAULUS MAKASSAR,<br />
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DIHARAPKAN SEGENAP MAHASISWA SIPIL UKIP MAKSSAR AGAR MENGHADIRI<br />
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DIALOG TERSEBUT UNTUK KEMAJUAN JURUSAN KITA<br />
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<span style="color: yellow;"><i>JAYALAH TEKNIK SIPIL</i></span></div>
HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-32760635750547635682013-03-21T05:52:00.000-07:002014-06-12T09:02:34.166-07:00<div style="text-align: center;">
DOKUMENTASI SEMINAR SEHARI</div>
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"KETEKNIKSIPILAN YANG BERWAWASAN LINGKUNGAN"</div>
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HIMPUNAN MAHASISWA SIPIL</div>
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UKI PAULUS MAKASSAR</div>
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GPI, 8 Desember 2012</div>
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HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-48264701095747697932013-03-21T04:58:00.000-07:002014-06-12T09:08:22.197-07:00<div style="text-align: center;">
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DOKUMENTASI<br />
PERAYAAN NATAL 2012</div>
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KELUARGA BESAR </div>
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HIMPUNAN MAHASISWA SIPIL <br />
UNIVERSITAS KRISTEN INDONESIA PAULUS MAKASSAR</div>
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Gereja NTI, 11 Desember 2012</div>
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HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-71447707664556510612013-03-21T03:44:00.000-07:002014-06-12T09:08:45.073-07:00<div style="text-align: center;">
DOKUMENTASI<br />
PELATIHAN DASAR KEPEMIMPINAN DAN ORGANISASI</div>
<div style="text-align: center;">
HIMPUNAN MAHASISWA SIPIL<br />
UNIVERSITAS KRISTEN INDONESIA PULUS MAKASSAR<br />
PERIODE 2012-2013<br />
<div style="text-align: right;">
LEC. Mandai, 23 - 25 November 2012</div>
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Panitia : Wheel Loader 2010</div>
Peserta : Crowbar 2012HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-62662530401457099272013-02-26T03:27:00.002-08:002014-06-12T09:10:34.221-07:00INFO..........................................<br />
<br />
AKAN DIADAKAN LOMBA KUAT TEKAN BETON DI SURABAYA.,<br />
<br />
MARI DUKUNG TEMAN KITA YANG BERJUANG DAN YAKIN KITA BISA UNGGUL.......HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-32653704599550896802013-02-26T03:24:00.004-08:002014-06-12T09:12:48.069-07:00<div style="text-align: center;">
<b><u><span style="color: red;">LAGU-LAGU TEKNIK SIPIL</span></u></b></div>
<div>
<br /></div>
<div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b>MARS UKIP<o:p></o:p></b></div>
<div class="MsoNormal">
Di bawah panji UKIP</div>
<div class="MsoNormal">
Universitas Kristen Indonesia
Paulus</div>
<div class="MsoNormal">
Dalam naungan Pancasila sebagai
dasar</div>
<div class="MsoNormal">
Perjuangan kita</div>
<div class="MsoNormal">
Reff: Nyala lilin membakar</div>
<div class="MsoNormal" style="text-indent: 63.8pt;">
Semangat
perjuangan</div>
<div class="MsoNormal" style="text-indent: 63.8pt;">
Demi cita-cita
mulia</div>
<div class="MsoNormal" style="text-indent: 63.8pt;">
Untuk nusa
bangsa</div>
<div class="MsoNormal">
Tri Darma Perguruan Tinggi</div>
<div class="MsoNormal">
Sebagai salah satu azas tujuan
kita</div>
<div class="MsoNormal">
Dengan jiwa pengabdi dan rasa
tanggung jawab</div>
<div class="MsoNormal">
Kita bersama. ( kembali ke Reff )</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b>MARS TEKNIK<o:p></o:p></b></div>
<div class="MsoNormal">
Satukan tekad ,derap langkahmu</div>
<div class="MsoNormal">
Untuk meaih cita-cita </div>
<div class="MsoNormal">
Mewujudkan Indonesia Jaya</div>
<div class="MsoNormal">
Demi ibu pertiwi tercinta</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Dibawah naungan Panji Teknik</div>
<div class="MsoNormal">
Insan teknologi yang terampil </div>
<div class="MsoNormal">
Mengemban misi fakultas</div>
<div class="MsoNormal">
Untuk nama UKI Paulus</div>
<div class="MsoNormal">
Reff : Jadi yang terdepan</div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
Padatkan karyamu</div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
Dengan tekat
dan semangat</div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
Terpatri
kuat di sanubari</div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
<br /></div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b>MARS SIPIL<o:p></o:p></b></div>
<div class="MsoNormal">
Himpunan mahasiswa sipil</div>
<div class="MsoNormal">
Universitas Kristen Indonesia
Paulus</div>
<div class="MsoNormal">
Mengembangkan daya berfikir
kritis</div>
<div class="MsoNormal">
Mewujudkan Tri Darma</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Menciptakan
kader yang intelektual</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Membangun
mental berbangsa</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Menjadi ujung
tombak pergerakan</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Lahirkan kader
professional</div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Untuk membangun bangsa</span><br />
<div class="MsoNormal" style="text-indent: 35.45pt;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br /></span></div>
<div class="MsoNormal" style="text-indent: 35.45pt;">
</div>
<div class="MsoNormal" style="text-align: center;">
<b>MARS FKMTSI<o:p></o:p></b></div>
<div class="MsoNormal">
Mari kita bersatu padu di dalam
FKMTSI</div>
<div class="MsoNormal">
Sebagai bakti padamu pertiwi</div>
<div class="MsoNormal">
Mahasiswa yang mandiri</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Wadah kita
FKMTSI</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Mengisi
kemerdekaan</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Pengemban
mulia, cita-cita bangsa</div>
<div class="MsoNormal" style="text-indent: 1cm;">
Dengan jiwa
Pancasila</div>
<div class="MsoNormal">
Reff :</div>
<div class="MsoNormal" style="text-indent: 14.2pt;">
FKMTSI jadilah
teladan</div>
<div class="MsoNormal" style="text-indent: 14.2pt;">
Mahasiswa
Indonesia</div>
<div class="MsoNormal" style="text-indent: 14.2pt;">
FKMTSI
gemakanlah kini</div>
<div class="MsoNormal" style="text-indent: 14.2pt;">
Di seluruh
nusantara</div>
<br /></div>
HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-77666753064578026092012-11-28T15:42:00.004-08:002014-06-12T09:13:40.225-07:00<div style="text-align: center;">
<span style="color: lime;"><b>SELAMAT KEPADA WISUDAWAN ( i ) UKI PAULUS MAKASSAR</b></span></div>
<div style="text-align: center;">
<span style="color: lime;"><b><br /></b></span></div>
<div style="text-align: center;">
<span style="color: lime;"><b>SEMOGA SUKSES UNTUK MENATA MASA DEPAN YANG LEBIH CERAH</b></span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtw_W6LclRnv-C9Uld_A0bloggGDMUnA4NRtRvO8PfUHt3p4roYtBseK2gmxKgARDDtHYX21r6LOuGI0A8KsdeRWqFrgXwwHE26KmzMSSvuTc_bjBTE7pHbrUb8145F_-mqO0VFius-f0/s1600/index.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtw_W6LclRnv-C9Uld_A0bloggGDMUnA4NRtRvO8PfUHt3p4roYtBseK2gmxKgARDDtHYX21r6LOuGI0A8KsdeRWqFrgXwwHE26KmzMSSvuTc_bjBTE7pHbrUb8145F_-mqO0VFius-f0/s1600/index.jpg" /></a></div>
<br />
<br />HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-20758070254413985232012-10-08T04:38:00.001-07:002014-06-12T09:14:11.479-07:00<div style="text-align: center;">
<span style="color: #f1c232;"><span style="font-size: x-large;"><b> Seputar SansPRO</b></span></span></div>
Setiap software memiliki keunggulan dan kekurangan masing-masing
karena pada dasarnya sebuah software akan dibangun berdasarkan pada
tujuan tertentu yaitu untuk menyelesaikan permasalahan yang khusus
misalnya ada software yang khusus dan baik digunakan untuk keperluan
penelitian dan ada juga yang praktis untuk aplikasi di proyek.
Sepengetahuan saya, masih jarang dijumpai software yang multipurpose
dengan sama praktisnya.<br />
SANSPRO merupakan salah satu karya dari anak bangsa yang cukup
membanggakan ditengah maraknya software Structural Analysis luar negeri
yang semakin canggih dan beragam. Barangkali bisa menjadi salah satu
alternatif pilihan bagi kalangan Engineer di Indonesia yang kebanyakan
masih sulit menjangkau lisensi penggunaan Sofware luar yang harganya
masih sangat tinggi.<br />
Pada tahun 1997 SANS versi Windows (SANSPRO) yang merupakan
pengembangan dari SANS/89 yang ditulis oleh Nathan Madutujuh pada tahun
1988 dipublish ke masyarakat dan kini sudah banyak digunakan oleh
kalangan insinyur baik di dalam maupun luar negeri.<br />
SANS/89 dan SANSPRO merupakan hak cipta milik <a href="http://nathanmadutujuh.googlepages.com/">Engineering Software Research Center</a> (ESRC) dan didistribusikan oleh PT. Anugrah Multi Cipta Karya, Indonesia. Saat ini pengembangannya sudah sampai pada Versi 4.8.<br />
Pengembangnya mengklaim bahwa SANSPRO memiliki keunikan dibanding
dengan Software yang sejenis yaitu dapat berjalan pada semua sistem
komputer, berukuran sangat kompak dan mampu menghitung struktur
bangunan sipil seperti balok, rangka, portal, shearwall, flat slab,
shells, tower,bridges dan lain-lain dengan cepat berkat sistem
management memori virtualnya.<br />
Seperti kebanyakan Structural Analysis Software sejenis dari luar
negeri yang sudah sangat populer semacam SAP2000, ETABS, STAAD, dan
lain-lain, SANSPRO juga berbasis finite element yang merupakan suatu
metode numerik (pendekatan) sehingga ketelitiannya sangat tergantung
dari jumlah elemen yang digunakan untuk itu diperlukan meshing yang
cukup dalam pemodelannya, tetapi hal tersebut bukanlah suatu masalah
dengan kemajun teknologi komputer saat ini.<br />
Yang cukup menarik bagi kalangan Structural Engineer “praktisi”
adalah SANSPRO berorientasi pada modelling, analysis, design, volume
and cost calculation dan drawing generator, sebuah integrasi yang
lengkap antara CAD(Computer Aided Design), analysis program, database,
spreadsheet dan word processing untuk kebutuhan suatu proyek.<br />
Dengan fasilitas grafis 3D yang kini dimiliki, SANSPRO bisa dijadikan
alat bantu dalam analisa dan design struktur secara lengkap sampai
dihasilkan gambar struktur, bahkan estimasi biaya komponen struktur
suatu project sehingga bisa dikatakan bahwa software ini adalah software
yang aplikatif. Tampilan interface dari SANSPRO cukup menarik dan
memudahkan dalam pemodelan dan eksekusinya, dengan layout Oriented
Modelling concept , masing-masing elemen struktur seperti balok, kolom
dan pelat bisa diatur dalam setting layout yang berbeda-beda (untuk
masing2 tingkat/lantai bangunan).<br />
Sumber(http://yanartana.com) <br />
<br />
silahkan Download <a href="http://www.4shared.com/office/q8KIT3Rz/modul_sanspro.html" target="_blank">tutorial Sanspro by HMS UKIP MAKASSAR</a>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-58987383114080948192012-10-05T00:33:00.000-07:002014-06-12T09:14:33.740-07:00PENGURUS HMS UKIP MAKASSAR 2012-2013<!--[if gte mso 9]><xml>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: red; font-size: x-large;">SUSUNAN PENGURUS HMS</span></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>KETUA</b><span style="mso-tab-count: 1;"> </span>: JEFRYAN BUNTANG <span style="mso-tab-count: 3;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>SEKERTARIS</b><span style="mso-tab-count: 1;"> </span>: SATRIANUS TIKU TONDOK<span style="mso-tab-count: 2;"> </span></div>
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<b>BENDAHARA</b><span style="mso-tab-count: 1;"><b> </b> </span>: AZRIL TANGKE SOMBOLINGGI<span style="mso-tab-count: 1;"> </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>KABID
I</b><span style="mso-tab-count: 1;"> </span>: ALDY LAYUK TUMANAN<span style="mso-tab-count: 2;"> </span></div>
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<b><span style="mso-spacerun: yes;"> </span>KABID II</b><span style="mso-tab-count: 1;"> </span>:
JUMALTO SESEAN<span style="mso-tab-count: 3;"> </span></div>
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<b>KABID
III</b><span style="mso-tab-count: 1;"> </span>: SYATRIA PERDANA
PAULUS<span style="mso-tab-count: 2;"> </span></div>
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<b>BIDANG
IPTEK</b><span style="mso-tab-count: 1;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
KOORD.<span style="mso-tab-count: 1;"> </span>: EDDIE SAPUTRA T<span style="mso-tab-count: 3;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA<span style="mso-tab-count: 1;"> </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l7 level1 lfo1; tab-stops: 81.0pt 3.5in; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>NOIS LINO TORA<span style="mso-tab-count: 1;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l7 level1 lfo1; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>DHARMA SOLLI R.T<span style="mso-tab-count: 4;"> </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l7 level1 lfo1; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>JENI LESTARI<span style="mso-tab-count: 5;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>BIDANG
KASTRA</b></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
KOORD.<span style="mso-tab-count: 1;"> </span>: BRYAN HARLAND<span style="mso-tab-count: 3;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l0 level1 lfo2; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>RONI PALINO<span style="mso-tab-count: 5;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo2; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>FIRSON MANGGALLA<span style="mso-tab-count: 4;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l0 level1 lfo2; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>JULIO PEREZ<span style="mso-tab-count: 5;"> </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>BIDANG
HUMAS</b></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
KOORD.<span style="mso-tab-count: 1;"> </span>: RICHARD VEKY PARONGKO<span style="mso-tab-count: 2;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l5 level1 lfo3; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>VEHDELIA</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l5 level1 lfo3; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>SEPTIAN T.P</div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l5 level1 lfo3; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>MOSES<span style="mso-tab-count: 6;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>BIDANG
ROHANI</b></div>
<div class="MsoListParagraph" style="line-height: normal; mso-list: l4 level1 lfo8; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>KOORD.<span style="mso-tab-count: 1;"> </span>:
YENRI RAJENDRA YORDAN<span style="mso-tab-count: 2;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l3 level1 lfo4; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>JETRI<span style="mso-tab-count: 6;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l3 level1 lfo4; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
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<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l3 level1 lfo4; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
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<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>BIDANG
PENGKOR</b></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
KOORD.
<span style="mso-tab-count: 1;"> </span>: INTAN SARI<span style="mso-tab-count: 4;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l2 level1 lfo5; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>JONI KATEMBA<span style="mso-tab-count: 5;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l2 level1 lfo5; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>ONKI MANGALIK<span style="mso-tab-count: 2;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; mso-list: l2 level1 lfo5; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
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<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>BIDANG
PELPROF</b></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
KOORD.<span style="mso-tab-count: 1;"> </span>: BERTIN</div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l6 level1 lfo6; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>NAZAR PALUNGAN<span style="mso-tab-count: 4;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l6 level1 lfo6; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>HIZKIA RAI LINTING<span style="mso-tab-count: 4;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l6 level1 lfo6; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>JEFRYANTO LONDONG SALU<span style="mso-tab-count: 3;"> </span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
<b>BIDANG
DANA</b></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
KOORD.<span style="mso-tab-count: 1;"> </span>: BENYAMIN TOYA<span style="mso-tab-count: 3;"> </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
ANGGOTA</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; mso-list: l1 level1 lfo7; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>BAYU SUMA<span style="mso-tab-count: 5;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l1 level1 lfo7; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>SEVRIANTO KENDEN<span style="mso-tab-count: 4;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; mso-list: l1 level1 lfo7; tab-stops: 81.0pt; text-align: justify; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
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<div class="MsoListParagraphCxSpLast" style="line-height: normal; tab-stops: 81.0pt; text-align: justify;">
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<br /></div>
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</o:shapelayout></xml><![endif]-->HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-40552684304652113722012-02-03T11:32:00.001-08:002014-06-12T09:15:22.497-07:00Prospek Insinyur Sipil di Industri Migas<br />
<div class="content">
<div style="text-align: center;">
<a href="http://wm-site.com/wp-content/uploads/2010/09/kilang1.jpg"><img alt="" class="aligncenter size-full wp-image-748" src="http://wm-site.com/wp-content/uploads/2010/09/kilang1.jpg" height="276" title="kilang1" width="508" /></a></div>
<div style="text-align: justify;">
Hampir
setiap aktivitas di sektor industri oil & gas memerlukan sarjana
lulusan teknik sipil. Semua aktivitas tersebut memerlukan fasilitas
ruang, fasilitas ruang inilah yang menjadi tugas lulusan teknik sipil
untuk menyediakannya, baik bekerja sebagai perancang (konsultan),
pelaksana (kontraktor) ataupun pengawas pelaksanaan (konsultan
pengawas).</div>
<div style="text-align: justify;">
Di sektor industri oil and gas, khususnya perusahaan – perusahaan yang dikenal sebagai <em>owner </em>(pertamina dan kontraktor <em>production sharing</em>), lulusan teknik sipil paling banyak kita temukan berkarir pada dua departemen yaitu <em>Facility Engineering Department </em>serta <em>Supply Chain Management Department</em>.</div>
<div style="text-align: justify;">
<strong>Facility Engineering Department</strong></div>
<div style="text-align: justify;">
Garis besar tugas dari facility
engineering adalah menyiapkan semua fasilitas yang dibutuhkan perusahaan
untuk menjalankan aktifitas produksinya, mulai dari sumur gas / minyak
sampai minyak / gas tersebut siap untuk diexport.</div>
<div style="text-align: justify;">
Fasilitas tersebut berupa pipa penyalur gas / minyak (<em>flow line</em>, <em>trunk line </em>serta <em>pipe line</em>), pabrik pengolahan minyak/gas (<em>plant</em>), pelabuhan (<em>port</em>), jalan (<em>acces road</em>), termasuk didalamnya fasilitas pendukung yang dibutuhkan oleh karyawan untuk menjalankan semua aktifitas tersebut berupa <em>camp</em> perumahan, <em>mess hall</em>, <em>sport hall </em>serta fasilitas lainnya.</div>
<div style="text-align: justify;">
Item – item pendukung tersebut (pondasi,
pelabuhan dll) merupakan pekerjaan yang harus ditangani oleh sarjana
lulusan teknik sipil mulai dari perancangan, konstruksi serta pengawas
pelaksanaan. Di sini, seorang <em>civil engineer </em>harus bisa bekerja sama dengan disiplin <em>engineer </em>lainnya, karena hasil rancangan yang dihasilkan merupakan satu kesatuan.</div>
<div style="text-align: justify;">
Apabila salah satu pekerjaan dari satu disiplin <em>engineer </em>keliru atau salah maka akan mengakibatkan disiplin <em>engineer </em>lainnya akan salah pula. Sehingga fasilitas tersebut tidak dapat digunakan untuk produksi, misalnya :</div>
<ul style="text-align: justify;">
<li>satu <em>vessel </em>berupa separator, equipment ini dirancang oleh <em>mechanical engineer </em>dan akan di install diatas pondasi yang dirancang oleh <em>civil engineer</em>, apabila tidak ada koordinasi yang baik diantara keduanya tentunya equipment tersebut tidak dapat terinstall dengan baik.</li>
<li>untuk fasilitas <em>plant </em>(onshore / didarat) , disana terdapat banyak <em>equipment </em>berupa mesin baik pompa, compressor dll, serta <em>vessel </em>dan system perpipaan, semua equipment tersebut memerlukan pondasi sebagai dudukan, <em>shelter </em>sebagai pelindung, rak pipa serta fasilitas <em>platform </em>untuk mendukung pekerjaan operasional serta maintenance atau perawatan.</li>
</ul>
<div style="text-align: justify;">
<a href="http://wm-site.com/wp-content/uploads/2010/09/kilang2.jpg"><img alt="" class="aligncenter size-full wp-image-753" src="http://wm-site.com/wp-content/uploads/2010/09/kilang2.jpg" height="188" title="kilang2" width="500" /></a></div>
<div style="text-align: justify;">
Selama kuliah di jurusan teknik sipil, para dosen lebih banyak memberikan contoh aplikasi bangunan-bangunan publik, misalnya <em>high-rise building</em>,
jembatan, bendungan, pelabuhan umum serta bangunan publik lainnya. Hal
ini berdampak sehingga para lulusanya hampir tidak pernah berpikir untuk
bekerja di industri oil and gas. Mereka langsung tertuju pada
perusahaan – perusahaan BUMN yang bergerak di bidang jasa konstruksi
publik seperti PT. Hutama Karya, Jaya Konstruksi, Pembangunan Perumahan
dll.</div>
<div style="text-align: justify;">
Adapun perusahaan kontraktor yang
bergerak pada industri oil and gas, misalnya : PT. Inti Karya Persada
Teknik, PT. Kelsri, PT, Kellog Brown & Root, serta Technip terasa
asing bagi <em>fresh graduate </em>lulusan teknik sipil. Penting untuk diketahui bahwa <strong><em>rate salary</em></strong> yang diberikan perusahaan di dunia industri oil & gas <strong>lebih layak</strong> dibandingkan dengan perusahaan di sektor public.</div>
<div style="text-align: justify;">
<a href="http://wm-site.com/wp-content/uploads/2010/09/kilang3.jpg"><img alt="" class="aligncenter size-full wp-image-760" src="http://wm-site.com/wp-content/uploads/2010/09/kilang3.jpg" height="375" title="kilang3" width="500" /></a></div>
Apa yang harus disiapkan untuk menjadi <em>engineer</em> di sektor industri oil & gas?<br />
Apa bedanya dengan menjadi <em>civil engineer </em>di <em>sector public </em>?.<br />
<div style="text-align: justify;">
Sektor industri oil and gas di Indonesia masih banyak diramaikan oleh perusahaan – perusahaan asing, baik sebagai <em>owner </em>maupun konstruktor (perusahaan EPC, <em>engineering procurement & construction</em>),
sehingga spesifikasi pekerjaan yang disyaratkan merujuk ke
negara-negara pemegang saham dari perusahaan tersebut, misalnya Amerika.
Perencanaan beton merujuk ke ACI-318, struktur baja merujuk ke AISC,
peraturan pembebanan merujuk ke ASCE 7 dan peraturan-peraturan lainnya
seperti ANSY dan API.</div>
<div style="text-align: justify;">
Untuk itu para mahasiswa yang tertarik,
maka sebaiknya akan membiasakan diri dengan peraturan-peraturan
tersebut, sehingga tidak asing lagi saat bekerja.</div>
<div style="font-size: 90%; text-align: left;">
sumber: wiryanto.wordpress.com</div>
</div>
HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com1tag:blogger.com,1999:blog-4109630578014985353.post-18888886917325646902012-02-03T11:23:00.000-08:002012-02-12T01:28:51.190-08:00DOWNLOAD BUKU<a href="http://wm-site.com/wp-content/uploads/2010/09/Steel-Reinforced-Concrete-Structures.jpg"><img alt="" class="alignleft size-full wp-image-707" height="217" src="http://wm-site.com/wp-content/uploads/2010/09/Steel-Reinforced-Concrete-Structures.jpg" title="Steel-Reinforced-Concrete-Structures" width="152" /></a><br />
Title <b>Steel-Reinforced Concrete Structures: Assessment and Repair of Corrosion</b><br />
Type : <b>Ebook</b><br />
<b> </b>Author(s): <b>Mohamed A. EL-Reedy</b><br />
<b> </b>Publisher(s):<b> CRC Press</b><br />
Pages : <b>218</b><br />
<b> </b>File :<b>5.8 MB</b><br />
<b>download di sini</b><br />
<br />
<div style="text-align: justify;">
<a href="http://www.ziddu.com/download/11738231/Steel-ReinforcedConcreteStructures.part1.rar.html" target="_blank" title="wm-site.com">Winrar Part 1</a></div>
<div style="text-align: justify;">
<a href="http://www.ziddu.com/download/11739100/Steel-ReinforcedConcreteStructures.part2.rar.html" target="_blank" title="wm-site.com">Winrar Part2</a></div>
<div style="text-align: justify;">
<a href="http://www.ziddu.com/download/11739100/Steel-ReinforcedConcreteStructures.part3.rar.html" target="_blank" title="wm-site.com">Winrar Part 3</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<a href="http://wm-site.com/wp-content/uploads/2010/09/concrete.axd_.gif"><img alt="" class="alignleft size-full wp-image-784" height="207" src="http://wm-site.com/wp-content/uploads/2010/09/concrete.axd_.gif" title="concrete.axd_" width="150" /></a></div>
Title :<b> Concrete Repair, Rehabilitation and Retrofitting</b><br />
Type : <b>Ebook</b><br />
<b> </b>Author(s): <b>Alexander et al (eds)</b><br />
<b> </b>Publisher(s):<b> CRC Press</b><br />
Pages : <b>478</b><br />
<b> </b>File :<b>15.5 MB</b><br />
<b> </b>Language : <b>English</b><br />
<div style="text-align: justify;">
Download disini, tiap part berukuran 1,5 mb</div>
<div style="text-align: justify;">
<a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part01.rar.html" target="_blank">Part 1</a>, <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part02.rar.html" target="_blank">Part2,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part03.rar.html" target="_blank"> Part3,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part04.rar.html" target="_blank">Part4,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part05.rar.html" target="_blank">Part5,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part06.rar.html" target="_blank">Part6,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part07.rar.html" target="_blank">Part7,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part08.rar.html" target="_blank">Part8,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part09.rar.html" target="_blank">Part9,</a> <a href="http://www.ziddu.com/download/11795199/oncreteRepair_RehabilitationandRetrofitting.part10.rar.html" target="_blank">Part10</a><br />
<br /></div>
<div class="content">
<a href="http://wm-site.com/wp-content/uploads/2010/09/teknik-struktur-bangunandianpicture3.jpg"><img alt="" class="alignleft size-full wp-image-792" height="211" src="http://wm-site.com/wp-content/uploads/2010/09/teknik-struktur-bangunandianpicture3.jpg" title="teknik-struktur-bangunandianpicture3" width="173" /></a><br />
Judul : <b>Teknik Struktur Bangunan jilid 2</b><br />
Penulis : <b>Dian Ariestadi</b><br />
<div style="padding-left: 90px;">
<b> </b>Penerbit : <b>Direktorat Pembinaan Sekolah Menengah Kejuruan<br />
Direktorat Jenderal Manajemen Pendidikan Dasar dan Menengah<br />
Departemen Pendidikan Nasional</b></div>
<div style="padding-left: 90px;">
<b> </b>Halaman<b> : 186</b></div>
<div style="padding-left: 90px;">
<b> </b>File<b> : 9,8 Mb</b></div>
<div style="text-align: justify;">
Download disini</div>
<div style="text-align: justify;">
<a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part1.rar.html" target="_blank">Part1,</a> <a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part2.rar.html" target="_blank">Part2,</a> <a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part3.rar.html" target="_blank">Part3,</a> <a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part4.rar.html" target="_blank">Part4,</a> <a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part5.rar.html" target="_blank">Part5,</a> <a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part6.rar.html" target="_blank">Part6</a> <a href="http://www.ziddu.com/download/11803307/teknik-struktur-bangunandian.part7.rar.html" target="_blank">Part7,</a></div>
<div style="padding-left: 90px;">
</div>
</div>
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" 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sak/Pq3+9e7kr3caGj28V9eYdLkk5E9AfgToh34I1uyHgAeO2HsPIxBKgKEWLMJ6lWS9qrBeVVgvO+jLETM+Q2BNjP4djSdbLuMYfZxFH8VcljPXPUa4gsBKLVdsExB3f+5q0GWSSAYJBRoBfxKKptBqM8Sx6su+3pRZL1Ot+ijrZYQFj7SgfjTsQ8IZBOjJIP4WLIaE7Kx4sBlpJkA3GnZl0HAKyyXhRgqMJHX2BOBGQd40mmy5LKeQTBL0o+AQM5RIofk06kvBvhSaRMCJJJJjAmuMmnCz1susCyWhVAsSYsHiLXgOhVYTcDGFptFoIIPE0Wg6ARUaNSkmoNIMNhkBthlqMmhKHi7YdxcjPzZKwRHHYv6dWmT5BN8D7+80Yw+aBhNcy1wVAacDm3u70MX+7ubm1PwkeFRjgopNYL4BqP10Vnx7Wnj9vhXdyERlibiiHJaV3mwXmE5Yhvcl2Fbt8HB3e2fLyUrRtTxfvxYDS0KQtRB0LQSSBOEbGagiCpL6gqv2ZyuuvL42FmdgdiJNOp/b2ju0rVw2I5v/eND9+QWx4Kf32oM77QChfU1CURQaQ0EBJtB7WjZeN7ZWNbwwtFj5BYg1AeFmnSsB+ZNwGIN5WdBwBnv3ABWsrY91TjYvCtNMsJsZDrjThJvhQAqJJLHUx8tYGk+k0GQTEGME80xgtEnnYALsTDr/B3XSvabOpPOnkTjLZaXlssiCp1n0aRYsw4In0WgcAeWTUMzxQfn4UhVyGmm5qqXQOBJypmAvAow3g5UmIJfQuZCQKwm8JSF3ArCj0CQGK6OQOhM8bEbGzDDLBCUSSBaBpFJwKIVkm6BWky7KrPWjkSQGDbOgARY8x6LPJhAegVQweC6NsiislsbZJFJLQrkEFG8CasxwE4VP0UiREaj9ATXEO3BzpvPmePn3e823B/zT+fAX9TCJdX9GZubkO/KtiY9w38SqvGFoCDnNWt/sGFkWfNKxGH3k7WHg+WLylTJfv1l+parAlVVbYvbiRD0qK9IoKtoEneUNFfL+YN2My8WkE7jigYrsEbETKnPH15xBkRcs9MLEjidzAb393IKWTuFU7P5ydkotr6It//qo4O5YoN+s+Xw6fq/tMaqjzIAfAQZTcDwF+TKI285BT8fM/pR4Dr2IotEoAkkhYA8C9iOgMBJyJqG3BPiWgr1XFDL28NH0ajkBu5BouBmJNYFBZtD1WhMyLWL3zrGvTj0J0M0MuBmhgge1g1H7kxHwedAlG4FMgzbbqHUiQBczGErABTRWSCOBFOROwUE05PtFl9M9L2sb3zrazqXhPBr2oJAkCg4joQgSCjeDpQScZgZjCCCGhIIMGgez9lfNYZpqa/FKt2qCi8xINQFnEmipEW4ywWVmpMgENxnBNgKMotAYBou1oo4Mnmm5zLZctlL4qBXPfcT9GayE0eeTcK0ZSDdrk0gwn0C6CaybxBYIqPTH8uvirdniWq56DMCwCVYZwGkDNEngo8cnss451Yqccw9Ubu+NjyyOIefNoyt73JnZT0DBp5Oi06XM251S41HVw1HV3XETvtXYNz7F62kF1uJRqfvWdKBiOOpg0P105DWy+EovfYOLbeDlXzHhr9eyZ9drL68kLrjE53zen9/ZUN7cIhtzUsympbIFgh7W590Q07HPjcrz436ISZNr1ESbAT+j1tWojTTpomjIZWuHw5vaUSprnq78vl2mWrBwBvG1YAEkGm+GPCnI3QI7kFDo/Jq0bVKxs51OIx4U5vt0nUhjkRTm9/64vnHqgDPefatJNoFBNOzE4NUGIMcAJBJoJoGGmoA3JjDYCGaRYKAZcCRhdwKOMYORNJpCIWlmMNoApBzu1SlV5SaIRQBVDPzaijrT8FuT1pnQvSR0ASQYwcAhBBhNANEGbagRDJsWD3JmxPB5tRlKIJBwEgonwRcEHE5CnhTiScABZphlBEsIKJZEEmksj0HTaIxFY1mPV7k0VsIgoQSUSiFJZqjBpMsyA9kmgEUgjQZtnglqNyOjP6DGh0XotktItNIINVP43uPNhQHoJ3C2ck/Yv7wjU8l1x22YtndWPKncmW6ZUbXOrW4qOfKRKmyv/VQlgPY7LhS12GbDhpBXzeWXNxaJRv23pn33ZoPUonD1QtLRaNByb+j0gP/Rwlt48V/OF51Wx4L2F5z3FjwA4Su90L6vp4bFrtqecF6dKIioahd0+h8Jw7fFUduroVeH/thxKv7exaC2N2ocTJrXJl0wCcdJFMNNw7IVSYL6ffbhXvH5Ye60qEUkzzNDHgTk+QBEHe9GvN8t6l/ZaZpcPj+OZ/CIeyjk/UEych5nQkJFSn79+NbgYttHbbYRjNYdhX84rDRA+UYoHTtL/Kz1udf6G7QBd7rkk538q5N32En07UUsBQbcqYMNQLQBymHQPALKMmii7zUJ2Cnn6iTw5szt8iyaAG2NmldGtevlcebhRtzpVvCRyuPTud31ecDAsqR5fGFvO9EMx5mhBP1ZIXYabwRjCJ0TAb0lIHcz6G+EeSZo1AC0meEyAoqg0TQay6fRVBprICFvEo41g5kEVGwGqs1AFgnXmcDGh4ssM8AiEfaPb2pgELSdQEJpBqCB0h+bkbkHbZEJZp19mJoQKudE63LVrAEfOTkbGVXudspOOpZ3ZNLBA+XYjHCpumuwsX+ooYsrW2SzOB2J1U3R5TXN3NSS1tqIsrpOToxmObSbXxZT1uhd2FjfFnG65F/KbXxb0uFRUhtUUSkcfomInWs4jTm1rKPp16O9ubEV9RN93py+On8Wu7wjfnurMrt7ljsa8/H987tzFzNgT6A+BM5ekEzxhiaXZws4E/ORvJWsXmUwbz+ePwp9cL8HgoZXxzK75ZmdwnC+onK0/0YXc6tjjYunWcObZcOD8s2G0iHZu05FTu/Y/n765k5zau9S2fha53xT3WhtYtdU7XBb6dBw6RCfMz2Y3ztXMTCY1zNZ0s9pn26vGpleV6R9vPAdFXZNClcWJH2SjempVWlxXx+rf6RsaPT8IN2kc0eOPLmTY3ldkurBafbotFJZOLo6xJnf7phXzYr4Bijl9LBqTLI0L99BLhbNUBaF5tJoGQknkXA0gRQTEIuAWUao3gRlk5APhRTTaAYB5RHAG7Mu0agtNgENBJhPQckEXGPQVBnV0SRc+F9GGjfNeowZzLjXdj1oBwgwzAjGmxHWF4gzLVzrnVVMSHcOj7r+Tg6B16d9qztDg83Ha03snt6MpqbOIXZ+S2dGLUs5G9rdX5JU187hZZ8s+7cIGiLLm/paw6STmZEl7KKGd2l1eb29vpOjtQEVnUlN5VltzbF1bNXcy/MVl9x6Tj475WzhJw43O7KQJRt1E0+zCrhjy8u56zJufONM11AYvOEJbcTcHEXdfMjUnzaviBfFnU267uK5ob74dmkUdzK9W5zVNaI+9N7caojhb+T3jXFmpyM6lRPimjsgYEg09a5bxl8aKRten5c2DQlXWUMq/jxHe1bJnlEl9w7MrA2mdAtrpkYSezbjulQJvevlE1O1k9Ka8S3+6knz1HZW56Z/m9yzbaNyeOLyNKl2dDquY2NgqWDvoLF9Zs+nRereKvVuW++aqzSBsbOrvJLBbfbkak6/snBkYf8gvXNxLpC3ldA/rzsN3dtvYI3u188tsef2hyRjJJZPoXUUHEgCNoTuuRl0NINxBBhMwjFmuMYEFBFwBQWGklCOSZtg1LibdMlGbapJG2EGQs1QNoE2G9XRBnXsD6hhfgHoXopVX0XgawScZQTCDNp3BFLy/ZMU1SrXds8WtrULG0umq9qjk7X6zrHFsWzJYlNWU1dbV45qpTCltr2gIfd8xW9mtCK1tn2iN0a3EsTrbs6uqVBOeQp66z0Ka8a7HU7mnp+uule2C8KqeeMjYTMT7CpetVrsdLAcld/U2cRPV6+8Zbexc2rLToQuO2vV1f3zW1L2QV9df2uNZKLkZLhsp68KkPE0sy3w3pBye2e8qXa5JHlpuD+dJ+ZN5LLHxazeLvzUSbA0E9EumxblKXe5tRPbG5vZZx+K62YO2JOcYWF/4cDy9k7aoHApuUsuVZbsHY0XDasmhTWT4uHKoYmVjfq8gZ3asdn371Pu0LIZmbRlaku2NSHeUWT2bQwuscdEU/yZ8ZuLdPn6QNPI+rYqGzguqx/bLOlfaJ6Zj2yXj6w0I+etXXP7vLm5TVVxVo8is3/wozZUpGgPaVMWDTVfXzjUTEwl9yz2r7Rw5lXr21UUEk0ihRSaQqKpZjDMDAaYoUAjVGQGIikolkRqKaSBhBsIkGUGix/UUUatuxlIMmpTCCDGDKYRYKVZxzJp0/9L9xsAbSfScJ4Zmnu4CHzQJlBYk1E/83C1+g9y4Vi9MSE77JqZONnLHBziJ7Hb5yei+0Y4iXX80T7/hdGM5DpBIzcdlHgPDden1zYvDfuBwkBuNye7tmh/OYTV3uFXkr819suV6F+PF/xyGzvT6ms25514vZzMugyd0EYxl5pcy+vpjlUveBdUl5Y3Flzt2yuVLeV9g6qllOnc0NHanC1xPChP0K2lf7lgG3VFuov2vkXV0DT3WMpZWdso7p8VyxMKhzYrBhrxi8CWGXl2j3hzK2thfbp5Sn68n7D9vq988qB5diJ7SNE+x8YuYrizsuKRlaOjgkHxVBhvtWq4I69/Y2Ut/WC/IKd/u2Oea0Z8vwBBnfMK9ohMpiobFYu6l9d3dhJHViZaRjlXZyFjSxOVA6KTvXjguLtvfmtO0i/fEFeN7ayus2bXBpP6jxrn+nb3m3L6t9vn2gyQ14ykM5UnGpE06U5ys/qlMR0zyd0zE5JKCksk0BICCiCgQBKJodFYCk4koBgT+M4Eppt0oQQQSMK5DJpFY2wSrTDoGh7UkSZd1IM6yHhuY9K8flAnGIEmszbpB1R3x7fANssI1N1rl43aIhov+uvdEITuqo76Hq9TDFDk3LqoeXxhejCvsrk9sqZWMevL6eNGVrcsjwf29tfGV7X1dcXrxBFdfW3pNXWKSTeNOLSSwyluSNteCEpq4EVVpZ4v/verlf9ta8Inm83JrM3ZmXcp53YWNydAkl8mR8sDS+rHBG+3+9zTKtj1XSmGi9dzwoFkHu9gPWpxfKSe16Fcdfv44eXnEweDzpnBXFW7zU1jm+KNEvKaNSVTTa5OqT9wOXMH3KnmK21q4+x2Qe/s8X6sYE7CnljSa2Lle32pAzuV0/Mz6+XXWvcrXUn3sqp7aQa5yGlfXH3XI4/sGhsR5hmB4J2dypI+5ZK02AzH4OfxvFl52/j03n55xYi8f1VyDa22z64Jplk3F151o4vx7TPne/4KZXdul2pwKW1oRRIjkC/KwrqWxlxalA1TpaJNQSB/izuXSmMvhoVDcd1roq2K/YO2vCFFYt/UmLTgC/iKgB0IJJWA4gjQloB8zGAYBUeSSKYJSDdqo01AmglIM0PlBJRPwdEM6kfjbUaw416dYdSmGy4SDRc+D+fPDNpkg7roB9RQPz9or8GMDluulL/f9X//XPHtNm9nf2l0aRo6dqUQO7lqoqq5Y2EwsYwniK+prmrPT2jqCK3h9PSmlLS0Rlc2FrdUDfek13CbI8sqyptzhvoysxqak+tqspuLPMtaw0qjjuZterpDloYCoqpaY6pyZ0aScxo7UmvyW/gBlXy2U15lXlXwSG96VONo83DhgjCFPTHp09w7ssjOH1Amt/HON9zvT50NGjsCeEPDfqPCqeJekWLd9zOcxpnZX1hr0GmGB2Wa4VXJ7t5QzeR2WvfIiqK0YHivfKx/Y6u4TzQa3anY2I6n8bBbXfTxcUv99D53dmBBXlI1LcroHdOeeF2r/c4OkkQbHWkCkXQtkkIitac1nLkt3nT/5k5z1sAmd5aLaYdaZ5Vt49nCtXepnaux/OmltfJR2WLOkHRZ8Y47Jy8ektSNFBUOTbhylJ1zGdz54YB2OXssX74R0jA7EdW5PCCsKRqeSO8R7uz6mRE/qTL/k8aDQqNJOPhE8fYAACAASURBVM4MuBPATwRkR0BhJqjAoM006hJNWlejxsMExJnBZhLKo+EYCxpN6ydNYLVRHWDSeBrUoQ/qqIfz2Pvzyh9Qg7x80INGRj9pvV6x6LMY1JFG3WelS10z+9Mrw/KN3irecEtz3AeJd3ErP6iMl92YXsuvCansjKxqja7mBlXwIsprejqTC9n1yfllsSXFA70ZiTXcwLLGal5yTH3bW1ZdfF15XHXM2rhrQl2bUwk3vJofUMF3K6pj8+PSmlueZdVlVAW3cbP9GoUx3NGBhbiuxekYgSqyXRzJkxb3N34+tycADwL0piCPk4OG2pHdNP7G+FLs4UFdZMfu+Eqy5qwtf/Q8tW9nTNzAX9moHJFHd64Ed2z5coW5g0Mr6+0JPcrKscqm6d6VDdbuYXf+4G5av3RI0sZZXg4VzMyKc+sm5sQbhdOy6fRu4cFWAg177B/UNk2/H1rhTohH4rr2hBsZiCa3ZW6nYlTUMMVN7ZEk9qznj67UTstZY8Ld/byi4bXors2CoTHOAi+wfTuxcyKzf8OhWWrfvNK9lFszMxHAk2YNzrJne7L6hT3zCeUTfNZY3ye1PQnHEKAnCccSUIwZ8iHhNyTkYdRFmIEEgzreoPE1aZ2M2gwj0GoGyinAgUJKSLTHqEl5OHd6OLN5OHd9uPAzapL/S/frfHk68ng9bL3MYLBsCn3H6CN2d7Pkm1mCmaa2nu6BXtaB8M3V+qvZiWSuIHZ/7vXhckh9R3UdJ2NoKLGkMW+6L1K7GjTcz2poyF4djtCKfNsEWRx+ACx7tTybVNhaUNQSvjP5b8jyL6M9EQVNac38rAZe6cyYOyK3X51LbOmI3p1wOVqJ65ksXhVHGC5sNtar2yZ5tZNjEfyN9pl3NPSCguwpwJ6GXfb3KodW2oZXi9bWAw8O3nUsFRzv+37SxQgWxybF+Q86l/W92ooxsWBlsFs4w57s29uPJtCUhY3Jdz1LzVN5n3SukLqsdlLEX+z4DBV+OG6qnlak9241TNTeaCLb55dKBjv15/EUEqHYauXMyGSbVRPS1rrZUVwbcXJSWju9xV+e1JzxG+dk73pkE/LRUfmYbKfhRufbNLcaxNuYl7JuwYyyCUli3/KwtCN3ZIm7UHSvezWt6K2eFsl3Sgk0aEQ0E8aXx/VOn3xItqCvaSTIpLMj4VcU/IZCwigslYQyzUAKoXMy6ewe1HFmIIqA401QjVHHNV54ErpAAqw3QXUPF+6G81eGC2+DOsCk9vwBNSYk/PqES8OZn9+7YdtJgLJYIw8zqp2/4q8hucPaYPjtduDnTa9rhc3Nxgu97DUutMclDjqhByT2uZE6QyJPdNUbFfppl70+zPhcrvnrZQ6IxFYveY4JX1wrvRG5Iyr6F2zxX6C5/wEt/gsg+le95BkmdrxV/HIp/vVW8dul8Ddc4nktf/VJ+caqswEOsoZmp4WiuI7Fca/WOanCm4HsSMjBDHpQkIMF+cWKun7DfvmO2VpRu+/Yz0+4jwV2NkH+VjzqSR9pQV1utZ40Fkog7+6BIAvqYkGdLJjrHZhEIwFW1J9GffSa8C+AL4P5mqBo9CzqaC/6k8aJgJz1Fz6fAC8S9TQjWZ+0WbfqOCOSZ8ZiCczbehlAoH6as/QbsIrW116Cpecn6SQWS1/Ff7sNt2I219rID0fxD4DHE2p7pwvVX4SRiLsBinnEHBnE/g4IuQVLLHjsI2ZPoMHnJ4WX6qgnfawFfcag/gzqasFtGew5g/zMII405ErCQSYg1qzzMWm8TDovEnhLANFmsMygLTVqIkkon0J7TLoCo8bfpLYjAB+zLvi/jDRBp5J6bKvy6jDtQRtlBPyR3eAzUQAs99gejtevu96sv76Su11vBFzLnTCRPbJqj6w6wivOuMQVWXZFhZ7Qii8w74GuemNCb1zmhsscUYmjdu7Fhwk7VOxwKbfBxL+Ci38Bl36CRb9ikmeI+DdU/BO08hxb/Rmee4auvkBWXqknXkHzTuS5y9FeFXdsr35wMUUg5kzm3GveEKANAbkSkD8JOpOALQ05MpA7DXvSiLsF9WKweAZ1fUTtn/SeFtzHgvo94V6PuOujPsSK+RJwOIWGUJC3BXOnUVcSfEtCQY94IIPFEVAQCQdYYK8n5BcLYkcjLlbc34q5EbC/AUxmEDsG9WHQYAsWzaBJNBrwiNv+cfX861UcgVU94l5frwKf9G+/3sY9XnlbsNffLn/94/JfH7HXFvQNg6ZZ0GgK9qYRdwZ+TsF2NBLKYPkU5EXDNlbU5vdLz2/6AAvmb0GdLKi/Ve//iP9m1TtYcRsL+sqK+VLITyTkSEIJZl20GQgkAU8SCDADsSYgxagONWvjSbiJRKeM2hjD+c/Gi19N6p9+QA329r88Zluvyiz6KBr2oWF3Cnp+sBAw3ZSkEwXppW9wyZtrhe3l+ttLmS8uDsBEgajQG1n1gFc9gHkvWOQFr/pAi964zBmVOaNiB2DxtWbhrW7ZAVtzxmWvcJktLHoJLf0FWv0LJvkJk/yCSH5FJM+AxV/QlV/g+VeoyB6XOdxsuxmO35K6Nw8ab5WyYnypfmczzQQm0nCyCYghwFAz4EmAjiaNHQk60ZALjXjTqDeNBDB4KI24WTBnC27PoG9o2IZGI2g0kUHcLegbEnpLI84UEkbCARRsTyK+NBpFovEkmkJhyTTsTCPeFOpDIW8s6FsGDyQRLzPkRqHONGJnBAJozJPB3SjEm8JiSTiWQX0YzIG4rKCwbAKLZPShj9fplssoC+Zi1ds/Xjo/Yo5W5AWNZJNIJgX70UgQA/vQ8AsKsDEDb0j4DQ0+o+DXNPyaglxoxIVB3lgwNwvmT8NvLJiPRR9gvQy14mE0GsWgrgz6nIKcSTiahONIKNYEZBqBLJMmlAQCSDCDhAUP2mLDxb+ZNH8xa3/9AbUgLd0INT5elhBAkBkIJAAf44WDcjjyw2LYjdILFTlhwld6mS0utcOENrjICRe5oKK3iNAdEbkjUjdUYoeJnHGpEy61g0Vv1DOv1DMvoNWXqNQWl73Wy+1w2Rt49QW8/DO88jO0+hMm+UW/9tOVwgZZfglMv0LEzpebTmaNPQXYklp7QvOc0jkwcIRZ60+qnxFqRxIIJHRhZjCEgiNoOIKEIkjIjYG9aMSfQWwtmAODeTCwM4O6U4gbjXgxiLMFe03jCQyaSCGeDPLSgr5iMBcKTSHhGArxo9BAEo2n9ekUnkBjQTTqRCJhFOJrQV+TkAMJvqUQHwr2eLgIJOAwBnWhEXsGcaURWwoJJOEwEvax4MHMVRujz2Cucq14KIOG0Ig7g9hasZeP+GsL5kTCpQT0joG9LPoABvVkkAAa9iAAFwp8ycBvaPg3Bv43Bn1jQe0siC2D2DOIPwW9pOA3FOLJXCYyWBiFxlr0ARbcnoaeEVpbArCj4FgCiCChJDNYZtJFMViB9WqcRAbNulACCmbQuB9QM+LD7tQpNBJh1nmZdZ6G09ewLHx3NBgSOlwpPDGpB7zyAlyxg0VO8PJzTPQaF9vDy47A/At45RW0/ApaeYMK36CiZ+DSC/XMG82cDbzyCpO8QWX2iPAlvvYSk9nAIjtw+RkkfAGJf0WlP+Pif8NWnwEzttCy/ZXKyXDqaDhzeDh7a9LYmdW2pPYNBUZScM2DpurmKIzQ2pg1b8ya3wjdK7PWyagJMmvtKNCBgkMo2IaCXCnYhYSdaNSNxvwZLNiCu1pxGwvuxGDeFBpFo35W3Mmi92UwHxOUYoYiGMSBxGIJLJlG3zKoM406kPBLAg4zaQNNOg8z5E3ATvcX7kadJ41HUYg/ibgxWASNuNGILY0F02gUjYQzeCqJV9D6OutVjRUPolE/C/rKiv7MIG+smAOFxFFwCAX7WrG3NGJLQ44kaGfWBZKAB4O40JAXA7vSaAKN2FmQ32jkFY2EUbAng9gzqKP1MtGCedOoM4O+pRFnAvB4uHAzqP3NOh8TkGjWBRm1qQ8XbhTw0opnU/gohQtofbv1euAH1MRw/7tzPxpxN+leG85tj+ejzlfDPkw7audtL6U2mNQFEnpAq3aw0B5ZfYEu/wbPvYDm7XSztuCCo27mFbhgg6zaa+efnU7+Ai//hAifo+LnmOwlKn6JiJ5hkueI5BUosoeEtpDoZ1T2Kyp9Bi38D2TV9uOe/d3xC8PZi4czh4cz9/vTUJPay6DxM1y4Gc7dzboUCus06cJMWj8TkGLWBRo1Liatl1Fjb9LakYANCYUSgDMJulNoAAl5kLAjhTmTqC+NvKGR1xQWSON+NOpCwAkkGk3jgZbrQOYylsaSLFgIhYeQ+ghGH8pchjOX4WbQ4ebI7+Y42ARE3J6mmHRBJOzI4M4U6kfAXgTsTaJhjD6Qgl1oxJWGHUjAnkFeMXg0eSWl9RUWzNeqj7LooxjE1YK5PWKvaNSVAp1I0MuC2NCwHQE6G3UhBs1bQmdD6F6TgA0JOpJIDIWEULAfDdlR8FsGj7PgPhbUxYq7W3E3K25jxV8xyHMCdCVAbwLwN2mcTRp/oy7rQcO6Pw82nD8jdW4U2kbiswTGI/HuH1Az4yPuzr0tqCMD2V4qvbXC4I87DseTLsD8a3TlmV70GpU6QRIn3aoDuPgSmraBZ16A8y+hpRfoshO86AbOv9VNO50M2kMzv6Kz/4Is/u9Xor9cS3+5Wfvldu2nj2s/3Sp+uZL9din97VL2E772HBG/BJdtr7dem9X/ZgH/YoV+soBvrJCzBUl5wvwtqBcNuz0hv1ogDytWY0EcrJgnjbwzgnEmINwExBNQEgkH0bCNFQ1n4Lcm4K0JdDSBzmbIlkHdnvS+3/Q2X/V2j5d+T5f+X6+CHq9iLPocqz7x6Sb568fMx8sAAku2Xnl8vQ14uk17uvaxXMWQUKBR40nCbp/fu98eulBg8Ffc97ve7evlGxq1seiDrJcBj3rbR/3bJ8zRithZIJevqK0VfclctRBogREIIEFbGvO2YvHf9CHf9B6PmKMV+dWKODzizlbcyYrZkeg7AnQ1qX8yqH8zan8xqn8hdS8e4X99wlyfMEcr6viIeX7TB/9+GfD9yvkRt2EwDwb1pWFHErKjkbc04ktDryjwBQEmmrRJBm3Fg9rPpAswgzmWS64J7jCAPy4fUqL8HnRpt5okyUrWxEiZeDr2YvnVuCCyprmgqjmfz/M7W7HrHchjtRZlVGcW1OblsHMLGnJqOQXstswidlJxVXxBWXJ5TXp9Q/5SZ4i417OXH9zRFd7WFczvDRkbDpkYCZ4eCVwcDxSOe6lXnqErv6Bi+4/7juBBpFRWLJMVydYKhfIsyWaOaD3leN8DO4tYV2bKFKlrGyy58t2GKlN9GGwCXUxwCgFFfNbkbWw0tk22LqxWbioT+PO9bdPdHdNtR3uRmztFwvVC8XqaeD17cytnQ5W6sZW6s510fsjSHucc7Scd7Rdpj6LvodAPB9mSdZZC1aRQle0eNO4fclTbWefvC2eXiiXSd5K12BnxO6E8f2/bCzr1WduqEqtKxRs5c5L0WXHujDB+WZqskEeBR/YE5Ga9bDbB70xwvAny0Bw6aQ6CsJNI+DQcP3HAP9jpT+2RD7bosT12lgofewMHL+/Uz006V+OF6+m229RK3OBcrkjG0n9wgt67nOw4nO3ZoafuJPiShu1pxImCI0gwmUYTaNiNAm0p4BkJhBrV9iag2HDhbVDbmHVhDM4h8DnmsuMH1JzUxLnlvo7+ntyaztT6/sz67qqW8syKUt/SNs/S9ujKrK15rxpevXdpu1sxz76o421pl0Nxh1NJ9xtW55v06jfJLNusKuf8hjfZ9aX1Gbz2quCieu+iNoeC5l+z2L/lNr0p6nAo7Xap6PEq55U3Jx3P2lypfjNoftnbrasYfp/RtZfatRPWueXUJnflqLIGquflXRHt773bVKHdSv+ODQ+OMqev5lbjZIKcsfO0UdFyfp/Ko1GZ1CFJ6JhP7NmO7NgOaBMtrRWUT8hC2pWhPKVH+0ZIx0YMXx7doYgVyBMEsux+eQRfGtCuSO+ZPn0f3buymt27GyXYfNe1lT+6kz96UDQ+y1/uierajRZs+nPl9g1i15bN1C7utKQkqnM/vv8gdmDfv2MzuF0VwF0P5Kz5NK+Gc8fLR2o2tlmUvoWEA0yQ/7S4o2pgJqljLKp9NL1zPIw3FNQ+GNU+FMLpr5mYSu0djuIJdlXuNPRsQ5aQ3TMe0Lrm3LgWwlnL6OIldw1G8Wd8WyayerrAD24U4m4CX5CwI4XEUHAsDb0hgRck8IIEA0xaNxOQY9TlGtUOZo0TjeVbb4aebsd+QI2PTS2u5RXWtmc0CNJqOZlNPXE1PRFFjcFV7a6lLbFl2app37oOXngVP6yyPai6K7SK51fF865ody9qcc2qcGE1ORW1Oha12LLayltj2nrq3xa1OhewA4rZYSWNLnm1tvn1diV8u9IuuyKOcwEnvzkFVL4ggF8PDthFg++zelWZgzspI3vB3VupQ8dVYzWL613JnQeJvbsVC+/zJ/d8+VvFI42fwDc32jDevCK9by9/YD2Iu5bXrwgTKCME8gS+wrdtbnW9gLugTOna8uIovfgqP8FmOF8Zzt8I428G8xTh/M38gW3XJqV7y8z+XnLPoqhwaCu9T5XQrUof3Eno262cWRgS9xVPHmUMbiX0qQL5SttG5bvOniVZY1bfYUTXTuzAXtLAfkzPtgtH4dMu929f9+Fuvm3b9WuflSgbCDTfoPMSbgzUj+8XD6pSu5V+XGUIf9Ofp/ThKPza14rHFeECmXfrslTu/X43OF6wGNO55dUms2mUuLVIvVvXQ9sVyT2qAI7iXdeo+viNCXplBJ6bYXcSsaPhYBoOohFXGnYjwUASCCWAGCNYZ9SGmrSBBBhnwbMIpP/H5YN/WFFjZ0bzQHhNx7saTlxtp3dZhxer2aWM48qqiy5L313waRC0xle3B1YKfCq7nUp4HqUtAUXVLpnFbwvrXrNabAobbVmNNoWtFZwITm+eR0WTa3GjS26JR0F1YEmDP6vueWa1fVGLTynHvWLAqWJ4YNyXhty3D5oKhvayB7dzBneje/YS+/ciug+Kh+sWN4dDBbsZI7tjO5q6xUPW5GHzXK0BerG62RMr2I3mbaT1qXzbt6J52/4dW9H8taw+RTRvYVmezp6Wh3QoXdrkbm0bDi3yaMF6MF/hxVmL5m9EdKhCO5TpneuxHRPbO2ntc/KcflUkXxkmUMZ1q2J6t7OGpntFA+Uze2lD2/E9217cdccWRVJ32+p6HWvgILl3O6J7K6Z3O6ZXadeseN24GcJXxnatJ3QqwnnbiYIR4CyZwHNm13rye7eye5Xx3RuB3LWwDllkpyqYt+vLU0R2CoN5EqemBeGat2Ch3b5Z4c9TvG2RvmmS2DbIPNqUXm3ilC5FBE/2TtCHnjw3g69JyI7BPRjMj0HeWDCbR72rFXMhdc9JMIQAvExQi1GXZtL4mHXBJBjA4Pk/oCbEZxa29uQ1d6WzeWl1nIrW/J6eqPS6Zr8KjntRY1xV5sGcSwu/Pr2eH1beElhcElTNdi9i26cW2OZU2rOq/csLvUobXYpabAtaWE3B5ys/jQ5nxdXwwiuaXFhsr6L6gtrgsrqUwKLW4OpBl+qpl7WyhI7Se8j9BgzfPipvWthnjR7Gd++E8LeSetmy7WDwomBIMsIa2y4a38se229b7NVqa26h/Ma57XjBRqJAntit9G6b5y40s2enk7s24jrXE3hzy9LkklGpP0f+tmUltpsX07UWz9/waJN5cOWh/KWC4YkIwZY3ZzO9e/FgN0eqZHWtjCd27QTzNyMFW8l9K+LtElBdID0Yr53ZKxrZDRJsxXYNbm7FoBcxiu1S9riqemK3YFiZP7hdMDTSJ+RGdyk82xS+HLlv27pHi3x+Lfzpc/OHMwl3fjFZsBHBlXu0Sp2axOGC0U5hK29pvnpaEc2XebXMTK74FwzMuLZIQwQbge0yhwaRP2+waaE1jC8M5UqCO+Sxgn70w680YkvDry34WwaPp1EfCnpGAr/QkB2pe00CDiQQTsAsoy7PpA4wa8PMugAa8vkBNS42pai1J6+Jn17Xnllbtzjija2+GegsS2J3Bpe2ZVfFHy+4N3U0xZbW+hdUZdZEtfFZbtlVjgVsW1ajXX5FU1tQTkO9I6vBtrCloiUcFv1lbjwnsVYQVdXuUdzymlU/1m0DSxxrBb0pjTPv2sVuLWteTcMnB7ZP+ucmPKpPdFA4dJjQs+vFU3JmE5+uXB5xh9OTRv7CfsHodlyfakDYwNwWoNhiu/B9nEAe0C73bpMXDmSZgMDzk+LKke0YwUYEb25emtw4JQvjyl2blroWcpun5WHcNedmsWPLmldb9/xaQ9XITmTnVgh/6nA3ioSSdg8Ga0d3C7qVGd2beb2j0Fns420SDnXyFverx/ZKhw5KBjgfNXYW1O4jEM6d36wa22MNqhK7dgoHy0zQM5GqI65z05+34ctVOrco+1ayH/XuzE2rVj3WOr2d2CEL4srCefKOqQwKfa7a5deMr8fzpbEdi1PC3PwhkXurKEog9WyRuFRPiIaCTHIX7tRMFEfo3SLM6h/WnzpR4C809NKCejNYCo2H0pAtofvt7tTp4cyZ0v1GAv4kUmnQljycu5rUwSZNkFnt8iNqzLuStoGc5p60mrasqkrxmLd61rGXX57A7oyt5BbWpnxYdGppZ8dVd7iVckrYUY1N2fb5jfYlLc8Lm2zzKnr5AZlNTb/lt7zI51Q0RWqWfpofy01k9wVUCpzLOl4X1o/0ut7tP59Y6M7r3ozjrZcMbKd3SjZVyU9XgfdIYv/KYenQgW/7tl3rOmcunb70fLyOPz0V1E4e1iwcVS3sS3dqTWiAGpROb52n9qlC+RuuzcuzEt9HzBs8z60Z200WbGZ0zUiVMbylTcdmhRd3ZVBYVD8ni+Kv+bfLfNrl4R1DM2u8ymFV6chu0/zCxfsgEo7Y3uvmTB1UDSozulWsvmnwgzuj90OA2rbFg8weVbJgt6Cv7VbjQCKO11B15+pu1cRu2eROj/RsaavXiHjf6BLZ08q0PlVwu9KtZb1nIZlGf2MuE2FwbmPvuKRfFtcmieLKBDMsAxgk2+yrm1Dkd4kj22bGV5LrJ4WhHWteHKlNvcS7ZVS9+toodBgYH4/liEM4oty+vi+6CApyI4FfKfA5DfuQkL1R/YICXpg1z+9PXzycvSTUPzNImAlo/XKWZrgINV44mP7Lz4fE+LT85p7M5p7U6pZ35Y09/LDzOUcutya0iudbzkmuTTlZdGULBN4lnLdZVVWVAXxBkX1ho00B26aw0a6gfKjHP6+t0aG4yY7VWN0WDEt+XpopiGYPhNZ2eZZ3uLDYU2Nen/dfLsvG0wVb0Zy1UI7Sv1W6JAn/dhNkwtl9ywfpXbvBnK1AzubA0rtH/W9PV24a3Wjb6jlfctIr+7AoyzUi7ivbqw3z77OG98qnD6J7lze2PR9xJ0ydzBpZj+Uro3gLovXUiqm9t81bgVx5//I7waI0tVsVzNtw5yjCOvrHxG1xgt20geOaySXoJIjBfNdU/eX9O/F8RXa/KqtnSnv89hF3gTV5HUuHZaN78Z07OX1tn4Aw+jL2E5zVJdrli49X9k/FB1r5wfA9HHAPuvctS0r7VZndmxndWxPCdAp9bsG8ztVTg5L3gqXtUO6Kc6OYv5D6Ree6oOhJEax7Na2HcVamVyJKh+ZjBOteHKlLs9ixflay4EQdvewYm3OoU9jWbfj+X1zb515U2bcv/IvYLbFyTuQMKoKKObWKAgIqOVPknEFyTpJzVCRX1cprVYG5FahaubC7/3uf81zG8+K8cl/D9zPnGOM35jTW2XakNBZKQv4k7E5jEhK5fGaRkaCSBAQk4HlyKDw1CWlQ5kDi/zIXnpjDTw5D7ODl31Cjou4kGmviCqv+zCy+l1GSmJe08MYw3Rg80hnc3x441q6E38qa6248SLz1NDm6q1rTVJ8Q9CLLKy5dl5Ad/Cq7v0Wz1C8d7ZSN9iiXB0TYhOtIX+L9/Mbr6cXRqcW3s8t63ug+v/epGZq6WjwfVjQly52SZA13jPrxhOcJemt47n1Jz7sHVSs3ylbaRu4zuMxplR8eFleP7Kd1rsc1r3eN/XlGhDdMzj5rXH3aspbev5PWPQEeBtF46A8wZG/n6fpG7PTiQ3gvaGrlWdvEi66Jl+82fFrHx+PrV+9WL0aVLfxZXT+zGNM8Xlg5VNw8lovuXaGtDxfW2nLaVh9VTsfWzr5s6DFvXWVRL9z8vLhvM7lp9WHD5ovmwi9ABIlHfARuVA6vVY/vtExvp3VtNY+Vn2CR32G/ppHxzJbVhKbVh1XLHaP3aUzMYu57u0mlI9vJzcv1oyvPayaah+5/hwK2dltqR6qS2/NKenP3NsKq+ztuVc4/rp+9Xz0pzxpPbPzTYZFsrL5sGMqu6M9oHXvy3SQiQSGNhjF4KIW4k4i/HdA7QHc7IDk9kJ8dCinIk4IkFBJ5CuX+2Pf5eRB1cvB7oH/77pOk0ob4guqnmUUPMorvphQUFt5eb1Z+nHT9POP6acbd0u+x0eD5rkW83yME+t1a657EJKdeTHgZmpgR/Tpr8o0KG3clxi8QExew8QvwqOtQ5/MHWRWXk7IjkgvC0kp6miTv5x49bljW5k8bCidDSucCCrpm5/wYTPUNulk9tJHaupbXtfGydaOq9xGNic6trru7BcW92ykdq0+bV5qGHpxi4dWjy7eqV6Krl4LLlx/WdUJ7wRR+kSEM50f6c5v/31YpRyj+Ofb4n49u/x65M7i6eWI8sXHlee3iw6rlB5UV8I6EJeQkoiXR62dwsAMNX92ozXqz9KJmMrVh4XVt4/7mXRK6bdlOSW1diq1eDC1ZiW3M/gp6UajhyBRT2rec07HWOv0hq3OzY6rqjLj5yXy5wlRzUQAAIABJREFUonc2sXb+WsncpcLJgYlIJyHnMI+NrZc53e8eV8/ndCwPzq91jN6zo2HkURaNBXCY2gHKSFg6Ol2c0rz0pHryac30w+qZqJLeubkwJ6LnIB0HezkxHQUpHICHA3RncD8H7PXj8M7xRtrnDcnpgefpvuh038NhFlCgBwVpHHDc1y2v77tRP/b8fkN9+eReVlnF0+yyB5lFD9IK76UWPcwwFuVEvW8T7nQINpqE7xrdD7o8kRExPCqBh93a657cT8m+/To9Iik9OvnlUIMUGnIDBi5YBl0sgy7wqOtgy82Hqbn3Uwtu5zReyygrrYrIqcqNLpsLK53VG2e9jEvXS19a93R2yP8zcCfzzeLtyuWrFSt3alZaRjJJ7BGHB73fKk5u2kpsWb9Xs9IwEH2KhRT1LT+qXb1ZtXyxcvVebSO+F0DjXqxNx9k0NO7P4lLOKnPaJBwhZ1ANheq6J7pSGlfS6hefl6/EVRV/NktpTMBgUpoIozAvB+j3/kN9cf9qXN3Us9q5pPoW0ztfEpTBO6npb9ZuVS4EFC8nNaV8BXQORHVsulHUt5zbudY+9T6ucbW49zWFiWYWM2Lrl4MLp9S5M9qcrpUVPUeIeVzw7t2rly1br5oWUlvn+ma2FhfS0B2d7dAP2VL8dSA5NUvssNfB9iNj78LD6sm7ZRNXit7eLJ97UlW5s6SnQP2pyd0BKBxgCAV706icRgQUGgBMGMeyEqCJGz92pCf7MrtJQYJCEnQnAQ8SDP6+H//XXuBfh3G/oZYmR3c0Jqcai2KzS++mFTzIKLmfUf4grbCpNGS7XbDX5QH1uyBjrtCoGzDkAg26tdc9u5dmvJJSEJ6cE5X0erBeDI/8AY65mEc9gBE3ZNSlt+767RTjo+yqawVdt8qnrxSN+GQP+Bqng4rn9flLuvzOoemoU+jiKaj7Yr5S0DP3qHr5XuVyZMlSRd8NGvOh0Pt7u53lvZvx9WtPqpcru69+AW9ld638WbfyqG75fv3Gs7o666EXi8sYQsESchb34nEhh4udNjGD62nMQMEBPRNteW82jG+W81pX0hsqjg8u2uFrNOLH4P40KqMh3dp6ZdabjRf1M4/rpp81tB++jyGhAPzgcUXfyv2qhYiSlfimlO+QlsSCbOZnOR2LT+qWCoc2Y2qXI4rzM9tfhpVM+RjndIXTHpnzd2tSv5ilDtSfxlR7H1Lyuj+8alm9Xb1wp2qxfHCxcejN9bL6yKLi/VWN3aI4sahOIO/J5doX9UvPqqdvl4zfLB0Nyht/WF54uB7msMhPTCK7xZOCvRk8mMYMDtDXMvFqwvji60HlmcXv9FB+ZtJQkJIEJSTgToJKO5L28zDip/nZb6jVKVHgeGh/y5OHGeX30ow3UguvppddTyuPzX611qfExlygwQvQqAs45gYMuln6BC3VsQ/T8h5kFN5IK7z1OqOnVgKNuoBvPZBpT8uoG9jn0ld3J7ao7WZ2TXRWzfWStxFli5cqVmKqF8PKFmPKyofnrp/Cfn8BISeg9gtwrWRw4XndYlzj8t3qhYb+qyQioxF/815Vw+CH6r5VY+fKwHjyNyShbHAzsWXjdu2aX8nKpdJ824Gcs6oZXEujQSR6k0F8WUzJEUoa82JxDYPpumYHXzWuv6xbyGheya6vsO77M7iBxgw07kuhXjRsWFwsTWpYfVg5f79+OaWle38z1AEGALvJRd2rsdVLd0tXctsyvgPeJGrAD5+ktM7H1s61zW7dr1/yMc5LshalObOaghld/vSl8qb3769QqOIM1FGIYGcnPrfzXVL9clLj4rP6latl81m9mwX9m9eK27ZXNQ5IYQelpxbJ8eHFsv6x2KrFK8bxoIKhsMLBiIK3CTXGL7u+J4f+ZxYvEvJkUCGNBTiQRyeWlDNzJkM8Z9CLNKKhYRmDeNOQPwXpKVBBIk9/mh+dAL9/u6h8HXU8rgIGDc0NybHZZQ/SCm+nl/gn5gUll77OubvX4wKPuUFjrsCYu2XQDRp2f9OYcC+14NbrnOgUY+SrrK56MTR2ARh1A8ZdgREXS7vrcPPTh8aWS2lll9IqrxWNBhnnQorngotm/YyzIcaW4clgClOdIgEkovoGRZUMLr9sW33atPawbqVt6BpDyDhctf2hIKFh41nd0tOapcHxP78jiVkdaw+qF+7UrAWXrtyvrPh4EMTgl2hMy+IqEvUnIT8KDmdQHwoRUoiCRPUd0yOJDauJdYvJ9SuJtXkfD91pVEIiChoVU5iBhAKWFquymlef167E1q+lNr452IymERW896Sydz2tYfFh2VJxR/5fgDeFCPCD6wUdiw+qZrN714KLZ73zp+Q5E9qciSvFC0+qZ8q6H51AKjskPQXEJCTefv8srXUtrnbpTtXs9Yr5SyXzlysWS4fedU+O7m94nwFCByQ5A2QOUA3vx+R0vr1XNheSPxpZOBhWMKBM72/pjrWbdSR4kUYjKUjhAGQkGvHjMPzEHHpmUTGokkG9GETBohoKkjOwH41qGezuT9PzE8uj31AL48Ksb3XoqAIY86uvS7j7Muv269yrKYWRyXlRL/PKSgMs/S7gqKtlxMXU5wL2uXbUPbmemBLy/FVAolH9Ire7UQyP/wGOXgBGXMzdLmC36G13/DNj7Z3s6scVkw+rliIL52RZc5LsKUPelDR7PqSg7v3mRZq4SKLh35F7pf3L6W2bqd3vnzatdY7eoq06GhVsf8hOalm9VTZzv2ymayTkFL+a373+oG7hz4bV0LLV6NJSdNfAERoG8+QwAY1paVRHoV40pqFRLYWq7ahX3+xwetv7+IaV2OqVzKbMbxYPGpM7UI0D9XOgASwmnlsqSm1YTamfTWlaelHz5v1yEIlEWXaNlb3rBe3Lz2vW8tsK/gJ1HC7FTTE5nUux1Qv5/Rt/1q/o8xa0eUvR5fNP6haf1q2ElowVtEf/NHucARI7KFhfe5HYuP68ejG2evFJ5eKNsukbNUNxbWOtM/MfLWl2wMMBSk4BnR3ypiExtHMzs20ypmTqunH4ckGvLqNbl94wMx3IQK4kpCHhCAcodsC6nwfSn/vhp5YInvBnEQ0Da1hEREFSChQwiICGvEkk78T0+xPRxswo24QEGZEBw/rDEb/84pT7KXl3UgvvpeRfeV0SmXBvrcMDGXcDBi+YB1zhYbeexid3MkpCXhb4JhVpEzI7miTohAs05mLuc7F0S5ER4VD7vT8Lmh4VDyXXrybUTNT03S4eehNYsqzImdHlTfsWz+V1/HmGBdqJ6G94WvPkZnbHu+Lh7bz+9xNzdx24L42qPnzIf9268mfV7JOKqa7h0DM8Kq5l1bdwOrBk3rtwJbqk6OOhP0eE05gfh/md415OayBrvUzjERQRRmF6CvMdWuhLbVt/0bj8vHY9pyXrGyBmCDmJ+1C4L4n5OdDQ+bX6xPrlh1VzT2qWHpZ17qzeoGFfy3Z8ZtNyUs18bPW6sT3ruzmIggOg3cjczqXstrWakfclQx/u1zTk9xeFlc8os6dVeTPqguWo0pbDdSEJChyg2+r6i8TGd0+rl26WzccUL8TV51t2AqyHl6zmWw6r0Q7HnpnlZ4DEAUocgIyBPbY2Y2Nrp6IKRx6UDwXlDagyR++Wpfw41DsAAQkFkvBNO3j5r23Z9+0QCtKyiJiBvWkohIblLCykIU8KcKMADwYOdSC5v6NmhNtG1fCgDhr1Rie9Z7tvPc0qup9RdCPFeDUx93ri694aNTzsjky6whOulm6PN3VxMZlV0allN1JLLr/K7WqQ4xMX4FEXaEiBTmqwCUF/+9OEqokX9atPKpfSmkfer4q/I3eSWtaiSubDS+YvV60+rMn6gQTTtrDv2POGya2srq2M9s0XzSsNfXd/QF4UFvBhuyS9dfVZ9dzdkretfdfs2J3ino2rZfPRZXNhJcvXSkvwHaEDlNKo/icQ+M0UcAaoOSKIOYqhrWEk5m9HLw7MD+Z0bua0r75ueZfanP/RpGBwOYXpSczLjoWS+JWljaaMN6tPa2bialfvVbbubV5ksChkv6CwffVl3cLjqtWM5tS/LAIaDcfNaUU9ay+b1rK71m7WbjypeU4jgu7Zcr/CRf/8ad/8mcDC4bn5MAcodgCC9ZUXL+vXkmqWHlUtRhbNZrXmOZBgFg0h4fAz+E8HXmlHH/w0KSjAlQP/sFs8SVA+O58VWzXzuGL8YsFgQPbg5YK27ZUICtSQoITBA+1Ikm3t9tetG3bAx2GWUICUhnUMeomBvWnInQI8KYuAAT0ZPOE31IQnMY3VcXUV8d11UQfD2sPRMGNZ9q1XeZEvsi8nZIU+e11TGICOu8HjLpYRV2RM2NGWePV1QXBy3uXXpUEJWf1NEnT0D3BAgEx4YbPikz235ZX89Nb3SfVLac3LLxu6VxblJObXMLrwuHLpds3yn82bj+qNn+Dr7PGVH2hkycDq6zcbf9atPqxeKux4dIL6s4T37m5JQefGo5qFa8Vvm/uizpCg0qHFyNKl8OK5K5Vrjxsq8V2BA9LTWGjfRFNq08DDqnzLltJp07GEH3N02Y5f7J7pT21cTqyde9G4ktGS/cUipxGJA1GSmNSOh9ttt1feNxYPf8jt3Uzv2nrR1Aru+XFWpWX/Rdab9zfK5sONi6ktRT8ADYMHHAGvy/vf3a9Yul05d612OaEpmYQEpt3El40r4QWTupyZMOP4wMQ1CvFmINfNtaT42vW7ZfMhBVOCtJlXDS9o1G1j5VpOszGzObu6J2tvq+BwK6e2535+61XLpsJucf/L7NU43JbeMBdbMRpjHAzO6hsYuk4BXg5QwhF67jjxaDP+00aAA9BSoBcNBdOIDw0H0tAtCtTQgBsFuFKQpwMw/L5PffD8XmrZw9SypPS45Q7fvf7AhupXD1Ly777OvpaY7hWbnp4TdNDtahl2Ayfc0AmX1orr116kRL7Oj3xdFpCQ2VEnhobcoFEtOCI6WnZjENetreL0tncv6uZeNy4+KetYmNfYsZCaobd3Suejy+cDSlaiyyrhgyjOpv2BXiseWEts27zXuH6zZjnjTcopHMRZ/dc3SzMaF6+UTBmyhut6A2lM3TQ5/qxx9Xb1UkT5+o3qOmBbQmG+diyqdnA+puydNntoccmbt/lQmIzGlHZY1zI+nli3/Lhq7kn1Ynbb6x+QhEJVDtTXgcrteChFhE6vV+T0bBcPvMvo/pDa1YochnLWsL9sFdVDW/cr56+WLhR3tn43P6BxP/jgcfnAWlzDWnDR/N2Gpaz2tBP4KnzwOqd9/mHZdHjBzO3Syf6xcB7TMbBufS07tnr1fsm8f86Ed+Zkcs0LOyyYXsq/UvwuIHfxUvFs32R683Dfi4YVj5djNT0XHRYXEhTuvHv6smb8UemQIbM/LHe4rO3umdngAA0c4cPZbpCW8FMgxWH2dZjcTnY8SYuKgpQUoKXgaw4wkgR8STjIDnj9hvrg2av76cX3UgvjM56vtKv2uv3eNLy8lVZ87VXupReZuudZSRnBpiFXYNzNMu4Cj19ob3we9aogJLkw7FW5z4vMtko5NCSDJiRHK+5ngIBDXD5sFaa3vkuqm3tUNhVX1jo9I6eJoPbJiSdVS1eKZ/zy58Lyy/a3gjmr6jscVdy/Htu4Ed+8drN6JaMl5RSQ8oRsarnhSeXE5aIpeeZgbV8AZ/Xun+++Xrl8qXLpWv3m7ZrWnXd6hvD+BD009qyFFS6GGDv23kk5q4zGlBQqcyDa9om3cXXLN8rnblQsZ755fQKL7JDcjihIREESwaxNvbxZlN32PrVt7XXH+/LBke13d1nbQxtSldv5LqFh4Xr5XGLd8+/mCAYJw00PU9+s36lYuVO1eL9yob4/4wSNPbY8zX0z96x8KqZ0yi9ntGs4goIvUkjg8lpKfP3m0+qlO2VzlwtmEmsSTkDXpdWM++ULwXkTQfkjbWOFU+vLLxpmYsomb5U+/7TvdmbxwPYuZTSOxJaPRhYM3igaT2mM/3woPgWDGFRDo1H43G1oyvj1/Y2f267ft1QOs4yG3SnIjYY8KdiXBANoRE0jgb/HhLGv72dV3EoreZz2arTOGx7yftOYGp5cEp5cePlVviEhN6c4EBj9L8uIy+HgBXj0Qn3N44jEgoDkksDk4sD4tPb64KM5gXXR48ehhwNypyGXtc2i5Ia1yIKpsPy3McaWhXnFfz5698xOJDas3qleCi1dCi2o3H2nd1oNP5Co4v6N0OJFX+NsQMny1eKS3XXJGRTQMDJ6o2T6avG0d05bz3ggT6iW31c9aFyPqVrJGNxJ65rcWA3696Pf1ru8lw0bF4sXg4tadzYVvE1FY3oWU7KYvm1iMqF25Wb5fKBx5VldsgN24a3eJKalCS2F+7FW782tyuy21biGhTs1q/eq3w7PRP77SbHxPvdJzea10jn//LfZbTdIQMhCIejui4Ku9y8a1u9Xr90uX67tfeH8+PKj5X5W61Ri1fTD8rnQvOHB8eu/CAOPSba3kl+1bMbXLyY1LYUVzLxsiOcJ8fJq6r2yhbulE745Q+U91zFkpvLtZsPY2r3yUui9iATln83h2c1jT4qG7hSPXC0Yf9346uuh4AxQkbD3XwcPVuqz15vzPm/EnHwI/XlwxWGSkKCABEQk6OGweNotChJUU9D/yn5jU+5mlsWkFV99WZyW93Sw6erL3OyLiQVBSUa/pCLv+OzyUi04/Idl8I+9QWVdbezdtFSfFwX+SaWSpzmyBwmXXyWnll2HNgR2wNUOysfnigrbR2PK5iWZ48rMCVVm7+vG+A/rYd0zvTcqFq+VLlyvXPbK6SjsuWWzRNmJa41jM+FF84aiGb+SBa/CqeiSisd1zUHGaf+CqUvF81eKmrbXNQwqAQ5eZ/VsXKteSR/cSejYKOlNBncfF/YMhhTP+xYu+hXUW7a1nC2EIXzMO486RvIy38zfq1yMKlvwMS5fq6irHkyYnLvqQIPtaDiJBjCE3+5OYVrLyo3ymajKxWdv1rO7GwYmE543DQYWzgUVzHrnjTYMXmJg9eby9bLu5qLOtcS6Zd/8Gd+ChWe1RVNzL+aXH92onAzOm7pknA7LH4mterI87w28D28eK79Xv/moYS22dTmwaPZRdX7/1MW8nmL//LnQwkl97lhF/7XOic7u+e19iympZbK886IDVC0v3EupmXpYOBSSNeCTNVzQ9owEPCjIQCFB33buvklPGCqM/WvL27EXQZouk4dKu8nt7NDjzCw5NYlISELDXhT8e029/ST+7qvMmy9zQpNKQxNLYxKzb7/Mu5pcEJaY55dY4vciabBRahm6AAz/sTPs9yiv3CexWPK8UPg0W/4kXRmb7R5XLX5VvrmotpsFZ6CmaWz6TtlSSMGUJHNckD4uTh93eTWTVH+rbaIltGg+vGT+ds2KV/6cJrt/ZDKIJ7xWNuue1m1GlMwFFM37FM8qcxYEWdPi7NHggknv3IXb5a++WbQORP0ZjCkaWHncvBHXsnmjdiWsYuFG1awhb1qd99arcPFuZcopJOGsChZXjy803S7b8jfOexXM+hrn9YVTfkXz6rx3T2pTf0I+FOZLoQaWUFot9zPa1x9ULcU2LKZ1bjxqeOdfuK4pXAgum1PnLahz3iwsKjlM0jrafK1o5Ubl4u3KhT+r58KLpnwKFrS5b5Oa0u/UTF8qngrKH1dlDKsyJu6VZg7NVD1r27hRu3qlaulx2+q1moUbVbMBRZMRZXO63Kmwwgl5xlBh5zVj15v4hqX+uc3BhXdeuS1xdWnRxq6Lxreh+cO6jD51+nD70B0aEtKAjjnQO8x600S46e3Fn/syh8nTcah17ASR2zrSorWbFBTgxsACGvKgQNVvqA8TUu+m5NxKTr+SlHc1pfTaq8KAuCzf+JygxAK/xMpn2VcOhi9Yhj1MA39s9Qc8zCrwflGof5amfZwkfZ4veGa8kNSpzyjaXxWdHQpPLcEtI1MPSpdC8maFGZPi9ElJxpQo821S/YOmsZ4Q46Imb0aTO6/KXfTKGRh+6/3LJvkLiSoamLxRtRFaunC5aj6geNqrYFKRMynLntPldXdN+vOEksa0DO4/sdoe1/ThSd1KVPm8l3EusmQh0DgfWbGgLRhtGg44J9wYTMJissHZ9qtla97Gea+ieVXejDp/xrtwWpe/GNeQcAJKaUzF4HqWCKAxbcdU++Oa9ReNS3Gtq5erFryL5gLKZr2LF+VZ0wXd90lUTmGK7qmW+NqN62WLAYXzl0sW71XO3a+YuVo2+qI+9Wn9TFDBW03OWGDOSFDexPWSV93jedEVy6HFM89bV7qXdpLaV29WzwUUTvvkjquyhtXZI+qMQeObK0XdjcG545Elb9snVlI75qVZ0145U345I/rM4bD8EV1W84dVXxpSM7CeA/Q0pKAgiQNUOgAFBQoowIPcl5Db/pTFz24KJwE9BQpoyI1ChL+h3nn28l5y1r2X2fdTS+6mV11NNobEZ2ljszTP8i++jh174wEPXwCGXSyDF9a79I/TX4TFxYX8+TDkeaL0ebo8MVOS3haUk2Zecz858PlpCmscrL1X3uuX/8a/oNMrr8MrvzOosLOm92b/fOuj+uGY2lGfwv5A44BXbv30rO6XTcphAtR0t3hsObZ1J6Zqzds4r81blGXP+RU3d05ed1q9WOsV9mMcRxh+YJcaJyZeNL9/WrcebFy4VroUVrRmyJ99UPv804GMx4NYXM9i6r6Z5ti66QcVM4HGOX3+vDR7XpSzoMxZzmx9TKJSBtOwuIoldOeE+xcwsmJ49Fn9+2sVKyFFs5q8eR/jhpdxLrs77iekY3Eti6vbppuvlb+7VLDsl7fqnbcky14MNK48r50ubi2KrlgUpi+IM2Z98+eCC2bvFL9uHMy5aFzWZs9dLl961Lj6tO19QvtWRMmsT96U5+th99dj8rTR0s6rhT2duqx5acZMeMlg78x6SPG4IXssIm9cmzYakPvW2HWfBQQ0oKRBJQPJaUhBwWEsqmZhMQMpGVhFgyLS5EkCIgpUOyxeZya5w6I8s+h/Q01/eaOw6Fp20d2Mwht5Rfci4xL8H8d7P33+IOXyYJMAHf8DGr4ADl0Ahlz2u91n6j3HKiQjteq3nfKJfvnCtH51yXt7LeDbQcBP880zs4TYlu5uyA43FQebGtOWfu+dZm/D8N0i+Q56YwfB8EGMeS9670PAh3dhPyEVi2lYTHlu8/mCJg0tvsnoeBvfNHi1oja94/7ette/nyJ+WQ3cx/v858ecLfjXke4v5PLYUnHR4MijmpGHVW+f1TZV9d/9aPb9+ziIswZyVgOPq60H3nvvg+YXr0wvPZxeuj84e2N47u7k0l3Ttg+LyThMxONSHtc4CeE/NsEJ4jexUJDX3R/fNH6zZjCppXxu6RqDCf62SVhM6iQk6+/u1I+ktgxn1A9mt45m1o8UlgwWNQ9lLi9mto3l1Y3EN48ltU++apvIGppOgXYfTE4/bhx41TqWPjKbMrOSvPkhb/5dV8dkev3Qq5rhpPrh2A9rvuNzyY3DmaX92S1jN837RW9XVi4ZR8MKexMbuzrH436apJRJTJqkJCCjLDIGEjOIjkV0LCxhYQUNiBhQToMyBhYzsIQCJSSop2Dd/0ZdbAgFh/4w9f/XYf8fh31ub+sVzWWagWrBTtd/QUP/ZR68AAxcgEZcgUFXYNgV6nXHhgTHM+4nHy6woMcv3PsXpnaiSgoKo+BgCpZToA+P6Z2oyIl4nKOCX7j4b1zE46Jzq+5vq/Rvm+G/j7X/OdL+97H615GCwzU8ruQJ7b/HGqdV+RUI/mgJ/Apo/rF6/Pex7PxIf36kdh5dZK0BHKbjcMOvjwG/jhQ/IAO2F4DuhH80BXzdUv8iVOc21S+b4vzI4DwO/eeT/78flf8ey/7no+5fm+f/OfL4/448/u+xy39sAhZVcLiWx/15PJjHdTyh/8cq/scmtiO+2MEVZC/6FNH+e+T5NyF04kIOk7KozEmIzq1iDhExsIcTk/xjc//b6snCbiwkY5Er/yFk/2N1/dcq/3Xk7SQCnLjmH1xyDnrzgJcTkpzDah7xddpunOOqvzHlP5jwb1TIQQIGkJ0jgnPU8xci5GAFf1SAgcub73K/HF7hACU2bThakZ+ZRDSoZCAFDYkcFiELqzhUyyEi0ixzmNWkRU0BYhqS0IiMQVQspmUQ0W+oK83R0JDG0i8w9/5x2O1maXdFOt3gvgumvgt7XRcO+i5YBl2BURdg0MU664FPCoBRj+NltzOzhwP0OLUI7ICItAgdFn8SFFKgnEZv0fhVBvehUR0FyRlMxyAqFpVyhMpJyHmrP4tJeEJ6Toh5QspjGh4XOQmNE1c7cdV/Pir/+6PqH5vk3CrjCC2Pa5yEmMOUHKblcYWTkDttunNC/otQ/kMo/yWk/1jVZyYJA0mdhOacUP468vp1HHb+Kdx5HMThGg6XsIjYiUnPcQGPinnMwKDBDBLKohEc6s+jOiehcRLeHB7O4SFO3PuXzf/cpuZxCU/InISGxb1ZVMViEgoUU5D23CrnCeUvq8CJi3lcd4578pieQf7kkSAnoXdafVlUzqJKFlU5LN72w0D7YSANhJJgJAVfZ9EQFpYzkIKGpBQgpUEJA8kZSMmCUg6WsGjY+afmf7+0Usjrb+8MpnH9z22541DsMClZWMvAGgoUMaAHC0lZSE5ZZBSopSAVCYgpUEpBOgaW07CWRZW/oa6/uQgNS8z9HoddFw7euB62Cc1dAsuwp6nfdbfrwn6fi2nQwzLsYukVIsMycEhgW3I/MQlOTUK7RXpmEdstIgcgs1v0DsDdbjHQsJTFZPyRD2MLY49us5g3i8p4XMXb9Dyu4nAFi0k4wuvcquJx9TmhPsel57jCiauchPqXVea0aTlM4LSKf1kVTqvSSbjzVi1H6HirjLcZnITeScg4TMphah6Tc6iMILcNAAAgAElEQVSMQwU0JOYxxTkh/2UVnxOSc5vs/MiXt3rxuIzHROeYkIPlDBzBoaEMrCBBKY34MLCGRSQcKuJxmZNQcqiUxxUcoeFtfs4jf+eRD0/4cYQXh0lZVEPCGgbTOnGFk5A4cQmHKXhM5sTk57iAQyMZOMaJac9xsRNV8KiMhbUk6Htmij4zhdGglgYFNKhiQF8G8qJANQWISUBGgTIaFFGgjLbIKYuSskgZ4hWF3LNDyRT8kMf8aUDiMAtpi4wE1BQUTIMyFvZgIQFlETKAJ4dqWVTGIAoalpKgxgGoSEhBI5rfUN+3B5i6Lxx0uph73SzDAmDAw9RzARxxMQ+6Hg5cMA26mobcLYMuB11S9K3Ituh+cuBpN3uemTwdgNoBKElQ4AB87BbtmUXvAPUU5MEinhyhprEQjvDnrBc560WOuOg8CuKseqdV6yTkHOHjtCk4XHdOKJ1WlRNXnFsVTqvaiQt5XMhjYichchISJ6HibT7OI2/nsf/5cThv0/O43EkoOFzP4wYnIeRQrROXcqiQwyTnRwFOIsSJK5242mlV8biOwzQsKqfhQBK8wsAGDhWwiIyCtTQawKE6HpVxiIzHVTwu43AVbw3hj4J5q463efM2Xw5Vs5iexxUMImcxJYNoWcSHxzUc4c0RBh4XcZicx/Q8LODQCA57yGLR57j3OaHnMSWPyigwkLSEkxYFCegoi9huUVGAhIY0DiCQNCtoUEyaxaRZ6jCrSZOUAQQsFkrhSXbwTxrPJtE0BtIyoJBBo2n4Fg360oCIAjwo0JOBRQwkZmEZg6oZVMViKgZVOQCJHZTYAdH/Qg16/0ay0yWwDAsOBwSH7W6mHvfDPlfToLt5yNU86GLu/+Ogw9XS72Fb9Pi+6263uNstbnaLJwV5kpCQBN3PLJEOMNgOqChETKNiFpNwuIbGL7GYgbdFcEc3eNtl3qrnbb5Omxdv9eVwHUfIOczA4wonoT63ep8T0nOr3EmInFbB31ahExc6CbXT5u38GP7r09XzT5fPP/o7rWonIeYJJYtreFzCYXIO0ThxBYeJWFR6bgvgbdE8IeOIS06br9MqZVF/FrvOwKE0JKFBMQdLeUzMIAoG9qNgOYcreVzKYXIWUXOomiWC+eMQp82LP/JyWtWc1Z8jvHlcyKFKDlPQaAiHR/CEliO0vE3JExIalnOYF4cYeMyPw6JZNIrDLv1zJPlFSM8xoROVsoiPAww9s8SQoB8JaimzkgZ8HXAEDYkZWEgBItIitR9ISIuEBcUsKKHgcAq+TQM+rNXI2GppOILFfPmjRNaaQMM+pNnTYfagYTkNK1lYTEMiGvLg8FDOGsqiIgoSOIDfR5q93iBoRGweEh8OeJoHPcBRwUGn+2675HBIvtfvsd974bDXZb9DgM8Ivm5LTsxSOyBwgAK7xYME3SnYzQGqz4DLDovEAXhQoIDBZCymZHFvBvNlcC2LqTncwFvVLKrgiAAWNzDWINZ6g7VGsXgQjWg5TMRjcp6QcKiCxyTnVqUTF/O4nDuK4W2B518en3++6TwOdh55c1aVk1A6cYUTV3CojEFkDKJkUB2HyzhCdk6oOSKEP7rE2u46j8N5TMKgV1jMi0NFLCZiYCmDiDlMRUEKGtI6IAWDif7fgWMxL47w4XBvjvDjju5zR+Ec4cfZwvijcA7XcYSOJXxZIoTDvZyEgicUvE3NoAFnlmAG07KohEU1DOTNon40cpvDQs4xgRP15DEZi0gZ1ItFfVlEw2MyGtRTgJZBZAwiZmEBj4o4+P/VVxEDymhAxEBKErhMAioO9eU/tbCfZlj8KUdEcZ8bafw+CXpSoICG5BQgoUBPGhYwiIjFZQxmoGExCRooRPYb6n5vIDgsNQ9KTQMCy6i7acBtv9vdNCA2DbuZhqXgW9FhjwAeF3/f8zw1e9gBTzsgtIMiO+DhAFzsFv2J5eaZxctuEVGwkEEFLCZkUAWPa1hMT6MqB6RhcR+O0JKQikbULKpnCX/2+CprDWZxLY35spiMx2QcrqYhIYcIeUzGYyKWCGA+JnFfcs+/l/36FP3rUxRv8+Ns4U6bH2+7zBC3GSyYwVQspmUxOYvpSVBJIV6cLcz5rYz/+NBpU7CoF4tdYlE5i+v4o2COCOZQFYvKKEhKI4EMqudwOYeLGEzBYKEsEcVZL/NHt/hvRu74MWOLoa33WSKYtV7krD4coeIIA4sFc5iSw2ROQsYSBhI2MKiMRsQMJGIQPYMEnFslDHqThQKcqJBHlSyq5DE5j8ucuJAn1Azmw6BqDpeziIhFhDwqZREZDctIQEmDChYUspCcgcNYyJeBtCwezn+s5D52M6gvbw3krE8p9DYFymlIQINSChDSsIgCZQ5AQMNSGlGzeCiN+f6GutsVaB72MQ0ZDnuFpgHpYa/icEh2MCDc6fSwDAsswwJzn/jrluDU4m63uDlA1zOLy8mhx0+Tz5kl9MQU7gC87ICHA5IwmIRF5TQiYVA5gyhJSEsCBhpWcbiOw5QOUMtgBgZVMLgvaw0iUfUpqDqFtAwqcYBKGlMxmIRFJByu4XEZaw1lj56yn6vYz6/Pj/3Pj3Q8oeFtMRyh++dT0H9/9Du3ShhcyqBSHhexuMEO+DOo/G+b6p/PV//5cuM/H73PcfU/RMA5IWYwFWcLZI6TGDyCRv1oWEWhURR+lbHFM7bXzPFL9ugWZ3vCfzY6Pz/hP8b8Ovb/59jr/GMMdxzt/PTgn49B/xxLWcKPREJoRMmgMichPLfJnYTiF+HJYzISklKgjARDOVztxIUUdJuBvFhIwCESDpEzsILHRU6rirVqOELPokoG1rKImEXFDCxiEAkFyUizngbkLCRjIR8WimSRSzQazBK32KMi9qiKgZUMfok+qqTQayQgpAABDUpowIMEPElAQsFiElQyqIHFf2+UDvuDgVGdaVB12Cc2DShNg5LDQeFuj2y3W7zXLTrsFXxa9zg1u5weepyaXE9Mqh8HgX8dBP88DD2x+JyaBRToRsFCGhEzmIxBZTSq2txIah4ompsOsYORp+bLJGKgEa0D9LVDegrWMKiOObr1YaeitLOppCOrbjCnpK9ycsaHxxUspmARJYtqWUTM4HrWFs0QIbvb8T0j6fUD8a3DOcb2rL6Jez1v481bSp5QMriaI+Qs5sugXthuxMLSjeWly4tLj8dn7s/MRrWPPd/eUPGEkiUM9PFL5msb/amWsT2lbAnM5wr6ywT7dYH/Nswdx7HWSPY4nrOGMrjetH1ravbe4nKSeecStBc9MpM0uxDJWhUkEkwjMhaRQjvBI6OPuoee9Y/4f9x3oxApBYloSEvB4TzqzqP+Z+Az0mLgYCGLSjlMy6KBPB7ME74sFkxBERTkRSMKBhGyiJDHJSwioyEvyqJiABkFBFJAGA2GsGgMi0XxHwuYow4GvcHCUoa4wx5lUEgoaRFQoIgGRQwkYREtBUntgA+NaElY+huqZTTYPCg/7BOYBtzNwxLzkOfhgHC3X74/IDocEB+tevzYE56YDD/2ff7aC/q+H/nXvurUJHYAbiTkagc8aciThgU0LKEQFYUoOVwzudT9tPxtS7/3yaGvAzT8sol+Ee7/WN3toNIBK1hCs7NTm9U+mdnanNHe9rpj7FJp59yciseFLCr6RQidqIxFJBTiS2GBTqtuY6squX7tdklmUMnspcLE+pH0gILulgHNv8fiv22yXzYZh6tYTLazlZHYOPe6PuZl61tddnn1QE50SfH6quiXTcZbvRjrFfY46fxrvvNLBv/pHvulkDxK4b6W89+H2E/FzFE6bbvBHkXyx7eXttqf1y4/qe153dQbW5F9tWQqs+Ueb1XQWCSDyVhMfrjzKKlh5UHpVFjOYF7Tjb8sngwqYWABCfkxiN6JuzGwrwN4xMKRTlzoJGQcJncSGt56kcWv07CeRUUsKmMQMYt4OnExjwl5RECZRZRZSAH+DrMPZfFjIH8WCuOwSArPouBnDCJjERmLX6PRm3aTgQR1FCCiQSkNa2hYTYESEhKfmn5HPewLNvUrTQMSYEQAjIqBccFen3C3V2zqF1oXFd92hd/3fH8chP448Pmxr/rrQPTT5G43uzpAAQl52gEBCQgoWELCUhJSULCEI9SjC10JlcMl7aFnkOKL5YplK+Dw/eX1Zd9TUExj6lP8Wmn/0qPi1Pfrvo3D6cbht7dr6poGrxF78h9mBbIdcrSr/mJSU6g/iQawhMqyX5DeNH2tsDkgP2tpWfUT0q2t6r6bhT8tPugHX/Nm6HeLnsV1f8E38zpGS9vDs3rHfXIzi7vLq7pucbiQ2NUfHfp9snh/NhuIPc0n4PZPJII7jv6BPXd8LGc+1dIfa+nP7cxxEmON5o8jVt415bQvZLXEprasXM5v0OaPPa65iu/5kHAwjclpTPkDDi7qW4itKo2pGrhUWAt+kPNWGQVLaERFI5eduJDHPDhYTCMPGfjSOeHpxGQ8ruZwLUcYGFTNwBoWUTKImEWEPCrgETEHC1hIyIACDlGSlnDKrOMADw6WMaAXDfmfQiUUHE7DSgYRUYifHQxxgAEOi9xhkdGggoZUpEVwapKemX5vlPY6fE2DatOwxjSkMg95HvS6H/SLD3pEyKjo247w23bA123lt223H3uuP3YvnBy6n5ndTs3u/y9LsltEDkhOIloKEpGwB414Uoh32/hMUs3qi/K+xr77FT1jt4pyw0sGYooTvpq8GVQG7T9+Xjf7qj7yFJZiB5FVY3NpXat3ynoqe59mdg9GGBuCjU3xNfcduOiXTfrLplvbrH1Rux5fufSi8taxOaJuqMbYes+0dTmhZeRS0Uh0QfHWmp7FDXY0tG5wMLYyz79kQZNRdbGwdH4++HD71e3K0TBjS0zZi4RWY0hB05WSrrTmh6adOwX945Vj460TFZA5h/2SR38qpm0vONulseXeuPq3t8sqH9XORxYZfQtnNJk9f1amfDPJKVRMIaqjw8vZbXMvaxNfdb/xzWs5eKc7t8o5XMzhniymZ1E/DpFziIBFtafgKwbxOcc8WFTOEQqO8GYwXxZTcpiGhr1pUMnAKho20JCKgRQ8IuIQAQ1dpiw6BvBgQTEDBzBwII0nknglCRpIi6fd5OEwa0kgmoICKVBNWuQkILWbPOwmIQn+r5GmK/RgwM80HGwelJr73Q56paZBublP+HHd7fuu/tuOz5ctv297F7/vuP/YdTs1uZ+Z3U4ORWcm91OLxAEqKFhGwQIKEjsgKQV5nACX6gaX/yx/k1I7nVBWlVw9e934Mqx46FnVzTNIz+D65XfFT6smmnp8GCLoJ3yramA+vrr7bll/Vd/11N41/4KM8MrpG0UP0T2vnXdXDt9fGp7rvlmxerlw8WZRInHgUzgwfyk3Ob+3UZzxRpc7rkzJ2t8QUbDXGexfNzIUWTDtlz9vyJ6KLkqCd8IzOpd0WS2GgqmLxviqodbAnHHXlOGbpam1w93BRRO3asdu1dSDBzfYj7fojwn0pwLqOLNzbupJ9erD2pXk+tTm4ddPqhYDcmZDsgrM74UMJqNQ3d772Piq2YKmGzm9faG5FQfrYg4Ts5iUxQQsImLgAAbU06COgz1Y2McBPucRMY+584SeI6IZxMCiEhaV0qCSsshoSEyDEgYS0aCQhQQs5EHBARQYwIJiGpAyoI7DL3GYL3uU60BeOEyCk13hyZbUYfKjkGsU5EsCEgcgdpg9HBYhCUp+v34HIg6HrphGIi1D0oMe+UG/DzQRcLTq82Un6Ou26tsHt++7EX8d3vq2K/1xILSbPc8s4jNAZAdEDlBBwd4OUEFCchKWOEAJDQk+mx8Wdk2n1r3IapqILqiKMvY9KnkcUTSc0xrJEVoK9xtb6b1b1ts5pOdwHWJKTWgeu2wsC8hvHpy6VjH8Nq4+Pq519lnl09y+Hp/8gYzWK+U9Q8H5VWHlbxVpWUuLkTmdb6MK7j9rmvLLSkhr6w/IfGLb9TgDguyQrmW8/15J972ydu+sucI3wfhBbEzF6vWiJy/bBp/X3Ksdbtdnloky2uNqHhj7xi4VZOZ2VTyvy/+OXGeP71DHccynhB/W+O6p2YTqjvLuy7ZD0fRiaVzlSHDewP2y1BPAjcfFNKGdWiiMrR43tkVltk8n12V+ORQxuIyEtTQs5TAJg/hQUBANBrCQpxP5g4ajSPAOi3iymJJFtRQkpyEpBUkpUEXDMhoW0ZCYhTxp0IOGBDQkoMBACgpiITENqGhAwSJKBtZxaCiNVZztBNo3hafrUvuBxAEEkFCw3aKyW5RnJrHdJKTh37c05sEAy5iveTTI1Kc1D6rAEeXxuuHbXvj3Xa+vH9y+bUu/bet+7Ot+7Et/HnqcWYR2QG4HJA7Y7wzwpmEZCctoREUi3hSmYxAFfpiY2jybUGVMbxgNzq0KLhgKzC72z+1sHgjmcBWFa0cXe2JKW8emDXNLqWltFSH5TXeqG3S5nemtqbfrxoPyK6NL5zSp2SX9TwYWYvd3H6V3Lt0re1Q33iZ4XV3Y8fhO5YRf9otLJTOhOalxdW8v5T0mduQOMIKENP1Tb55WPG8Yy/fL7R8Ylx5sp90pn7lemHS5ZOhl7c2izj5Veq4yd/BqcfyV6vFLhY+N3W1Pq14dfIj5DgaRWDCFGj6ao8o6VuMrjKZ3gl9WTe90382i5qCC0VtlcaYN4fG+lMI0b952xJY35LXFXy+dLu249flARWMGBvFlYCGDKmhYSsNeFHSJAX0ZyIOBJSSSSMNhPOrGomIa1lCQgYb0NCxnUAmLijhUysISBhJQoAcNiSnAh4QiONiDtsgos4YGlRSoYsxyZv/y6XjG2bzhbF1wti90HMhIS8Sp2f9kT/ZjT3yyJ7Nb1L+hHvT57vdr9/sMh90KaEj2cc3z85b62478+47Ltx23rx+EX7dEf+26nex7nJjcTy2CM7Po1OTpgBR22I+GJTQspGAhhaoYQs/gXjYg+WXz4p3S0ZvG5JfNqbcq57yyJ73T8hbm5RympVHlh/dpd6tmH5aX3y1Pz+1Ie1p9r3/aGFI0a8jJUxnn/ng9KMwY8clO29v0+j+fo9bel0aXDWa1PMjtHdNnDfnk5Igypw1ZSb5FA26vhqSpE9rUnJ1VOQV50bBieCZudEKz+/7l/TIj9EFzuP0qonBJ+KrnQsq0Kj3bq3DYN++lvmBempZzs749srg7qmzkef3zJw3tdQPRrPUKg+pHZjNulW3eLU79YpJ/BaJeN02G5JQa8ueV6bVRJRmXjTmLC6F368alaT36rFHfrPyWgbt3K9rfToc7cTWDyBlYSIMKEjSwiISB/SgggIXFPKql0acM7MvAHjSiopEABglmUBmN6ClQykJKBhJSkIACPVlERgFeJBDBQmLKrCMtfhSoIS1S6lBAf1A4Fh7YN1JPd5T2A6V9X0YeSu1m1emh7+mB8Mee7OTgf480/rtdug+t+oNuBTEr/vzB8HXH9+u269cPbt93Pb59cP++7f5jT3ZiUp+ZBWeA1A4K7KCUwXUkoqYgBQ2raFhEIWIaU1Go/gz26np7u6L/Yu+EcG4l+WZpU0j226vZTw9X5CwmoxDVT9B3cimhtPvpwoLSDqhOAcl3S8jI1N35RZ/Ombjm0ZDl5UDLBwON+lJYyPutOwuLPtie1+hcwpuxxx2TiZVDT9aXhf3TF+/VP8jpjBmYCHGAYgcop2Axtq86ATyP9oOX5gNpWPUDCCvtrch+8zqtPb5o4OaztpimEe+W8aTR6Yim0drY8vbI3M7CtispPZ09U/fZT+ln+K3ZxTs9k08GJ2PsgMJ2eLGkP2V0OrRxrPDN6LXp5djSgWezy09v17bFVFe8bElYWZYRh9dyu0tXVyN4XM8gOhrWMaCUAgwUFMTAYhpSMbCIQy7wqJxC/mRgHYO406CShjQ06svgtylAZj/0pAABBYhpWMnAQgoMcFjCGUhIAWrKoqNAlcMsIy0SGtQwsC+NXDsD7pwdiM/2JWf7ojOT+MxiODPJTw+EZ/9rpAHHvXfaNDtvfLE5xcd3hi8fAr5ui79su33dcf++4/l9x+P7tsePXdGJSXJmEdgBmQMSkbCcgpUsEULBBhpVspiBxgIoVEMRoTSu4TBPHvH4D+6OHTxJa+l7XllX1xfw0+LH4EEM7k2h3k5MxaHev3B/BlExsIxBDH/jmr9x5d9W+X9son9xkRNV0IiBReW/rIr/EJ7nuOgcE59jor8Jn3NE50RELCwiIcE55vo3JqZhCQXJKFDuxKQ8JuIQ91+ogIK0LCJwQJ4M4nKOu/9CBQzgwiPuvzDxTyg6s33+eeVEUlX2zPzV8cWnZ8Sf5HEGhQWfYx7/4IK/cTkFqihYySAiDpY6cf05LnZi6vOjQNp2/Tvg9wMUcJjLv4Q7hws4XOjERTSiZkA5jXizsJaGpBSodwBhJHCRgUMYOMCJXWWxpzSazCGeDOhBgWr6/+fqvL7kqK5w/3TXujagPKlD5eo8WXmUswQCAUIIEUQQAklkASaInGxsgsGAbUwOAqGZzt2Vq7p7ZjTT3ZVj5zASYPxP3Ad53bXkl3qpsE6d3/6+ferUPlXcdbUL91Xz2yzab1OQTaEVFrFpt0GusujVDg1YJGgSQYsMWQRkU1iFHXZYzGb8JnfYYPboGVxLebUMoJO4khqSk7iWBa9U6l/H6Y+HhC/Xz02OFKcCxameYrSvFHeX465yHBBjXjEGyklQz7pMCrBoyKQRk4EMCra51TY74vARhx+yGV+FhRxh0OFHKixsc0GHBS3Gk0sFiEmfxUeq+VFHGKvwww43bLPjFj1mULjFBi0GdVi4wsEVFqny4argc1iXw0UqnL8qDFZz66tCxOGQCos4XKAirHK4gM36KyxWYSGb8Vo05rBohcaqLFRloSoLVBmgyqA2PVZhgbrgrbJAhfHYFGJTgEUjDgsZtO/rs3e+/ck9574frggjtjDhCGvN/D6H81U4v02HbDZkseMVHq/QoEX5bDZiMajDYdXChvr01vr07np+yOH8Du2usv113lPj4BoHVrhhm99UEUZsBquwUIUPVViswo3Y9FqT3GqR66v8zQ67tcourzCeCh+s8pFqLlzNb6jwgw6DOgxo0rBBjtr0uE15bRIxswEjO2yQsE1jNhOwmaBNgQa1zik8ZvLHtQyupb1ayqskYI1Yq1NXfnKH++fG6e8Cs+dG56fG5yd7ilP9xWhvKe4px7zlOCwn3XJys5JaaWT7TdJjkoBBuA3aq5MeiwZtFnX4cEUI2Zy/woIVDjUpxKZhhwlWGNhhsRofbPDeGu+vCoMVDq3mtlVyW23a79Aek/bZtK/CgDaDOCxmU0CFC1Xz65zcWocbddhgRYjU8uNVIeBwmMOhDgtUhBGbgWzKY1OAQfgtErXogEP5KjRQ5TwOh1RY2KG9FRaymZUV1uswXoeBHBqxaMimAZtFbBa3ebzG9TosUON9Ng3b7LCT3+bkt9kMYJKrTSpkUojNYRXeZzOwzfhMZtziRxwuYLNDVX6wIgxXcmsdYZ1Jh/QMamSHLQK0SVeFG60Kq6osWOWwKue3uNUmhds0ZFOwRWE2Fa4wYYu+UcusdKi+Cu11KNimQYeFarnhCofbNGBRoEZMWORam/RYJGRRYyYVNgnYJCGTBC0StijcIHCL2+FMv6iR29VUv5QEtRSkZzGd3nAF1GJ03fzUlvn4ofnYhvkpqBiDSnG0nADEFCqlfHJiQEqMKOnVBuEyScjIAgbhMSivSUMW7a1wgaqwqpYbqwobK8KYSUEmAdsM7jBQhQFtFrMY3KIxm0YddqTC76oWdtn8OocNVriQzYZMwudQkMNgFRa1aMhiQg4/VC1sdbgJm0Qcdujymr0KB1VYsMK6bRo1CNgmPQ6FWiRm06BDAxaJWqTLob0ODVU4yGGBCgM7zEiF8dgM6NB+m8YtGrQZ2GEAh0FszmfRkE1jFoPaNOKwPocfqXC4Q8EGud6mvQaJ2GzEYvwmjVoUZlLDNhOy2aBOhgx62GYxh8NtJuiwfocbtIVDSmaNlBgyyA0247dJj8P4KqzPZnwWhdiXywEpv0kFLcrjMH6NPGJmJyo0aFNek8BsGqpyUJXBHBaxKcwgt5rEmEVCFuExCcDIhPQMbpBBg0BMAjQJ0MwgNrPKIDep5N1iIiIn3VoaVrM+nb5y2UU5taOcGC+lthcT60sxr5iCpNSgnPbJGb+cxqXEgJgMqZmIQXpMCrYY1KQQg3CZ9JBG+G3a7/Aj1cL+auF6R9hhMwGbxh0GtmnEYbwWjdi032YCNgM7/OrK9G3V/CaLXe2w4w436NC4ScImAdk0XKFxi/RZ7GBFwCp8pMKttZmQw65yWH+FAR0arNBAhcYdKmCRPpsEbMJrEZBD4w4NmBRsEohFAjYFOhTo0IBNYxYdtmm3TSMmhZgkYFOwTSEWBdgEZGZRi/Jb/FqLgiwacviQndvj8KscdoPFjFlsxGb9Dj9osYM2CVtU0KAjFuuvcGMmPWyQIzaNOSxq06jDwFUWr/E+J7fRyt1tCTea1IhFoRbptQmvReIWFXBY1KH9NoNZbMAkIZsGLWpIJ4+Y1KhDBS0SsimgwiA2G7RpzKSGLHqTSY4YWVxLD+rpcTMzbBIBI4ubBGKSsEkARsZrkZhBjRrEGoW4TU75lIRHTbu09JXF3GJmcznmKSVCxcTKUjxSivWX431iyi1nYDkNSklITuJa1qdnBwwS1AmvToAGARikTyd8JolYNGazIZvf6Ai7LGbEYoctCjYJwCRBk8YcJlBhhxwu5HCDlrDBYgMW49fpzbYwYdPDFomaBGxSPpvCLQIzyKDNj1tU0GFDNhtwGF+FhWwKtEjMoUGHwR0GsSmvRcEWgVmE2yK8JokaJGZkfTYF2bTHpj0m6bEI0CL8FonapNeicJNCLNLnMAGLgkwSM7OQzQ060wdNdmVVGK8KI0Fymk8AACAASURBVBVhdXXmTpvZZXN7nelHnfwtNhOwGNQkPRbls2i/yQxVhLEKP2TTmMPAJoWYJOzQgEPjVS5SFVY67KhJ+i06aDGDJuk3iZBBBG3aZ1GQRfksOujkdhskYhKATXkteo1OXOvQIzY9alGAzQA2Azj0gE6O6ETEJAf1jF9JDqqZ3Qa1zmRW21TEIhCTgEwC07OwSaI2E7TokEpul9N71bRLScNq6soZJTE1Uoz2F2OuUtxbSm0tJVAxDooJj5zG5TQiJ2ElPaplYD0LallQy4JqBtCzHpP0miRkkahN4hYVNNkxJ7/XmbnHFG40yBEjixukzyBBi4YtCjNJ3CBwk/SbdNBkwgY1YvMTNhuxmaBF+U0StwjUIBCTDNjcmEUGLDpgUYjD+G0KtUivRfocxuewQYcbsWifSQZNArYJ0CbcRhYxCNQgUIuCHQZzaK9FgiaBmFncogImAVsEapOISfotOmDRwzYbsdghp3BTde7RSn5fhcErLG7THocGLWrYZrbUCvuqM3fYuT0m4zMIwKLCJhkymdU2i9g0XGERm/GZNGaSoE3BNnVZsn6bGbHZNRYdsCnEpAMGuUrLjNkUblGwRSImiTjCBid/g8nvNSm/RSIGeYtOHrCIUYsctinUon0OjZjMboNA9cywkR3VU4iWCpnZQZMOmyRuEW4z6zaygJGFjCxkkpBJhQ1qXKOOKAmvlvFq6SurCcvJsVLMU4rDYswtJcNSApGSSDnuFlOoGIfkpFdJ43oG0AlYzwAm4zcpQCfcJgmYJGRSmEkiNhuqFEYqubX12dvs2edNdquRDRukTydQg0R0AlUzAZ2I6JmAkfWYBGISQYsK2zTisLhDoxYRsKigQSI2HbZpn02HLWrIzOJGJmwRkEWiFhWwaZ/DhBzaZzNhnVhnEkGTAC0Ss8jL0YDbjM9mAxYNWwRmZlGTwEzSp2cRPY0ZGVhPo3oWMSncpnCTGaoUbqgIe2160KICDusz6YBFoSYZsagxmwUdzucUDlr8hEHgRtZnkLhJR2wKsSjIplGTwk0qYJKwRUIW6b+8WtRhAg477hQO28ItNr/TINcamVUWAZokZpKIRYGOsKZRfMGZftwkUYv0ODRucbda9H6D3G6THosCTTJs0puMLKZnR43MmJb2qamwlgnbzCqLChtZ3EjDJgEaWZ9OoCaBWMyIng1o2UE5uVdJ+tT0lY80YjIoxr3lOCjGvWLCJcYHylFXOTYgJgApAUpxrxRHdQLVsh49C1qMz6BAm8EsOmhSsEn7TBqzGbTCQDaNOeyQlbtFp9boxDqTHDTpMZ1erxI+jQgaBKylIYPwmlmXRV4uQwzZJGRlQTMDmYRPz6BGBrFJxCJgI4MYGdjIBK0saBCYRSEW6bOYsE3hJuU36QmTGTfpoEniFuU3ScSmQw4XtGjEIiGTgMwsoGc9RhZR0z41hahpSMvgBgFbzJDNjFlM2OHW2vSwQcImHbRozKJRmw6YZNggRywaszm/k9tscaMGCWuZgEH4dXKdTqzU0349O2iQoJ4NGtm1JhGwyZBDIw4LOTRgMyGHn7D4Q07+MYveZhA7jSxi0qMOv8Ek/Ta/pTJ91M7v1rI+LY1bFGDRIw67RacOaOkJK9Nv0X6LHrKogEGsVFKr1NSQnl1jEGssasIicSOLGASsZwAtherZoEH5DSqiZ2GdRBVil5TYJaeurCYsR+FSbKAUd5Xj7lLcV5pyl6IDYqxfivXLSVCKe8RESEkjWsZl0qjF4AbpMSmfSQYNAtIzXoOAbAazKdQgQZNGDWZYp0a0jF/PjBhkxKBXySlMTYJaGtHTgJGFDMJjUSGLCRgEapJhi15tkiGTDBvEiEmMaClMT6FGBjEzqJnBjAxiELjFREzKb1Ehiwia1LBNj9j8Jpsbu5x+9KzPJMI2HbQpzCIgk8BMwqunQS2NqGm/nkG0NGxkAhY9ZNCDFrvWzt/gTD9cye0zKdgkUZPALRq3qIBBBI3MSotCLNpvMatNwqdnQ0p6g5ZZqxEjRhbTU349G9azqJbZqKVxLY0YmYhFohaFWiRikLiUiNh0xGZvcIS9Jr3JoEYtKuKw642sz8nvMPldehZWMwGdCOuE1yQQmxp36HVa+oCe2WERiE3hNoVZ5IhBhtTUOi0d1sl1JjFoEkGD8BmET88GtDSiZzE961NTPiML6wSiE2Ma9aCYuPK/NMWorzjlLkU9pRhQiqOlKFCOA2JsoBx1y0lUirnlBKilQS2L6VnUpCGTxLQsrJOQQQb1NGBkYCMDGlmvSYAW7TfZ1RoxpqUQPQ0bhN8kcC0N6xlQz4a0JKqnXRYzWMltd/hdJh1xuFVO7lqL3+HwKyu56yx2nZbx62mfkUGNNKBnAJMMm2TQoIYN0m9kAyYZsoiQSUYsKmSQuEWOmNlVehY3sgEjC5tEwCARI4vqaVDPQFoK0FKwlsH1jM/IDprUmE5tMdmd1dm7asWnnekHDSJkZBGDGDayYTPj1lOgltpoZmGTwI3MuJKc0DI71PRqLT2qJj1KMqQkV2npETWzRcsMGWmXlkSMLKZnfSbht6mQRUcMMmAzgzY74bBjFhkysmv09JhJIBbtq+S2GVRES4FaCjNJv0kNaxmfmgSMLGqkR43sYY04ZmTDZtZjZsNG1q8mBpUEqmX8esZnEkMGETQITEkHlSSsZwMGgelZv54B1RSqp4ct7qCUOXmlUmN4acpdnHKXoq5SzFOOw6UpTznmLcdAKQZIibCacCkJr5pGdQI2SUinhg0C1rOISfj1DKinQD0NmgRokrhJBE0qpKUDWhrT06Cewsys30jjegoyMkEtjZpZyKLDjrDRzh2t5G+vTh90+JUWs8bhJ6rTu2xutUEMGinESKNaGtIziEn6DSqgE34jA2jpoJGFzKzPJHAjAxkZr5nFzUzYIIIGtcogAiY1ZJKQkQG1NKylcTWFqilYSwf0bFAngiY1ahBhk17l5HZUZu91cocsckgnMJ0Y1bMjegbU0j41Na6nBo10UM1sU1PjegrRs7CWHVRSY1JivZqI6BlcJ4Jq2q8mcC05aKYBK+uxqYBDjZhEyMxGTHLMIIIWt90kwnIMUdNr1MwGkxg2iBE9i+lpQE8ienZQz/q1DKImcDUJGGnczIQ04piavlFPeIy0T0/hSnRUi/u0NKKmB41sxCKHTSIoJ0PlKCglR/Ws38gCahJSkgEliRtESGceuzKnJkLFKag46SlOekpRqJwIlqJQaQooT0HlKUBKhOWoR4q51RSiEUE15VaToJYK6BlMS+B6CtISXj0NGVnEzGIGMagTfj2LahlES3m1hFdLgGYW0lOIkcENEjOIiJbG9Axo0jts7jqb22SxqwwiYDGjNh22SL+RAdWYW08CWhLRU7CRRvU0riVBNQHqCUxLAHoKNdKokQL1pEtLInoKMzI+ixoyyIhJhU0C11OolgwqSURNgVoS1JOokcV0EjEIxKSGLXbC4rY708cqM49a9Hot49OyfjUFqilIy/iMNKQmxpTkDjWJKwmXmgC1tFfNrFFSu5XUsJoJqBlMywR1Yo2eDqupjXoa01KAGvdoCczI+Ix0SE+hWho3yEGTHFXTYTUFqZmtenpITUfUdEhPebUUoqZ8agrS07CaRJQErCQgPeXWk7Cavl5N3agnUT3pkaMhORrRkgEtHdBSiJaE9RQmJ3A5ASpJn55BtJRHiXmUBKQmYDXp1cmt/6NU3/x5bO4neP4nb3ESLMWg+XOuuR+9xfPA/DmgPIVJk/1SzK0kIS3j1zIhNYFo2TEtjaspn5bE1SSoZ1A9g5oErhN+PetXL+9KoFrCo8ZhNQGrcVRLBbQUbqRRPQWrSVBJgnoqaGX8ZhY3sn6LwE0iaKRgNQHIU6Aa86pJRE/7tCSmpTA1CalxQI3BWhLSk4CeAPSUV0961DiqJSEjHTCzIZMcMki/kQbVBKLEhrQkoiZALQGoCY+WChhEQE+BBjFqsZsNatjm1jvCtSa9ScuuVJKIEoeUhFdNYlrKqyYH5eRuNQnJ8cBlucuJG/VUxKQndHa3Ru3SiI0mu9fMjmjpHSY5bpCrtaRPTeByIqJnBk1iyCBWGeQGk5rQMsN6GpMT42Jis5wYVhKr1AQixTAp6pMnPeIkrCQgLQWpqYia9itxSEvAWuaQktitxELi1KA0FVSimJaAlQSiJke0dEBJ+JQ4pCZAJT5QnvSUz8NqAlYSXiUBSlHof6AG534C5s55iueh+anQ/KR/7of+C2fdcz8OlM6jUjwoRT1yAlJTuBz3qemwmgyqaVxPB01iUM/4tBSipVEtCelZXEujWhJVkz4t5ZNjPjUOqKnL7BE9ietJSE96tQSgJXAtdbnTUSPl1VOInvbryYCewNQ4psZRNQGqcUDLhk12t0FsUONBNeFXE0E1E9FSuJb0q6mAloTUuEdNeLVkQE8FzGxAzwS0NK4mfXIsoCYQJYFocUiJe9QUqqVDagpX4l417tFSmEWvNuiVWiqgpXxyFFNiiJqA1URISwBqakJJTOjEKiMzpGX8ahyX4tvUBKhn3Law35n7yJl+xRJu07NDWmq9lsKNTEhL4f9142zE5ibswsM6d7eeWaslRvSMX45H5NiYlNgoJ8LFqeDMWZD7Asp9ARa+QZSYW4m7tMywRmyWokFxElaTa+XEVjm2Q5pcI02uk6cAeQqSo7gSDygJUJqC5CgkxQBx0luadJcnUTnmVWIeOYYVz6NXQC1FI3PnBuZ+6L/wg2fuJ+TCj94LP3jmz8PFH93lqaASh5QUriZQNYHJMUyKwnIMURKomsL1NK6lYC0FqklAiYNaEtaSoJYEtVRITQ4qqYCW9qupkJLEtBSspUE1DiiJiJryq0m/moLUJKDGITkGqglYTQTVeFhLhtU4psa8ahxQU6iWjhj0DUZmnZYKq0mflgip8aCagNUEpMQRLQHoSY8SA9U4pibDeiogxzAl6dfSgBIH5FhEiYWUWEiJh5RkRE34lASoJCA1CahJXCO36sR6OQrKCVyMjqlJXE0gSnxYS2JKfExLT+jZsEkGdWJISUJibIsSR7Skx8j4qzPHGuI3ztyXBnu7ltmsJhE9CWkJrxKFtcSIlt5qkCMms9tgdujkZi27V0uF1MswYj4xvqkU2z93Llj8CZYmIXnKK07C4iSkxHGD2mNwx+R4RIoFxdgW8fyEMonI0Y1ybKM0NSJP4vKUV455xckBcRKQoqASg8uTwfJ5SDwPXDjrFs+j8+eufEszPzk4813/zLf9hW/6p7+DZr5HCl/3zXyHzf2IiFOoGPVKcUSOwVLcI8UA8bxXmoKlGC7HMDmKyjG/kkDUBKQmMCURVOKAHAPkKCLHUCkRlBLjUiKgpIJqClOSfjk+KCcjcgyV4z41gchRrxzFpahPimJyFJCjmBLzyVFIjnqVKa+WgtSUT8+uVrOr5RiuRFElCitToBIFlBikREE1CqkxWJ5ClDiuxCA5jpd/CpbOjavxsBwNy7HNcjQiRQNyDJXimBT1yVFUiWNaGtUyYZ3eqyYCcgwR44g4NaLGvfKUV4kOKrExeWpQTW1Tk4MGOW4QK7U0LE5tk6OIFkfV1KBBDJvMZlN4zCy8rGUm1ASkRgNawq8mMCUGylNDWhxX46CW8inxQSW9TUuvVGK4FB+WorgYHxdT10qJYTmGKTFUmoLLk0FxKqwkxw3mVmfmJS27X5oKlKPXlqe2F8/tEKeCUnSDPBmWY2uk6JA4GRJ/goo/ucvnITkRkib9cz+As2fR/FfeubOeuR/g/1Hq1gvf9V44OzDzHZD/Gpz5Bpz9Bpz/zlP+3iP/2Cudc0lTgBKF5BikJjElhktTsBKF5fOQPAkrU7AeB7V4UE8gWsKlJkA17lOikBL3KFFES/iUOKhmx7RUWE9CegrX0wGDXKOnI3oqoCUDasyjRmElFlSiiBKDtBigxWA1DqtRSEugemZUTa6VktvEyVF5ElKioBKFlKhXiWFKNKhMYWp8UImOytGIkhhV0lvV1ISSWK9EI0o0KE+uVqKIGgWVKUiOokocURMBLYaoMVBNBHRqk5oKq8mwGB+RpkblmEeaAqTJYWlyjXQelqLr5NgaLYWpcVSJ+aToLjkWUFMBNRVSE4ASdatx3GDu0Mj9UhSXJ0ElBklTbmXKJU+ByqRHmYKlKCJNovIkpiX8cswvTkbEKVic9JUnA+IULJ7H5WhAmsTFyYAcheWYX4qH5cRGJbW5fD5cntwpng+LUyvFqX1idFSKh5X0Xo06qdLH5dS1pckxKTGiZHcp1O0ycUTK3j7zPX7hx+FS7MrfV6c+Xp18f0X6Q0/2E3/qg4HUX93ERyjxQX/2vT7qw37+U5D5p4f9DMx/DeW/wvgvfNyXSO4rMPclmv/cw33u5j/38p+BM195Zr51zXwLzHwHTH8DzHznKXzjIT9FC9/BMz/4Ct/7899C+W+R/Pf+wo8j+e98Mz9ECt/ic2eB+bO++bO++R8icz+gc98hF74LzH8/NPfD8OzZ0eK5IXFqy9y5TRfO7S6dHyr/6L/wnX/urE86H5Emw/M/riz9tLl0brUyGdSjuJpYqSWG5ClQPg8q5/HSj+MXvoVKPyLiT/j8j1j5J788iYnnACWKKfGInvDZ5JCZHpGjo1o8aCRhPenT4quVyYgahZTJQSW2y0yiTsZrxgbNxGonFbRT3hrlqxGwkwIaBFQngPb09fX8QTMJORnAToEVAqwSUCXjcZJYJeV1kp5a2l3LeGtZoJJGKlnATkFWCnNSaC0LVjKgnfKZcZcZd9spxEp67bTPyeJ2GraSK40oasQAI7XOSO3U4n4tEXGojRVmvUOttjIjVnbQodZWhJvrhWNVbr9NrqoKByvsjiugjgZDEQwc8sOjQWzNEDoSgoJY3xDuDiCuADwwhPeF0T4f1DcWcg1hPbh3RRgbGPb1DPt6I+iyENIThPsjaP8wtmIQWTaMLR3ClgxjS4fwZX5oGezuG/H1r464Qmj/oG8gjA6MhaGxIDAWBEf8ngjauzLYs3bQvXUlsH0VtHklsnUlsnnMt2VlYPsafMMosnkM2jvhu26Tf98GfNsaz5bx/o2j0OaV4HWbwes2eTcMe9cP9m5b2btvw4obNi3ds75/94Rr1/r+Pet79m9x37YvvGXMvXsC3L3OtWnUs2c9vH+zd98G16Fd4KHd6K07gTuu9d66B7xrP3bndfDBnQMHdw0cuzlyz4HgwZ39N23vO3rD4EOHBx+82X3qkO/kLdhjd/ifOoo+fTfwzFHv88egZ+7xPHdf34sngA9fOvDxS9tfPQm/eP/AKye9Z44PnDnmev6Y59l73M/c7Xr+voFn7x04c7/rtYegl0+Az9yLvPBA8IX74TPHwWfvdb9yKvT6Sc/bj4NvnwbfPQ289yT0/pPAh38A/vHC6D9fwM6+Gfzmde83b0789O6+8++Mfv0a/M8z6MfPIh/8Af3kDPruk953n4Leexp7+3Hw/Wfx954f/uDZK6sJn3/4qYfuuP/hO449dvvxR2++9+j6A/dM3HRk242Hr7/ptgMH7rntyD23Hb7z0KGbr7vh6OHb7rvzjqOHb33g3ntvufHmuw7fdsO+62676eaHHzj+wL33njp+/MSxYw/ce+/xe+49ft99x++959T995+8//5Tx48/fPz4IycefOCeex4/eeKh4/c9cerUifvvf+DY/SfvP/7Q/Q88eO+x+++578SxBx64+577jx6954677r3z7rtvv+ueO+6649bbjx6568gthw9cf/DmGw/ddvDIoZsO7921f8e2vfv3Xb9n17V7d+/fuW3fts27tmzaNbFu66aJnevWbp1Yt2Xf7v2rV25Yv2bz9i27dm7ds2nDjj079t9y4Pa9O/ZvntixYe2WseF1YyMT2zbsXjU6EQqOR0IrV41MrFu1GcMiocDY2PDq1SsncHxkZHCN3zeCY8MYOgxBQ15P0DUQ6OvF+vpw14APhwMhfBhHhlx92IrlwLKlQM9yZPkycMkSoGcF3N+H9vRgy5bBvSuQ/j68r8/ncYUWLXIvWQr09qC9K+ClS4Ali1zLlnr6e+GBXrh3BdC7zAO5UciDox6gd1lPz7IliNe9emTM3edatqh3yaLeq3+3YvE1PVf9fsXVV/Vec1XvVb/vWXzNwO9+33P17/qugPryvQ++dPCef939lPDYe3++6eRz+++i3vzg4NadD9979027d52449B9tx48cmD/rddfd/TggQfvOvT6s4+d/+yv29evf+v50/u2b9uzeeO5f73bUthLRm5BZTua0NW5rs53ZPqSWbho5n+xcr86+Ys621HIBY29qHM/m/lfnPzPZu5ng79kcpeM3M+W8LOVu2TyCxrT1bhLJn9R5362+K7KtVWurbALeq6rC22V7xiFrjHd1vNtTWgpXLVINCS2rfJtlWurbEth6grvlEh9Nm3OZY0LKfNCwi6mzQuZmkg0Za5apqoiXRHpisiYc1mlkDIuZMzZtDGblvJxkY8qhaQxm1byyXn2/Bw9NU+dn6fOl7jYNPljPnuejX9PnP+KOP8lG/+eTZyl42ezk19TU99QU19lfvos9cOnqR/+Gf/2k6kvP5768pP0D58mvv80cfbTqa///vyDTz10x/Gpbz79/tMPf/jsox+/+Oibf77/9d/f++Jvf/76k3e//sf7X3z0ly/+9s4XH73/5Ufvff63dz98+4333njh/Tef++ubz37xt7eef/KxU8fvO3n8vocfOPbIA8cfPfHAwyceePiB40+cevCxEw889cippx45dQVUdADZj0+8uvEu4q43nt16x+njxwrJ79eOjb/29GMHr72ud3lvf0//xjVrnnvs1MZ1a373u6ueffSB1595POwL3X7TgfUrV68dX/XRn1+15rOVIlEtZqrzmXqZaJTJajHblNmmRLcVuq1ybZlpyVRbZS+ZhZ+twoLOdlW2q/EdlesoXFflWhLV0di2wrREoi0TXZXpatyCLrQVuqsxP1u5n618V891jdxFM3/Jmu6oXEOia6VsR+W6KtdRma7GXbLyP9uFrp5riHTXyF00c22F6WjsgsZ3Na6r5RaM3CVr+md75pI1c9HMLRjCRVPoaNyCxl40+LbKLBj8r9XZX+zpjsq1ZLar8peswr+rs79VZi6Z+a4qXLzcADP/i134tTL9W+3CvyszF03+F0v4xcr9auUuqtwlI3fJEC7p/C9W/tfKzM9mfuqjL//x8nu/2DO/OoVfnenfKrP/qc3/pzb/W2Xm31bhks5fMoR/W4VfnelLZuG3ytxvzux/Khf+bRX+bQi/Wvlf7dlf7Au/Vef/U5v/rXrht+qF3yqzv5iFi5rwqzPzn8rsv+3CFVC3hCbWomN/2HSEuuutF3befev+a7/7+E9rRsafeeTB2w4c2Lh2g6sfGBscGgwEelf0jQyN7tq84Zbr9kQCoYg/uHHNurOffaAWEmohXpknnLmMPZusFTN1kayVsi2FaStcS+baCt/VhP8KTuU6Gt8QyaZId1Who7Bdhe0qXEumGyLVKBONcqZRJhd0oaPxF/VcV2e7GnPREH62p7tGvlam6xK7YBTaMtuS6Y7KXY6Mtsq2Vb6j8V2N72p8U+JaCt9SmJbCtGSmowstVegY+bbGd7V8V8+1FKal0B2NbylMR+U7CrugCwtGrikzXT2/YBS6ulATGXuO7Or5i0bhojldKzO1EvXfK8t8S2Y6Kt/Vcl1NaCtcR+UuGflLRm5B5Tsy15KYlkS3ZKYlc9V5SqbTZSreKDP1Mt1S2LbCd9TcgjHdUvi2wjlz2eo80ZK5lsI1JbYlcZUL2UaJrF5INUtEs0x2ZK6tCA2JX9DzCxrfkdmOwrVlri2zbZltSExTpK+A+tMHHz/3+OPf/O19nUrFPv/0wbuPPvvYw88+/vBTD594/63XfvrqHx/9+Y0/v3bm9Knjp089+MO/Pnzu8UfePPOH81998sgDx9959Uxb5mololJMVctUdZ6sFYlaiawUiWqRqItUS2YbItWUmI6aW9DzC5rQlKi2zNRLdFOi2wrXkui2wrYVriWzHYVtSnRLYS9Z0wu60JLZjsp3VLarsV2Vv2ROXzKn24rQ0fIdNdcoU22F6Wq5lszUimRbZjqq0JT5jip0VKGt5Joy11bYlkw3ZaqlcB01t2Dmu3ruop7raHxbZZsS1RCplkx3VLajcF1NWDBybUVoSNyCMd3VhJYqVMtcU+YXjHxbyzdFtl5mWjK7oPBdLddR+a7Cd1W+owgdReiq/EU9v6Bzlwyhq/L1EtmSmZZMN0S6ViQ6CtvV+HqJLGamdCFbL3H1EtMoc20ld9EotFW+IdJtmf9vuEiCc4GqF6naPNEsU22J7ahCWxVaitBW+ItGvqvmWjLfEOmOxrcktl6mm+UroVp5QstntEJGn81URaajFZx5ulqimxK3oE83RKat8guXRaDnuhq/oOW6ev6SUVgwphsiW5kj6mWqIbL1MtUQ6YbINCWuXqbqIl0rk/UyWS2RDZnp6rmOJrQVrilSzTLZKpONMtWW2Y7CdVWhq/7/wBcW9MvuKrRk/qJZWDByHYXpKGxHFRa0/IImdDWhJbGNMt0QmY4mNCWmKbENkW4rXFsTWirXUrm2wjckZsHIt2S6rTBNmWlITEfLdfXcglHoGvmmxDbKTL1EXm5DS2YaIt1SuQWj0JTYBSPf1YS2lmsouY5RaGu5aomuzJN1kemowoIuLGjCRaPQUfiOzHVkvi1zHYlbUIQFLd9RhbbGN0S6KTGNMl0vkXWRbkp0W2YbMmPNENYsVSnS9TJvz7H1IregF9qy0BSZlsg1Zb4l821ZqBaZliS0Zb4jsx2Z66pCW+G7Wr6l5CvzpDlLdLR8U2I6Kt9V+XqJbv2PUiUypuWTxnTGmSOaEtvV8201VyszDZGpi7Qxm7bnKWeesC5kq0WqlghVhAAAIABJREFULtINkamLTK1IdbVcV8u3FaGl8rUSXS9RNZGuFslqiWyUqabENMpMrUQ1JLZj5Du60FK4psTUS0S9RDTLZF2k6yWqKdEdmenIXEtmOhrXUbkFo9DV810t35S4rp5rqXxTZtsy25SYtiJ0tVxb4ZsiWyvRdZFtylxDYhsi15K5hsg2JKah8E2FbytCU2S7er6rCS2V6+q5tsp39MJFa6arT3eNwuXj2xLX1fiunmsrfEth26rQ1fN1kW1cPlfPNWV+QS+0VaEhcW1FaCtCRxM6mrCgCxf1/GWDaSt8W+a6Sm5By7fLXL1A1fJEc55qimxL4toy15QuRzzVlNmWwre1/OVtW813lFxH4SsXSJVNmnmiUeZaEtcSefsC0SizLZFtl6iORLcVtiEyLZnvKEJT5oyZbLXItFWhowhdhauXyPb/QBXZmJZPGjMZmY8Lsa/JHz/npr6254hamXHmCGeetOcpa44wZ9OVeapWoqolyp4jnTlC5CZnkl9Pp76S+MlKkayVmUaZdS6Q1SJVK1H1ElMrU7UiXS8zHVVoq3yjzNTLVL1M10W6XmbqIl0tEo0y1ZLYpsw2RLalCB1NWDAKF42ZpshdTmBtletqQkfh2wrXVvm2KrTVXFsRWjIvclPWbLopsw2JaclsRxUWjEJXLyzo0wtG4aIx3ZT5jpZrabmOxrcU3pknGhLTVnMtJXc5Aupluq0IXaOwoOe7utBShZbMd7VcvcS01VzXKLQUoS7zNZHt6IUFrdBRc21VuGxFbZlrikyjTDdFuikxbYnpaLm2wjdmyE6OWRD5epFuyfzlNFkvMw2RrpXppix0lHxLzjWVfFMWWjLfVnMtma8VWWuaqpfYliQ0Jb5eZtsyX5vLNuaJlki1JLatCG1Z6KpCS+LqEt9S8m0111FzXYVtlul6kblSqXxCL6St2czHb782PjiCI7gfwX/6/INfnLm2kq8WaX06bc5maqXLnV7oavlamVdzqev37ES8QADDbty7S5/OdPV8SxGcedKey1bmqa5a6Gr5S9bsRWO6rQi1MlOdpy7q+XqZbZSYlsQ2JaZWolsyd8mcuWROX7Jnf6sWLxozC/rMgl6wL5DWHFEX2Y7GLRi5i3quq/FdPd9Wci1F+NW5MPnFJ6uHR04ePdIQ2a5e6OqFrlbo6tO/1cq/OPNdfbqjFRoSf9G88EulaM5mv/7g7ZdPP3Lzvt2vPfOoOUtUS0xb4S+a0x1tuqXkmgpfK1ESO9lSuEvWbEcrXM5hHTVfk7iaxHW0woKe76i5rlZoK0K1RFXmyYZIdeTLAxauLTJNkWnKXOUCce6Dt5Nf/q1aJGtFsl6iayW6WqKrJapaojpa4aI529YKTTXfUnJtTega0x0135ZzjRLbEPmWkm/KQk3kumqudiFTmyc6MteS2JbEtiWmLbNNSajM010t35D4liI0RdqaTjdKVyq1SEXVXELLJ957/cXBwFBPz8DSpSvuPHTjn144/fWHfxTZmD6dKdHnJz//4IM3XvzjmdOfvfd6kTonsrFNa9dDHhgGsVVj4+c+++sHbzz75QdvykK8LnFqLhH/+qO///nlT95+JfHt3515qlpmZSHx4RtnHrjz8PE7Dv3hkfv/+ZdXL2R+0AupxDefvPfac6898/hfXz9TpKf+XSm2lFytzLW16ZYiNCTmsjo7/1UY15A4azb9/d8/COHhfdt20JNfpr7/J3P+y9n0D2V6KvnNx/nkty1FaGnTHWNGK2RyibNff/TO7i3b7r/9SNg/uGvLNq2QnqPOf//3d/717uuJrz+qlZiWkot+9mHss79eyH4n8VMNkS5mf5zN/HC5JXWJ7+rTxkxG5GP1MnPRnKmJfEsW2jJXuZCWuagzl11QhV/Mmf/UisQPnw/h4Wu37VCEeFNkWhLflNiuJjRkrlKkGpLQUgstNddUci1FaEhsWxXaitCUhabEt+RcS8p11HxTKXS16WaZbZbotsQ2ylSzTDWKZKNEthW+XuZasrCgFZpyriFytXmqKV6p1DKXUPNJtZB6+4VnfYjPNeDt73f39vQvWrwM8ACH9+89//kHh/df60OwgT73QK8Lh9Hdmzd89eFbOzdvRiHMhwVGI4NDwbB7wAu6vffffujcv97bs2Wj1+1Zsbxn+bIeyOO999YbS/Tky08+smzJ8sXXLO1Z3tezfGDZ4uW7Nm3cs3mjp9+1YlnPsiU9y5YsXz0yeO5ff+2ohUqRrhbpusTXymxD5FqS0FZzTYlrSoKaTx85cOCOm25cM7Z254aNuzZvDqCBIX9o/djYljVrMQgZDYVfefoRZ5767N3X927dNhQejATCEAAjIBpEA8duO5L5/rNrd+xAAaR3RZ9nYODw9XtmMmdffvKRtSNjm1ev3r5+7d23XD8xPrZqeOjJB+6doyZLzNRrf3hs79ZNa0ZG9m3f/Le3XqiW+RITfebUsSPXX7drw8abdu86dfS2f/z5lbN/f+cf77y+Zd3mwwduLCTP/uPPr5w+cd+Jo0eee+SB7z59x76QrZXYWkkwZrI1kWvIfF3iGiJXLdINiauLXFPONcpcS8rVRaGlFpoSX50ja/NUvUg3y8zlkV2jTLckvqXkWrJQL3OVItOScy05dwVUOZcWuZgkJN577aXRwfHB0DCC+Ht63b29A729ruXLevZs2dTbM9DX5+7vG1i2bEVf78CKZb17t23ZsHqtZ8DjGXCjMB70hdwub29vP+iFt61ff/XVS/v63G434HEDvT1911y9+JmT9+/dtu2aRUu9LgABkJN3Hz2wb9/jp04hEO71QDCIet3gQL9n6dKe7Rs3lJiYPUsZM9lqia2X+YbI1yW+pQh1kauVWEVIb10z0buif6BvYCQ8vGZsjdcNAR4E8MCuPsDrAtz9XtgD3XXwBh+C9fW6e3r6Vyzr8wwAEIB43eDuTVtO3XV016atASyweNHSRdcs+T//5/8e2r/n1H1He5b3Ay6or8d19VVLly5ZvmzpimVLVpy8+/ajh25y93uWLF7e2zvQ0+vqWbbinZefef6xh9z9oKsfHOj34lhg+TLX2rE1G1avC/uCI+HhiZVrtqxd7+71LF/a39fj7u/zIgD84mMnzBlKn6XkfMaaYyoltqHwTZmvluiGJFSKTK3MVUtMdZ6plYWamKuXmOocWS8x9TJdK5L1MlMv0U2RaYhM57J7q/lGma6WuMr8lfarTRMyn1By6Xdfe2V8cFXIF4Ig/OCBG9esXDXQ7x4Y8Pgx/0P33/fQsXuv37vb4/H09/XBIBwJBCO+YH9P37Klyzevn3j9+Wf8WMDjBlwuz74dO0/ce/TBu+/ctHad1w0O9LmWLF52w55d777+Corgrj4P4kVWjwzfdcuNqe8/f/25Z47fefv+HbtQGAM8EOhFQr5Q9sevquWcNk3Yc0xDydcloS7nqiWmWmJqZU4SMru2bENhzDPgGQkPjg+OQF4Y8sATq9e98NST/42PPnd/r2tgwO0Z8GKIb+O6TTCAQADicYOAG4S9sB/xjQ+P3XbzoWt37ds6sW3rxJabrt3rGQBQEPe6oaNHbh8eHO7vc61Y0TcYGkRhdMXy3kWLl2zftPH6fXt+f9Wi8eGhm6+9DoN8OIKDXvjwTTc8fvLEVx//ddeW7YAHRUAsiIdhEB0ZGh0fHgv7w2F/xOuGR8OD2XOfGxdodZqyi1xdFhpyrinnqmXGukA6xcssOWeeMWeJRplvlJhGia6XWGeerhXphsg2RLYpcU1ZWNCn22quJrIdRWhJXKV4JVR1mjRmSX2GfOe1lwaDwwMD3r4+98P33rVj8+be3oGenv7RwaFbD1zrRzEMQQEP4Bpwe1yesD80FI64BzyuAfeW9RMf/vEVP+p3u7yuAc8jx47efN2eoM8HeIH+/oHenr7Fi5fu3bH9b3966YkTx27Ytw+DMbcLXLp4+cHrdt19642A24NCCAwirn6Pu98b8Ye5+I/WHG3MUjWRr8u8XkiZ09lKkbUvkM4cVWYS2zdtgb0IDqFDwcGh0CAKIIgX3rl529ef/DXkiwAeyOOGPG7I7Qb6+1wjkeG/v/Nm0BeAvLDH5XW5PF4PCHigSCD8ylOPHT9y28unTz996uGb9l2HgijogUAv+Pnf/rJvx47+3gHXgCfoCw2FIn29/T0rel39AxAEA1545cj4+2+9tn3jVhREI/4wDuPrx8c/fPOFa7dvRwAcAfBVIyvfeO6pPzz0wH1HbokEIkEs7EeDOOz74sM/azOkNcfUZaFS5v6/A1XnGWuOaSmFlpKvSzmnyFZLfOVCtjKTqZfplpyrl9nLUBsi15SFliw0JK6l5poK3yjTDZG90n4LWXWG0C/Qf3n1xaA/7PXAbpd3oN/V2+tasaJv+Yr+VaMrVyzvveaaxdfv3jk2NAwBCOABMQgL4gGPy9vb07dh7bq/vvVyAPd73QAEwMOhyIrl/e4B4Kb917kG3D09vStW9I1EBj39A2EffuOenTAAeT1gz4rexYuWXnP1okWLlu7Ztm3VyKhrwOtxAQHMT099Z83R+eQ5e56x5mlZSGjCVK3MOkXGukCJbGLz2glXv8fd7wligXAgAnogyAvu3Lzl7+/+MewLQ14EgdCx4XEYxFwDXq8bGBsaAgEIdEMD/R4AgGEQhUHU4/LCXsgH+6/dvvvRY8eO33knBuMoiPkx30dvv7Jz86benj7XgMePBYaCQ/19A329A67+gacfefDjv7x+8p6jTz10/KmT958+eTzkC0X8kf5eVwjzrRtbFcSCPtQ/PjR+YNcO74AnHBgciYziiH98aOXuLTuj336mX2D0Wcop8/Y86xTpqsjURb5SZOuS0DZmW+p0U87XRKEmCrUSW5sj6yLXlIRakW5IfEMSWkquUmLrIttScm21UC8x1Tnif2eUlAIhF7LqLPXHl59390G9Pa4lS3qWLutbsrTHNeC949bDn37w7lBwqGd5n8flWb58xdKlKxYtWuYZ8EBe6OqrF1911eLN6ze89/qLfb0DixYtW750xejw+IoVfcuW9XjdnkWLly66Zunvfn/1+PDorq07vG7oqquWXHPNksWLl0Fe+ImHTq0cHb/qd4v6ewb6ewZ6V/QvW9KDIxhx/mt7npFzKXOGtObZmiTURP7yndfKnMgn14yPe1xerxvwoX7QDS1f2tOzvG/TmnUfvvUqDCC9K1w9y/tPnzx56IabBgaAvh7X0qU9vb2unuW9ixctvWHvvjsO3bpied/SxcsBF4AA6J7N2z9++42Xn35iKDiMQDjkhd848/TGdesWLV529TVLxodHb73p4IrlvcuWrVi+bDkKgX4MgwG0d3nf4kWLN65ZDXgAV7/L6wYDWHAoOBTxhYZDQxiIu/oABET37961f9ee8aGxsD8yOjiSPPu5Pksb85xd5KwiY81TdpGpFLmGlG+q0y11pqXN1Mo5p8jWRKEp5y6PkqpFulqmqyJbKXMNKVcpsi0l31LylSJTL/O1EtOU+SugVqW8VWSdEkNFv3/jzJlXnn/2jRfPvPnSmb+88erUd1+01OmL5oXot5899egjr5555g9PPPrEwycfO/XgK889/cozTz128sHTp0588s4f2dh3Tz508olTD55+6ETs+8+feeKxWw8ePP3ow8fuvvvwwYOHbr75wz+9bsxSsW//9c7rLz/16MMv/OHJ+NkvL9klKnru+SdP/+nlF99+9eXnTj/+6ImTb7/6clOd/rUmXrJLC3bpoj3fteYWrOKCOdtWpy+aF2qicPrhh+44fOT+o3c/euLEyWPHDt5ww6EDNz//5BPxs1/cceuRWw7cfPjg4eQPX8n57B9fffmB++675aabbzlw8Ibrrt+xZfu7r79kF7l33njl4A03XLdzz9HDR77/10d1kX/ntZe2b9q2a/vOG/Zd9/2nH91z5PZV46vWrFxz8t57uOSP9915x2Bo0OMBXQOe9Wsm/vL6yy8/9/S2zVtRCIcABPBAI8Njrz3/3Ka1G119HlevZ8v6TYdvviWABjAYD+FhVz+0Ylk/4EF++uLvTomzinxVylVEwSlxNZE3ZomGVGiqMy11pqXO1KV8tcTXxVxDFmoltjJP1Ut0S/mv63a1QlvNt7V8UxbqotCU+IbEtf7Hfl95+tEzT5x67rETZ06feuuFp//44lN/PPPkW88/+fqzT/zpxSdfeurkC0+ceOv5x9964cm3Xnjqjeee+NMLT7790lN/evHJP71w+o8vPP3mc0+8deaJl5966I1nH3/j2cdff/axt86c/vNLT7955on333juTy//4c8vP/3ea8+/9+ozf3rh9F9efPL91575y0t/ePfVZ9999Zm3nnvi/3HtVt9xZVu651OPW/eck+Bkp9mWLcnikCIUzCRmtmTLzLYoIjbvQDGYmSRFbIYAgcVsS7IkM2Rmnaq6fbtHj9H/RD9Uv/g8ruff+uac37fm6sJd1zuwhwMdNzrwgQB6s8v37Fb33R7v/V7vrW7f3R7f/V7fg17/3V7P3R73nW7P4xtdT2710I9vPrvd8/h61/3+jsc3up/e6n12u/fpzR7ifv+zmz3PbvVRD6/Tj6+TDwaoRzeI+9cG7/QSD67Tj26EHlzjnt5mHt8YvN39+Ebn8L3eyPD9GPEwPHgndG9g6O5A6OEN5sntUepJlHhEPr45dP+aGHo4wQ+NsEN3+ru7fe6bPR3Uk3tjXHB+VJiM8g+u9/f48J6AN0oOrsyM9XR2uhxgy9XmOwP9IxzpRZDegLc74HM2NTVfvuxsaR4X6bXZsVfzE68Wp7YWJzcXxl8tTm4sTrx7OfNxbf7N8vSblZn1hYmNxefvVmc/rC28X53bmo+tzYgvZ6LrC89X5qZm5+bfv1r8vLH0bn3+7cu5d6tzr1dmVufGvoL6+67Ebb/s+/6Xff/4ce+27Qe++3nv37ft+PuPO/+x7ff/+c1Pf/vut3/75uf/8Y8f/vbtT998/8u2n3Z8/9Pv33//y7ff/vTN9z9/8+0P33z703ff//xvf9/2t3/8+Pe/f/9vf/v22+9//ea7n779/sdvvv3h2+9/+H7bjz/+8PMP3//43XfbvvnHN99/9+P323757rufvvvHtr/929//7f/4Hz9+/+Pu337/x//82zd/+9v33277YdsP3/3jmx9/+PGHbT/9su3H7T/v2P7L79u+++6Hb7/96fttP//ww0/btm3/cdv2H3/c8cuvv/70y45ft+/+bfvOX3/b/vNvv//yy97fd+7d/vu+HTv2bd/+208//bzt+10//7T9x23bf/ph16+/7Nn+646ff/r1hx9+/u775MNpCYkpiQcT4/fs27/jt/2/bz+wa2fCvgMJe/ce2LNHIZFkpaXu273r0L49xXZbRkpKZlqa3WDI0euNSmWu0ajIkioypdL09Kz0ZGl6mjwjPVuaLc2UZkqysrOkiqxMmUSiV6vNeoPNaLQZ9EadQW+wyKRKSXpmdpZMp9ZlyxRyhUaq0Gdnq1UavVap0mq0arVepTHoDKa8nHyd3mow2tQKZVaWLEsqV2kNKkOO3FRgzi3KK6yw5Zdb8styCsutBWUaS/5XUNNO3Ug81nWosTvxeF/Kib6Uk/2pJ/rTjvcebuxNONqV1NibcrIv+0yf9FSn5lSn6eKA7GSP9ERn6rGutPr21Hp/Ql17fG3H4bqOuFr/wRpP2hHscL0//ag/o95/sBKNr/Hur3bHVcEHq9BDlVh8FZJyBJcccasa/dJqYF+xM67Iaah1pRVdTihq3pPfFFfi3FvUuq+wOanMkVIOxhe3pFQ40qscSSUth/Kv7Mm5tCP38m77he2Wszut5xLyLyXkXonLuXjQdjY573J87vmDuRd2Ws/utZyOt5+Nt5/bazuTlHsuPvfMfsuJ/ZYTB82ndusb9xuPxhkb9+qP5De2FtRfOmSs36mp/l1evltZcUB7JMV0ZKeqPN1UlWVv2CkvO6ip3C4vyzty2VR8bK+mald2cYKqLF5TdkhZdCDD/GuqeVeGbXeaaXey9rdE9fYk1Y5k/a8J6u0Jil/iFTuStHtS9XszzHuzcnakmZOVucqChjR9yd4U7a5kbWKW+Zd9qfHxyRmpGfIseUaabE9c2s64tJ1xabv2p+05mJWcafz1oPz3g7LtB2X7ktS74rN3Jih+PpD164H0bfsk+1LUcmPZgTT9zwckexPlGbKvv10ktVCJTc9SWocUIK2HOTPOKUBW4mSlLkYKMBIXa0D5HI+Y5+HUCKdFGA3IaWBeDXMyJ5XeGsp0MjKA00Ds4VY6pZVWoZwc4szesBIRsiExyyVkuDgZyBtwUQHwFnc0xzdS3RWr7hkzYYIM5CSucKk3lg1HFRBv8Y4osKgSjmbDMT0SyXBFM8Co2T+WFxixeSIyUDzUyie3CVlwNNUVTXGEEx2CHBT0aCQLiBqxEYs3ZsAickjQojElHJE5hQwgnOYUkx1CJhSTAJHkFk7q4MxY1I5Hi9yi+/HoA3HWiIbjW9ikNjbDwUscvNzFaSAuF2MyAUbmpOUuPqmZzUEY9IaohtiDTWRaCx13hZS0UnoXLXHQKc2UtI2WOSlpG6FwUUlNRHozoXDSma2k0sEaINaEsXacs+NCY7d47lrs4o2xYh9vQzhlK1WBE9Pj0bW5sa2liZGRkdMBohwM1sLD5uZnyqtPS2BS1UqoWoNax3Cu60mO44my+XHalUeSq4+SrzyywkOnu1kbOGhxPioAnkgvP/4KqtzJpDYPplx9qnSGbDBlR5iMNjLTQcmdlAEmFC5S5qDTW4g8D6NFKbubsqGMDWE1IJXWHExsGlaBhM4V0kCUvI2QthF6iMoGCBvOSFxUtoPQuCgFQMoBxgDREgdhhZg8hD3WFbZgrAmmjAAtaSHzEDazjVS4qEK3UOrlS91cHsIVe4QCnDdAjA5iS3xioYdNbiGSm0i9g7EBjNbJZrcy0mZC3hqyw6zCxVhQtiwg5uBsBc7rACa5hUq9GpQ1hw5fJQ5dDiVcCaU0hZKuhmQtRDnK6NoIK0IPBEd6g6MKF5XSElI5CIWDymgm5C2EoS2Y1Tosc5HprUS2i6zrCZ/pi5RidJ2flbsYmYNOawmltdCpraTcSWS7GEkbm+FkFU5WA7BSJyVz0SaM10G8FmDzcEELDBth2tz2QOUMlvjExv5o093R+u6RskDUdX9iaXHuj62lv14vb72Ydz8crfYIZbhQ4hEkTsqOUJI2wgDSFpgpctMmiNYChKRlSOsc0gLDNR10lZdUOgkbxthh8oif/ApqdhuR2jSc3Dwsc4T0EKFwUXInbYAYFcjInJQGpDNaidIAXehhin1shZ/Tw6waZJQuOq0pmNESLEBpaSupA2kDQKodhAag0ttCWpDKBrj0VjqthZA7SamTTndQKW2EAaD0ACNx0HInrQbpLAelBqh8lDMArAXm7ThXhHNV7Tz8IHLxejjHLZgR3gZzJoQr84sN/ZF+6nn0+WxsfDoUngTujVS7+WKEqQnwZ2+I1V2R+k7RhPAGRJCDrMTBpDbRqVepjGYqqZlMuRpKuUpImsjUKyGrkyoESEUbfWkgXOlnEq4OZbWSSgclBViFizOAoSovZUWIXDx4vJ/3D43eZCZy3bzORdkgptLNSB1UVstQwtXQ4SYiG6CMCGsEGSXAqkBa4Rg2Q5QV4/JxRuWi0lpJHUipnUE7wuhbHipdhB3nSrzc0W7xSEe4Kzh55d5zcWzmw6v5zxsLn9bnHzJj5W6mHCaPedkilCnCiGwnaQYpnZMoQEPVXsYEkvLmJ4rWJ3bwWY2PPtXD6YCg1DEkaRu82EV/BVXppLPaCEkLkd4clLnIDCejgzglyOWgfGobLXFSeoDMxVmFM1TbzV+5HTGgnBailU5K5SBTm0NZLYTGRcvaiPirwxnNIWlbSOkiFE4qG2AzHbzMwcpcbJaTljpIOUArADLdQSW3UEqAsqOsvI1SA0wuwupgVg3yWpDRuEiJgzh/ne8Ojpy9ETGjvBlg5A7a6uZeLs/+17ulPzdmv2zM/PlqZmVhAr4f7Xg0cp+bgO7HKvyRPI+Y7xFNmKDFeKmDSW+hJa10RiudfJVMujIUfzGYcmko/cpw5lXC5KLUTvJcP68GicNXhxKvEslNlKSVKHI9KcQZG84f6xGvDY32D4423YxaPEJGG6NyhLSOUD5MSB1UpoPKdpEalJW6uDycq/JzZpQv9vJmjDUhjBygswHSCNMakNfCnA5itSCnhEUdIlhQLtcj2N088uT5ysrSADkxOz//YWPh48bi+7W5x+z4mU6uGiPrULoK5+q8tAYIWWBa4SBLPVS1lzVDhAUezkMGc9Dh833sfWq02E1mOwb1wGAR9rVSrTCTh1J2mJK6qGwnKXUxGpjLcrFGmNO4aJmLkjtDGoDUQkx5h3Dq2kiRL6wCaDXIKgAquTkkaQplO0k9RGa2ERktQYWTMkB0RgshczLyNiq7lUlroVNaaWkLIXNQCoBWAfR/XwK5M5TRSugAxo4wWojOctDZTsYEUhaUK2sX2+7G2gdHyjvDdpy1Y3TTnXB/cHRzZebdy5mPG/PvXk69mBt7Fp64S41DtyNVHrHGK+RgQm172ITyCoCRttGZbXRKC5XSTCVfCaZcGZa2UPKWkKKFzGyhMpuDSVeH8EeR4z1C+tXhjCYisSmkbBm0tT5JagrJnIwdZnMR3gLSapiTuWipg0pqDlmAUD5K2iDqcBOhQVirlzvUTJhhtsTDWSEqF2OzYV4BMtkArUe4HIwvcvN2jNcjgh4W5CBvREULyue6+Uu3RpZXFt5tLDGjUytLcx83Ft+vz79bnR0KP7/YK57xcuf99Akfc9xD5yGEHqSNCFvoZWv8lMY5rAdCJVjoeBfd8SzquMPnokEjGLLCQzZo6CuoZpAyI0Sum8rz8tlO2oqxOpSXAYwaZLLaSBlASV2k3c1YcSYH5wyCnoUjAAAgAElEQVQwa8JYDUhJWkgdRClchNxByl2UHWVNEKOBWBXAaABG4qCzHVRWayithU5qoSVtTFoLqXBQFljQALQVYvQAo2jtNgBBM8jaYFYLUZK2oBph8zG20Bs24GKJX6wMiLXd0Xv8ZA/53Plg7Pz16PLizOfNxc+bC+/WphfnphwDQh3G58C80sFYUcGIiFaEM8CczEnL2hiZkzncRKY3UcmXh1KuBtOaCUUrJXVS2a2k2UVktg6jDyLNNyMKJy1pJXRtQTPE2hFW7qAVIGeBGQPMaWDeiokyJyVzkjIXY4DpSjdpB8i0VjLXL5Z2RDOdjMZFG0Ba7qJVACWH2GyQ1cB8jlso80fKAxE7wpthWgtxOpRXQZwNZoo83DVyYuPl3NbaAjc2NTc78/HV/LvVmXdr8/3B0VOd4kkfd8RNV2JkNU7UeCkjROejnBVhCjFCD4SMYKgID13sY2+GYs03hHwspHKGjNBwDjr4FVQTzNgwstzPGGA2pYXMclIKhMsAGDnAaBA+1y0oXKQeJO04X+TjFAClBCiNk5S3ESaQNLgolYvVgozcRWkBSuOidQBT4hXsGGfDOCMqqABa56JtCJ/ZSmc7aCPE6SHajLBqkNUChBZkTQBbDLMmmE1uobIdtB3jNBCf6eQ0IKtD2GP9UWZsenZhFn82drI3urYy92lr+ePG4of1mcjo85PY4FGcLsP4QowtcYcNkJDtZAwQrwN4WRud3sKmtrCSZir1akjSQmQ2ExmtdHpLKKuVUDuIfJhy3hKwBxE9QEgdIVXbkNJB5sB0Kc5pINYMs0qQVjlCVoQzwqwRpjUAKXcSBShd46aynLQWC5txQQdzRpDRuchMJ6V0UVkuyoRQapCSgVSBP2zDw2pY1EKMHGAMqKBDBBPCm2H2ZnBs6+Xc6sosEZmYmpl5vz7/fn3+zfrCA3a87VbkaDvf4Gdq3PQRH1fmofQgbQaYXIwrwCmdc6gMH671heq8RCFKNgTYhk66spO1QMPV7q/Lr8JJm3G2rEM0oEJaGy110kqQUoBMqY8v8/M2hDNCtAqgTBivRXgjxKpcpMRBStpII0DrXZQBYBVOWuaiFS5K5aKMCGfzcGaUtaC8DuWNMKuDWQ3MqgDWivJ6kJa5SAXI2N1CDiZqIV4L8kaEs6K8BeKMKKeDWA3E5LgFPcTlusWj/bGe0Cg/PilOTHcGx9dXZt6vL3zcWPj4ak4YeX6hkz+C0pUwXY4x+ZhohHklxKtBUQsKWU4+volIb6GTmojUFiLbRWc56LSrRNoVIruNVrURVRjbdj3cNxwrwOjslmF561BaK2GCmCoPI2kjNCCjbRmWH+2yQ6QBZbUgLWkb1oLDGpCxQaQBZjKcQp5HMOKC3EXJnJTGRZkgWgVQMhepASkLypgwQQFyEoAzYUIezuth3oKGbQivAdn2p+MfNhbfrC3cHH4+OTXzYX3+/at5YWyqZ2i87Wa4wM3X+IUinLUiTAHK5qGMDWZsGFfnp/XAUC4SqvKRp7vp0z1MbQfd2EVVBehiN1XyLz1VB/F2N2918yqIywZ4uYtRuSgNQJkRRg8yUherAhk7yuXjvNRJSR2E1BmSuKiMNlIOkDaYtYKM3EnKXIzMxZhR1o4LRoRVQ6wc5AwopwBYJcgqHKQKYKwYa0NpFcQaYK7cJxa5+VyU10C8ERFyIC4P4e2YYMIEiZPNdUesaNSCRko7wm33R5ruxqCHI4Gh0Y0XM29fzrx+MfV+bVaIPT/ZzpdidA1KWwAq08mqIEEO8VJQkIKCDhFkDkrqCKmcQZmT1EO8HmKzWilJC6lso494uKu9fL1P8D0Zu3QjrHUROVAoD6FsCF2GkiaQzIVpxbk7yecelOJ0Hs7oXIQOIIq8ITVIF/q5J/x4292R2/Rz7MlIkZcp8bBmmFa2BpUAne4gNQhb7BNL/FEzKugQ3u4W8jxhGx7O84p5bsGKcR3Pxj5uLi8vzeP3o88np96uzS7MTfsfxcC70cZusaQ9Uu4RqjysEeHsCF2AszqIK/KKJ7rEaj9ZhAWLsODRDrK2nSz2krnwkAkK1vuCRtezr8svymldpNpFGxDeivJSgJWBnA3jjRib4SDlAK0GaBPE1fgFM8rqEcaEsFqYMkCMDaGMMK0FqPS2kNRF6mDOhAq5HiHTSWY6aRXIaWFOCrDZIKuEWDnIamBejwo2TNRAXIGfr2znczBeDbIyF2WCOS0kyF2cCeaVIK9xcWpItHnCVZ2RY/2Roz3h0oAIPxzZfDH9+uXM6xfT71anxZHnjQGm1PX0lE+ow7kCiCx38xqQU0CiFOANMKdxkpI2QuOi1C5SC7FyJ5PZRme1UelXQgVOqhoij3g59N7IlRuRc33c+V62wsuaEa4IobLaiLSmYGpDv6ZlyAIxWhdtA8js1kErSpoQEnkY+7Qxv7X0/M/N+eWFWfhu+HiHUOVhNG0hM8yoAUoBMlqY1UKsGeEKvKIJE01u0YrxJlxQgozEQSAPY19er4xPzaD3IssL0+/X5qamp+G7outW5Fxf+GRfrKJdrPDzBW4hz83kYqwG5Et84sVr4ROBUL13sHmAudDHHu1iatuZci+lg4nj7cEsx9dQ8zHWBDEqgFZAnB7mZQClRVkrxps9gtUbzXGL2RBrc/NlgbAaEew4X+LhTQhtBGkjSOpAUu0is1pDRoi2IpwZ4y1u1oqxcoCWA4wVZbUQnQ2wWQCnArlskNOgQkNvrKpdbOyJXLwxUuIPmzFBCdD5OCcDWLmT1YO8DeblACcH2DJfuL47WhgQTg9EytpF7+Po1srk5ouZzeWJjeXnRHj8dICvQ0InfXyjTyzB2AoPW4kxeTCtAlhpG6l0hrKcVDbAqFy01sVkOuiUNjq7hYo7O5hyIViB0nUBoczNVXuoU51kHkbaYMaGcDaUzXKQGS0hSdNwtovJdlKyNkrnHE5vGar2M429nP/pyPtXi5srU29eznzZXBoWxqE7AnybPe2nKnDWjrBaiDZApNQRMgCUCeW1MJ/vEWUAJ3GxOpC1QITzTvj9+nx4fNp9N/JyYer1y5m5uWnn7fC5HqHYLxZ4+CIfb8WohgBjRPh8N6+BuZruSNMN4UR7sBQZPN3JnO/jmm4Iztt8IUZJHGStj9QCT7+CWuETcz1hGx7O8YoWN6+CmSK/aPeJuT6xumfs9PVxK84pIdaIcUZc0COs3c3ZMc4AMyaU0oCUwkGaQVoHhAwIV+QR7F6+MCBa3EKuWzQhjB5mFSCrR/nK9nAOzloxvq4rUuEXTvTF6ntHbJgoB1gNxNlRRoswGpA1oUKxVzCgvA0Xy9vD5V2RUzciDd1seSDseza6+WJ668X01ovpd2tzz7ixs13CCR/X6BWOIEQeFEppDUoclBZgbBCpAwgFQKe1kjIHrXCxWoBRAqwe4owgq2llMpvpfJwvcvNamDGAlNxJZjvIXJQxwKzUScuctNJBqVxUVhspcZAyJ6Vpe6pyhep89IUBruV29PXq3MfNxa2VqU/rc9zoc+wuf5cIX+llazx0EUZX+jgdSJkhIg9lNAhvQYVCd1gJcRInY4ZZC0Jhj6JvXkxPTU/dCY2tLky+WZ1bmJvqCY7DD2LHO8RGP3PEz9oRutLLWFG+xCPmYHyxlzvZzRwPBHOh4TI3WeZmqgPc8R6uysuYIKrSTRmBry1Nvps3wKwF5e0e0YSLZpwr9/NHusInr49cvDN+5d54YSCiglg9TBsQrsDN5mGMBeU1EKOHGDVAyZyEFiJzcarIzZf7hAIPV+gRbW5Bg3AqiFfDvAZmTBhb5BdsOKUCKA3ENfbFrt4Zq+sO23FBATJGlCvzc5Veocwr1rZHiryCBeUr28OeofFOYhx5PGpHKTXM+Yeef9xcfLc+//7V4pfNhQf0+KkO4biPr8W5Kg9d0yFIHIzESclcjNZB6gBCi1ClAb7QKxoQQQvyebhQ5eELUc6G8CqQ04GcDmI1IKsB6Kw2Qg8xVpDUuiili8h2kQaI0jgpE8joXIwepCwgaYNCeRhV4OFc96PrKzMft5Y+bi5urkw9Ysdct4TOx+KpPqEQZy2YoIL5bJAtwmktxGtRUYdwCpiXAYwMZLQILQfpAWrs88bc2vIMPTL5dnXu3drc5urCHWYSuzdyoSfa1Bc53RWp8Icb2vk8nC1284VuvtDD1PqIpv5QCfasxk9VBphyL12MEwUYZQSpo35S/y9K1aGCHGQ1MGt183lurtAjVAS48s5w071x6PHExVujDT2RQg+fi7FmnMv3cvluRgcyRoy14FwOzqpBSodxuT7R7hFKOsJl/nCxL2zBRB3G6VBOATFWnCvxC4UezopyNjdf5BEbB2Jtd0fOXI+VtYtWt2DAeZuHrfaL5zujV/sieZhowYTCQAR7OtZHPr9ye8zuFjQghz99/mlj/sPG4sfNpS+bS0+4iVMBsdHL17q5xgBb4+d1MC91UTKQMcCcGaZvBsXVxcmFuSkiPHGhP1rrE2oCbKFbsOJivltQQ6zMQZkhJstJZbQRKhdpgwitizCCVEZrKKuNyHKEzAildZGFMGmHKDscsmNUoZep6eSJyMSnjfkPrxY+vJrvfxaB70cfMGPog3ChmzOjggxiNCBpgBklxOf5whqYTnXSGU5GBnD5Xr7Iz0cmpj+sz79+Obe8MPN+feGPNysvXyy6H0ZbBsIXesO1/rAZEy04X+xh7BhrhOlSnKvysyc7h8rcj+3g42J38FQvXRcgit2hEg9pg4kab+hMIPh1ooSJWpjXw5wN50s8tBVlyjsjdT1R6OFz39DUqYFobXfU5hZ1mJjnDRf6RCPGWDEmx83m+7g8N5+PCyaczXezeZ5waSBa3jVa3hGzeMLFfjHfyxsQutIn1HRETvRGLtyIVLcLOkTQoKLdI5R4+UJfuKIjWt4e0aOCHQ/XeCOtvZFjgYgNC9d0xi7eHLl6b+z4tbEcT8QEh/HH4x83Fj68Wvi0ufR5czEUnjzRwTV42VOd4RM+2oJySojTwqwOZqwof6JXWJ4efTk3trbw/PXyZPT55OWBaJVXLPeES91hM8LKAFoNkFpXSO4IpbeEtE7KDJI5EGEACJUrpAUIHUjkQEQxQhTA/30kdTBhRanaLo6PjX5YnX6/NvPH1qIQG78RjM3NTS4vTPNjkw+4cfxxtOmWWN0p5Hj56q4w+ux5R2jSOzR++Xb46s3I+RuxlyvzH9bnPqzNfVyb+7g+/+eb5eXlhdYbQkOAy8eFcp9Q7BUKvUJdgKvwMCaEKcTphm7+cj9T7RkqQobqA/Tla3ytnyn0UFqILEaDxXjwbMfXlsaOCSqEUyOsAWWNCJvnFfJ9ohEXCgORU9fGjnTHitojdk/Y7BZL/BGrW9RjXL6Xy3OzhV7RhPEGRMjBuQKMskB0uZsvaxerOiJF/ogNF/IwLh/lbBinQvnqTrGuR9AhZI5XLPCJ+YHw2WvRyo5YsTuigXgNwhV7wo0d4cs90bpApMwXsXnD1V2xhv6Rqq5Yni+sADn/07HPG4uf/n+lLjzmJhrahSM+IQ+hc1EqD+VsqKAEWQNIytqCRzvopemxtcWprRezr5cnPq1PP+LGG9r5Gq9ogFg1xJb6uXycVYGUzEWmtwYz2whJK2mGKaVzKKNlUA2Esp0hLRjKR4hKDyV1EVmOYEUH85AdfTE/+fbl1NuXU29fTHx6Nfd+dfrzxuwfG7P//nr+n2/m/9qa+3Nz7u3qzPLSAh2bnF9Y+OfbF//xZvHPrbmXK7NEdDwYnny7vvB5Y+Hz5uKXzcXPm4ufNxfXVuaeCZP3mOeXrolH2sXzXZEqX7jSwzUEeCvKFeFEjW/oUj9zpSdYjDxpu84g94QinMpFqWKcsgJDDf7hau/w1zEhKmgQzohyeoTTQLQOpSs6wrk+UQWzcojPcQu5bsGI80qYs+BCnj9S6BUK3JwGYcraIxa3YMWFPJw3w7QeIq0oY0CoXC9X4hEMCJuHsQaINbu5/Paw1cNrMVYHs/XdkdrOyIUbsdP94fL2cA4qSBysGuV1sFDiFRr84YZAtNAbLeqKoE/Hajojed6wCuE1GBeZnP3wav7DxsKX18t/vF5+xE+e7RIudfPHfUwRypViXA7KqwA2q43KchCVAYYWxzZWpjZezNLh0UF2dGVhCnsYO90ZKfLwubhQ6Q+XeIUCN1PkpWTOUHLzcGZbyASR+WhI0jqU7QqpQCLbMayD6BIPk+wgz1xnpqeef3k1935t5s2LyQ9r0x/Xpv/YnPuwOvXn5txfm/N/bc59eTX3bnXmw/rsx/WZf75e/K93y//xfuXP18ufN+Y/b8z9+5vFvzbnvmzMf9lc+GNr6dOrhT+2Fv98vfjp1dyH9YV/vln5r3fLE7OzbTdGHX3h0z6+3kNXeVkLzB5pp092EOe7QpXYUzv4+GwPcbaHyoWHy9yhfDxkhYbOdgwWwk++gpqLi3aUNyOcEuENEGWEyKqOcFnXSJ5H1MFcgY/Pd3N6mNZAjBri9KhgQphCN5/rEco7o6XtkYqOSKVfUIOMDmVlIGuA2SK3mIPyKoSx4rwB4UsD4bKOcK5XMGCsEefNKKcGmfIOsTrAF7s5PUiZMM7q4dNdnAELl/liNf6wCQmfuDZy7vaI1S3meiMZTraxL/ZuffHDxuLHjfmPrxb+fLtyn5260BNu6gtf6Ykc9YqFuKhFeCvKVXaE891CbbsYCk9urUwvzk44b4ePdfKtt0dODMSO9UTPXIudvDZyvD9SFRAqO7iGbloFENmOoAYk5S7CBIZy3KQVJdWuoNIZ0oF0HhwMDEY2lp9/Xp/79Gru4/rMuxeTH15OfVyf+bQ++2lt5sur+Vcrc3PTE1vLE+9eTL1bnfu4Pvtlc/HL1uKX14t/vV35j3cr/3y7/OfW4uf1mT825z5vzP+xtfzn66U/txa/bC59WJ37tLE4MjFzIzR+MzjuGAhf7Ylc7hZOBtiTAa4Sp48GiEY/eaaTLMMGreDTSh/ZepOv8lOVHtIAk/nwcBn27F97agkuWEHCDJN6jDXjXKlfNGK83SNW9sQauqOVHUKxl7WhlAEMyp0hI8xqIDrHzVf4+Yau6LH+kZJA1IKHdShnw9liv9jQE6vtiBncohYP2/0jNjxi84TtXsHm4U0oY8RYI0KbYa4oEK7uFIp8vNZFmDBOjYoqRMx3R3PQiB0VrYhQ2RXND0TsvojNF7F4wuDDsU+bSx83lr68efF5a/nz5tK14YlT7eEzHeET7cLZTrHYHTFiQn9obH5+BrsfPdEliiPPV+fG5ibHkHvhi91cOc7pYN6A8kV+saYjeqQrevlmtKZLbL0j2pBQDkobAVLhCEkdwTI/ZYaCJjgodwyntwx677Fby1PvX069eTn9/uXU2+Xn715Ovn8x/e7F5JvlqU9rsxvL011PR5r7uMB94fozoXWAf8qMf341/+fW0p+vF1+/nH8+PTc7O/dmbf6vrflPr2a+bC582Zj/8Gp28+Xc+/X5D+vznzcXe4ZGz/eKFzuES538sUDkXJd4zC80+pliZLgcC9Z6yFofVecLNfiGzvaxHU8ix/uEEpysameKoacN7sGjXuIrqAaEMYGEBSbz3XQ+zua7ebubM2N8SbvQ2B8p8IsVAbHEI+pgKgen7SinAmkbNGSFhoqRUCFGqlxD2Y4hPcoV4uyJTrGuXSj3iTacz/VyOX7OgHKlPqHYy5kxOg8jS72UBSWKcPpkD1ffyeS7uVy3UOiPWvCo0R0pDoyYsKgFE6/eGx0amX0+vxydfzGx9HJ59cXG2uLHzaUPr+b/fLP8v/7Y+K9P67HZVfjJ1Olu4XIv770/gj0cfyxOv1mZ+uv1IhWdvNIfCTKRzeXJ9aVp5+2R+kC4BGVsiGDBIjY8YvbELO5IsS96tDsM3BMr2nk9wprd4vkb0dY74UIfl+umdCid1Eacv8FvLE28fTH9ennyzYuJT6uTn1anPq3PvH8x+W5l4s3yxLuV59HR0Uu9wkk/cybAnGlnjnvJIjf3hB+PjE/dCI277ozU+IXG3qjnwcgTbnJlfubt6uyH9Zm15ZlQZHLz5fz7tdk/tpYGxckrA+GrveL5drHOx1dgZBnGNAbIas9QsZs43cud6GLP9NJHfcHm61zbTb46QFXjg6f9wdMdoTMdZFP/14NSAc4oXJQOIG0oacNoDUjlu9nadiHPK1a3i/ke1oKwJoRXAJQOIKwYY8fYlJzGA5maOInmYLr6QLrygERjv9RXFIjomh9J9EVyXb5cX5yhth9Iyko116iPIQlS3UG5OUmbl2YujFfnHJKZkvXFKebqNFO5puyMrOBoir0+3V6XlXfskLG6vs3f5fXirZfgq+fwlot404Vx5ul/fHj5bm3208bCp40F8tG94fs3yAc3pmL82NT04tzU+1cLK9ORCZF4MRlZGGGePHl63vPo+rPR2TFRCD05i922XejVXL4hb36qunRLeu6m7ML17EvX9VdvF7XeLXA+VJ0fyDzdjfbenY2EpmMsdIcpBB5oW+63XQtNRaiVCfHty5nXK5NbyxOxWGxhIvpinF2dEjZmwm+WJ7YWxmIjY1e62Ro3VYSQZRh5tpstbxfK2/lSD2NDOAPMZzlZNShUerjj3YLj3igxMv3X1sLYxHTn45H1pZn3a7OfNhY7n42d6xDOtPMn2vlz3ezFzlB9O3WpOwTdIq8MMN774ZZbkeZb4tEO6lwve7aPKfSQVX6mFKWqPKFad8jRH/oKaiHOGgHCDpN2lNIjtA2lTSid52FzfdyJ/sjpPrG+nTfBXC7CmGFSDdEGmFSc60svOLvzYMrug0l74xL3xh1Wl5+1+0eSavFdB5J370vYtS9hx664XRmmjGpYfqYvwVK/Iy51576D2/fEpeqLMu31hpor6dr8PYmSQxnaRE3pnriU33/f/ev2XfuS5AM93dcCAbvekp6UkRyfrJNrbvd2fdlaerc69XlzcSZM5mjNRqVampp+rr7u9dL4u5fTf75eut7prS+vaT1/scSWb1brVTrb9adsnz9gUullGfLEhLRDSRJ14fF4iWbPwZT9CelxiZk79yUdkpoVpRcOJskOJWdpsrJydYZTdUeutXtlMrU0U56v1aozpSdra19ORz5vzI6MT/U8DsMO8FRVbXVBXpnNNsY8e704Pv189GInc9JL1+NEBUbUdwnNN8Xz14TKAGeA6TyMLfJy1X7hVBd3pEs8c30kFJv6sjEXez4ZeBh9sTD1YX327ers3WAUvsk7r3HArfCVAaHBP3zEN1SFD59pH650E2Vu4nQvU+Iha7zEqS7q0jX6VB/d2B6sdAdP9xB3n3LDBPe1pUFZDUirXZQWpJQQY8cYE0YbMK6yPVLbLhzpiR7rDpd6uDw3p4ZIOcDIAbowEFO3PNyZmJko0cWnyg7GpybrinJQTlp0dv/hzEMS7S974n7adSClwVvQMZLnDZsQdr88Z8f+xLhkxTHv0Jlu2tF1v63zntJWIck9WujjUi3Vu/ce2rEvUXYyMDO/SD64btebck3W+9f6Npantl7OvV9f+PBq8a+3L3vciFqqVMkUkpR0vVIlBp9sLE1/WJudiXHBB3fLc4vVWWqD0qCUqQIwuDozMnT/Tr4pp8iWd6+/Z5QJEU8e1FXWZqZJs7OUDXWN9+/eCRGhs5dd8QnpSfEpxbZ84snD5amY49L57JSMlEPJp44df3pr4I9X059fzXY/jvY+oC80HC21FZpUWrNG/6C/6+Pq9Nrs6LWn3IVO5qQ7WI0Nl/p5CxQqQkO17bwG5tUQX+wWSjyR4x1ibWfkRH8sOjb5bnVmanrqATOx+WL+y+bC+/WFgeHRS33h871iY4dQ62fqvMPF6HARTlZ4Qw0d1IlO6nQ3XeKl7RjZdIN33+OhO8LFXuJ8DwHdpK4/EUJU9CuoebhggBkDyCgBxo5xpX6u2MeaYcaO8HaUq++O1nZHi71CoZsxIqwCYvUwpwYo+YVruxMz0gyVh7Mtuw4cTsjSWpuupyltcTJrorbkl993/7xzn/psR75fyENJKzCUlNOw43BWstRQhjw2NQIpmhz/fcZedUZecensgKjIP7o/PnNPQkZJS9/tO/fyDYaUVMUpV19vcLLp7til66OBJ2OTM3PvVmcaKisqCiqaz1+SpmdJ06UD7Z4/Nha+rM38uTm/Oh09Vlpp0ZrMGpNFbS61Fy6M0O+WJ07UNVw4cfLLq/n/fLf8vz+u4m3NBrnGbrYQj+/8X5/X/s8PKzNRVi1TJ8YlnT/W+P/+59tw8EGeyWLSGG71dv3Hu5VPW0vzc7O3hiLXgmODD++blZr68kqTSq/NVrWcPft+ZfrNi5khdrz/kYjeYHw3yQqcULQNFmCE0kHK2mgDxOVhohoWrahwvi9iRMXRiZk/NubYsen2R+MfN5Y/vZr/8GrR8zh2qidyrEM428Edb2eP+4byoOHj7cyxdqohQJ3spGt97JF2utQdOtHJHPGTxThZiAXt8NC5ztDVXrql7+vFMwvKmYGQzhVSg4wZYcs8XIGbs6CsEaKMKF/bE2m6Fa3uFHMRzgRzUoA2AoQZCJovDeyKT0+x1KZbG37fl7D/cIa64tLOuOR4y9EEQ9Wvu/b9ti8h63igpjNcgDMWcEhScHRPhmZfSlaS3BiXmn1Iaqz3EWUeqrGbru8UFHkNh5Kkqaqcq1DHkeMXD8WnHc5Qaq7cs2KCBuSkLk7m5BoHRqnBx7psTY/PPyowaWnSlPiUsw31IX60bzA6Njk1LpIltrwTdQ1nj58yynVGpcEPOtdmYkerjpw52vh+ZfLPrYXP63NtFy9IU6WZyRl3+zr+erP059bCcy6YqzelJ6QeKS3r80KZKWlJh1I6Pdj/88dGbGwCvsGd6+DO9YSXF2YDrlaDyhAmh2tKyxIPJmWnS+dizKf1+Y4HsYs+prWbAQb4rofRW0NCz1AUvh+5cDSPqcAAACAASURBVE0owjgbzGpBTuZizDDf2B3eXF38vLHAjU55HsRery582lx8sz6PPohdvR6+MiCe7uTqA2ytj6wPsMf8dJ2XrHGTVR6yoZ0uwKkidLjGT9cF6BovUYoN5sNDrb2hBv9wre9fYsL/TgxwKs/L1/ZEazsiNZ3hqnahzMeW+/liP1/dITT2hyvaeTPCalyk1TVUBA9KT3XsSshIsR/JrgP2HkrdezAlPjX7tz2Hshp8Sda6HQcSft2XIDvhN2JcqYc2u54dUObvPCTZk5ydaKzcnZQdLzOpWgYLkOGLA9zRLl6VU3MgIV2izSs5etle3rhrT/zOPQcO6UoNkGhDhVw3b8fE0vbosZNX5Kmymz1+PvRYptAnH07PlCjsrQ9qOsW6jgh2kyi1518+dUYYfpKjM6qy5DatkX1273R945mjja+XJ//YWviyOQdeuWJT6tUS+cNr3R9fzf65NT/Jh0rs+QaFVputSjmYlJki0Sl05xuP3xyKNvdFTgfYM50MGZl8NRvOs9jTTRUP2eftkDMpMTnhYOLDgc6Vxdkr/cKZdvGUnzndwdYH2IsdoYt9kRPdkXN9kTKPoAdoKzBc4aHUIHv+2si7l7OfNxb4kQn8TmRtYeLti8m3a3PAvdixdvZMF3fcz9T7CSs0XOWmizCiGA3VeYPlXuJYJ1mEEbXeYE2AOdrJVvrpWt9QAfz0SnewyheqD3z9SlPuD5swzojxJg9f3hMDH40Hhsau3h45dz3acmekuiuqRYXKjvDF65G6AJOPhKxwyIKGJCc79yZkxJmPZF+4npAi3Z+QuuPA4X0pSm3zk8O6kp17437bl6g936VFGRVI6dueHlTm7ktRxkuNpRihb3BJzOWV2FCiwqopv1jfIWTnHNmXmLXnUFpuQ+tp37NDUuuu/Qm74w5nHvVpkVg+LtgxMR8i1YZ8jVRpUGr0SuWBuMQduw/+tjteedzTfGusABMbvEOFtoKrZ87Mz800nm7SyJSabM2Z+iOlOQW5RXX4HXplfmpmeqqkslGZqZRJFA9vXfuyMf95c2Hw6VOVUmc3WG1a88UTZ2pKyhPjEiRJaaebsQsDI4UQeTMU++vti1sDPXsOJPy0L0luyDXIlQlxiYcOxF892fiUH7fhgh0VDBBbgnPFGFUIDdW1c2qIy2jlCjDuUj+P3GI77nFHOmnkLrc+P/7p1fzo8+e3B8OrsyPrs7GNpYnLt6IGmCp1Mw0+utpD2eCgESIqvGQOFKryhAqxYKWHLMLIfGSwyE2fvyaW+5haX8gMPmsIDOXCg3X/EhPm4IIWZnQwo0E4LSrU90Yv3YidvTHSem/04u3RUl+0oiPc0BU+1R872cvVeImj7UyZl5Kfat9zKDVeX6VxhBKVufvjU/bFp6aY62woEZdt3bkvfseBJOOl7pL2iB3njMDQYVXOnsOZh7N0dT6ysS9a7aVKmnr2xh3OyDtZ1j6aYq2OT0w7mCjJuzJw/s5MwZXrB5Ok+w8kHkxXKVqfatFovn9cdjyQLVU6rzYJVDDKBM9eaP51b+L2PYcKGpsrOkf1iHjcT5bkFDkunO0LjZcAj3KMdqPaqJfrsjOy07VFVtdgUz93uotV5B8/mJixLyGz+Er38tLC/NxcheOezlhk1hiL7XkbS5Ps0BOVTJ0Yd1gnlT0aCvaRE5sv5v/9zUpZRc2vew6nWBtLa89cOnVGKVUkxCWYNHrHdba2M1rmFgwwnwszVThV7xl0P4xduCZevBbBH8b6n41c6I+VecUzvVFCGPuytfRlc5GJTbU/jb15MflmZer9y5nOwREdxJohutZLFrupEh+tBMjGdroApWp9oVxosAgjchAyHxk+0kG13eDP9DKnu8gqz/CFntCpjlAl+nVMmI8zGpBSApQcYC0Yb8WYfK9QGojUdMUsbiEP4xq7xIZO8VSfeLpPqPTTdZ20qep8XJpi9774XQcSk3OOJtkadu45sP33vSm2Y4dNlb/ti/91+57fduxP1hUYT7ttZzwJypwdBw7vjk/blZiRlVOnKTuTkXd0T5L099937lfmSIpO7k+WHjiYuGtvfKq20Hal33QC3Z8o2XMgcde++ESlPe2oV3WiU2ooSk1K68LhzxsL//l+te/azV0HU/fGJWtzKtJPdUubn5yA7xZa8k/W1gTuDZ+5HnVDsFGpNygNsjSZ1FBhdA6pHKFcx6DUXqvRmlUac1o9Xt3JN3Qw9jPtKVkaqTT7VF3d1uLY1MSoMq/mcGJa3J4DzvMnv7ya+7wxTww+OZSYEacsMuHRh+H5//vT6qVTp5IPJaUkppnPtFd3xI60CwUIqwOYk93CqW6xqiN29ebIpeux6vZIISYWeCJahNfBvDA+++/vVv757qUnNFPRPfrm5ey/v1n54/XLu8wk/nC03MsUYIQdISwIaYCIhg62BCdqfMTRQKgUJ0zgcAn69GQnUesdPtsZqsOHat3PGv3PjvoGLwbufa1UlDHArBFmLAhnxbgCH1/gFSoCkTyPaEKZSpw54heqAmJdB3+0iyvAaSMwnFZ69ZC+8qChOkFfkVVyTn+mK05TfsBQozweiFOX7pfaD8pzDigKUzXFOY2A4Th0INN0SFkQb6w+rC1JzDAmZuqTM3UpWfq4NFWypjguWb0nSX5YZo1L1e45lHEo59T+7LxdSfI9SfIDydm7DiQfkOXsTszasftARook5VDSQIePeHw3KyN7195DKVnaxBTZvoPJSVnGtOQMhSRbni6TS9UnXL1zkyOVxeU6mVaWkpVprtbBtKrRF5+UvWt3XFpKZrZErszW6EpO6EoaMyTZP+/anxCflJmY2lBeFsCgAwlpv/2yY+fve1Pik+uKC9DmS5L0rJ079+2OS4zTV9wJRjrAFqNKH78/Ydfve37adzi9rKnII5a5eRsq2HCx1MObkIgBi5mxiArijYiogSM6mCtyMwtzM583F96vzV65G6vtDm+sTP6xOf95a/nCnbFiL990XbzQRVV5KKMrmNk8ZASDRRhRiBInOulKD1EdYIpwosBN1niJXGioGn1WCNxv8DwxtNw95bn7daCP8bk4W+Rli31cqZ/P94ZzveHazmiJTyzEmFI3VeShjTBZ5iEr/WQuShqBoBogNCBpxdl8N6uD6VyEzkfpHJQtQCkdGNIDQyU4aYCoXIwudJPn+nngTriug81FaStEawHSBBBFCFOA0QpHUO8iLSCpanmWD1M655C+bUjpIDRtw/rWJ1lXHxpanqibnqhaBhXnb6cd67nivRt6dH96JLw4Gevv7dc0YvlX+tIa/Mp6t7bRq62H+rt77w70Q4j/bPvw+40lgXg20N7Z6w8UNQ3kYoL84t2kkuaU0mZJaXNa4cXDuWfltaD1Qp/thCenrqnxxKWWi5cxALjeP6AtOGooOtl8xdF6+er5U2d7fZ6mVqjkgs9WddVacY7nRbi5pb6m/khlXX5BlUyTIys6W+UTj3bESj1iqZuv8nIl3nAeLlqxsAVlraiQ7w6bILaqQ3i5PP9hbWZjZers9UhVO7++OPFxY+792lzL3dHUNkbpogsQqrGddQ7QrQNspTtkcg2boFClh6ryhBo66AoPUR+gTnSyRRhxxEvkwsNnO4liZPBE4OvNBxvG6RDaijHlft6G83acKw2IhR7RgnC5KNfQSR/poAvQULk71HSNKfVQOiBohIIWmLBjVKWHPuIPWeGhAowuwUm9a1AFDJqhkB2h7HAwHyPKA2TTDe7CtYgBZo0Iq0VYO86rYNaKsDnusBmLWN1REx624uFiX8zujZnQiA0PW3HBhtIahNcivAEVzXjY6o7p0EgXMfu/P7/66+3Lz69fvN14CT2ZPHV9VIeFzXhUg0Yqusc/bK7+14cX0dmFE9fHXq3MfNxY/PPN8qfNpbO3x00wK3PRKkTQYWElxKsgQQPRBoiWArQWFkq9UWFs9uP69NsXU1OTkyV+saE/+mZt6Y+N+Q8vp9+vzmytzqNPx8zu6Mm+0fWFibers2uzE2+WJu9Ro2ZUqPQJ1T5OB/MKJ22G2FyUU0GiHROKPIIF4VUArwI4HUgXeuipicnPGwtvV+fO3IzkuOn52el3a3PvVqc7B0csCK0HQmnNTzJbiRw3e3Eg6hzgKt1DFnDQ5HpiBIMVXrLKSxRjofO9XKWbOuIlKrBgbYCq8BDF7q+nXy1EqwFCBxJ5bk6N8HavWNoezfWIdoyzINzxbu54J1MADRWgg8V40ACEdEDQCg3b4VBdO3W0kz3RQdYESBMYtMAhg2tQ53yaDwW1riGN81kuHCr1MuUBpsTHaSHa7mZNKF/u5QrdfLmPrW7nCjA23x2x4kKhhzMjYg4etiG8EeEUTjK96akGIIwQZUc4HcQVuIVcnEcfjX1aX3i/Pv9xY2n9xeJA6Hl9d0SP8GqAlbqoo73RzZWZN8vjzyLPT/SHV+YnNlem3r6YfvNi6uzNqNLFaF2EASQNIGl0heStQXnroM4ZymwbTm8eNgDUxOT0p1dzr1cmpyfH6jpYKjb+Znk8IgoT47HPa1NvX0xtLY4/5kfusuOvl55/XJvZnJ94u/D8JjmaBXBSBy13MXKIM0C8FWYMCKuHOYmLkQCcBuKVAGeB2QoPdSTAxmLP379a+LSxcOV21I7RU9Mz71ZnXr+YbH8WMSKkxjVkAQdtUFDpDOkhsgwnT3RQRwOhKmyoAA8Vu4lCPHS8i6r2MyaQLHeT53voYjd5upM+3RH6F6iMFqBMEKVBWDPGF3hEKy4YcUELs7kIW+4mLeCgERqu8YVq/YQNDeqBoMYZNIEhtSukBUgdOFzso60IoXYFNa6gHRg2AUNWeCgPDR3xMyVuqthD1XcxjV1cQ6dY8v+R9ZbrcZ3ZtvBNfOfZu3c6HQbbMYNYpWIxk0m2Y4ghiUmWqmrVgmIxmBmk4lq8ipmZS0xOd/o85zbOj5w/7u8axjPmO+c7xxhTRQghtB20cCCUh+CNgKVagjaABA8i2mC8A8HqxJYakaVq3FAttvCkKBdAmwALH8TbEIIDYMhr53ouXEr68jFvLubTLDsFMpINkkIpWi8y3HqI58KutYz/Je65uUgnI55iwldOBVdSgbGX1pPj5jqx6eSY4eSoljOma3ygrb6/dGpUe3RU1ygyjUzgoYBvNeXLhuypoMPltK0m3R471Sp+3QwsLejofNSVD9nXUp5ywlWKuytJXznpXU/7LTavAERbIbQOQDmgpU6CtsNYg8RcJzGzJRY+iHOkxIlxrBPCOADaCpldbnc56c8ngjcfkr1KLBDwreeC5aR39DlzbMxcI9Kxxfp+uakDNnTKDF2QkT2u5UiN4sf4FY1xRGU+rbD0ys0c0NIAWNhi3dhDbFhhOaM0npV/6qVhI1itxMiWWjgw1QjiQhhlSy2dMrRTbhnWoH0yYytoaAENrVJtB2LsgI0c8TJrXNeOGJphQ/W4oU2qrRfpmgDtqXE9T6QVivQC8XI3rDujMFxSm0cmzRxAP6AwXZ8jRiawQQ3RJrO0QxgLMDdI8XoAq5FYOID51Li5XmyqFhlPjVt+emA8Omo4OmY6NW6uHjc1igzV44baMf3J+8ZbC2Q+6smG3YW4LxP1X51BRxDdIGLuhy38Me2DJ2gu7NrIBp5jzkvzTCTozkdcxbh3JeVVvaNqRKY6kfHQvQ/H7i1X3df+dHvp6H3dqVH9sTHd0VFdv9wc8LhKMXcx7qnE3ZsZbz7iemF23HtG9SgsJ0XmuWWqHHOV4p5c2FGKe8oJXzHqWk16Mbu7U0G2I2S/mq4Sm4+NmXuVVBdM1IstAineIsXqxtGacbQLweslGA+wmGj3WtqfjnlvPabPTRGJsHc9488mghdmqEaJWQAYq8aNDVJUAOOdMlMraGgF9D2I7pdpSxdiuK78ML6I/awxDytMZzXmS1NG5JmlcXSpF1w+L/+Uqc2wpU5sPjluqrn7micx/mW3G1bjbaChV27uhk18iYEr0QsAfRts4El0XPESV7R8RqlvBpcH1aYWUN8i1dWPLTeK9BxAxx970yJZ5krNVzTGW3OmG/MoX6JrBw1DarwDsXTAaK+K4IEWIWTmQShHip0aN/IAY63EVC8xnRpH68YtNeOGIw8M++7ojjzQnRzTH7rz4cjdJSFsqRlHoVdMMekrJPyVbDATD3QrsJpRQ80Dw4n7hiP3zLcfUqWEfyMXem5xDE3Sdre7GPfkYu5y3D27TNWKTYfuLR+6t3TwvuHAbcN3vy8fuGs6dM+4/+7yvjtLPNjs87hW04GVtH8tHdjKBVGrA3jjmNQ6VG/JKwvk+WmCttsKEUcp6lpNeVZS3kLUXUq4CYdTs+yA3tg1S467L6yX5qkzM9TpKVoop3onbB1K8qwa+2WGapDix8bQYw/MM+/tKyl/Kem995QZnkCzUe9qyhuL+AYnyD4ldmnaDL6mbz80tYPL5ybQdsQoBPQ9iKFbbmoCTJLH2PhTUvKM+n3WcnUa/32B0FusNyaXritfX9d8CmqP3NKCYELIzL2qahct8aV4t5IcmUb7FKYOmblfYeZIDK2wni/VcaW6Dlg3pDTwxNoBRNsJGwYU+hZIf1qh50qWhaCOJVlmj7/nig3NsGVEY/plznJpEm2HDdfm8E4Z2YbgXBBtRwiu1FgrMTRJzU0S89EHuiqRkQ1iQhg//gCtE2M8yFwvsnTJLSbGgducstf09LLNwLgWTR6Xz1dJ+8tJ/1o6WEwGXlgcj83OD6QTfEk0w+iFSSId9a3ngma7V/rW6QsGKil/KeEtJz12p/30JHp1wXLjMXn9EX3jIXHnKfXbE3pkznJ62jz6jIDf2vOpyHouspoJbebDa9lgIRlYz4ZK6SBpd1sdtjeE6x1hT0Xca2lvJeFaTflWkr5izFmIeVZTvrW0dzXt28gFS6lAJOiJRYPhaDiRiMYj/lwiXMzGGF/wIeo+O0cv6h2r6WAh7oPf22f0tpW0fyMTKqYCb0j3MuVMhV0baW/KS5twgnG5GafzqYG8PGVqBo08wPjbPNqGWJpAi1BqahDp+5TmG/Pk5Btq4S324q3p0zkVxtshSxtk4kvRwQmcD1nOThK9KnOfyiKAjHUSQxNgaJLq6seWOKD+0qRxSGXsQgwcQN8D6i5NGHtk+mZQy5ZoG0XLR++9bxB94Iq1IxOWW4v4oBrrURIDKuziFC5ESAGIVoMYH8HZMFojNlRJ0EaphQWiHATnStE6qaURwpoArB7A+DD53GTdzvq2Mv7tbOCPcuRjJfrPSnQrG/hYju+VYnulyMdy7GMxtFsIfiyFtnP+WMRv9/g2c8GdcnwtF1rJBFZSvrVMoJzw5CLOfMSZDDnXU56trH8t5VlLebZywUrcVY7ZSlF7LuZOx4PbhehmLryVD2/mgpW4Zy3t38j419K+zWxwNeneSHsrKV8x7l5J+SpJXyXlKyfcxbhrNeXbyPq388FKNriWC23kQ5v58G45vp0PJX3WSiqwU45tlWIfS9E/SuFKNlJOh1aS/mLcU0oHN/Kh1Yx/MxvczAX/VYl+LIXX076VpGc15d/KBtYyvnLSp0Vp6UPjkMLQB+tuzJl5UmO/AmuXWfgS/Vm1kQvoL88QlyapPvmnoAphqgsyccXaRsB8Zgq/OIPfWCCbASMPMpyesAghQ61EVzuurRldapFqz2l05zXGPpmRM6Zljy21SD6wRcs9MmOvzNgO6VjipeoHS+2SpSuq950jvzX2XK5uPXOc239ScPogf+gHdt8+3uBPnL6fuq7tv/vhh/brBxq6j7SePSUYPMQZ2s/uOcjt+Y7V8y178GjLed27528fzwJ3bgF3bo7dvjF665rk7q9vH07fv34VvPeb9O4t6N6teUSU8FIzMkD823XpnVvy0V+B365j75+up7yzMqnkt98e3Lz+288jD369RRveTIhHwTu/yx7cVovvKyUP1JJxh+ndJDB679rl+9eu3bt+9crZ4UUlMgtJbl++eP+XK9fOnh4Z6H25MLWVC29mg6sZ/2rKu5r2rqX9K6nASjpQSfrWM4G1jH815dsphjeLkfVccCMfXsuGtiuJtVwkH/etZIJr2fB6PrqaDm3mwzuF0FYuvJENbRXCu8XoZjG6WYxs5cMb+dB2MbpTjK5nAivJv5ILQ2tp/xuzdQDSXZBrOyDtgMx4c87SpzBd1Jg7YMOQwnhWbjin1I+oDeeVhn7405GmGyaapJYGwMKB8Q4ZeVpNDKuJZsjSihh7lGYeYGwQ6wViQ+O4ni3StgAfuiEta3y58cEHrniJN/au8cG7QbmuA9Kzxpe44uXaB8vnZPr2sSefHar+7Nt93x448ffvDv/t7//422eff/7Vvs+/3v+//uuz//5yX+3dVwdar/5jX9X/fP7Vf/3353/7Yt8Xx/j/OMr5cv+p//7s688+/2Zeo1COjwmbeEf2H9737b4j+49cHBp6MjPZyhWeOnLy+IFjpw6fGOgZ9jPoJASc7h8+dODEoR8O7fv2QE9zc9pNfHg8L7p9h13T1NvRM3b7Nql9deuXX3tbe/taus72DV0cPiv69bcAbZiUiHqFHUf3Hzt66Gh3a8fbJ49eP1zoa+uoPVbDqmX9cukatvx2NR1IRnylZKCS8G5k/Ns5fynhLSV9hZh3LRNYz/g3Mt6NrG8z69/M+LfyofVcuBgPrGbCa7lwOenbzEe2CrH1bGQ1FVzPBtezwc1caLsQ2SvF98rxrUJ0Kx/eyIQ/lsIfi+HVpGct5S3EvYmwL+hzjz1Ch+XGy5PogMx8bQa7NY83AXoeoBtUGPvkhpqxpWHFci+4dEltOK38lKl9MowFYnwYF0BEiwzvV+JDGoIH4a0ILgBNHMBUJzJyxw3sMX3Vvfe1Y+/rx5eq7r0RANpWYJk7/oEr/sCT6gSAViBdbpbqukH9lQm0eezF54eqvzta3/D70x87b/7PP77+9oeDh3tvn7j+6PPvj3z23SHB+DuejD50de7L/ce++Or7L45wj955LxC9PQu+Otxx5e/fHTz9K/jCxCATDw8fPvXjD4fa23v1mI2haejubzXHqn/9+dqTV9orM+SvDynJG8d58Pn+4w1twvYz3QPt/BYZIiM9YUL/nlvfpASAlaTvtZEe1GC8c/e5LD67hqWGkYjfTdDMK7Nz6PLoD/uOHjt8cun5wz83stqXix18YX9br+nDm41cZDUXfYt7FgzOYjK0lvIH/R4T7S6ngpV0qJDwlVO+fMJP2j1+nycd9ZJ2t8fjycRDJIb7Pe5EJFBMhiuZyFomvFWIllMhfyCQiQfXMoHNbCgSi9DuwFYhul2KrWTCBtr9yODw+TzhoEf8grk4hZ9TW04rDP0yU7/M2IeYxh4xFzR4j9LYhhibAH2rzFwv1vYp9P2I7qzK0PsfTvIOGcUBMDaAcqUoR2IcVpm7VHi9FGeBRB2A8aQoHzA2jutO3HvfMPqhHda3gjqO6L0A0PIky72g7qLyfbv0gxDQt0j1g2rD1UnjsNwoEL//ukpwqPkiG0R/6rr5ty+++fb7n4703q0V49/W93x5sLZhbLkJxA9dm//mcM0X3+4/2NQ1+oTidJ1rOXPrl6nlnxo7DpyGGmCS//vi5z8c+Z8vvv+2upl150mtoL/22KlbVy5nwy7VslsIkywpengMP3Zl8cefTna29/w8eK6zpWtfFZc9+vL9uw+c2ga5eCwX816exngi/fHuG198d/Crr3+sPXNfIMNrRKaDo+bv2m9888OhY0dq3ixOL2rg6qMnWdV1hO79Wja8ngmW0sFgNFhMBTdzwXIqePeRvV1O29z+1WykmAyupP3PzI4+NTX2zDr+wn5u2tqtou88td9coC9PoNdmyJFZ67VF2/VFWrXkmFq2Aa8Yv9+3mg1uZIOvcO+CybVZiG6X4nZf4Pw03aGgBjX4uUm0GTK1w+Ymif60XH9aYRxA9GeVpk7E0g0bzmrMA0pzj9zUAht6ZHqhVHdGYWiFDc3gp0vydogSAhY+gDbDFh6I9istQsRSLbHwQZwF4myphSvRNUl0bNFyL6LrhHSssQ/d8DJr7EOvzNAJGy5oPpyTa7shAx/QdcsMQ3I9d/zdqdG39fdfsO69ZElNP7Vf+9sX3/7Pl9//0PbLsTH9oVsvTvzyqEFkaJKiVTcWvtx39LNvDp6sbz43ePr7bw80dl24/dTWD2k5gJ6vIBtuLnz+3aG/f/XD1werPj9U/Y+vfjh64Ojty1fKCT/8xiqEsNMTZDNCHrsy8+2+k6LRcZkI4DUJvv3hMKf74vvXbxpO1Unu3E2EXMpnxC9qtOXcgx+O1n790/Fjpx8cGzMfv7905IFhX+dvX3730+GfjvUIW04cPHLwh59OHavWPHq5ko2uZYJrmeBGLriaCSRCLuVbGx+h6iTYW8y1lg5XUqG1TPgd4ZvWuyeWXZ1K+vwUPTjJDE7SnTLitIoaUlMtCurMjI0DERyIPDtFKt9bUzH/SiayngtPLDnf4p7tUmy7FHMFggOT1MgUc22e7lWi7bCxBTS3I8aLasuAzNgBas8qDc2gli3WtkGGAYW5BTLVifW9CjNbrO9XaIXAUjf8H0EeEMkSm2vFllqAqAUsQgRrg7E6ibkJQKsl5hqRQSDR1Yu1pyRLfFjPB3V8yXIfstwB63iAoRXWt4K6EaWhE9Q3SbSdUn2XdIklWuJJdd0KE1uqOzKm/67lyudffP/fX/ywr+MGBzS3yTEWhB0f07MlxsYbU9/sO/rFtz99v//kF0eavj/RdKLn1qAGP6Mw8KTGLiXVcHPuf7499NnXBz7/Zv/fv/jx6++PHP3p8NEfDz1fnL71mKkWmeok5nrQcvTKxPf7TorHAL8V62rt+vaHwydP1KkBUe2JWujBg0rcLX+JCwEz5/Tdrw4c//LAKda5sTYIrb3/7sTtd/vbb/79qx8PHjpRfbymu7XryIHDVVXshqGbLwxkMRlY2qIgMwAAIABJREFUTfsLcU857jVQLpaUqJXgLJB4h7pyQW85FtjIRj3BoNERgN97WhXWJineq6bPTdPnNMSggj6jIYfU+M+z1ivzTLOc6VIy8wZnKRNay4ZcgdDIrJVyBbeL0dVMOBHxXlig+lTkLwvU1Sl8QIG2wObTctNFDTqgMPOl+rMK7UWFtkOqHUD0bGCJKzXUiA0DCpMQ1Lcj+g5wuR38/4HaJMVZAF4lslQDljYF0SanakWmBsBcK7VwYctfAWr1Ei0X0nEhYzukE0iXBMAyT7LMEi03A9oRla4N0rVLlwYQbYvkw9HRD1ypvgPW1ojeV4uX/8E999mX333+9b6fem93KyghZOGABh5kaoHRppszX+w/8fk3P35f1cIFjE3n7nddGbuk+XCE3XPkrJQro4T3n355rP5vX+//8sCp6hH5hVvi4wePff/ld1w2nw/p66RYg9jEB/Gqq9Pf7D9x5db91UxIIQV+3H/8yOEqbm3jiYMnxPdvl+Ju8BV+bMzwY+u1L3849MX+Uz03ZT/P0hypqVFsOth544tv9/108IRcNJ4JOn67cq22unE/7/SIaMbiDpVSwdVsqBjzpaOBt6T3wpz1uAh/i7pyPrdLi+d83lIqpLMHLi46qkHs0LiFBVJtcmpIRfUr6NMKol9JXpi13Xro6FQzHSpmYsm5UYpvVxJaR6h/knH7/eu5UCUdKCT9468d7SqiS0V2q4guublXbrw6jV6etlyZMLfD5utT6DmFbkhhPD9pboN0nbCWK9UNKi3dMkufwjyg1PP/I0epBcF5UkuDyHRi3FQvsXARtANBa8dNTRDWghA9cqpdhjeKDQ1SAw/UNwGG6gdLPMlyw/gHrkRbO7ZcNbrMkSy3wbpOWN8Jak/df189unRqTFs7vtQCmdgIfqDz2mdffvf5N/tPnhH1TbvPTpFDaoIPo1wZ1XTvxRcHq//+7YGjnD65LiB/TXRBOsEt1b5q7pGhsZ5p17D4yVf7j3/2xXffVbf0TNpikdCty1eqjp48dvDose7rTRBeK0HbJ2y116e/+vHoL7+NbRfjNIEdqeIeO3Sy/kTNiUPHJffvFqIu6SuaI6N+ar/+zXcHfzjedANZfPDCNqjB21RM3ekHX36978BPxz88nd8rx3yUpU3Ydqrt4ulfwbmnz/cqiY/l2HommA959orRbCqk+mCn7G7XMjZxc976jignw9NGf4+a6VDSxyV4E0h2yvCzGvKMmuxXEBcmyC61tVvD/PrMeXbGdmnBXsjENwqRbCqyaHYn44GNQmQ9HypngnefMm1Kol2O9quwYYX50hQ2s2QFX1LdiLlWZBTA2M9TWL/cdHUGvz5HXJoyXZgwnplAeaDpnFI/pNQL4U/lLN1yvFaEHR23nACw42ILD8L4EMYC0UYJJoDwXgXVLiP5oKVabGiF9U1iXcP4cr1Iy5Es9yFGoUTPFelapVoeoO0ADfXjuqoHywJAxxLr6yRGoejtwb7ffqhr+cfXP3z25bff1wjqL4xfmMAuzNICGXbqIlTbf+MIt+fz7w58c6j6wm1Q/fRD7em73x5n/Xik+sjAaM0l+SFu/3998cPf/v7V//fVT4Jzv9PGd9fOnzl15PjRg8e++u7gPsH5w788rLsgPcDu++9//Mhlcaekoxac5p4b+/67AycOHz/60zHJvbvZiO+y8t3B5vM/HG34xz++O1wnPH8XuY4sXJC/Z529d5Lb/eXhum++O9jF47+am3gyIW9q5Df3XuA08TnVteC935+b7A63J+1xrKRDG7nwVj6ymgkEKdv0nUcRxl5KBUdfOgUIzYWIajHGgwkBRAyqqEE1M6yh+Qh1XEJyZMz5GUebyt4AM8+J4FY5uZqPlFLBvxzH28VYMRW8Mk93KckBFTakJvpgywUNOjKBdsrQBomRDRiFoGVkAm0F0QElcW0G71eab87hXbCuT677dc48oDINT3wq5u6Rk3yQYEtxFoifkmBcGG+ECIGcZEvN9YClAcAEAMoH0SqRoV6kbRRp+VJdC6xvEi81jn1gi5ZbpQa+RNcKaNulWq5Y3zhu5ElNAsjcJDWduvXw++rmLw7VfX+s8cdT3K+Psr461cwbXx6ZZXpV6BHBmRpBb8f5298f537xw8lvj7Fr2ke+PVT9+Y8n/vHd0SND40ebR346XHX8RM3JU3UHDh7l1NfLJaL6qlpOHYvP4lYdrz548OjJEdkh3ukTVY1VtRx2A2e4s+v1sqVZYqprHelr6+pp73m+MBePBpvHX+6vavvmGP+zw9zB66NXoPnqcyLuvRf7uWe+aRo61PpztWC4u7UDEY2J7929NHLl6dzMlbPnBjt7q/in68a0w1OMhbBXop6VdGAjF17LhMqpUNLnXkmF1wsx8J23CSKrxHiVGKuDyCaAaJOaGsR4vZQ8NI6fEBN8hOpSWS8tOi7MW1uUZDgSWsuFKin/Sia4WYjslqLpePD3p8zQFNWlInqUBF9qagZNnbCpW246P2HuVVjOasirs0Sv3MQG0WGVqUNmFCCmOsDQpzTfe4TzYLRW8umc2i6jhQglRMhGiKqVEgIZLZBTbAjnQpYmqalVSXTBFo7EzJMaO2Btj0zXDBt65cYhlakVNlyfNbeAxjqRrk2q75SZOhBT1QMTV4rxIFQAGoWQ6axc1woss8Z1dWP6ujGDEDR3y7GBSWpomrr7GJ/9gF3QGDgiff3o0pUZ45VpYweoZ4uW2yUfOhDLzXnChBIRFxV2MxE3nfTb81FP1MNEXGTIQYRdVMBBMnar3eMOeOxxvz0fcRejrnwyOGfxv8K8+Yg3GXKtpAP5VHDsje3chOXypBl6gVudnjvP6BrAUi0hq0TYCQnGlmKyF1Qq5MxHPaWEbz0VWEv4/G4X8ILhg1i1yFwHkD1yYuGDtZwIbuQjK5nQRi68U4pt5MIrqdATk/vSvO3OY+v4cxp+73hi8bwkvO+Y4KzJgyy5Rl87Rl/Z771ynZ5z9E/aDoxivz+1FVLB1WxoPRfZzEd28lGXL3B5genV0I0QUSNBjz4wtEDGn6ewy9NoK2wa1liGVdjZCfTCpLlXhbYiZiFsqRrX14kNzbDl/CR65IH2xINPyy8HpqsArEaC1QEEHybqQZIF4hzQwkPwFhnarULb5WiDxMQHTS2woVGsbYb1bEA/rLK0IebRR/g5DXpmAh1SmbrkeJ+KaALQJpG5UWzsVpgGNWi7impVMLVSshogG6VEi4zqUjE/zzOTWuv9lw7Ze/foK/uZOWuHygot+VX6YP+Mq3vSefO557dn7seobyUX3i7H/1hN/7Ga3l1Jbxbje5XUdim2XYp/XEl+XEns5IP/Won/s5LYLUT3SrGdQuQvt+9uKbZXSawXomvZ0Ho2tJ4PZ6K+bMS1mQ9tZEPJqFdn9Yveee69dqsM3pdUIBoOVJK+1Yx/IxvcK4Y20l6T1Stf9rynvO8Z7yLqvfHE0Q2Z36CuzVxkuxjdKkY28+GtfHgjE9rMRcqZ8GomtF2I7BYje+XIbin653rqj5X4diG8ko2sZCOr+agnGHxF+R9afKTbX0oHNwuRjXx0Mx/eK8WWKV+/mjkzS19eoC7Ok5fn8ItTlvNTxMyyffwlMzKFtcPGfoVlZMI8OIFfmqMvzdB80NgF63tkRiGkO/JA2/ofc2otRFUDKAvEGiG8BiJYIMGByWYF1SlHuxWWXqWlT4UKIAsfNLOl+jqxvgUy8EFTG2RqAU0jGuzKDPHLDPb7IjGgItpkuBBCOaC5BUZ7lZafZ/CBCfyUCD8pwRoArE6CsqQWPkwOz9hUWufoSxv03vEKd4+/tonfOEdfeYC3npE5e4+GubRgv7Rgf27xlFKBSia8WYit5SPlbHg1G9nMh1dzobVcZKccW8+Ht4qx7VJ0t5LYLkRX08HNTGgzF97MBbcL0a18ZCUdWM2FVzPhleRfJ0P8m7nQei60mQ3uFUMfK7HdUvTfq4k/V2PbhVAp4ask/VvZ4E4huJkL7FUSf67E/l2J/rkS2ymES6mg3+HJRIM7xehmPryeC2/kw7uV+G4xvluO/7ka386Fdovxjyup7WKskgqU04G1XHg991foXqSS8m7lg3+uRP+9EtnKhzZy4Y1caL0Q3i5G9krRUiYSiQXz6XAx4VtJB8rpkMXuNTGubCJQTAUVb5gWUD+gwM+rLTwYG5ogz2mIMxPoiMZwZcLQi2jZgOHipOU/mErWSS1NMM6CcD5M8OVUi4JqgAmW1NgKGVphtENmEUqNdWIjDzQ0AIYmwNQls5xRW4aVprMay8gkOqwyDarMXKmJJTV3ytBOOdoMY71KfHAC/XmOqBJjNSDVAOI1ACqUETyE5CBU7wQDvnVgLv8b0vvglWPK4Fm2+u++cPZpmAENfWbWOjxpe272bBSi6/nYaja0XYys50LlTCjsIlezwe1i7I+V2HYx+udK9J8r0T/KsZ1ibC0b3MxHtgqRP8qxrXx4NROqpAMruehWIbyZC6xlA+WkfyXp28yFtnLBnXxouxDaLER2yvHtYmQt7V/LBNdS/q1sYLsQ/liJ/2st+bES3ylGYx56NR1YT/uLYe92PrJdCG8Vwpv5yFYxul0IfywnsiHnQzWykg7uVpI7pdhOKb5eiFcykc1ifKsYXc9HN/KxlUzor55ouxDZKUW3i9GNfHi3HN+rxLcLkd1i+F+r8T8q8a1caCMb2siFdwvhnUJoNR1YSQce621tMvzqFPGzBq8DLOcmiDMqtEtmuqAxXpk0dMNLLYjxogb9BNQGmGpCCK6c5MJkg5Q4CVC10r8eVLxGYq6R4o1SlAdaGiVmvsTYjej7VCYhbOySGQeV5i6ZsQPR9yiMPNDYKLGwRBYeYOIAxjbI3Aqbz8/g1+fJWoBshEg2RDZJiQYpwVVQXRqaLyMvzVsfmt1vaf/4G5dsyf3U7Pr9uatrwtapYc7OMEMaq3rZs5aPbRaie+W4zx+inL5SKpiPuUtJXy7uem6mFw2OBaNbT3sJhyca8pdTwc1CdDMfNVv9Hp+/lPSV08H1fMzp9etol9/vqaQC6VggEvI7fP6HRlcw4NsuhLaKkX+uxHZK0c18qJzwlJPerXzkX+vpnUpyp5zYK8e2soHtYmQ9F93Ix7aKsb1iZKcU2S3HdouxzVz4j3J0I+W3m5f+XEn87/XUn6vJf68m/1xLfCxF/6jEN7KhjVxkqxTbLkZ3yrHdcmynFN8pxXZKsY1CdKsQ28xHKrnwZj68W4p9LEd3SpHdYnSnENorhPdK0fVMcD0TMFHOK3PE3UfEOTVxVoV1Kck+JT4ygd2YwYfVxkGZlgNoheCnf78tcpoNEzw5xYHpapA4ARA1UoItRZthbYuc6lZTAgRvAizVInOj2Ngg1jZJtFViHRfUtyGGPoWhBdbzYRMfMvNgrEZiaRg3NoqNbNDEAUwtkLlDRjbL6A6ErBXjLCleK8VqYLJZQfPl1OWHttvP7aMvHbeeOG8+clxfpO8+t/+86LjxxHll0fnzguPGE9crzEc7/bN6b7uSHntuLyd9lZSvkgpYbN56CXpiHD0pwhpBvBEkf33sWMkntoqJSjb62xP7G9S9kgoWE/61bOTeK1e1BOtWkeJXjgvzthY5wZNhp8T48BSzTPqcHt8jo4t2eksJTynuqSR9a9kI6QwWMtHtUiwQicwZvFPL7mI2/nE1VcxElpnAeiGxU4zsluLbhWgsEjTaQm/M9kWt84nFv2AKzBm8zy2ehwYH8t59/6ld8sIGvXGo3rvuv7BP6V1TOveNh9ZFk2ezGF/PhjdykY1cJBHxQ28dT01Ot9eHW124zaNn3DaXOxZwbhciHo/72ix+eQq7PIn2KSxCBO1X4jfmiV9m8Q65cVBpbhBrO6BPG6UupbVTTvUoaC7C8BCqTUkJ5BQLJBpBlCOj+XKmVUE3SYkGAGsCTEdHPxy697ZhfLlJoq+T6FmAlgPouJCpalzHBdBGiblBbGqQGASQuVFqYomNQphok9P1INkI440QwUNQFohzYJIro3vVtmuL9huPnGen7UNT9vMz9qsL9l+fOK88tN984uxQWzsnbCOLjnYlXQ9QNRLSbPWvZYJr2fBWMWayBtgQWQfgAhAXwlSDGP/1iXOjlNqtpFZy8TvP3VrSU0kFyqlgORO789ReI7Y0QmSbgm4CicPjaJXEUifFqyTUKTHRJEVrRNgTg7Oc8Jbi3o2M3x8IDk7ZMVfoYyWud4SaYLJTxRSz8X+uJdOJ8LVHzlwmsVdO7JQS24XovNHbqrTXiLBT4/gxMXlMRB4V4afE2JEx7MAD4qSYaIaoejFWI8ZPSQg+THWpmSoxenWBXslGtoqxv0rLW9TDB7FawMKHMT6InZugTk+SbTL85kPbM7P7ziLx2yw6pMEuaIgumXlQZb40hY8+tfar0A6ZqUVm5oCmC5pPR5pWJcOXUa1yigdTbJhslpNtcponZ/gyUiC38mS0QE4KEEwIo2cnLGxQe/LBUp1Id2pMf3Jcf3xcVyfSN4h1J0Z1fMDMl5rrJJYqkZklMbMkRq7U0oZQTSBVD1M8COfDeLMMb0cwDkQKFfTQlO3SvH14yto9Ye3WWC8s2PumbJcXnWqtW7Hs/e2l89Ijx+C0tUdj48GMAKEoV2C7FF/NRdZzYcYbbpXTbCkuhPEWOdUIYOoP7t1KZqsYL2ViVxccOtJTSQVKyVAhFfn9qZMLUyyYapZTzQhZDWBsEOfDuACmuCDZKME5Uuwd5trMhdbSwZV00OP3dk1YH1t8/1xN5NPxCwvO60+cq/noXiWZy8Thd95yLrFTTuyW47uluELr48ttfBnTIqPaEKJZRnbKiU4ZzoOIRpDkwmSzjBbKqUaQqAGJegDnwwRLit1+wlSykY1CbCMf2cyHF3WubjkphPF6AOciZKeS7laS/Wrqyrzt3AxzdQa/MIF2ySyX1LgARn+ZI2UvrV0anAOjA0qzEDK2wBae9D+CPCC6EaT4ENkmp+tBjAsTzQjNRiiBjGxVki1K6rSa7NUQfRP4abWFKzWcuL9ULdJVjeuqxnRVY/pjD/Q1Y7rqMR1bamaJjXXjhuPjeiGENkrReoDggBQLJOoAkguSHIRsVZACBK+TYiyIHJ61XVhw8OUkX27lyZirj1zn5p3nZ2zwW/vtJ/bfn9gvzNu7VdZWBVMP0p0K6zM0uLuS3CjE17IR2h1oRvAGAO1A6EGNlYMQD42ujyuprWI8FQ+dnra+Q52rmVAxHkhHAxdmrX0KRojQQoSqB8kGkKiT4HyE6JCTA2prm4yqlRBTH2yrmcBqNrJZjJcy0asPnc/x0L/WkoVMYmDafuelZ3cltVuJ623BB6/ca7nYx0pip5TYLsZlH1zNCD6kxntVVDNCNoAUC8DqRBYejHMQqkNGtclpIUzVQRQXIbgQWS/FT4rwXxZtlXxsvRCvZMJrmeC83tUEEd0Kqk1BtimIVjnRryYvzDHQWyf0zqV+b+OC5n6ZoRs0NEhM1+eIW3N4q8zcKTP3K43DCnO33FIt/hTUTiXFhSmOjOHK6W4V3ackGyFCoKD6NHSbnGiTUy1yql1B8RCiDjA3AQY+pOeDeg5oFIJGlshYNW5gSUwCyMSSGBpEupOjS9Vjyy0QzoGIOoCsl5JsmK6TkvVSvEWGtyhIHkyxQIKDkGemrWem7EOTtjqI5MqYM7POG8/cHRrmwqytb9J2fdFxZcHRqmD4MNUit3YqrZKXjvVCbKuUXMvHrN6QAKGbAKJVTvNgigeRL1HvXiW5XUqEI8EOJfXE6FxJBfJRTyoaODdj71JYu5VWPkI1IhQHwRtAslqC1UnJbgUtgIl6MaZ8y5TT/lIqtJEPJ6KB87OOF2To/2xlbP5IE0L//ty7s5rZKMREr903HznXctHtYrySDpbj/mcmV7uM5MNELYCfElmqJRhLirGkOAvE60CCjVBdKrpbSXNkTANEsUCyBsCPi9BuJZWIhsrpYDEV3shHFw3uHhU5qCEFMoKHEAMqsltJDE0yNxaZlxbXQ72dC+G9MvOQwjIgR+8/oS5MoWcnsR65uUduPqMyDyrMVeJPy++ghr44Y700YxuasnZrrF0qpl1l7Zmwd6kYoYJmIzRfQXUrmRYZI0DIHoWlQ27hQFivijgziQtB86lx/YkxQ924vmFc1wSYWBIDD0K5INkMkw0gUQuRtSDNklIskGyT0UKYEMiZFoSul+DtcroJpLpVdO+EtVlhG5p1nF+wt6ps/RO260/tkg/eqw9dHSprm8wqRBghwozM2Arp6Go+vl6IOfzhDgXDRai+SaYBIFhi9CXq2ask1woxt8/bISdmlmyVdKCcCmXikTNT9jqQbkWoWgkuQEihjOLLqDYF2a2kGwGsWoS1ygjlO1s5FVzJhlfSIavTMzxhe4YF/vdGatbgqgYI6J17sxjfKsREbxx3ntnXcrFKKlCMezNBxweTtUtO1QJovRSrk6BVEqxTSbYpyWoA50E4Dyaa5RQXoRoA8qQYrRFbqscNtSITB0Dtbv9aLlzJRTeL8QWDmy0lBAhRL7E0ApZhNdYux4Y11LU5knS6gedUtwztl5vPqcwX1OYzE/iNBXJkGuWB2g7YMKjC+hWW42OfSkRZMM2F6VYFMzJj/WXBOjBp61TZ2tVMt8raN8nwZVS3mu5R0XyYZENkv4ZiAViDFOdDRI8cqxo3HRzVHRrVnhAZ6qQWHmTuVRFsGK8HMC5EtMiYepA8BZANEF0npaolBBsk2RDdjNBsmO5QWoUymoOQnSpri5w+PcUMTtl4ClunxtamZnhyKwuxtsqt7TJbE8R0KpiBSWssGlrLxzYKMcwZYCM0V0b1T9maYboWoF4S3p1SbC0f9fkDfSpG88FZSfpLSX8yGjw7ba2WEFUiMwtAeQgtlFFsiOhS091KqlaCdaroK/PWpxZXKR1eyUXXchHSHWxRMHNG/z9XYsh7Zz1IzRq8G9nwViGqXnI8eM6Ukv5Swrea9m/mwpTTN6CmG6RYvRRtBLBaiOjW0M0ykgXgTVK8BsDrpBgXJhoArEaMcqWWWom5SoKxpDjlDK7no6u56EYueveZgw2iPNAiALE+haVbiTUriJ9nrbceWv1Bv/w13QKhfAj9bRbrkVvYgGlYjV6bw1jipX6ZoV9h6VWg9f/BVL7cWiWlakCqHqJaZOSAmj49SfZo6OFJ2+CMvVNNtytpgYKul+J1Eku92FwNELVi/IQI50JEj5o6O00dHTcduLtcM67nQXidlDgpwVggyYNoLkSxIaIZpjgQVQfgLAATQkQzTLQrmHOzjsEJpkfNtCkYFkI1QVSLiu6asHUobQK5tUqMtSoYoYzhItZOpa1Lae1RWs/POSKxyFY5sVWMM+5Qj5IRwMSZWXur0toI0u8p/2Yxtp6P+oPhQY11UuuqpAKZmDcccI/MUXUgKpSRnRrr2Wn70KS1VUE1yykBQvSo6KsL1pEZ5onJE4+GKpnwWjZs9fpblfSE3vuvlcSc2dcoJWeW3euZ0Go6OPrCCryylRO+csK3lg5s5UKkw331IdOmILrVRLOM4CIEF8JrJChPTtUDRIuc7lIxf9GgXopzQJQFWuoBTAATNk9osxhfy0WLyeD9p0ybDOuSY51yrBFEeybIawvWq/PWl5inkolAr5k6keGsGj87gbXJULbEzB5fGlQY2WL9WZWlHbF0yzEh9GmQR7fK1q22dquZZgXTLKealXSPhmlV0Ken6F8eOYamHTyE7NZY+TK6CaJ5ENEEkxyYOiXBWTD584JzaNLKgohqkbnmzisOhDXCFAskBDDVCJINEpwFkm0yhgVRLIjggpgApvo0TP8EfXrS3q2yNsM0H6ZYIMWTMxyEapPRApjgK6xshOnQMG0qq1DGtCusfVOONoW1Q2n1hSM7lcRWKR4IRXqVdLeKufPCzZPbakHqLe5ZzYVXspF4LNKupKaWHSvpYDrijYd9p2cYFkQIlXSHgmlTMt0aW8+ErVuJCxB8eJoZnKJvPbLee+rwBsNr+fBGPhYOB7onmMcm779WEr5gqBEmRK8cW7lQJe65Pm+Wv2MqcfdGNria8m1lA0ar99wUdfux9f4rV9eEtVlGcaQoT062KKztcrpTYz0z7WyW0wIFxQVxDoixJSYehHXIKbvTU0kFVzPhTCJ8fpaqBzC+nBiZJc7PUqJX1tFnzL0XVi3jcnr9t58yAtA4JDN2yMztCrRabKkWmZphtBm0DChMXTJTm8zSjXzK1J4J5+C048yco0VjZUNUk5xpU9taFVS/mrgwYxuatAkRqltN82VEHUQ2SHEOSHSorXyE4Mqo3544+6dszQqqXUlxZCRPRvIRii8jeSDOA4l6AONDeJeMbkZoHkQIYEygINsU1jYl3aaiWxRWoYxqlpNtCqpNRTWAeIucblVauyftA1P2DhUzMGnvUFjZICVUWOtg5uojZyYZ2akkt8uJdDL661PX+Wl7u8LGh5lGiH6GeteyoXIqmIr6hibIWYNnNRPKRj3xsO/SvI0H01yYujFJtcL4qXGcDVFc0NwoNtZJMb6MfPDM1qOmcVdwuxzdKESCIX+zgnpscm5kgxuF6KVFu+KDa7cY3sgEwdfMB8JRinvWs8H1XGgt7TPbPfNGl/St/eIs3amiu5VME0gKZeTIBD0wYeUq6HYl3SmnBAjRCBBNAFEjIVhS8vwkbbfZK+nwVjFRycTuPrNzEJIro8aeW4Hn9PU5+sIsdW2eml1mppbtQxqsR2Y6q9D2KyxtsKFeoq2RGJogC1tqPKsydSKmVtjMBv+jUZp0tMmoLiXDV9lZCMmRM80Kpk3FcGCiRcEMTNpbFEy7nGiWoc0yogHAWFKSh5A9SmZggrn+0NGhoBoASw2A1kgtfIRsgqhGkKgDLM0ysgki+DKyVUGxIbJWggkRQoiQQhklfuceWbRz5XS3iurWkAOT1na1rRGheDKqS03/vGCg+FLrAAAgAElEQVS7uOi4sui49tAxrGGECrpzwv7rc2cyEdksxrbLie1ycqOUsAcjo688vWrbgMbao7Iuk561TGAt40/GgpdmrE9R/0YxWoz7MtHA7efuo+PY2WnmrdEJvHZff+IUyshaADs7S7epqXopIXnpEMCUjnJv5kMbhbDN6xfKaaPNu1sIfyxF3tCBV5R3Kx/czIcpbzibDG0Xwh/LsY18aDUbXCKdvoDPaA80y0gOQrFArA7Azk2S1+aZ03OO4Sm6T0MMTNo6NYz4jev+C0enjBhWYtdmmFAwtF2M75YTa7nIg5fO8/P2wSnm1kPmzmPmygzVp7D0KlHxc/LBE6xfYeSI319Q6wUSrUCqbQKWq8RaFqBlS3XnlPpmyNyKGDngf4i51fZ2BdOpZNhyGwuh+TJGIKfbVdYuFdOisvZP289OM51KmouQfBnFhvEGEDshMrEgXCDDu5SkACE6ZLhARrJBnA2ifBnZIqd4cqoJJLoUNF9OtclJLkg0I2SLjOIj5N2Xzud4YGTe1aNihieYHrWVDZOdKnpkxn5mxn7tof36IjU4ZeufsF5asPVPWHs0tptPXPF4eK8U2ShGtyuJ7XJyZyW5W0nks4lYIhqMhELhQDEVWsuE1nOhtUKc8oQSsdBmIbqSDqznY4FQ9B3p8wfDlUxsu5DcyCc8gRDhCZWy4UQs9J70LlEe+XtbIuL7S2mdigWWKFc6HtguRD6Wozvl2FouspUP7xQjHyuJj5X4Zj68lQtv5YKr2fC80WW0+1FnwOwMPsdc00v4/DKK2l3ecNQfCfuCgUgk6A4FLc7ASi62lotiVifwwt47yXgDgZ1idKcY2ciFFkyuJxb3Q6MDeM0s6u2SF9TFScuDZ9SNeawD0g4g2iG5/tKEWSjVd8I6gVTLBvRtkJYDaK9M6k+MmdogA0v86QkTocLOl9MCJV0P0XUQzZUxLITpnbCdnrY1Kxmhku5UUR1yokOOdSnwRinKgfEmKd4gRdkwdmaK6dPQPBBrV1DtcpIL4xwIb5UTAohoAsleNdOnpIQwyQFJNojzZbTsg0e95Ln20HV53jk0aR+ecnRr7K0ytFmGnZ+2D0zaz83YB6eZWpDoUDNnZ+wX5219EzbgtXuzFN8qxbZK8Z1yYm81vbea3qyktsuJ3Uri42ryn6vJnUpyqxjbLER2StF/ryX2KtGtYnSrGN8tJ/65kvx3JblXymxmY2uJwFYutpeP/FmJ7RQj2/nwx2JoPRvczAU2MoGNbHA7H94uhPbygb1SZDsf3i1G9sqx3VJkpxj9oxL/ZyW+V4rsFqPbhfBOIbRdCKcToXImvF2K/bme/KMS2yvHSzHXVi7w52ri32vJP1eSO8XoViGyU4yt5GKrmfBOPrySi6biwZVMcDMb3M76N9O+QsyznvKt5wKxiC8eC2A2t/Itffcx06VAu2WmnzXG80rDObleKDX2wnoeqBNAhmZYL0QMsuf44QcWPmi+MfMfBim5Taiw/nVNmIWQ9QjFQSi2jBYqaD5MNcEkT0F1qAghhHbK8RYEbwBQHkTw5VSPhu6fYAYnrINKrFuGcmGsWUa2yqlGCD8mxo6No1wQ5SJmDoz2KoghNSl549TZQj8vOAYm7F0qe7fG3qViuiFdr4LqVNEXZm0XZ+3D07aROUezkhIq6FYlc+eZ4/ZzB/DavlmKb5cTW+XETiW1s5LeLic3y8n1UnyrlNxdSe2tpHbL8Y1ceLsU3cxHNrKB3VJ8t5LcLiW2i7F/b6T/qKQ3cqnNbGwjGdrJRtaTgY/58HY+tJoOrmcDm2n/Tja4mvKtpwObudB2MbKZD21lg3uF8MdCeK/01+o7/rEc+1iO7xUjH8vxPyqJvXJ8uxDeK0Y+lqO75fhOKbpZjGyW4pu54J8rsb1SdLcU/dd66mM5sVOKrubCxXR47f+te/3bGe96yruW9FSizrWkdzXmXE96d4uRnXxoOx/aKYQdXt/VWeKcGh+ZsPw2a+lDlvsRg1Bq5AP6VsjQBBgaxLqbs+jvc0Sj1NgCWxRPPgW1GSHrYKpJwbCR/0fTZoVVoLQ2K2iBjGmESJaMPD9nPzNp5ctINkzWAagQwfhKslvDXFp09E8yQxNUn5rggmiLjORBZDVIVIP4lXnbyAzzy0Pm6hz54DF9a9F654ntygzdq2EGJ20DauuZCeuAih5QYF0aW5fKenrKdn7G1jth7VHTQ5O2oWnbpQVb35QVWfbAH9yRaPiPlcRWKb5eTGxXUlvl5N5qamcluVNJbJaSO+XUXiW5VYjtleObhVg44C2ngn+spHZXkruVZCwSLqZif5QSfxRipWjI4/A77R4t6g76/Hv5QC7ug57TyjfWbNS7ng2tpAMb+chWPpqJ+HxebyER3CmE/yhH/lmO75Xj28Xobin6sZL412pqrxz7WAr/ayW2V4lvF6NbhehGIVLMxCm7x2QPhqORjUJsuxjNxPypRKiUCafD7rVMaC0TqMQ8a2nfetqzlvRUYq6NjL+c8G1m/B+LoY+VaCoWtDp9bzD3g8fML3N0M2ycekf0IksdsHZArq8V6doQI0ey3KMw/7aAsQCTEEb5MCZ/9umSXCizCuWUQE7XIZRAwbQqGIHSJlRauzR2roxpRAiOnGpTWi/NO9pVjAChulVME0SwYEIgZ7pUtu4JpllBsWCiVmRhw2SXir7zzDH20jU8be9S0v0a6+AE06ciBSBaA+AdcrpXZWtXWbvU9halrUdpPa3Ce2UWHkJ1KukOtU0op7sU+JkZ27k5241nzoFpx40nriuLzl+fuf3hyHY5sZ6PbRQTu5VUKhV3+EKvUc/4M9fdxy6nL/pxNbVVTlZycdlbD+0OflxJ7VaS6+XUzceuS3OOl5hvUee5MmPtgslWiOCDpOqdy+vzLmqZOgl2SoyaGedqJlhK+NZy4Z1i1OMLjMzZzkxbf33EIG9syBuXxx/cKYQ38+GdYnSnFN/KhwmH3xsM/LGS+NdacrsU2yrGQuHwjYfWGindqaYlr+3Aa8eFOer0NOMNBFcywe1ibDXlW0359wqh7Zx/NeVbTXnW0r61TCDgd1sdbsrpvf/U2iMnr83Sv8wxA0q8T2UWPyc4omU+oOtC9GyxlgcaOxWWqzOk6BHeI9Nfm7Rcm0Uvz3wK6qUZq0BOtyuZNgXZoSQ7FEy7ysaRMU0ymq2g2zXWLg3TqmJuPHaMzNv4CNWmoAQw2QQRDVKMj1AcGcmCiBqxpUOJPnjpFL1yXV+k2mTYKRHGgchWOSmAcJYUb0ZIPkzyEaoFoYc0tsEJW6fS1jvp6Jmw9SmJZoW1Z8LWoba3ymie1NKEUK1q68WHzkvzzltP3Ncfu3smHXdf/l+y3mu9bWzb1n2gfbHPXnPNOSvYlpUDRUpUliznciy7bFc5SiIJEIFRwZJzDkoUAzIIJhAAwUwwZ1LBrlpzn/0W58JrX3ie7+MbDKKPPlpr/e+BRinVKiUbhXgll7j/KjBiZsdRuhegOpaIjb3QYSXRKierucTCuxAZEA/K8VYh3i4l77z0ndTjHTrip0fY8UXsxIK7a8FzcsGjAYlxM7n4gpxDCa2J5MPBcipciIdq6XBDEasZacMZ6AbIn5ewvy9i919xSkxspvl6JtzMRuqKvJ+X1h2+AZSAP/tdnJCKSfWcVFckPx9cdoSW3gembPTPS4QGJdccwVwykk8KjZzczEpNRYgJAdrry8b4UjKYiwbee9jbT4h5G3Z5lRw14uMQdnaZ1kLubp3j13XPrVVX56OdrsUdLbjdsbjdpd/rBVy/P8bN78iLVufdDWxrD/9t5XuZcNZEqWC8DyL7QKIbJHpgugsgx1Gqw0j3wdSoiZ62MloTde8FA3/0j5mY4zrspMHTA3qO6T1qhBgAPSf17n793ikrPoISfQb8xKK7S+c6tuAcNOLDINFjwH424Cf0nmGDYwgi1DA1BLMjCD1lYWes7IyJnkLxGQs9v8pNWnxzNu+Ime0FyD6E7UeYUcB1cZk8vcKdXfZOW9l4In5QSbdLiXhMPmVl+oz0rIkeghgVSK1s+tulRKuUPCglrVshJiR/qaXaxfhf9ZR1J3RCR/QD5IklomMJ61jwHFvwdC16OhZdc3Zql/CNIcTtp2wxwRcTfCUtfMJ9EZFvZiP5ePjeG/ZvC66Fd95aRj7IRgOc71uVrilSMxsWxXA/TPaCxDBMXn3CfcBD1axcSYX2C3K7GE+mYq8JYYeTGrlITZHKmUg1Ez4sSALvv7nivvuczERD5WQoGQnc2PBMoO5rK9go5NZAnovLxJDRc9rsGQQcto/YBZujc3H32KMdtWFbpdvqXNzs1+/qnpPX1+lewKUGttHX2L2n+HeHOgZ7ukDipIHoMeADIK5C6G6I7oeZAYTthegukDplokdh+pfH7MM33KXH3k6Q7IPwXqNnws7MLjMDIKEy4mesxKCR+PuC++clrBckOgDipN7TCxDHDPhJkFDBeLceGwaxIZjsBnG1ke4HMTVEjqK0CsRGYHzKylxa5y4+9o6YqCGI6gKpToDqN9IakBhHKS3KjppoDUIFhEizEG+Wkul0YnqZ64OoUZTtAsnjOtzy2dcuxJqF+H4xYfwcCkfiX6rJdjn5Zz3DCRLwMWjfCaJbIf1bv+617+4L76VlYhpyzy/Tls/ctJUwf2SKsUAq4ism+IdvmDsv6EKCL8YCcph77WazMaGZlrbxwHk7FZHCjaxYU4R6RiylhFvP6CGImLUyv79k9G9Z+INPiYZruWizlDwsp9qlRKsQq2Wj5bRYTvK1dJgLBK+tuQcNznsvyHw81FTETIx/+IKcQ93nTZ4Z1DUCuS7asVGjcxJyzaJ7yx+IEcN2j26vZ3F7CtrtXtzsWNyehp3gC2LWQg6CLrVhx/jcM2f+PqOkhUm10dMDYP1GesxEqox4J0T1wuwAzI6bvaMmespMj5joq8+8d1/7Jq2sGmX7IVJrpuaX2Rk722XwfNvw3mkgVEZiGCKO6zwdeqzfSP24iB3X4z0A0anH+gDPCIIPwWQPSKohqkvn7jN61AjWD2EzFnLWyk5ZuBkLq0Lob3+FMZSZNjMqiBkzszN2rg+i+414ICzV87FaPl7KJm489/cB1AhKTZipjiXs/huulpUbuVglLaJboVgitl9ONorxw0rqSyX+Zy35Zy3xZyWxr0Sb6UglLmbCQd4f2KP8mDfoYIPhcDAv+5VosJoKP3P4egwe8DWuRPyFmP8gJzYy4hbu6zO4NJCH5/lSiv/vVHdGgj/65q3UuRXmwip9+ykzY8KtW4FGPlYvJpvFRD0fq2SjxZRQTgn5hGD9QB175PjPh7saxGX7SBYTfDPDJyPBxRfE5WVi3ozNmLDzZs85i2sA3P15Yfus2XH/qfvHhzsnF3ZH9NvjwM4IsH1sYXfE6DhjcWsR7PjizgTkAF7g58zf36ljJnbaRM5bSA1CT5rpPhjvBfEuI9VlJKbNzLSV0VqoM8vktQ12etk7hhLDENkH4sMoNWGmVTDRB7qHIVJtxDsNuAYmh2CqC8S6DZ4hmByC8FGUGkHIbgM2AGKDMDZsJEZNpBomh4zElJnUIsSMjZoxEWoAG0fZM8veeZt3ykIPg5QaYTQoM47QgxA9ZuIGILoLJkOC1CrGK9lYNRu1b4WGjIwGoaeszKCR+uOFv5yNt4qJWjZi3QzK0UhFkQspoZoR94vxw1K8nZe+luRGSipG+WIkVIyEqpFgPRY4VMJ/5sLNVLAgc8V4oJEJfyYCw0a804AvvKKSEX8hHszKgbdu9uwKMYpiNOevpsOVtFRXIg1Fsm/7Jk2UCiL+8cDVC2Jv9lh/MNjIx2v5eD0baeXkejZWTImFpBiTgsA7ctrq0sKOeQsGvae/PVWL8RD6gZmxEBOI57wNu2LHxhBXP7D9w/3Ni5btGbOj1+BU6XcHlrZGAYdGvz2g2x2HXOPw3ii0d3xh94rNeX3ZMwl/HzybRPFRhJg1kfMWagwlVTBxEsB7AHIIIjUoM4QwGhNzzk5pUHIAYqYszKSVmbPRMxbq7LK334iPoMSklR5C8E4DNoxQKpjUoGQfRKpgog+mxmzsMEr3glinwa2CyQmYPGWl+yFqAMIHQWIYpuesbK+RGIbxOQt9fZ2bs3nHTMwowqghehJlJs20BiLGELYTJHogkuPF+je7Khd57+FPm6hBiOqHyCEj/ttTXz4Tq2XlWlZe2w2GJbGc4gvxYCkR4sPhB6+8d5+R0DvaQ3JZMZTws4mg1+VhHU5vXAq5KF/Ax1bigUqSbyrhj7hPBeHdAGHb9mVjgZTozUW4cpJ/hwduP2N5gW/lpWYu0szJraz0wuUfgchOHX7lMUkH+VKSL8cD+aTQyIWVeDifkvcLsUpaLCRCxXiwmgqV08JzBzsCOm4+JrKxUDXFl5Jh4A01YXRMwe7TqOusyXNyaadrcevvD7bvPHGNQG610T0Fu7TA7hjoGAV2T6M7Q4bdebPntNn108LuzeW9ixb3efT7RmnOzI7A5ChKDkOECsTGTYQGpccQUgtTIwg5ZaG0Fur8KjdlY4dhZtzEzq94J630KEqNW5gJM64xU2MWqtuIdYKEFiXHTXSHARtBca2JGkJoFUQPw+QgQqgQvMdIDEHElJWZsjIzVmYMIUYQYtZEDZuo08vMhRXu8obvwmPfjJ2bMLPTZmYcpoZhWgUSEzCuhshJE037pVo2Ws5GazmZCgjnLIwWJocAolOP337mS8fFYjJcTUvWraCPFytpIRcPlVP8R8J3AsT/46Hz+hOcDwbSQa/M0bKP+bhDGp7gK1u+bp37hcNbS4YqSaGZCW8RXJ/e8+CVt5QMF2OBWirczEqHhUgsKt5/ze3S/lZOrCpSKS00s9I7j38QwB+88ivx8EFebOQijYxQTgRJL/frBnl2lXIywXw00FKESpKvp/h2NlzOSNAH6u5TIhvlK8lQNR1+ssPMIs45CzYCOqaNjp9+f/nDbxvn9evWF9t9eueo0a2GsFOIa8K4Ow47+gBHr96hNTrnUdcPj7Yv2DwjwN41y/df6imrV43QIwg5AHkGjfiUmRqFqTHYM2kiNTAxBFEzduq3F945KzliovoRqg8kBxB6GKJUEKlG8EkrPWOlRlCyHyLGzUwvSHWAxKSFnrSw4wilQWmNmRm3UiMWenaZUUPuPhDTmqm5ZXoKJWbN5IyZnLF7z656zy97T6/6bjwP3nsdOGX3TlvYaROlRah+EO8FPBModdbO4pxQy8pFRa5ko9GoeG3DOwiR0wipgug7z33ZpFROi7WMtLHH+3ipkpGKyXA1GXy+x41ZyDdubzUZ8vkDdzfwLQdZivjTIVYO+l87faNGDPMGijF/KcG3ssIH3D9vI8VwqCB7eT/HBcLtQrSVj7TzEVHkKS7QykmNbKSmSA1F3Njlbjz15lJyNSVU0kI9FQqFgi8dnO4lecbiVgPbU5DD+AJzE1w5GW5mwtUUX1cEJR5mA6Fygq9nhFZefLrLzqHucxbnKbNrVPf5Frj66Jczb29ony7ePgXvTKOuCePeNOya0n+aNm726HdUgGMK2ZuB94ZBxyyKder2bq99f6eOo+yIhdFaaRWCTyHkJEppEUIF4VrIPYpgWpSaMZPDCDFg8AyAuNpED8NkF4CrIVID4WMwPo7gvRChQYhpCzW3zKoQSm2iJ+2MCib7AWxumZ2xe8csjAolT9mJeTs9ZiYvrdKTFnzIiM9a2XGr98yq7/pT7tpT/5VngctPA3dfBa6s+7QWdtrGjZkZFUL1A0Q3gA8ZcQ8bqueiFUWuZSNFJfrgjU9rYsZNpAoi/njuyya+udyR9S0/F+CLST4f54vJEM4FKc7fzobfOFktjJ945Bgw7G26mazoK8n+tMzbNjlJDJfiwUI82FDEV57AMydXjfsDAf+NdUpt9DxzcNU038iIhwW5mZNbObmVk7+hVlheiMYi7XyknpWLKXF923fKTEwYsbNm7JLdfW/N+cea5yzqOWP2GF8TW7hXiYVr6XAjE97PSc2s1FTEVlZ86/JfsJNzVnwScU5Cu/bHb9w3x1ZO9xoB4zX79hmz65TZ1affnTZuz4Bbg7qtft3WLOyYgXfGjDtjxr0ZeO/O6vcy4YjFq7Ww01Z21kLP270TZlaFklNmctJE9ED4EEROoKQWIXpBXIVQGpSZMdODgGcIIWcslBYhh2GqE6R6jcTsCjtjY6cs1BhK9BmpQQDTwOS4jZuzebUmas6CafSbF1bp2WX20gajevB6FMHOLPsvrrHXNry/PfNdfsLdfuW/uMGdtdJzVu+pFe70KjdtZ0+vcktvuN+fMSqY8gaERj7WKMRquWglK1u2fGeWmVGEUIHY1cd0Ji4UEuFyWkA/+fhwOBv1pwQm4ifiIaIoe4Ph0O3njNZE9Btc/3zkPr7oufOE5n2+UixYTvC1jFCKB7PRQCkZZjhfPMQyNHvzMdNrwI8bcJURg17jSZlvKkIrK1bSQjHJV1J8JcnXFamZlSppYb8YFSLSrZc+3Tvu4Tvf0gc/tMW/cgXe4SEHy29Sgfcer5PiMtFQNRWqpflmVmxlpVZGaCliNikx/hDrD3kDAQfld7pclPGG48HZxdW3k/C2GtwdNbrGjDtj+vczwMf+pa2+pW0NsDOPOs5bHKdMrnFg97d/E/QnbN45G3vaxs1bvfNWZsrGTdq8YyZmxsrMWCitidKayVGUGEdJDUL3gdQwTAyAngEjOW6iB2FyxESPmeg5OzNpY0bM7KlldsJK9xmJcRMzbmbnbOyM3TdjY39ZpWZM9ISJ6jISYxZm1sJM2Lh5K3thlTlr915c564+855d4W4+C5xbYbUofWmd+/WJ79qG9/ITLhKTknHJvOXLJKOtYqJdSTaK8UYxHo9H3D5hfS+48N73jgyXlUg9JzfzUTcn5JJSKcWXUuFcPJQUmLTAKAkhHRciEeEjFdjY4/Rv2Yur1NpnJi16U6I3G/UrEW8uHirGQ/l42PiOvfWcvvyYvfGEBj4H7r31/faU2SQCtbTQyErllFDLCMVYIB8NVNNiNRNuKJGGEqlno/VctFWI7pfiR5XY16J8WJT/rCb+rMUO82ItHW5lhFZWamalVlZoZcP1VLieDjcywkEhsp8VWkq4rQj1VKAS57gP66uLD8wvt++tu6ehXTWwqwJd/Quf542fBgzbI6Dj+MPP88jeZbtnyrjbv7g9928cpatr9KSZGjHRapTRotQwyqgRZsLMDiP0jImes7Nzy+y4iR41MUMwNWDEe/SuH5ecJwz4uIWZtpDjZnIaJWds1BBMjpuo86vcjJUegolREz1mZaYtjBZlTy37bjzzn172qRC6S4+rIFptYodgdtbMnLLR51a5X5/5rz8NnF313X0ZuPXcd2bVP2/nLq14T1mYP14HK/l4VYmUs3I1G22V4u1yqpaL1vKxdinxpZrcL8f2y4n9cryejTQL0XYx2i5EG9lIPRepK2IrJ+7nhFZOambFg0Lkayn6r0r0a17aV4RyMpyOhsrJYDURLEQ5RaBLyVBDESpKZJMV3L6wKIVy8fA3l6aVlarpcEORWvlIUxHqyWAu4ivEArVMuKYIzaxUjgdainBUlJuK2MyKrVxkvxDdL8WaObmVk/YLcj0jNHORZkZs5+Ri1N9Ih+upcD3JF5PhajrcSocOclIzK9TToYTkIzCn9dmHR+s7Nx+TGmBPDeypDDtzqONX644W2JqAdgeXdi7aPBet7knjngbYvmT9vlG6uEYPQFQ/RA2h9AjKjJupEZTSmpl+iJw20VqUHDfTAxDRacC6AbwXwHoBTGsiJ0z0tJXWwHg3gGkQagTFh2FSCxNalBoz0dNW6tQyd2GDm1n1nXnMXX3m//VZ4NdngRvPAw/ehOCt0Ok1rwqmNBA1a6IuP/Hdfc+fWQmMm70X1/1XnwRO231ahJuxc+dXvOsOvl1Jl5VISYnkU5FKNlrKxmqFeKuUqGblejHeriTbpcRhOdnIyc2svF+Ifakk90uxdiHWykVaObGRDjcVsV2IHhTkVlZo5yL1tNBI8+2ccJANt7PhRirQUoRqIlBLBpqKcFiI/FdZ/rMotTLBw5z4tRhpZsKNVGA/K7QVoZkJt7NCS+GbilDPCG1F2M+KDUXIS96WIrVzkUZa/GbVHZXjX6vJL6XYfi5SSgqVtLCfizTTYj3B1xLhpiLW0+FmOlxPh0vxIB8KUoxXDPl9/sDddc/vK5uLz7Z+W3ddXCUGDLu9BscouDsHb59GtyaA7SHd5iSyd3cdv7aCT8LOEWDnF8v3Ye5zq4wKpftgZsTim18OzFvoSQujQZkpCzVnp9UIOYaSKqNHBbj6DZ4hCO8y4CqIGISpARAfNOLDKKVFyVGU1JrofiN9TIepYfLCGn3BTs8tU3Or3stPuNsvA2dWuLNr9L03/nsvuPuvAu9I4SURnrbQ83b25rPgg/ehq8+Clzf8Z9cCt17xFx8HZq3cWTt3Ztn3dC9Uz0VrObmSkeqFREWJFlORajZaz0dbhdh+JdkqxtvF+Jdyop6N1pVIuxD7q54+Kif3i/H9YqyVizQV/s+SfFiINHNSUxEP8pHDvNhIhxuKWEuHW1mhngo10uFKIlhPBpuK0MgI7azUyPC1lP8gJxzkwuWYvyizlWSgmgzWU3wzwzfS/DdHXeQDUTFUT4fritjMRQ6LsWRMeuvkXu963zp96Eef/i17Y4NYeEHJUripCE1FKkcDrRTfzkntfHQ/H2kpgtsbXHiKLWy472xgI4j72MOtWfD9w2euMzb3L8vYPLo7izpnEccsuDVj3NICO2PgzrUV9wWL65TJMw65Llt2psDvkTvn7cyImR0yseM236nV4JyVVQMuLUpNmZlxCzNmZWct9KQJHzJ6xmFsFME7DFivAe8B8Ekrq4FpjYntNZIdADEA0f0gMWwkZiz0tJUZhvEhBDtlo6fM7JjJ2/oy7UYAACAASURBVAfiKojsN2AamOoFqEuPubsvfVqUPm1jLqz7H73nbz33X3js+2XNf2nNf2UjcG3Df2mVm7d40Y/BajaSS4q5hFjORqu5aEWRG4V4MSXxYSGfjjayUjAY8jChYkqs5+RaPub2hrPpWLuUaBcT9VwkIfk8tC8qfgMsRJVY2O/z5WOhRiZcTvCVZDAvc01FrGeERkZo5yKtnHRQiH4bRS2lBT7kK8QDaclXTASrKb4gc8VYoJII1tL8USGyQwWQt1QuFm7kpJoi1jNCLCosviSvLeOziGfY4BqFsRvPKToYrmelWoqvp8P1TJhlvTGBb+XkZlbcLybeevx/rLlurrinTJ5Bo+v4w61z8Oc3DvKC3T1nweaR3XFoZxLangC2z6A7Y4atM+j2FbtzCnacM3tOLuzMQZ+vW77PKI2bGQ1Kj5roXoRRo/SUiewDPSoI15poFUJPmNnzdmYGIXshcgQh+wCiz0gOwqQaIXSfwuMWRmumRhGqHyS0CDEM49MWasJET5jZYZQZN1FaEzWC0BqUGUTIIZjUIviUmVZBlAamByH6uIEcNBKnV9h5u3fcwp5a8f2y5ru04j1l9V9a9f3+xHdlxTdrYeD3vltPmfVdrpiSiulIPZ/YL6e8IeHuBgW/YdZ2vLMWfM5MhflgKcknE9G7zznSL+1X061S4qCcwDjx8gpz7ynHC6LXH1p8is0j7ivLGPKeSsi8EAquvCVk3l/JiKWUUMsIOBt8suPLJiMHxfjyFnd5BX/rZCtpsZDgn28znNdby4SrSb6S5NvZ8B7tv7XiebPDtPORZlYsp8INRUjFxfVd351V7Dzq1r9iq2nhsBCpK2I1yTcVgfRyfzx2b3m8lSTfykebuejjTfq23XEKdWoR9yTi1ACOMf3nR08c8xbXjMl52rR3weQYA3c0hs15eFtt2J2Bd8+ijklwd9a499ODz6OGTxP/thih20gPwrQGpfuN5ABEDYL4EExpUEoLUSqYnjQzF1ZoLYyrIHwcIU4suXtAQmsiB4zYg7fB35775iz0KRM1jdKTJkpromcs1JiJnrXSYyg5YqJO2b0TFmbW5j2zws2vcGcf++bMjBqiRxCmz0h2AsQgRE1b6XErM4LS51e5m+u+a8vcKavv4rLv+hp3ddV3zs5cXWPGENrwxldMR+rFZL2QqObkXSp4fxW7avZMQHg/QE4ilC/IVzNCKBj67bH3nZtvFGL7ldRhLeXhpHM25jSKXzBj4wjWa/CcXHT/+Mh5fNG5vMPdeUbPwATr56tKpJAMV9Phdx7u7hN8/TO9se2/sUrdWMZ/Mbve7Ho/OblzFnyHDFSSoXKSz8f8lWTwM8bd28Bv2t07Hq6uSI2sUE2H21mhmBJWt1nwLeuk/eVkqJzi64pUz4hhPoi8IW4ve/Zwb0MRm/loORW2vSfurnl+W/Gcs7g1wI5av3kBfa977pw17Z2yuO6/JM9ZsT79jhb4fBbZngZ3VIadW8t7o4bdKdB57MGHM+jm4L+lCbsMRBdIDsPUBEoPIWQniA/BZBdIjkCkGmbUCDGG4sMg3ql3dQHuE0t7x3WeEZgcRZnLa94Lq94hkNSAxDBEDMHUMEzMWMhJM6VCcI2ZGjWTfQa814hrLeyszXtqmZu0eedXvBozq0ZZNYTNmOmzq+z5x94zj70qmBpFmTkrO2ehz6/6rz0O/vYkcH3Ne2XVe/2xdwYl7z5jC5loo5isZqNVRWb8/FkbPoViN1fZ0yg5i9I+XtovxUVJvLrGvnQESymhmos28zLG+m/Z3RcsWI/e+fdHzm6De9Dg6gPcUzZ8zeG/9ZK984Kh/EIrL5eSfCXFv3P5bq5gl+zYGRtx3oxdt+1dsTgnIXwWJbQQ7mb8tRRfToZK8UAtFdyh/LrnxO1l581VYnWLyyaERkaspfh6KpxNiNmk2MiK1WSomgxUUqFWTuSCQcML8sEGTnhDB8VYKyc3stLLbfqPVdc1u3sScvTrNs/qn5se/fHRvAiuvr1i3f11xaUFHf263TFgawrenjLujOp3rlj2epb2+nS7V8ybI8Cm6t+GjidQttvg7jI4+mCyE8T7IKILJPphctZCTZkILeKZt+CjKN5pcJ80uPtAbBQhpk30nJk5a6PnTPQ4Qg/DZA+A9YLkAESqIFKDUBNmSmOiR020GqKP6QmthZ20cDM235ydHbd6R83sjImdNNEahJwx01MWRoMyGhMzYfHOLPsmLOyMnR1HvRft3K8r3AUre8nGjBmJqxtsUYnV84lGPl7OROSIdPExPWXGHqwz8yihAgjMK+wXY7Ik3H3KPdv0KXIwnxIKiZCHJG+vkqet5HHd3j8X907qXf2Ap9fgObdMvsWDpi3/tQ16iwq1i9G6EmlkpS3C9/sT5tIT76kNWm0mTlmJSyvU+WXq2hp99xnFB7yNrNjMRRuK1EiHPJT30VPs7hPs9hNyzka8cAcOSrFGVqwrYisXaebkZiFaTYWaGb6WDhWTfC4pWj4wxrc05eNbhVgtIzYy4nsXd2/VfcXmGdY7+pZ2Bhfe3Pnl8vrVyedPXsyijnFwdwzaHTM6tKCjX789B++cRbYvmnd/fril1W/No3vnbdt3N76ns8zb2EmUUEHYz3pPj8E1AOO9RkKDUHMWagLBp83YNEpoEGIYxnsMWC+In7KSWpQaRqhRhNKaqCkrO2piR0xsP0yoUarPSPVA5LSFObPMaizeSSunNjFqMz2KshMm75TZO21h52zsjJmZM9NTJkID4lMmctJKX3jCnV/j5lf8PSA9jNDDED1rZk9Z2LM25pKdHYfpX5/5a/lEo5Co5+MlRVYSkvm99+E6c8VCX1vxXrZ73Vz0qJJMxMRHr7j1LX8+JRaS4SRP0DT+4KX31hoxA2NTZkKNePoAT58Bv7zKUCHJuhs4v0K9J0KH5fhBOfGNxvCNi55NCum4GJWFVEzIRPlCSqikQrVU6LAUPSjIlbi/JDOk12d8xzx4SljfE+u7fh8fPqokD0qx/WKsmY208tHDUrydDdczAsH5XjvZjxgHvWPeESEqFG7mo5VkuKGIr53c7yueOyvYHOpSAXv9uq154/sF+/u1z8SwYWfcuD0C7XQu7XQvbk+AW3PQ9pRxdwzcOfno01XbzpDus+7Z5sON79+pYyitgoheI/FtKHgAonqMVD9IDCHEFEr+YqemLOwYQo2ZqBHo27gqPggTGjM9ZqKnrewoQvUZqRGUGoTIIYTSwPQgQo+amHELPWpm5+zcmRVuxMJOoN4xC6eCyWkzO2dhByBqFKbP2+lJMzVnoSdQ+uJj76llZhimRmCmw0CNoMwkyqhhagxlRlF6xEg8eOWr5uNVRa7nYrV8PJ+KrG357z1mbtqpK3b6qp3G/NEvtXQ6KUNvvGuf/EVFLqbEeADH93YXnxMPnxJXlsk5MzlkxHsMnl4QW3rLYX7hwRvftIXaooLtgtwuxuo5ORAKP3P4t8hgJc0rkq+WFhqKWEiE64rYUsR6OlyQ2VLMV0kGmgrvDwVN73DzR9rj48vZ6Jdy/Gsl8Vc18Vc18bUc+7MSb+ellhKuK2GG8+6R3icO1rrphT5zr7DgfjHezkdb+egrJ3dz2XXe5FQZHP26rQH99pzFNYa4zZ+8I8ad3oWPPy/unFzcmQA+H3/0+fjC5zl4ZwTYvWrbmUa2+xY3T1s+/f74+wGpfojqBok+iBw0kkMQ2Wck+43kpIkaM1MzZlJrprQoM4ISU2ZSDePTFnocJoZAbAKl1BAxhpBDEDEI4gMA1geQXUbyZwOhRukRlB6EqH6I0iBMP+QdQbzjJnbU4tVamGGI6gepISOtNbOnbcxZGzOBUhrUO2Vhx03MEEoPw3Q/gA9BtAqihyFyxESNwfgQRNq3g41CtJaLNkuJai5WTEXWPnN3VqlbK8ztVfqcjaH46Nd6OpuOLm/5Vj8Fqvl4JStnowHRT0AvyYWn9N3H9IVldtJEj8HUEIyvbPtt24ELy8yUhXEyoXYh2i7IhZSgf0n8uurBvL6GIlTT4WZWrKTDT/c45A0Dv2feub2lRKgcD9RSof2s4AsE9S8JMhBsFmOHpdjXcmK/GJdlycXyb9zBQFg8KsXa2XArwzeSgUaar2VEMsCbPrBuNtQuxFo5uZGT13e8N6yus/DOBLzbZ9jWwo77T8mLNjf8jr3zDDv58LNKv3XetHMB+Tys3+zTbV0zbU2B2wvrzp6Fz92PPg/pNi//m/jQa6R/NhDHQeIkgI+i5DBIDMPUOEIOGoleI6mGKRVA9gH4oBEfhPARhJoyUYNGQouQaiOmBjxqGDuud53QYX0A0anHugBMg1BTKD1hZoZRphMg+yBGBXkHYK8G9qqMzDDC9kD0CEJPW9hxMz1rZUfNbB9MDxqJaQs9hBBdANYHYOMwPYKQYzDRBZAqIzGKMB9xf0MR6vlYq5Rs5uN8WNA9Z24tU2fM5BmUHEeZQCTxZ0Mp5hLIR+/yZ38xE61n5XycTwis/g13b4N5+Jj+bZ2dNjFqiBpDaeAdB33mZi3UtJncpfl2IVbLSuWUsImxqYi/EPO/26N3cH9TEeoZPhULv/P4Hj6nVj+yNUWspflqKtRM87IYIH3BVl4+LEW/VBJlJfYRDz16xZ0ykX16fMhIrGz7i/FQLc3X03xTCR/kpWYuIohhKSK2cnI7J9cU2fSB/mMVe7DmuWhyToK756x7Sy/wS8ue+y8I+B15DnVOGx1D+q2z6PYl065Kt3kO2bqx7Ph1xakybHcubY0Zdn61fV9+x010P0R1geQJgOyDqX4j0W+kRyBqFKEHYXIEIvqNRD/4jS5BDBvxASOhhUkVhA8A+Ek90QXgg0aPBiYHjEQHQJ7UYSd0HhVMa1C6ByS7QGIAJHpBshNk+iF6GKZVKKM1s2rUO4YwapQeQuhhhBoAiU6A6ASIIcDVAxCdgGcKITQwNQgRVzZ8+o+hxQ+hoBSpKJFSJtIoxFuFuJsN310nbq5Rc3Z6xk6f3/CmU/GjaqqaT4BvOegNm4xJ1WykqshlJW54479oJW+sUA+esJfszLyJ0oDEw2fkpWVCBRKDAO5ghf18tKZE6lmplQ3LYsj4ipgE9sZBz+qWt5gK1xWhnhVJX3CbCNQzQjsn7efEg5zUzImHRemwIB8UZNovrH7kgNfMgxfcw5cc+pGDPvmBj77PmC8XCzYy/EFePCzK+3npr3L0oBjbz0ntnFTNyltUgPUHHaQXeInfXXfpXmH3n3su2D13NvDLq9i8aW8Sdswie1dX3PNmV8/i9nnT9v31vQlkTwvtzZkc5y2uX2zf+6kqI3lShw8A5Ekj3Q0xPxmIASOphpkxEzNgJDUQOWqmh0BMDeFTJnIUwlRGbNiIdendHTp3h97dZ8BVoHsawYYA7NgS1qPH+0GsF8SP64njerIHwLsB4qSe+GkJ6wdJFUKPm9hZm1cFsYMApTGzoyamH6JURloNk/0Q3QcSXUZiGPScMREjMLnwLpBLR/crqVohWcsnWsV4Ix+rKZFGTs6lIow/wPPBqBxOZ2KFbOygkvxSy7SK8U0y/NoZzKWijXykkZWUSOj+unPeTMyb8Jsr2C07/ovJdcXmRt/SV1boC6vkvJ3coYL1rNTIyY2spER8L3fp5Y/k8132scO3su2NS8GW8t9jNo2sVFfC7ax4kBOOCpEvpcjXcvQgH9kvRDMJOZ+QqtloORutZuWDovxXNfGverKqCLVkYD/DH+alb4f6tRw9KsqHhUgrKxZTYisnfS3KR3mxmOSTss/PBz5i3g8ulvEFgDfUDZvjimXnt1X3JZt7HNz78cHWWfOuft3Rp3N0LzmmEefDp1i3/vvu9wRAHl/CuvV4lx7rMGDdINkDEJ0Gss/g6jPsnV1lbj7jHr7ynl6jZlFMa/R069z/fLD7w6Pd//XIdXzR1a3z9Bg8IxDWa8DVAK4G8S6Dp1PvGQTJbgPZaaB+1pOdADkAk7N2+tG7wIZHfEfJbynJ4uDvvQ1efMwNgmQfiGsQsg8kVTA5glJqmJ5CqW4D8cIZ/FJNHlTTzUK8khHbxdhhKd7KR9vFeLsQ/VKO1RWxkZW+VhN/VpMHpcSXWupLJfFnNblfkCupb56lmJeYne2td1hwY5d77WQ8tN8XDMelUDYhlNJyMS0pCamUlvfzkf18pJkJF6J+JeItxbmWEjoqSkdFqZbi65lwKys1FbGRCTfToWaGP8hHvpTkr6XI15L8pSR/rcT/Kke/FiNHBelLOXZUiB6Vokel6FEx+qUgfskLX/LCUUHazwpfitGDgtRWhP2c2FbERkZsKmIrK7VzwkFeambCzaxQTfLVVLCUDD13MMBzz/1V9/01zw2b87rFeesxdnPZddHq+ttDx8nF7au2vd/X8Qsr3+d+hyFqGCb7QLxL7/lJhw2jxISFPrfKzALbV5adtp0Q/Dlw6yl7d4O+uU7PWPE5C66BnN0G1388dB7Tuft17h6ds0fn6gHcfQDea8A6DViXARs04gNGctLMXF9nL214Fz/4ka2gZYdffBe68TwEfw5jgdiuV3b7I5Zt/voz7vQKrUaJcSujRokOA9Gx5JmAyUvrZFmJHlVSrVKyWUi0/5somm4Vou1S4rCS3C/H26XYfinxpZr8Uk0cluOHpdiXSuKoHG/n5KYitfKRVkHeL8hHRfmvSvz/rcf/qsT+rMb3s0JLEQ4K8kEhelCQD/Lyfl5qZvhaMlRN8uV4oBz3t3NSOyu0vv2UcCPNNzPhZppvpUNNhS+nxcOi/LUofynKX4vy13L0azl+VJQP85EvpfhRKVZVpMOCfFSKHuSko7z0pSgd5sIHSvioIB3kxP2cdFSQDnLSQT7SzsutXOTbu7aRFtu5yH4+0s5Fsglh+TNtfO55tOa8ZXdetjrPGXcvmHanjbvnzbt/v/95YGnrzqpzCnZq4f9/+dUTHXqiG8B6jPiYmdCaKTVKTaD02VX2yganNbMzFnoGIbUIOWoiR1D8lJVcfMvN2qhBwNNvcJ1Y2Olb3OsCPMcWPZ1Lnh6QGDURtzaoP555/3jB/fGKu7Thu7DCasxeFewdAugBkFEZvwV9vfde+NYdPOaXHJyIbAaXnfzSB/+UhVKBxC8WYhYl9G+90WikkZPLGbmejdbzsXYp2crHD8rJvxrp/2pmvtZTh5Vkq5g4LCdahfhBOfG1mvqvZuZrJbWfi7SykXY+sl+KHRRi/7ue+j+t9F/V+J/V+GFRbmeFw2JkPy83c5GmIn7z1MoxXz3NV1N8PRM+KEhH+fBhXmpn+HoyWE+F2orQVsItJXxUkA7z4lExclSQj4rRo4L8Zzn6v2uJf1XjXwryX+X4QSHSzErtnHhUlL+UYl/K0cO8eJAVvhSkZjqwnxOP8tJhIXJYiO7n5cNi7KAQOyjEGopUTElhgW/l5aNiNCoL8Bvy0RPi9op7xrg3pN8d0W8NLW1q9JvX7Xudi9vz6NYwuKcBNrsXv3dpOvT4j4/2flxw9UPkkInqAogOPdGhx9UI2QOS3SDVC1J9RrofIE/o8B/0+D+W8A4dMWWhdW+4OTPeb8B69M5eg7sTwMZgYgjAztioq+v0/WfkOTutRtiTeqrPQJ1YwruN9ADMqGF2GKLHEXYQJLsBYhCkunXEhJkFPgaeu8IfKNEbjiLboWur1CRMDRrw/3XfdW6FESSpokTq+WSjlGoW4s1icr+UZPzCR0/YzYgfMcn20ZdORPeLiUY+1iwlmqXEQSl+WIy189G6Ih0WosV0hAvwjF/YxoOv9/zv3d5PHnZjh4vJYjMn1tLheoqvZ8Ry3F+N+2opvp4RaF9g+TP7YpfbdNFRwV9OBPazQjsrNjPhg7x8VJCO8tJRIfqlFD3MS+W0IAmCJIklJZpJRus5+bAUOyzKf1YS/1VN/lVNtJXwfob/WpAa6WArK+znxMNC5KAYOyjEvpZiX4rRo0LkoBDdIf3vsQDOBjl/8LWTM7/B7mzgc6hzDHaOGHZn4b2Bpc3T8M4lm1Ol3/nV5hg0bPfrNvsWv19f3QfgY9DuNOrsh+if9ORxPXkSpDpBcgAmVTA9bKQGjWQXQJ00EGqI7jRgJ3SeboD85yLRB5JXHtOnTe45xKFFsV4A6wfwWQt5+yl71k6NGYl5KzGKkGMoc9ZGD0FkD0hqUK8a8XYDdA9AdRnwXpDoB+lBiOkB2R8WyT6QGkXoy+u+Jw7+3jP29DIzBFEdeqxTh11fZ/JpuVVMtkupdil5UEqkkvE/nnC3VujfVpjLVmYMJdmgeFRNtSupD2RoZctXzkYPyvF2Md7ISgpPKHHBvuW9uUKNAZ4hvevcCn7ahj1z+itKpJWL5GVfNRkoJ/lcLCSGuGLM187LyZgIvKMvW1ybbqaSDDUzoYjAV9NCSxFbitDKiQf5yGEhcliIHOTFhCw83fUDbxjrph/64IvHxK+V+F/VxP9ppKr5ZEgQPKyfZH1JOVRPhxtK+LAYPchH2jnpoBBNSALjDXx0csGQYP/MWTYD77Cg7g372xPq2orn0ho+hrhGIdc46JiAnAOL2+fQnRl495p1b97kGFr61P3o47EH7/9N0MdHIGzIiA8ayU6A+nEJP2mgugBKBZEDRrIPpLQoc0JPHTeQQ0aqy0Ad1xMdevw/Hnn+toif1OMDoPsU6rqxQd997r38mPntpX8YYY7r8FGE1sKEFqEGIfa4nhwCiGEj0Q3S3SD10yLeYyB/1hH9AN2ho37SUz0ApQEZNcx0A4wKYkaN9Jll3/Ju+CMp3H7pGwKxHx66dshgMxdp5uP7lfRROckGxV9XmWsr9GUbNY2QWhOVSMT/rMXa5cTGDn99hU0l4/vlRLuU2C/F4n6smRWrGXGH5m+vkxet2CfCH4mE/1WLN/IxjA4VE+F6hm9mhHws9HSTIGlqvxA5KkWr6XAo6K+lgvloAKN9y1v+cjrSykqNdLieCrVzUisjfilFv5Tlo6JcTUu5hMgLwkfMrySko2LssCgrKdnLS35B5CNyVAoWYv5mVjrIy/uFaDsrNRWhkhINL8nbds9ty96tZczygYPes3hAtHz2nrHjPUvOC8vYvMkzAztPo3tD+l01sHvJuvfrsvP6srNft92v+zSi//TTg+/Lrwom+kC8H8CHQLzXQPbpyR/ubfXqXP0QNmAkBoxEl4E8aSB+1uEnDESPgfj7I0+nzvPPBfd/PnT/7ZFbA5NXV8hzFvyCjZqxsxdWfTMWrtNAqoyUBqIHYWYEorpB8rie6NLjgxDZC1HHlogeAO/SEyf05M86smOJ6NKRx/RkD0iPo+ykldOYfF0Qpzb5F9+Hnnuka2v08Ucu+xZXz4i1TKSRlxs5mQuLN1fpX23UnRWiV+8+u0qXcsmDcvxrLblLC/c3vJlE7LCS2i/FW8V4MRP/Wol/KcX+rMQFSSA4vpmLtHKRXFJ67fDdeUzlk2IzJzWyUi0jbBK+heekA2OyMlfP8Ed5iQ/5DS/xy3Yc/ciVU2I9Hf52B7eyYiMtpGShkhIPC9L/bYjkr6VoIyNUE6F2LpKISZVs9F+N9Ndy/CArHubF/bzcyHwL2UiNrFRV5MWn5H27S7fuvruGrX7yLr2mLZ+94Ft6EHSOgs7TZo/a4JxBHGpg9+TC5rB+8xfL3sPHztPw9sDSpzOm7VFg86f737s00wilhsgBkOwF8H6I7AWJjiX3EIh1G9ydeqcG8nQDmAYhe4zUST15fNH1n/d3ji95OvX4sUVP55L7wXP2vJ0cAtwaiBg2UoMGfMhI9ALkOMyMwHSngdRA5ChC94BkL4CfMOAdS3jHEtYL4Cd0WBdI9gFUxxIxBBBDANELkDee+H9/4b/6JHB+zT+z7NeYvBNW7sle0L7tf42F6or83zsuFSkRj15/zNxapq6ayT6dZ9ZCpGJiKx9tF6J0UITf+QpK8kstfVRJpRIR43vvLh7MJyP75fhBOX5Yjrby8gd34PfHxDjs0aJYJi7WFaGSCjUU6Z0rcNVKXzZ7XDhZz4RrGSEh80sviSs2bPkzV0zwpXiokgxXkqFyPFhP8x9cHPKKerHF0qy/nBbbWamVCTeVb4tU5aNS9KgU+1KKHxajR6VoNSN+djKyyDcUqZqWmlmpnJGR19TvK/jdFc/DdY/lk9e+7V/b4e69oM6vYOdsHi3snIScnUu7P93/NGr4rNV/Oo98um7dnAW3JoFP1227Wt2Hn+6++V5Rgsluvadbj6shahylT+iJLpA6voT9c8HVD7rGIE8P4D6uc5/U4z8u4T8tYieWsA6d5z8fef6f+44xxD1nJoYNHhWIderxzkVPtw7rA8lOAzkAkAMQ2QGQwzA9CFKDAD6JkCMIpYIoFUh06rDjes8oRA4D5I8LniEDpgbwKQtzdp2//ky88lS8+ly6/Ew8txqasAbvPA9tY7w/JB1UM61ispVPNLPRmhKxfKBv2LA7Ns81s+eq1e3zB/cL0VZeDoRF8ztvMRP7Wk3/WUvxEfnWY/KaBd8mgvul+EE52crLrbwcjUqWj75hwKM2esJ8sJ0VqqlQRYmYPnA3V+j3WDCflOKRcD0jNhXBFww+eEI+/8SUk0IlJdbSQiMjNBRpPyu66MAtG3bThF23YCvbPi4sxqJSIxc7Kie+1NIHpUQ9H68o0Uxc+uD261/RD9bcAh9sKlIzK7eykVJatr6hr1qxXxDnH2sY+oF+4vRvOAO3n9DX1vBfVz3jkOMU6lYZ9iaB7UumrUnj5lXTx+uWze6HHwYWPmqB7eP33g0vfn+oPQZPj87TD5ADRroPJHpAzwk98fdFTweAd4Fkl54YBMmTOqzHQP60gHfoiV6QOqbH/vHINWJ0X1whTi44e3TuYzrPgN7Tq/f8uODpM+CdANlpIFUwNWGm1Ub650WsR4+PAIQW9GiN7hEQV0NktwHr0WNdeuzEkqffgKshUmMkflrEu/R05xI1ClOnVtgJMz1oJIYg+erIGAAAIABJREFU+pyd2/T4m3n5oJw6qqa/VNLtfMyBc/eX3beszquI+xeze4cMtPJyOx8JCcL6lq+ajR2U41/KCTok/bZCGp6zsajY/AasL8oHhchRMVJMSfZP3K92wucPthRxPycVkpLuDUtyoaOixAX5q8sk6wvt56RWVtyhgm/2uHom3MxK1ZRQT4cbaeEgFyG50J3H1F0rdh5y333hXdsLPXrNvcNDRzXlqJJsF+OiLL/a8xveMBoY++Gh84rdk43x7XyknpVauUg9G7V89N5e9vy+giGvaP1L0vSJvfeS/eMpfW0NP2t3n7e4JiDHCOC4aNq5aPp4Gt66btu7gG52P3zT+/DtoO7zOLB5+d+03x4DMaTHBwBcBWBDRmIAxjsAYsBIHgPwH5c8apDQQPSQkeoGyZ+X8H8uuP+xiP2w6B4H3fMmTAthJxccPQChBj3DemevAevWubv0WA9I/rREDIP0pWVGDRI/3N3ufOD6z1ub/3MG+cdpa8d9x4AB73i016tzd+k93UuufgM+ilADBuKnBc/JBfff7u0NLDlP2/BTVs845Boy4p164umuv5zka4pcz8VahVhTET+6ucV14hLiuoQ6JyGP9RNbV8SGIobD/JNtXz0fPyjF/6ok3Gz49w3SzQZb2XA7G07JIdobLKfEryW5mQkXk2EuwOdj/H5WPChE6lkpKotfS5FoRNC9YM4imOEZXU6FGxmhqkRScamREWrJUFMRG4rYyISP8hE2GL7/grlsxa+acPC9D/oU+HWZfOkMHtSUg0L8ayWVScpbVAh8z83Z6a5F14TRmYzw+3n5Gzp/vxB97fTeXyc8bKisxD5RwYWX1BW76+oycXWFHEecGtCh0e+MGz7PGz9dQz5cNm3PAJuaxQ/dj94N6rYuWt2/P8YnjN+7NIMQOWAk+kBiEPBoYXIYYY7riS498Y8F998XPceW3J0GvMuA/aTHOnT4D4v4/7jvPr7oHtC7Z81kt87zw4KrG6RHQaJj0dmrc3csuk7qsREjNgBikzA1biQ7Fjw/39s9ed+h1rlO3vncedfRo/McW8T+ec9x/NHezwvurgX3MIAPglin3t256P7bvd3/8fv2P+47Opacp2zkqBHv0WE/LXge7/oqilDJSM18rJWPlRK8+bXnstkxB+6p9a5jD/buPae+4axkWfyIBfeL8cNi7KgUlSNiLCo2FEkKh97tcXfW6TMoftlOvHV6S8lgXQkf5oX9nHSQk/bzUivDfylIR4VIJiGtbnF3HxP3V91ef/DwG1YpJ7WUbwqf1MrLB/nI10LEFxJ+36B/XaF+X6U2/z+u3nK7rbRbGr2Ub5yx4YXuTgecmNmOHYc5ccwBxzHJYrZkjiGOmcXMzNISLC0xg8WS7e5+9/7OOPdwfmT/yb6GGnM+z6xZVVMNkBmWiV2TxAgW4t6LpLec8AAOxwbHTDg0zHxXNmOFrRiuRKUrhh3FKFSMQoWwU2Mwr9P0sQBYioPpMLjK0hH3paQDZd+C9AlF2EnktRH4j2Z5L6nsoUVeJ47biGb2U5nNKOaXVemHdeXTeenT/yVnaSBKO0iSbrK8jiBpm5V3zCq6ZuXtFEU7UdZGUTaQ5Y0keeecqoWiqsHLq7HyFrysmyRvJytfLmvaSLIHVFXHrKqDJGvAS9tIsga8/NG8auir4vWy8vm8rAYjacJJWvDyWyhRLUbcOausw0ubifI7WFkHUdJGlDyeV/RQ5I9mZe1ESRNe/BtSVIsR12L4t7HiJbbB7wMlehviUP9oTrnK0uUirrTfnvbZcmFHzAtQj1QfVuW4PQVsX/l6XrrMNJTjnouEJxqEJFpLKe4ux8Fc2JEPA1cJdzoEchXmfb7hO0e3wdWuMHXHEmPqx2QSAopRZynqKEUd515Txm8uxVyVqDMVcKwwNFNrkhOxKRMGi2FHLmQ/99uyfls55irHwIuE+yIOBr0Outgg05jVBkvIB9pAEHC5ExFPJeW9SvsuUh6323EotTIUVpbCtCe1rHLNGqOtEnOVos5K3F2MuFJBELDbi1F3NuSI+VzbXP0SXYfeU0+tSz5/FQ+sSJ5SRLUY/rsFfjeRew12Vg0/7aeyPnwVTK0r2knCFxTBw9mfCf0WoqyRIGsnK9spiqdz8rtUxf05RRNBVkuQNxFlnVRl66y8lihvJCrvzqq6ycrHFEXXrPIeVflwTtlCkLaQ5C2z8ocL6vtUZQdRVoeTdZIVr5fUj6iKN1RJJ1FWg5fW42Q1OHkDXt41q2wlyRvx0p5ZxQOK/OmcZGRF+nZJ1kaSdBAkPUTJLZSoBi26jRZVYSQSne1f594/Up5izGNzOO0Oxw+fbyZoT/lt6YAj4Lb5QWvab41BJshli/hdF0nPRdJTiIJByF6MukoJdznmygVtxYizGHWWYuBlAqxE7aWwrRy1XaXc5RhYCNt/SO+LYXspAmT9lkzAVoj8sC7ZIRfAU5oURqvfbS9HnOW46wcZVIm5KlFnJQ5W4u5SxHERd10mwMuE+yrt+yvj+++s/yrtLcXdf2QClTh0HgAKMbAUB/9Me/6Vgv7r3PdnJnCR8BTCznLMdZFwXyTAy6S7HIdKMXfQAy4y9Ls8HWpXBduQwjek02vygQVpB543vCBoQLGqZk5eU1gTaxL8gf7xouYlld9N5Lfhfq7UJqyklSRvJUnriLJmkvI+VdFBkrQSZY0EeSNR3kKUNRGlTQTpwznVmyXdiwVt16yqbVb+aE7WQpA04kT1OHELSd5DVXUSpXVYaTtR3oyXNuBEnXjJa6riAVFRj5PexklqMNJmgqKJIG8hyuvwklayooeq+LSunPiu7FuRtZJELQRp0/Rh88xpHUb8K0JwEy1+vSBeYemZMjNPZVHoALcLSAcd2YgrHwVTfiATcpQiQDnquIg6CxFHMeyoxJzluLsQceZCQDnmKsXdF0l3JQGWwo5i2F6M2AthoBIHi1FnIWjLh2ylmLMUdRbDjmLEWQzZc0EgF7Rl/bZswHbus6b9QNpvK0bsF3GwEgfLcXc5Dl4m3ZW4sxJxXERdl3HwIu6+iIMXCfdl0nORgCoJ92USukp5L5Kei6T3IuG5THmKUTDpBcpxqBj9sTyAKglPJQ7lg/ZS1F2MuAoh4Id3oxB2VuJQOuhaY2q22ZqpDennFRFiQzq5Kh9elj4j899ROTdgJ4PzbNiGDLaler2sfjKnuE/mteO4Q4s/v6mNGFEzQVKPE9dgxTV4eR1BVk+Q1uIlDXhxM0FShxO3kKT3KbJHVMXzBU03Wd5FlL1eUXz8rm4nymqxok6S7PG8po2gqMFI69GiRqyoFSu5T5a9mFO8nFN2kxV1OEkDTtpOUjTgpa0EaRtJ1jYru0uWtRHFj+dk/SvypwuKrllpG0FUg+JUozi3UYIajKQGK65BCWrQ4k6SvGtWWYuVTu9o02EwH4NyMfd50J7wOTwuIATZg5AjFXRdpT2VpCcXAXMRVyZgzwcdhdiPQnRmA0A+bC/FXOW46yoFlRPuYsRRjLryIeDcb017LfmQPR8C8iFH1g+kfNaE316Ju8pRZzHq+hEql/Obi/+zVwHzIXslBpajzj+S7quk9yLuvkyCF3HwMun5wez/kfZXEp6rlPcqBVXijsuk9yLlLcfchYizHIfKMagcgypxKBt05MOuYhQshOz5AGAwGAViTS5oT/qBxVPl5LpkbFk0sij8uCR6Seb3kPgNKNZdNG34K3/uTD+1Yxhfl79dlNViJJ0k4Ssqf2TxZ91vy/RW3eS3etj+XTynlSTuJoka8YJOoqSDJGomiBtxgntE8QOKopusaMSK72JFbTjxmznFmxV1J1lVh5a0EWRtRFkDVlqNFnfhxDUYcSteeo8if7GofrqkbiXJ7s3KOojyFry0iSB5MCu7Oyt7SJXdJwm7SeIXVNmXTe2zBUU7SdqMF9ehhU14cReO34gRVqOFjXhJM15Sh5XWEuR1ePnIN00yBGbCrvOQ8zzkcNpt2H01dluJ3FTgdtRiDZCL+0oJbyEG/Vh6pMPufNSVCzvzYeePvLmLlOcy7SsnoFzIkQ3aUx5zAjKlvMZ8yJENOopRdyXmDnkdi8dajsRoMlhzYTDpNuUCtrTXnPJaS1GwGHbmQo6LOFiOOC/i7j9SnquUtxx1lSPOYsRZCDmu0t6LpKeScF8koYs4eJWG/swGKglPIQwWwmApCpbjUCUBleNQIeLOR9yFKHgRdarUOsq+dJuhiHtMSa9JqtDMbEg/LIpeUAU9ZF4rlv2IyK6aOhugspbO9Ih904c11fCytJ0o6SSKXpCYdSjWG+rP7bd1cqF6BNswgmmdXGlAnTVj2I1Y3l2CuB4nuDcrvkcUPp6VtBHljQR5PUbSghE142X3SZIesryHKO8hSu+T5C042R20uB0vaceKm7Hiu0RpK0HSSVE8XVQ9nJN1zUpuoUUNeEk7QfpsTtZFlj6ald4niZ7Myh/MKga+qt8uKu4SpW14aRNWVIdiNaLYd/HCarSwBiduxotb8LIajLgVJ+n7qoz6nOdBZ9JvTwWdGqNtfFM9sqR8uyB7TpENrqi8Hncl5SvEoVLCW4p7CxHwh4m/EAWzETAZhlJhz1Xa/1+5wGXKU466CiF7LuRM+10JnyMfAQtx6CLhiflB3KFuYlU59lWh0lk8Vp3fooq69PkQcJn0FIJA2G7MBoFswF6Kuq+S0FXKW4mBhbAjH3LmQ47LlPcq5f3r3HuZAMsxy1XKc5mCSjH3RdpXjkOFCHiZ8pXiUDEGlRK+UtxbCLsKQRuTJ145lvKl6pTHGHXq0pBJodbBvst65/g9JN5DEv8ehjG2wlyjqSa29e+/aR9SZPfQZy1o5hOKqB3DasXSBpd/nlPrRql146vNU+uNEyt3vqzWzJxUI2kdeO5dguABSXifJOmelXbiJQ04SStO8oAke0iSPSbJ7hGlbUT5i3lZN0nRhpe34mX3yLJGjLABK3w6J31KlQ9vaca3NUPrmjdLqia8qAYtqsMI2gnCdqKogyjuwAnvESWDS7K3K8oXFPkTsuwJRdZMkFbBOZ14URtB3IQXN+AltVhxO0HxaFZejxM/m1cEIPt5BIz6HamAU663ofe009/UA6uqN/PSt0sKNwgWE95UwJmPQqU4lIuC5yEwEwaFCuPSmQG7rUBvqXe4FprUuss3bLH1XxlG9KF+ZE07d2bMRt3FOFSMuVMhaO5Y/2VVPfpNhd5WHYtN6YAjFbBrTVaW1LzD1UU9lnM/EAdN2YCtHHdXYq6LuLMccZai4EUczEfdqSBkMVqUamMAtJZjYDkOXaU9lylvMeIqxd2VhKcccxci7lLcU45BxQiYC9ikSjVlT6zVatMe07nXnPXbCiEAcllXaaoPi4KxeQ5pV7B8ohpc1X1cl79ZVLQQJI+Qh/Vjm7cR7HY8e3CB0/2/jg3VDkw3fMS2TS1UT23c/kC+PbZ0e3KzFXXyhCp4TOG/WpC8XZGNbqo+riuGl6S9C4pHVFkPSXaPKG0liu+RxPdn5a0E+QOK7AFZfBvJrUKL75Ik8D0thW6Y+K7tX1W34sXtZMlDsqQNz2/CC5qxwlaCuBkvrUMLhpYkT6jyDqK0HUm7PX12GymsRYs6Sco6nKwFK2olStoJ0kaspJMoq8eKnszJgh5H7n/6KiRUWyfW1bAN5T2y9CFZ0rsod7lcxbg3H/NkI67zkCsZBHNRKBVxL9GNn1bVb6nSPor8BUX5nCJ9Nadow8o6sLJWgrwRL6PQTPmY+4fRP+xz4g/0iC0t9ki3wjZv8EznYTDqtc8eqfvnpa/mJU6r8dxniUPmhNsQcNuESuOZ0MCSm/gqyzbX8JWhfb+qeEwUfloWYXY001sqypF2m2fwgM5MGLxMQJcJVyXmKkXAbNhZjLiKEXfKY95niGdWeUKZOg0ZMh5DxmMs+M0XYWvMa6PuiVa2WN9pyulNNeK7cnJD/mZO3o4VPSQLamDH1XDmy1lBJ4777H9plHo+z3R9RjyFkd9gvr5Erdz/gn46TXxB2H03dza1KelfkbxZkvUty14vyQaW5ePr6snv6o8bqg9r6verimdUad+y6tWK5iFV+nxR/oIqayNKWrCi6R31HN34ekHehRPdRvDbCJLeJWUPSdyBFzZhhE04USNeeo8gbcaKX8yKOjC85hnajYmTX6ZYtQh2B1bcipe2YUX1GEErXtSKFzfjJFVo0cCKLOZzFGJQNgIWY26pzja6qkKsKwcXZSMU0dSGKhTwlJPeUtwjUlnVRns25s3FPLEghD/UDy4r3i0onpFlL6mKkVX1U6qiESPpIkpfzckfkWQ0qbkYc2fCYCEG+twO+I4ataum0o1HUgtLZc3FPOcR18Kppn9OPLwkpGBwR6vzubAz4TaG3OZ5mvbdgmx0Xb1I11GONJ/WFF1YYTdB1L8g7caJbsEFjXhRN1H8Zkk1uK5aYWgZEgPxQLHDUqX8QBIC0l6L26zFrDHQK4wjhijh1GYgfRhQcwRSjUrtt2lUMsnSkRK2pZn5phhdFj4kCLqw3CqEoAvL6YYfDMwLOjC8XydZn1d+rtRnSGr31GzXJLnjC779C6njA6LjI6Z5+nsT8qQRRb+JYDehON04fgOK34gUvKRI75OkD8mSbpL0yZz0+bxocE01uKF+v6Ge3tGObaiGVuVvVuSTO1oqzfBlS92GE90jSzsI4hdzsi6CpBMrqEHya9CiRpy4Ay9uRvMakZwaOLt6kvb7xPG1yZPqGVoditeCE9WieE1YQSdOVIcT38aIqtASxL46HXTmIlA2DJbjkBVwjG+oPn+Vf1iS9ZKlw6vaVNRbTHpLSc8230ST2SrpQC7qDnid2APt6Ffl6znlC4q8Z1bRRVT2kJXtBFk9XvpwVv6IKOOqbaWEJxd1F2OgH3JithTUY813gUlsdNg9nlLKn4m690XGr0ztFkchZp0ZxJxMwHbuB2Je29ypBr6phm2okHu6DY559Lvm5YLy07qyb1nZgeM/pkp+R4oaUaJqtLQBK2nEyH6ZEf9tnPt2URr22NI+IAkaAb0C/pUzSmXP7wljLn0xYLGa9GOL/GEKb3yRuU2TonZ1w0uy98uSp2TBXSynHcNtxgmeU0RdGGb/nOAGgnsNRhv73wf8kHN1X8h1Y+T6McILGHUSjXkNI95D7n1aZr5fFT7Gs7tw3KdEXi9F0L+kHN3QtOAkdShhPUZcgxXWY/m3MZJqvPTJvOLpvOLFomJoQ4E51hNP9bM0/Z7YNLWtGvoq710Qt2J4d5C8ZjS/Ac27Dec3o0U1M9w702d3po6vfzlpnjz8/fP272M7f/tyVI/kVqN5txG8JoywBSuqQwmbMZIWnIx4pCvGPZkImI+5yzE3CDont3Sfvyom11VzR1qhxlZIeAsJ70XSo7c5FGbHRdJXTkDJsId0bHw5p3i/qlqm61eYxj2xhSkzrXBNRLppnmFaYhg1WkM5DuUirpTXlo+4IhAQ8zqyUddFyvNXNnB57i/F3bmIsxxzlsNAIQrmAraM31YIOTMhh9lsdgBWP+SGvF4T4DDZAKPFZrMDJptTKFXyFQaaxHgoNO4JrVtc03eOkUTTDq3LvzL1ubAzHwSKYUcI0CwdCCeW+dhvgpBdm3Co2TwRbJHZS2RNrPJRu8r+ZcXQkqJ/QXQXz29AsargjFas4CVVODAveEYW/GOKdRfLQW/8bLv4SFrqw86/w1Cx8/NT5AUYnogkk98RDsdW2Lg96SpN+v6rgHqsHP8mw+9r1lim14vyWwj+oznply0V5UQL31KPb6nHNtWwA8OXHS3iQPvpu+oBVfpyXkw40cJ2VNhd+QFXN7mpuIcTdeCENSjuA4LgEY7fME1vnjkhT01iP4+1j61d/7z5z5HV30e/34ExfkdwmzD8O0jObRS3HivpJClaybLxXW06AhVjUDnhqSS9iYBTabACdqfXC6bD7osEWIh78jGoHIfKCc9F2n+R9JTiUDHhBQCn3gYmgp7LlO8iAV0l3X+koT9S0FXKe5X0XCShXMhejruLUTAfcqZCoNVqM5tterNVZ7X7/VAl5S/GIZnGdMzXipTmpM9WDDuLEWch7MgFgIuo/TIO/t988P/NB/917rlKuCoReyViv4o7LiJAOWz9K2b7KwX+V8Z/lYQu487LKBD1Ah4XkA/YigFrKWQteI0Bu0Gi0qydSEMuo4x1pNylSg+/HTG4mB3ZU6roBUXctyB9MitoRLE7cOxmJO3mDOcxkdVLYdUiWTUzzE9LQuzmzymij6fIb6ew72bwr5GUJzDK8ynsAHr5CYn5cJYzvMyb2OD3L/KH12Qv58UDSxLEjubxvKwWLejA8b98V6J21Z/WlSOriskN1eyJYXpXB9vRwvf0jyiKdryohyR5RpV24fmUI9XKseYZXviIKOrE8J8T+Q1IdtXEaffUN/yrHtzgu57prVvDlIZhwu8jS42w41swRvU0/SaMeW2G+2VbY7I73JAr7ANzEXchCpZi7h/T3mXc9WcSuky4i1FXOen749xfSUDFKFiOgcUomAm7yklvMeq+TEJ/pDx/nPsrcXc+bM8GHcUYWIqB5Th0kYT+SEOXCTAbAgoR12XS43Q6NjiGE4lZoDHJDIDW5kiH3akQuMzQ4/a1yF1N1AOUIo5c0J7xWc695lzQepXyXCa9lYT3MgGVIq6s11wIWIpBWzEElCJAKQSUI45KzFkMA5WIvRIGLiLARcRe8NtyPkvBZyoGrH+ELRmfZZetiHosSiGTR5mQLk1ZxPSRJcHAHO/FrLB3Tvx0llePYjVgOFVTJ+3I48EF/i/TzA4ssxvPnz9QDK9If26/k7Mtw9NtH1FVn8g3R/C3+iZr35MaZnabkfTGGVoDnPEAx6pCcO8guDdh7F+nWf+AMW/BmR1o7m204BpCcAsjvIHgVyOFtTjpg3nFqwXZ60VV34ry9YoctqUi7ChIO/L5fdnAkrQLzevE8OqRnBYsvxHJuz5+Vvt5q2sAd/v95u3xw46xlc9wcvfE2ghq5TPxW/3McQ+OSZzbOtg9/CPh/L8530XKV4x7SlF3KeYuxz2VhK8Sd2fCYDoI5qNgKeEtx6F8xJUJ2i9iYDnujvld5YS3kvBcJj2lmLsQdhTCznIMzIftubCzHHNXElAlAZmtDosVyISchYizFAVzYWc5AV2loKsEeJnylH9cP0hAqZCzGHOnA460x5wC9Sm3IeMxZL3GvN+c85uLIWvOZy6Ggbzfkveb8wFLzme5jDkuovZK1FUK27M+c9ZvLkUc5Yi9FLUX/EDOB+T8lrzXUonYcyG7UKH/xlCm/Ta9XHy2RFYfrUpk6tElVi+Z2TsnfEGVPCDwqxCsX6Zp7aiTN8SzOzOMBiTr/ZKwBS8g7ynu4n5uv2/g5Ocw/Gs44RWS+miKeO/jxGvU4t2Zb/eI3BY0qwHBfEzi1aLZ/z7F/m2a+8sk4yac2YRmPiZxHpMFz+dFg6vS/hX55zXV0Jp6YF3zekHeQ5V1EkV38YK7BH4Hjj+8KLqH5zWiBbeRvHa8sBErqEFyq6aZt6cZtyZO78JObo+f/Ppxq/bTWsfn5R743vTcIWl5vwvPmf7KUFJHBaskmkgjUFl9FkM6YC8nfZepQCXhrSS9WiMws6VBbetCkDPld6QD9nzElY+AeovD5XJdJD3lhKeS8p2H3YWIpxIHCxGX1mRfo2sgu60U/WGAcZutgFBr9bjt5fgPxsddirmTATAfdZfj7koCygSBShzMRlygHUj77FmfOeHUpEFdxmvK+c25gCXl0sad+jCgyUCG/A+A/ZakxyLX6EOg5SLmDEEWmUpTCAFByK7UmQthRzHkzPntOZ8l77dcRuxytWFgjrd2pipFnRBg3JhfYJ/RJtZFTymcLizz5SzvHoF7C86qQXK6cYx3VNb18aO/fzntWxK24IVDy/LRr9J2NO0nUKs/4n8fRt0cgneMYp5M4J9MYHrRC/2zBwPL0qGvog9f+e/XJe8WBc8XxM8WJH1L4t5F0ct5yYs5Yc+s8B2F+4LCa8aJ6jGiOrSwBiVuw0rqUPzbKH4Lmt+AYLVhOFNrogd4XjVS0IQRtGH5dWjuHRTvNxjrOpzThGQ9Q9PvTB7d+LzTML59/eNG3fTJHRi9ZobWgmUPzPEmZihvMEfXYbwXSwq9XJHwAuWE98fFn3IcAl0uocrMU5gjkO086MhFXKU4lA+7BEqL2uioJL0XSW8x7mEqbSaLvRxzFWNuudEpUNniAVcx4ixGXaUYeBl3VWJgNuwsxdylmDsbcW+xjQsneh8EVhKeStp3kfRU4q6Q14nfUwvl+pzPmAK1OZ+xELAWg9as15SB9Eat2qrXZD2GUgjI+EwZn1GtN35c4TMlusu4K+Sx8ZSGjM9GE6lP+OpcyJYL2jIeU9qtT9qVUadheV/+cY63y1JcxJ0JyHSwtcM4PRla4jwg8dpx/LcLwjoE/do0vW6GMbrAa0Uy/+3T7vXJo3eLwhokb3hJ3D/Hf4D5Wc7SPoZr/oirfY+pG55pH55s+kio+7xQO73bhOI1YDgPyJx2PLtvnvtqlvdqTtiG49chWDUw9rUp1m/TrNppxs0Zbi2SV4Xg1qAFTRhRG1ZYC+fUITktaO6taU43jjO3L+ki8DsIgiezwkdkwQMCpx3LqUcwW9DcezjuPRznGYlbDzutmTrphB12oll1cHo1knVzhtaG5nbihbUI9uCqWGsy56KubNCeD7uyQUc+7Mj4LXm/uRK0lMPWlNeQ9ppzAVsh5CiG7JUwcBlzlqJgMQLmAs6Ix5EOunIh51XK/2cu+K9c8DLtLcXdxaizFHXmQ/aM35rx2Qohx0Uc9EEu3KGOr7IUolAp7r5MecoxdzFkLwRtLpvRD+gzHkPObyoEreWQrRS0ZTzGc0if9ZqyPlPOZy4GrBmvKecz+5wmuVrvcVjLUWch6swEgXOvhStW8ugnKY85CRo8TbgbAAAf+0lEQVTSoDYOKJOA1KRRfKJwkKsird58EXNlg3alUkZncz4ssV9QRO/mxaOr4nokpxrObMWwHxNYbaizJ7jjwTnu2zlRK5rXR+V14bk3xw9/AvXFGKJ9aKp+YKpucKZ6EFbdP1X/Ad80sV49sXlj6qwByW5Es1uwnBYMr4cgaECy2zHMNhT9Gozx+xTjtynGP6dZ16eZjUj2XaygHStswwra0Jz7FOH7ddnHb8oPq+JVmhy9LR/6qhj4Kn+zLO9dkjylCJ4QxfewgkdkwbsF6diqrHeOd58o6MRwG9GcO3D2nWnWb1OcFjSvAcUdWhWl/NZiyJr225Jea9prO/dbz33mBGg49xjzQaAYtheC1rTPmgvYMl5zzmfJek0/UuGyfmvGZyuG7IUgUAg5y3F3Oe4uxaFS3FOKQ4WwKxOw5rzGjNeQ8ZpyAVs+aItCNrfDVgwDlaijEHWVE1Ax7Mz7zAWfseA15L3GnM+c9VsKQVshaC2HgKxHn/OYMh59zmfJ+Sx5vznnM2c8hpzPVA5ash5zLggUwkAhaCsEgWLYkQtY0x5LwmFIAuqMS1vymxwWPXydu3MqzYShH0rStM/ssKjWT0WjK+LxZVE/hduNYXdjOF1ozuACt5fCuYdlPibxunGcBgRrekVYO8PsIdB/ArXrI6ZzeKp5cLJxYOpO32TVIOJ671hV/3TN57mqj9QbkwdNWMG9WVEtmleL4jagmN14dhOWewPGqEcymtDsp7PCNhz3CUX8aV3WvyTtX1J8/qYa31S/W5K0EflPiIInJAHym6wOxa+Bc9oxgltIYT1K3IiRVKMF3UThQ6L0AUnylMR9Oyd6QOQ/IQub0NxWrAB/pMHsq9tQnGezPJFE57FbMkHHuR9IeUwJUJ8AdRmfpRK1V6LObNAZBq0Zvy3jt+UDtgho+X4m3TqR+AFtPgTkgkAEtHrt5nzQlg1aswFrKWQrhIBswJb12xKQWSxR+2z6nM+U8ZqzPkspZLuIOipRZyVs+zMBXsTBi6gjF7CEnbqs11gMmLN+c8ZrznlNP57PrMeQcmljDnUaMpxDhozXkPWZU05VxqVMgYaYQ5vxmkpBayUC/JFwXcWcfyacOZ855dInHbosZCgGbfmAJe23XSWgP2KOcsRRCDvOPYaYXRoCFPO7XNRXzuQ8+9Mcq5fIgq0JMd/EzQj6L1OnvRTmUzz9Lob1AMt+ReRhNn4m9Ls+oJsGJu/0TdYNwGr7Jn97N32rD1bX+7HhE7lmlHLr01w9gtmAZNUgOM047uR3Se88rwHJbUWxHxJ5vUviqS3l9I5y4KsMvad8syB5TJbeI4lbUdw2FLt6hlE7w27HCPsWJL/PcFvQ3Ca0oBYlrMVI6lCiFrywBSu8ixf2EEWNaH4jmt+BFd4nSbrwgjWGuhB2hCArblc+vCAaWhAhdpQBpzHuNqY9phRkSLkNUZdRqjYccdSz2zL0tjzpBQphezFkt9vMowuCASJLLJb+SNDYOFONLolsZlM+ZE96LCadLunWpyBDGjKkINPaiZwrUmV9xnOfOR+0FcOOSsx1EXPGICtLqPpGU8pVupBDN7sv2ziROa3GrM+U9ZlTHnPeb8n5jDmvseA35QPWjN+a8hjTHlMK1EFGhVzIC1nkcYfmHDI5AQtPqhNL9VKFTq7SZfyWnNecgfRpUJ/3W8sR+3+fu/9KucthRyEAFPzWhFsnF9BpDO7itmCEynyKpc+sclBfBdR9aceXb3Wv4R8W2S+I9Od42j/GDp9hT1/M8t5Rf/791vdPdQxOtA5M3Okdr343df3d9K+9sF97J673T1Z9nL8+ulo7c1IDZ9TAGXUI5uCK+AGZ34riPiLyX1CEfSvSgSXJXTyvGc15ShS2YHi3YZw7M8wmJKsZzq6HM+rh7GY0f2RZWocRNCB5N+G8BgS/Bs5qRAmfU6RdRHEnTlCP4tYgedUofitB2o6XNGFEm2x9zOfIBO3JgCPkBryg1WEzBx26sEN77jWnvcac3wJa9DShBr8rWzxWyXSWYsxdirqKISDhBeRKLV2gdNmM+YA1HbQzZSa62Bhy2wsh57nPChh1CdCQhgxpjzHmMhywFYBZn/GZsn5rLgCUY+Bl0h3y2LfYyuFF0ecV0alQm/CYJ9dlbXDO2wVRGLLmQw6TxSKQqZNuY8Sp8wHGcz+QDdoyXks+YE5DBpNWPbfNCzu0GY8x6DSS9iUfF/mvqbyRJcHMliQEWsohS9yuClsV+SCQ8LsEcrPeaK5EwUrMWQ5abGoxdWmNuHwwMcd+g2M+xNKHl0TvqJJuPOfe9PeXE8uPCOx25EnDzFHV5BH1G3+Qyu7B/myQahxB1A+havqnr70evdUPv9kPv/EOdqNv5vqbz7/3jl97T6me3GpC0hrgjFsIVieBcxfPuovlPiQJHpL4nVh+C5rTgOTWITm3Z7hVMFb1DLtqhl2P5DSheB1Yzn0cpxHFG6SKmtH8OzP8mhne9WluLYLbghI2YcWPSdIWtKAZzbtP5N8l8LtIwttIbg2cRz3SFCKucgz8M+X5rxT0Z9xxEbJmfOaUxxR3mxJuY8ZnyfnNlTCQDdhLMddVwlWKgYWIM+sHShFHIWAuBq1ptyHtMWUCtlzYcZWCihFnJmDLBWyFgDntMabchnOvMekxxiFz1mfO+Cz5EFAIOUtxqBxzxT1Wm9VktZoDkC3htWT8NrpEP7Ymxm7Lwm5bPmRPekw+QH8OGdkiFXZT4nOaswFL2mN0GNVxt9GkU+8xJBmvORewpHwWl80AAQa33eB3mlMBey4IhMyKpEuX9pjLEWc27DKYbD7QVom5KxHHuUvn5OwI8CNbFPJL9MkQkY7+JhpdEvTg2K1YRh+V3YI4+7fPh4+xp9WTh4PznEcoxkP06VPC2U+gdnxE3x5EVA8i7wzA6wdgt/qmqgdhv/ej/vkO/Y+3U7cGUFUTe9Uz9Fo4sw7BakaxmjDsDiy/DSdoxvLv4vitaG4blteEZjci2Ten6bVwZi2cVYvk1iG5rShOD5Z3a4bzelZYixTUwPlNKF4rmlcF5zah+A1IURuK3wjntWL4j4jCDhSnHsm7CefdhnMHF0Rfaeotto56opmn6XZ5epFU6bGbUh5zymc999lSkPncZ7ZZjCKZ3m0zFsL2XNiZDztyAaAUdaTdpnwASEHGpMecgMznXlMuCGQCQD4EZHzWBGTK+CwpyJj26H98ebJ+S8ZnKYSAUtRVCDsKIVvWb6mErX8lHVdxZ85vPfdasj5T0meN+4Bc0Jbzm10WrV6ny0AGGle+fixJeUwZn1mn1y4cCINOg0KtPeUrcn5LLmDN+M2XUaAYtpZD1j/jjv9OgxcxR8Kh9erFhZDjIuasRB1XCddfac8fSU8haMtABt3x+s6b+hP0x+mlE+w6l7gpnloUvpvljCwKGuD06+MHdxGH/RTWCJXdT+VVTdPfz7Gf4P6XlXEEVtU/c6sP1jA4UzeMvNYLqx9G3BghXR8m/7135voA8s7YetX43j8mTjtR9Ac4Vj2Se3uG04gW1KH49wiixyTRfaygHcVrnzpuQTDvotm3kex6BKcKxmpGsdqxvDoke2RJXI/kNaC4rRh+B47biOK2onj1SH4bXviMIu7CCttxwhYktxbJr0HwnxJ4zwn8JjT/1zHGr2O0fx9jXZ9id2N43+mqtM+aCdrzIUfGZ7WZDbBV4VMMF78pDnsc5YS7FAVzQXvAZdFr9W6LLuk2pn3WlMdgM+p2aMq9M0nKYy6FAbXO4LKZcmFHJmBLe80ckVqv1RVCQD7sKEacuaDdZDIfcZQ7dMU2Q0UXKP1OayZg16k1IomKxlOF3JZs0EbjySVSddZr1Om0NqMm69Hp9dqpdc7UOs/jMAqkqrldSQQ0ZvymOGSkCdSUffkGXUkT67e5eofdlvGaE6CxEndfxJ2Qw0oXG9gykwd0FKPumMe2d8SeHXr1FY3GbkqGFiV9VNFDLO8thVuLYP0+efqKRH9HZlz7cvx6lvUEx+qjMofmBS3In8mH+r6JO2+/VL39Uj2IuD2IvNaHrh0hVg3j64YxjcPw6mFE1RC+dnK7Fn76EE9rxTBuzrCvT540TZ+2oEUPSeLnFEkbinsHxqqH0X+dZPw+yaiBMRuQ7Ps47j0crx3D68bxBuaFbQhOC5LVg+X3UwRdGF4tgt2FF76dlzwlCppRvBoEpwXNr0Zwq2Gs3lleM4pze4Z7Y4pTC2fWIVl3YIyWaQbymyTlt+WC1ozfVok6ZSr96By3n8idWOCYTOZy1JmPuAphp9lkGV2R4r/LIqA5GwBibsPCnmB0Xji2JOBJtWG3eZ8lNxiM5z5L2KlLem1z+9I9uiIbADJBIBcC7DYLflf1aVH4jsTrQvE60FyJygg6rJ+X+c/wrBYE22Q0nvttCwdig0ZVCJhjkCkBamOAirTNH6CcDVPpHrPskMYlfheEXYaszxRzayUqnVpv0ejNRrNJbTB7AWPAoi5FwFzAXgzZM2FnwA0AdlsiCFViUNoH0CXmxT0RfEUwRBW+JfOGqPxHGMZbMvvG5NkTAv3jIu/6xNn18YNBMqsdQeujcP45Tvt1/OAnUJuGZu68Gat+/fF279itvonrryev9eN+6cfdGEDXDGHvDCKuvZu+9eV7B+rgOen0Lo51Z4ZdNc24OcOsneHfnuG2oHmdaG4jknNzhnVtmlkNY1VNs25M05uQzE4Uow3N7cDwniIOqyaZjTPsLiz7KZF7F8VvRPF6cILns6IHeEHtNLsOwWnF8fuWxbDv0k8b8okdOfVMtcJSMSQqjU5/KlIT9qQHHHU2AORD9nzYUYkBUo2JcqDErPIpW2yDTn3usyQgS9pr1pqAoXkxYUse9zvOg44IZKMcSt4vcD8v8F+TeZ+WBE/wHIlSd+41p33WmNc+uyXeOJKl/baUz5oJWAVKw9SqbJAs7COx++fEb6kijd5kNJnfL/DeENiITWnMY80EgF22RqdRZb2Gc68+A+kUYuFL9OHEEn2QfGrTio8Y/H2msBQw5gOmfNB8FbX9lXBexeyVCHAVc17G3Rmf9SLhrsTd5Sh4lXSfh1znAftlHEx7TfmwIx6EJHrH9Lp0ekk4tiCEr/K/LHAnlgS9ZFbvLKcBdnpn8rATcfwIR39HZd+Yov365aQD+fObeuvZh19fjN149aXq+Uj9my83Xn35ZRB/bZjwyzDp5jDp1z7kr73j10Zmf/+4XDW+24o6q0Mwq2ZYNXDurSnWPybpDXDWzWlGHYJZDWPcmKRXw1h3YIyaadpvU7Qa2FkjnNWJYbxB792YoN+eYdcgmXUIRhuGcxfPv4vhdRKELSjuEwxz/lSh0ltiHlvCB6RDYNZvK4WsRb+5ErZeRICrmD3rt2aDjmLY+UO6dx4A8DsS7IZ050gCWxaZzOZy1Jn22wI2NegAJlZEu0xVNmQ/DzgSXsvysayfzO0jcB4h6R0IZh2MzpVpM35rJmDXqI2kNcHOsTLuMZ77bdmgw2AyvV8UviHwnuB4QxRhH0XIV+gsJsPEMh+3IdHrTfmAJRsEgi5j1KlMubRJlyoD6QG98vMC4xOV0UekaxQyo169cCBgCpQWkyntsya91qDdGHEYs0HHZRIqhQG/WXbuNxdD9lLYbjAY8BuC1R2BWmUoRp0ihXmfo6MeKD/M8wYo7Fdk9pdV8cC84DWR0zvLbYAxOhHHLfCTt4Szp1j6WzLnxsRxG/y0Hv4z+dA0iLj+aOC3+wO3HgzdePT+tzfjt/tgVQOIa4O4vw0Q/9mPvzVMqH7z8e4QrGlqtx5+/PvE2R0Yow5GvzFJr5phNSHZt6bpd2bo9TO03yZpNydp9TOsKhirBc2ogTPuongP8dzRFVEVjH0Pw29Hs9uQjA4M5z6B34nlPyFyekmsAQpXozP+lQQLQUsuCJSizjRkTLq0aciU9VsKIXsp6iyE7aWoKx+y5wK2UsR+7reK1XqR3GDU6YQyQ9wLFMP2csJ9lfQk/XbctuSUrUl5rSmPOeYxLRwoRim8YYpgZJbbR+b2kVg8saYQdjqspvkT1diSGL0pi3utmaAlH3K4AOvEhvQ1WfiGxB8mc98SmCK51g6YiHsyhlCb8poSbm3KY8r5jSlIHbMpE3Zlzmso+i0Bu568Lfwyzz1gSEOg8f0c5y2RM7EsekngPiPzEWsy5IYCvSmb/ir4OEdb2mEmHIqkQ55yabbPxIgV9vs57hvCqUgiQ67z35C5L3CMDjjtCZ75flHUjhE0INg9GNYDLLcFyW6Z2HyMP3lOZLejGB2Isy7U2d8+bd8e3/+ZJpwg1Q7Abw8gbg2hb/Yj//Fm4vd38L+9Q//HAOmXQdLNYdLtEUJL/1TNe3L1xNYDzNGdqaPr40et8JNuDO238bPfJuj3cYxuAvshmdeEYD7Ase/juFVwVjOK0Ypkd6LZzwicT6uSu3hBN5rTPEOvnzqph502I1lPCNwPC9zHOGYDgvWMwls8USjVhghoSbmNUbs67tKlPOZswJYN/ThEAPzPajriyAWBfND2Z8pdjtoLIdufCbActhcijnIcLIaBQti+RlOtn0gzQSDjsyR9tvl96Wscux/P+kDmPEOcPUOdHfGUpajT7bDs8XWEfdXkuijgNOVDwLnfEoGsy0zVEJXfT+I9xPE6kAyVRh/x2NCb4uVDiR/Qpz3mjN+a9JrPveakUx20qUIOg8eqVys1Czv8MQoDucyMg1o2Xzm7LRuYE/fPC9ZoCqEG4Ckt3xnq+QPJ1Bpv6UgYsUojZlHSqWbxxMPkw27Y9mPMwRCFdg9z8oJ0NrXGQW6JdjkaocL4ja0dW5MMUDifFoUDs5w3mP3H6NNnRGYtnN6JYbQiGDcnTn4b3fl5pPlEah5GNw8hGkaw9e/x14fJ/9lP/D9vkL8OEn5/P9/8gdz8gdD2AVvzgVI/sdE6vdk8tXdnYvs57uA1mdaFoTXAaPew7Bdk1pt5YTuG9YTIfErgNCCYdTP0Ngy7C899iOc8wLF7sOyHWNatSfqtiZPb4/v3kEeDpNMe1MmtyeNG2GkrilmPYD7FcT4vcRcOhJBVc+41Zf2WbBDI+Cw/4m6KIXs+ZM8GgHwQKIVsFzFXIWQvRBzlmKsQtBVD9lLUUQgBhTAAOaw2s7EQsWcDQNhlXjiUfpjnwVf4U0v8D/OcdyTW4rEsH7bH/fb5M/XUd/nkujTkthRCQDboSPgAl8tmtlgdDitTbjwQaGM+IBVwLB5KMd/EdIEm67flAhaDVh2ya6MO1faJYHSO+2medw/J7EGctE4fvyTQaTz13Imqd0Go1ukSkL4Ss1ei9lzACBn4AYvErZfEXZqUS51xazMulVMv5fN5ZrXEb1Mp5FI6R6jVKBMeUylgKQUtlYjtIgpEQaPTYoBsxvUjMWaV+x53PEw8apg6eI6jX5s4++en3Xb43k+g3niHvNMHbxxE1Q6hq9/jGr4sdU8t/9KP+/sg6T+HFx6Mz996T/l1gNT4cbZ1Yq1mYqsLefAIfXAXttMwddCGPHtGYjzE0F4SWU9J7Ho4484U7TaM+QDDfYbj3MVy2rHsFji9Zurs4yJvfpv9nMhsR5w9QR3NLJ0Nk0/eEI/rYYdNMweN0wedmBPCFoPN45t0iohDe+7RZ/2WrN9y7jXm/Jas35oP2vIBayEEZPy2MGQLgMC5z1KOAoUwUAjbSxFHKewoBG35oK0YspVCtnzIkQvao26j2aAxGXUuqyEEmv0us9VotNusxairGHFoDJZjiUGgNp0HgELYUYqClQT0R8r9ZxK8Srj+SrvLUXsx6kz7LEG7NgpZEl5r1mdKghqvWRa2SsM22TFbsHos3qLJRkiMJ4ijT3Osd7PcHgyrcZqG2+TkvbpiGMgHbRmfNe0xRu3qBKjNeo3lkO0iYi8FLVlImwPVeVB97pClHPIcpL0Imv4Mm4t+QxbSZb2GDKRPgvqsW5uFtDGnmrpJ60XtDWN3ccvHQ/j9l4jd//N+79fRvU+zJz+B2vyBcPPd9O1+5D/68L8P4hvHFq4NU258XPz1/fw/RuZeTC/+NjR7cwBVM4iuGyLc+rx+c2yzDbZ9e2K7cXy76stuI/y0evqoGUG/i6J3IhltCPpTEvsBlvOUyGlDMbvRzIc4+tA8b2lXFLPIEk4dZFSKeHzUKu0d8eAJ9qgHe9qFOrmHpb+h0OxaUcYhTToUSZfqHFQnnZqEQxUF1Emn9hzSpyFdzqsvh8xypZr4XTy7yddKBD6H+c8k+FfSeRW3Zz3ac0h/7jXHXfqUW5/2mLIBSyZgzQYshaDl3GvM+C0ZrykfsFzEnMWIIxcEShFHOeq4jLvyAXsuBORD9nzE5bBaDUZ9ELSmPKZzjzEfsp/7rFm/LeczZTyGc1AbtcsjFlHIyI9aREmnNOPRpNx68jr9PeEYucwZI50O4w4J3/h0ljLksv1/+cC/0u6LqL0UAi7i7ouY8yJqz/lMGY/x3K1POZVxmzRmkyfs8qRdkXIozyEDaFLbtfLDE/bhGX/zkDc4y6DscFJOZciqnF48ew7/PjN/+BJ/0gU7fI3a+bfBtReY/e6Z3Z9AbRvC1A/CG4cQt4ZJvw6RbgwRbg4Trg8Tb46Q6obxvRPE2/34tv6JpkHUjUHS3wYX/vlx48bnb9UTW9XjO3//uF33Zatt8nvD5F7N5EEr/KQbffqWzHiMPnmMo32YZ6M2RDOr/EEKh8UW5iH9VdD0Z8hacCsiTr1Vp1rZ4/UTj7tg+w2w41uT+9RtWsQsjFhETp3IoRGZZFyTku80SCOAKuVUxe2KCKB2GlQbh/wPRPrZCVPMYeHWON9ocqlCI5FrdpkyjlCZC1hLIVvebyr4TXm/qRAwF/zmvN9UDFqKQVvGa0m4TSmvJe23laKOfNBWCFgvIvZSxJ71W0shawC0ja+I+skc0qZobl/KEqtTXkslZC0GrWmPPg4oUk7VuUsZt4oDek7IJAxbJF6T1KaRfN1lj82xBki0pS0h8Zto6qtgdJ7zisSk7AsUUnHQqshB2qRLFQOkYbMoZBKErdKIXZN0KNNOZcwmdyj5GiHPIBHuHAs+zNF7SYzhWdrs2lnn1EEX8rCfdAxbYy9ss9o+zvciNp6jdn/7uPn/jGw0jX8fIZ58otDfYH7ep97q6W199O7Ry4HBwZH+jxNPet+/7Hv/dGjiySfM2Bd456v3Hc+HHj7vu/9utKNv+pcB8r+/X7859q1lYr1mbKNqbOvm6Ebz2NeqT6t1k5sNU7utsJ2HmOMe2M4g5Qy5xv2wwHmEo+G/cQpufSlgzYDalF1xbpddhUxXIcu5S2dViTb3aLi1s5HZ/bfYLezqEfLrMfbrCXKV9p5y9pZwNEw+oGycre3Q57/TCSunnwh76MVjiVDsVnFCZuneKbcHcdiDPH6GPntDYD7FnG2eCbUaLWBQWzVS0KrT6bRckfLbkWhhX7R5KsJu8r8di8k7fPx3wRFHYTQY6GLNPkcukqj2mLIdpnTpSDpM5Y4tCN8SeA/Q7B40C/FNuM0QMXhCl1FhVArEfPbuMWNu8xi2fDC9fNxH3h9fOFvbZZPXGLPf2Mg17nMsrXH64D5sr3tq/9/eb/3nh50m2P4b0snOGcehE/kMIlAnAjQSj1GacKljdrVCKjs6Ew6TT6Yohwjq4QDu5BFs//qHzXf4o/F5+gvM8TviyQPk0d8+7deP7z6bXH4M37o2svaP4ZV/H155gPj+EHlyZ2ynD/NzpU7iV96O4odGEb0jkx8mMYMT+PYRXP079KP3mJX5+Udf5hveU2/2EX4fmfvlw1L12Orf3n+9NbrWPrF+f+bbjbHNuonNF/DN6yOrLWPrjeObNePfHiN3YNTd6aWzF/ije8ijD9Rjt1GWg/RFvyUDqvxaXsQsjVvEcZs0bVdk7dKSS15yqyRcztTCSS/uYJB4iPrKhH9l9xKOnyMP+jE7Q+jNIeL+/A5NKuCbVbKYQ5dzyvxaThbUxQG5jM/7Mnv4Br0/QDz+uHD2AH3yCn/yknDagzl9PsvqwdKf4Ok3x49++bh1a3T3xtjB5Ar3IYb+++ejmomTGxMnfxs9aJg6bJ867EKc1cFOb44dPcczu1HMe0h649RxzeTR3z9s/+eH779+2mqc3G2e2u7D79V+3mj4slb7ZePW580O+P7oPHf3mE/c4A6TTrvh+53wgx7E4Y3RrWfYw7qJ/Wuju7+O7v4+ttcyc/yadPKRcvqOeELZoB0csYgbnLezzAHC8SiF9gBxOEg4vI86foA+eY05fIXeHZ8/bZ0+eIk+bJrY7oHt1o5tvcLsvMMdXh/91jbx7dr71TufNz5R9rumD16h9geQWz+B6jVIuVINX67Zp/O/7dHmN48ezHxvGduY/7rFYTLQa/SPcyet8IP2yc1H6N3m6c3/6Kf81keu/bT8ZGblxvuFpg+Ln/Df4PO7ffCNns9Lo4QNwvLOR9z6k5m1h7CNd8htMeMorOcF1OygXuCRM6ImYdzEDxuFYbMoDkjTDmUakGUdMi6DBV84pX6ny8QSjUIhFUn2Ttjf9phLW6cr309AjSgPqkqQ6o+AqeQxeJTsmElS9huLXn3Zoz53aWUicS9uf2rpeGaVjlk9G11k9FMYD7Bnw3NM2CqzHXX6fvboGfroPvqIsM7onDltQZx1o+l1k3vd8P1e3EnVl/3XBFo/ld6GPLuHoj3CHvdR6Ncn9h7jT+8hj26N71WN7zRP7bRM7X2hHt/5vHl/5lvHxLcB8vH8tgC3xjqmcVUy2c4Jf/orb3lHgP7Kwq/Skavc53jmAyytevKgfXq/fWa/fmL7/uTm/AZt74gj4fJx67xPFNo7wsl7Cg29wphe5oxQWR/IjIlFLmqF8wh9WPt5s+bLRidss+XLxp0PS88Ra//RN3/nw+KDya9VIysfcN8nyAf92P3PhF3C0s8apf9/o2A4gdFIHYYAADOR00o15NOEAAAAAElFTkSuQmCC" 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" /></a> </div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">(ING.
CHU KIA WANG, PH.D)</span></div>
</div>
<b> </b><br />
<br />
<a href="http://www.mediafire.com/?ezoaw8rhif4rrqp">BAB I</a><br />
<a href="http://www.mediafire.com/?d7pb8238r4iomd1">BAB II</a><br />
<a href="http://www.mediafire.com/?rmj1ld8ra9d2u92">BAB III</a><br />
<a href="http://www.mediafire.com/?0q8jt5e3a6vvjqn">BAB IV</a><br />
<a href="http://www.mediafire.com/?mlpoirquz3q15hj">BAB V</a><br />
<a href="http://www.mediafire.com/?ntm39iye0py163e">BAB VI</a>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com5tag:blogger.com,1999:blog-4109630578014985353.post-9899688202641152652012-02-03T10:12:00.001-08:002012-02-03T10:14:43.881-08:00TUTORIAL<a href="http://hms-uki-paulus-makassar.blogspot.com/2011/01/tips-trik.html">TIPS N' TRICK</a><br />
<a href="http://hms-uki-paulus-makassar.blogspot.com/2011/03/tutorial-autocad.html">ALL ABOUT AUTOCAD</a>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-14672546945840649542012-02-03T09:26:00.001-08:002012-02-03T09:42:21.876-08:00STRUKTUR BETON<br />
<br />
<br />
<br />
<br />
<span style="font-weight: bold;">Korosi pada Beton Bertulang</span><br />
<div class="mceTemp mceIEcenter" style="text-align: left;">
Beton
yang selama ini dikenal sebagai material yang “tahan karat”, sebenarnya
bisa juga mengalami korosi sebagaimana korosi atau karat yang terjadi
pada struktur baja. Korosi yang dimaksud di sini adalah kerusakan
material beton tersebut akibat proses kimia yang terjadi di dalamnya.
Tentu saja bentuk korosi beton ini tidak sama dengan korosi yang terjadi
pada besi baja.</div>
Struktur beton yang rentan terhadap korosi adalah :<br />
<ul>
<li>struktur yang terletak di lingkungan laut, seperti platform offshore, dermaga, jetty, dsb.</li>
<li>struktur yang terletak di dalam tanah, seperti pondasi, basement, terowongan, dsb.</li>
<li>struktur yang terletak di lingkungan karbondioksida yang tinggi</li>
</ul>
Korosi pada struktur beton bertulang ada 2 jenis, yaitu :<br />
<ol>
<li>Korosi pada baja tulangan</li>
<li>Korosi pada beton</li>
</ol>
<br />
<h2>
Korosi Pada Baja Tulangan</h2>
<h2>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0qEUDWqEgI86kG53lDLvEb2Ect1qUsoDAUkHcPlAR1eGfxtn59MhsDhfQQ2owIGJGEucEOLXcCsU4PrppgSvzTyYP44jlic7bRlH__ltfgwQe73NTPYpop7HUPWiUW_DvIyL8s8pf25s/s1600-h/korosi-tulangan-2.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5387584115420642722" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0qEUDWqEgI86kG53lDLvEb2Ect1qUsoDAUkHcPlAR1eGfxtn59MhsDhfQQ2owIGJGEucEOLXcCsU4PrppgSvzTyYP44jlic7bRlH__ltfgwQe73NTPYpop7HUPWiUW_DvIyL8s8pf25s/s400/korosi-tulangan-2.jpg" style="cursor: pointer; float: left; height: 254px; margin: 0pt 10px 10px 0pt; width: 131px;" /></a></h2>
Pada
korosi jenis ini, kerusakan terjadi pada tulangan di dalam beton. Ini
disebabkan karena tulangan di dalam beton bereaksi dengan air dan
membentuk karat. Karat yang terbentuk pada tulangan ini mengakibatkan
pengembangan volume besi tulangan tersebut. Pengembangan volume ini
kemudian mendesak beton sehingga beton tersebut terkelupas atau pecah.<br />
Terjadinya karat ini disebabkan adanya reaksi antara unsur besi (Fe<sup>+</sup>) di dalam tulangan dengan unsur hidroksi (OH<sup>-</sup>) dari air.<br />
2Fe<sup>2+</sup> + 4OH<sup>-</sup> → 2Fe(OH)<sub>2</sub><br />
<br />
<h2>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihZTSUzSPlOZhkAkMj8OliDkIIKq6WplAp97n20P6fZnVsRrrKR9ByGnjgw2YmHe-wQW7_RL6Q4icRPVO2zNwsbjSYcIanEL5qtsG7cEtG4iQtC76Xih2-1Wa5A59KnF1ha6CAbdf-iRk/s1600-h/proses-korosi-baja.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5387584857219421506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihZTSUzSPlOZhkAkMj8OliDkIIKq6WplAp97n20P6fZnVsRrrKR9ByGnjgw2YmHe-wQW7_RL6Q4icRPVO2zNwsbjSYcIanEL5qtsG7cEtG4iQtC76Xih2-1Wa5A59KnF1ha6CAbdf-iRk/s400/proses-korosi-baja.jpg" style="cursor: pointer; display: block; height: 134px; margin: 0px auto 10px; text-align: center; width: 308px;" /></a></h2>
<br />
Lalu
dari mana datangnya air yang kemudian menyebabkan besi tulangan
tersebut berkarat ? Air ini dapat masuk ke dalam beton dan sampai ke
tulangan melalui 2 cara, yaitu:<br />
<ol>
<li>Air yang masuk dari luar atau uap air di udara melalui pori-pori beton karena beton tidak kedap air.</li>
<li>Proses karbonasi, yaitu reaksi antara karbondioksida (CO<sub>2</sub>) dengan unsur kalsium hidroksida di dalam beton (Ca(OH)<sub>2</sub>) karena beton tidak kedap udara. Ca(OH)<sub>2</sub> + CO<sub>2</sub> → CaCO<sub>3 + </sub>H<sub>2</sub>O</li>
</ol>
<h2>
Korosi Pada Beton</h2>
<img alt="Korosi pada beton" class="size-full wp-image-68" height="335" src="http://aguzher.files.wordpress.com/2008/12/korosi-beton.jpg?w=443&h=335" title="korosi-beton" width="443" /><br />
<br />
Foto
di atas adalah contoh korosi pada beton yang terjadi di permukaan
bagian bawah lantai dermaga. Korosi pada beton terjadi akibat
terbentuknya <i>ettringite</i> akibat reaksi kimia antara unsur kalsium
di dalam beton dengan garam sulfat dari luar. Sama seperti karat pada
besi, ettringite yang terjadi menyebabkan pengembangan volume beton
sehingga menyebabkan massa beton terdesak dan pecah.<br />
Secara lengkapnya, proses terjadinya <i>ettringite</i> ini dapat dijelaskan sebagai berikut.<br />
Proses hidrasi antara semen (C3S dan C2S) dengan air menjadi pasta semen (3CaO.2SiO<sub>2</sub>.3H<sub>2</sub>O disingkat CSH).<br />
C3S + H<sub>2</sub>O → CSH + Ca(OH)<sub>2</sub><br />
C2S + H<sub>2</sub>O → CSH + Ca(OH)<sub>2</sub><br />
Ca(OH)<sub>2</sub> yang terjadi kemudian bereaksi dengan garam sulfat dari tanah atau laut<br />
Ca(OH)<sub>2</sub> + MgSO<sub>4</sub> → Mg(OH)<sub>2</sub> + CaSO<sub>4</sub><br />
CaSO<sub>4</sub> yang terjadi bereaksi kembali dengan C3A dari semen dan air menjadi ettringite<br />
C3A + CaSO<sub>4</sub> + H<sub>2</sub>O → ettringite<br />
<h2>
Ettringite</h2>
Ettringite (6CaO.Al<sub>2</sub>O<sub>3</sub>.32H<sub>2</sub>O, atau disingkat C<sub>6</sub>AS<sub>3</sub>H<sub>32</sub>) merupakan hasil reaksi dari unsur kalsium di dalam beton dengan garam sulfat dari luar. C3A + CaSO<sub>4</sub> + H<sub>2</sub>O
→ ettringite. Memiliki bentuk kristal memanjang seperti jarum.
Ettringite ini menyebabkan pengembangan volume beton sehingga mebuat
beton pecah.<br />
<div class="wp-caption aligncenter" id="attachment_75" style="width: 308px;">
<img alt="Bentuk kristal ettringite" class="size-full wp-image-75" height="166" src="http://aguzher.files.wordpress.com/2008/12/kristal-ettringite.jpg?w=298&h=166" title="kristal-ettringite" width="298" /><br />
<div class="wp-caption-text">
Bentuk kristal ettringite</div>
</div>
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<b><span style="color: yellow;">MEKANIKA REKAYASA III-DIKTAT IR. POTTA PAKAN </span></b><br />
<br />
<a href="http://www.mediafire.com/?gx45tqsl0sz45b5">MEKANIKA REKAYASA III</a>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com12tag:blogger.com,1999:blog-4109630578014985353.post-25527708743100345362011-03-05T20:30:00.000-08:002011-03-05T20:55:13.000-08:00ALL ABOUT AutoCAD<h2 class="date-header"><a href="http://belajar-autocad.blogspot.com/2008/12/belajar-autocad-map-terjadi-kendala.html">Atodesk AutoCAD 2009 Software</a></h2><h2 class="date-header"><a href="http://belajar-autocad.blogspot.com/2008/12/belajar-autocad-map-terjadi-kendala.html">Belajar Autocad Map Terjadi Kendala</a><br /></h2><a href="http://belajar-autocad.blogspot.com/2008/12/belajar-autolisp-tentang-cad.html">Belajar Autolisp Tentang CAD</a><br /><a href="http://belajar-autocad.blogspot.com/2008/12/membuat-script-autocad-menggunakan.html">Membuat Script Autocad Menggunakan Microsoft Excel</a><br /><a 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Training</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/autocad-2008-untuk-orang-awam.html">AUTOCAD 2008 UNTUK ORANG AWAM</a><br /><br />LATIHAN<br /><a href="http://belajar-autocad.blogspot.com/2008/12/cara-setting-printer-di-autocad.html"> Cara Setting Printer Di autocad</a><br /><a href="http://belajar-autocad.blogspot.com/2008/12/cara-belajar-cad-melalui-blog.html">Cara Belajar Cad Melalui Blog</a><br /><a href="http://belajar-autocad.blogspot.com/2008/11/autocad-2009-tutor-for-engineering.html">AutoCAD 2009 Tutor for Engineering Graphics</a><br /><a href="http://belajar-autocad.blogspot.com/2008/11/modeling-transition-in-autocad.html">Modeling transition in AutoCAD</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/belajar-autocad-editing-command.html">Belajar Autocad: Editing Command</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/autocad-series.html">AutoCAD Series</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/belajar-autocad-mastering-autocad-2007.html">Belajar AutoCAD Mastering AutoCAD 2007</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/autocad-2009.html">Autocad 2009</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/accrochage-aux-objets-autocad.html">Accrochage aux objets autocad</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/tips-belajar-autocad.html">Tips belajar autocad</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/autocad-2008-untuk-orang-awam.html">AUTOCAD 2008 UNTUK ORANG AWAM</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/belajar-cepat-autocad-2005.html">Belajar Cepat AutoCAD 2005</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/panduan-belajar-autocad-bahasa.html">Panduan Belajar AutoCAD Bahasa Indonesia</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/tampilkan-koordinat-dengan-text-field.html">Tampilkan koordinat dengan Text Field</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/autocad-2007-solid-history.html">AutoCAD 2007 Solid History</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/autocad-2006-tutorial-architects.html">AutoCAD 2006 Tutorial Architects</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/drafter-cad-bekerja-dalam-team-mupun.html">Drafter CAD bekerja dalam Team Mupun Sendiri</a><br /><a href="http://belajar-autocad.blogspot.com/2008/10/mendesain-3-dimensi-secara-cepat-dengan.html">MENDESAIN 3 DIMENSI SECARA CEPAT DENGAN CEPAT</a><br /><a href="http://belajar-autocad.blogspot.com/2008/08/cara-optimalkan-funsi-help-file-autocad.html">Cara Optimalkan Fungsi Help File Autocad</a><br /><br />AutoCAD UNTUK PEMULA<br /> <div class="entry-content"> <p><a href="http://tentangcad.com/wp-content/uploads/2008/09/acad.jpg"><img class="alignnone size-medium wp-image-1285" title="acad" src="http://tentangcad.com/wp-content/uploads/2008/09/acad.jpg" alt="" width="297" height="287" /></a></p> <p>Seri tutorial AutoCAD untuk pemula. Merupakan panduan bagi yang ingin belajar sendiri.</p> <li><a href="http://tentangcad.com/2008/09/seri-tutorial-autocad-untuk-pemula-interface-dan-penggunaan-tool/">Seri Tutorial AutoCAD untuk Pemula: Interface dan Penggunaan Tool</a></li><li><a href="http://tentangcad.com/2008/09/menggambar-secara-presisi/">Menggambar Secara Presisi</a></li><li><a href="http://tentangcad.com/2008/09/view-navigation-tools/">View Navigation Tools</a></li><li><a href="http://tentangcad.com/2008/09/parameter-tools/">Parameter Tools</a></li><li><a href="http://tentangcad.com/2008/09/cara-cara-mengaktifkan-tools-autocad/">Cara-cara Mengaktifkan Tools AutoCAD</a></li><li><a href="http://tentangcad.com/2008/09/mengenal-object-snap/">Mengenal Object Snap</a></li><li><a href="http://tentangcad.com/2008/09/latihan-drawing-tool-pintu/">Latihan Drawing Tool: Pintu</a></li><li><a href="http://tentangcad.com/2008/10/the-magic-of-autocad-template/">The Magic of AutoCAD Template</a></li><li><a href="http://tentangcad.com/2008/10/mengenal-modify-tools/">Mengenal Modify Tools</a></li><li><a href="http://tentangcad.com/2008/11/mengenal-layer/">Mengenal Layer</a></li><li><a href="http://tentangcad.com/2008/11/menggunakan-layer-visibility-dan-lock/">Menggunakan Layer Visibility dan Lock</a></li><li><a href="http://tentangcad.com/2008/11/membuat-etiket-di-autocad/">Membuat Etiket di AutoCAD</a></li><li><a href="http://tentangcad.com/2008/11/mengenal-block/">Mengenal Block</a></li><li><a href="http://tentangcad.com/2008/11/menggunakan-dan-mengedit-block/">Menggunakan dan mengedit Block</a></li><li><a href="http://tentangcad.com/2008/12/latihan-membuat-elemen-elemen-bangunan/">Latihan: membuat elemen-elemen bangunan</a></li><li><a href="http://tentangcad.com/2008/12/review-tutorial-dari-layer-sampai-komponen-bangunan/">Review tutorial, Dari Layer sampai Komponen Bangunan</a></li><li><a href="http://tentangcad.com/2008/12/mengenal-text-dan-text-style/">Mengenal Text dan Text Style</a></li><li><a href="http://tentangcad.com/2009/01/menggunakan-dimensi/">Menggunakan Dimensi</a></li><li><a href="http://tentangcad.com/2009/04/mengenal-3d-modeling-di-autocad-2009-konsep-dan-navigasi/">Mengenal 3D Modeling di AutoCAD 2009: Konsep dan Navigasi</a></li><li><a href="http://tentangcad.com/2009/04/menggunakan-user-coordinate-system/">Menggunakan User Coordinate System</a></li><li><a href="http://tentangcad.com/2009/04/operasi-boolean-dan-solid-history/">Operasi Boolean dan Solid History</a></li><li><a href="http://tentangcad.com/2009/05/latihan-3d-membuat-pintu/">Latihan 3D: Membuat Pintu</a></li><li><a href="http://tentangcad.com/2009/07/text-menggangu-hatch/">Text menggangu Hatch?</a></li><li><a href="http://tentangcad.com/2009/07/arsiran-keramik-terskala/">Arsiran Keramik Terskala</a></li><li><a href="http://tentangcad.com/2009/11/tutorial-1-membuat-dinding/">Tutorial #1: Membuat Dinding</a></li><li><a href="http://tentangcad.com/2009/11/menghitung-luas-dengan-addsubtract-area/">Menghitung Luas dengan Add/Subtract Area</a></li><li><a href="http://tentangcad.com/2010/02/membuat-block/">Membuat Block</a></li><li><a href="http://tentangcad.com/2010/03/free-e-book-autocad-2007-untuk-pemula-referensi-cutting-plan/">Free e-book: AutoCAD 2007 untuk Pemula + Referensi Cutting Plan</a></li> </div>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com0tag:blogger.com,1999:blog-4109630578014985353.post-19438278414872018652011-01-22T11:16:00.000-08:002011-01-22T11:28:18.308-08:00TIPS TRIKCHEATSHEET PEMBEBANAN STRUKTUR<br /><br /><div class="post-content"> <p><img src="http://duniatekniksipil.web.id/wp-content/uploads/2010/02/CheatSheet_22342_image002-300x198.gif" title="CheatSheet_22342_image002" alt="" class="img-left" width="300" height="198" /><br /><b>CheatSheet</b> kedua ini berisi tentang ringkasan pembebanan struktur yang sering dilakukan dalam perhitungan. </p> <p>CheatSheet ini secara umum berisi tentang:<br />1. Daftar beban mati dan beban hidup yang sering digunakan.<br />2. Ringkasan Kombinasi Pembebanan<br />3. Reduksi Beban Hidup<br />4. Faktor Reduksi Kekuatan Nominal (Beton, Baja, Komposit, Kayu, Baut dan Las)</p> <p>Referensi CheatSheet:<br />1. Peraturan Pembebanan untuk Gedung 1987<br />2. SNI Baja, Beton, dan Kayu<br />3. Beberapa peraturan pembebanan lain (IBC, AS, dll)</p> <p>Link untuk mendownload (buka jendela baru):</p> <ul><li><a href="http://www.ziddu.com/download/8704805/CheatSheet-Pembebanan-v1.1.pdf.html" target="_blank" title="CheatSheet Pembebanan v.1.1.pdf">Link 1</a></li><li><a href="http://duniatekniksipil.web.id/wp-content/uploads/CheatSheet%20-%20Pembebanan%20-%20v1.1.pdf" target="_blank" title="CheatSheet Pembebanan v.1.1.pdf">Link 2</a></li></ul> <p>Semoga Bermanfaat.[]</p> </div>..................................................................................................................................................<br />>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>><br /><br />CHEATSHEET STRUKTUR BETON<br /><br /><strong>Cheatsheet</strong> adalah lembaran contekan. Anak-anak sekolah, pelajar, dan mahasiswa tentu sudah familiar dengan benda yang satu ini. Benda ini sangat membantu ketika ujian. Tapi… hanya sekedar membantu memperoleh nilai, atau paling banter hanya membantu untuk memperoleh kelulusan. Kalau memang ada pelajar yang memperoleh nilai bagus dengan bantuan <em>cheatsheet</em>, maka dia adalah pelajar yang berbakat. Berbakat untuk melakukan kecurangan-kecurangan lain di masa depan. Hehehe.. <p><span id="more-1112"></span>Saya sendiri tidak ingat apakah pernah menggunakan <em>cheatsheet </em>sewaktu ujian. Yang saya ingat adalah saya pernah menggunakan buku sebagai contekan, bukan lagi lembaran curang. :) Saat ini, yang namanya ujian sudah tidak seperti dulu lagi. Jika semasa studi, ujian diberikan dalam waktu tertentu, kalau sekarang ujian selalu muncul kapan saja dan di mana saja. Misalnya ujian ketika dimintai “tolong” oleh orang lain untuk melakukan desain struktur gedung tertentu. Kadang ujiannya sangat mudah, kadang juga sangat sulit, sampai harus buka literatur dan referensi sana-sini.</p> <p>Pembuatan <em>cheatsheet </em>dalam bidang sipil (struktur) sebenarnya sudah sangat sering dilakukan oleh para insinyur. coba lihat di sekeliling meja kerja, buku agenda, buku kerja, atau apapun di sekitar lingkungan kerja, setidaknya ada beberapa lembar catatan atau kutipan atau hasil fotokopian informasi penting dan dikumpulkan di dalam satu arsip tertentu. Kadang malah lembaran-lembaran itu ditempel di dinding meja kerja agar mudah dilihat sewaktu-waktu. Ide membuat cheatsheet dalam format yang lebih “compact” muncul ketika saya sedang mencari beberapa referensi di internet tentang summary untuk beberapa bahasa pemrograman khususnya web programming (<em>php, mysql, ajax, dan jquery</em>), dan tidak sengaja saya menemukan banyak sekali cheatsheet yang sangat bermanfaat.<br />Kalau mau coba, silahkan ketik kata “cheat” pada images.google.com.</p> <p>Karena benar-benar sangat bermanfaat bagi saya khususnya, saya kepikiran, kenapa tidak membuat cheatsheet sejenis itu untuk keperluan desain struktur. Ternyata tidak gampang membuat cheatsheet untuk struktur. Tapi sebagai permulaan, setidaknya ada yang bisa saya bagikan kepada rekan-rekan para penggemar bidang struktur sipil di sini.</p> <p>Cheatsheet ini khusus untuk struktur beton bertulang, dan masih dalam tahap pengembangan. Oleh karena itu, kami memberinya nama <strong>CheatSheet Struktur Beton v1.0</strong>.</p> <p>Silahkan mendownloadnya <a href="http://www.ziddu.com/download/8513773/CheatSheet-StrukturBeton-v1.0.pdf.html" target="_blank">di sini</a>.<br />Atau <a href="http://www.duniatekniksipil.web.id/wp-content/uploads/2010/02/CheatSheet-Struktur-Beton-v1.0.pdf" target="_blank">di sini</a>.<br /><small style="color: rgb(204, 0, 0);">(buka jendela baru)</small></p> <p>Isi CheatSheet Struktur Beton v1.0:<br />- Tabel luas tulangan pelat<br />- Tabel luas tulangan balok/kolom<br />- Tabel tulangan geser balok<br />- Tabel tulangan minimum pelat<br />- Tabel tulangan minimum dan maksimum balok<br />- Mutu beton (f’c dan K)<br />- Summary selimut beton<br />- Summary desain lentur balok<br />- Summary desain geser balok</p> <p>Semoga bermanfaat.<br />Dan, nantikan cheatsheet berikutnya.[]</p><p>..............................................................................................................................................................</p>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>><br /><br />MEMBUAT FUNGSI DI MS EXCEL<br /><br /><div class="post-content"> <p>Kita tentu sudah mengenal fungsi-fungsi yang umum digunakan di Excel, misalnya fungsi MAX, MIN, LOOKUP, AVERAGE, SQRT, dll. Tiap-tiap fungsi mempunyai tugas yang berbeda-beda. Kita dapat melihat semua fungsi yang ada di MS Excel melalui menu Insert->Function.</p> <p>Tidak jarang pula kita mengalami kesulitan sehingga harus menggunakan dua atau lebih fungsi Excel. Misalnya ketika ingin mencari nilai maksimum absolut dari suatu range. Maksimum absolut maksud saya di sini adalah nilai maksimum tanpa mempedulikan tanda positif atau negatif. Yang sering melakukan analisis struktur khususnya <strong>ETABS</strong>, <strong>SAP </strong>atau sejenisnya, sering menjumpai kondisi di mana kita akan mengambil nilai momen lentur maksimum (tanpa melihat tanda positif atau negatif).</p> <p>Misalnya saja, ada data-data sbb:<br />250, 300, -325, -258, 278</p> <ul><li>Kalau kita gunakan fungsi MAX() maka hasilnya adalah 300.</li><li>Kalau kita gunakan fungsi MIN() hasilnya -325, yang nilai absolutnya lebih besar daripada 300.</li><li>Solusinya, kadang kita membuat fungsi kompleks<br /><code>=IF(MAX(range)>ABS(MIN(range)),MAX(range),MIN(range))</code><br />Yang artinya: jika nilai maksimum range lebih besar daripada absolut minimum range, maka ambil nilai maksimum, jika tidak, ambil minimum.</li></ul> <p>Bagaimana kalo kita bikin fungsi sendiri saja? Biar lebih gampang. Apalagi kalo fungsi itu sering digunakan. Kita tidak perlu lagi mengetik fungsi di dalam fungsi. Apalagi kalau terlalu banyak menggunakan buka-tutup kurung, jangankan si pengguna, MS Excel-nya saja kadang suka “mumet” kalau terlalu banyak buka-tutup kurungnya :) Kadang-kadang begitu selesai mengetikkan fungsi, ternyata ada kesalahan, misalnya kurang tanda tutup kurung, penempatan koma atau titik koma yang salah, dll.</p> <p><strong>A. Membuat Fungsi ABSMAX</strong><br />Fungsi ini kita namakan ABSMAX sajalah, yang artinya Absolute Maximum. Fungsi ini nggak ada di default Excel lho. Coba saja ketik ‘=ABSMAX(A1)’, niscaya Excel akan menampilkan pesan kebingungan. :D</p> <p>Perlu diingat, penamaan fungsi sifatnya bebas yang penting belum ada di dalam fungsi standar MS Excel. Mau pake nama fungsi FUNGSIJURAGAN juga bisa. Tapi kan sebaiknya nama fungsi merepresentatifkan maksud dan tujuan fungsi tersebutTapi, ada beberapa aturan penamaan, misalnya:</p> <ul><li> tidak boleh pake spasi</li><li> harus diawali oleh huruf</li><li> boleh pake angka</li><li> tidak boleh karakter lain, kecuali underscore (_)</li><li>hurup besar (kapital) hurup kecil sama saja</li><li> tidak boleh pake kata kunci VB, misalnya dim, single, then, dll</li><li>dll..</li></ul> <p>Itu aja sih.. :)</p> <p>Next, ikuti saja step-step berikut:</p> <p><span id="more-907"></span></p> <ol><li> Buka MS Excel. Buka VB Editor, dengan cara : <ul><li>Tombol <strong>Alt + F11</strong>, atau</li><li>Menu <strong>Tools -> Macro -> Visual Basic Editor</strong></li></ul> </li><li>Di sebelah kiri harusnya ada jendela Project Explorer. Kalau tidak ada coba tekan <strong>Ctrl+R </strong>atau klik menu <strong>View -> Project Explorer</strong></li><li>Highlight (sorot) VBAProject (namafile.xls). Di tutorial ini saya pakai namafile <em>Fungsi Khusus.xls</em>. <strong>Klik kanan -> Insert -> Module</strong><br /><img class="aligncenter size-full wp-image-915" style="border: 0pt none ; margin-top: 5px; margin-bottom: 5px;" title="fungsi-khusus_6808_image003" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image003.jpg" alt="fungsi-khusus_6808_image003" width="375" height="309" /><img class="aligncenter size-full wp-image-916" style="border: 0pt none ; margin-top: 5px; margin-bottom: 5px;" title="fungsi-khusus_6808_image004" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image004.jpg" alt="fungsi-khusus_6808_image004" width="375" height="352" /></li><li>Module adalah tempat dimana kita menuliskan fungsi. Harus di module? Ya! Tidak ada tawar menawar. Klik ganda <em>Module1 </em>yang baru saja muncul di Project Explorer. Anda akan dibawa ke sebuah layar utama yang masih kosong. Untuk memastikan anda sedang aktif di <em>Module1</em>, perhatikan salah satu dari 4 gejala berikut ini.<br /><img class="aligncenter size-large wp-image-917" title="fungsi-khusus_6808_image006" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image006-550x284.jpg" alt="fungsi-khusus_6808_image006" width="550" height="284" /></li><li>Mari kita isi layar putih tersebut dengan kode berikut:<img class="aligncenter size-full wp-image-918" title="fungsi-khusus_6808_image009" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image009.jpg" alt="fungsi-khusus_6808_image009" width="385" height="472" /></li><li>Berikut penjelasannya: <ul><li>Function <strong>ABSMAX </strong>(R as range, param as Integer)<br /><strong>ABSMAX </strong>adalah nama fungsi,<br /><span style="color: rgb(255, 0, 0);"><strong>R </strong></span>adalah nama variabel yang tipenya Range. Range adalah obyek pada MS Excel yang berisi satu atau lebih sel.<br />Variabel <strong><span style="color: rgb(255, 0, 0);">R </span></strong>boleh diganti dengan yang lain misalnya Jengkol as Range.<br /><span style="color: rgb(0, 0, 255);"><strong>param </strong></span>adalah variabel integer. Ini untuk mengatur seandainya nilai yang terpilih adalah nilai negatif, maka apakah negatifnya yang diambil atau nilai absolutnya (positif). Jika 0, ambil nilai aslinya (negatif), jika 1 ambil nilai absolut (positif).</li><li><em>Deklarasi variabel</em>. Beberapa programmer kadang mengabaikan bagian ini. Untuk aplikasi atau fungsi yang ringan, deklarasi variabel kadang tidak dilakukan. Penentuan tipe variabel ini berkaitan dengan alokasi memori yang akan digunakan pada saat eksekusi.</li><li><span style="color: rgb(0, 0, 255);"><strong>Vmaks </strong></span>untuk menyimpan nilai maksimum,<br /><span style="color: rgb(102, 102, 153);"><strong>Vmin </strong></span>untuk menyimpan nilai minimum.<br /><span style="color: rgb(0, 128, 0);"><strong>i </strong></span>adalah indeks untuk looping.<br /><span style="color: rgb(0, 128, 128);"><strong>N </strong></span>adalah jumlah sel yang ada pada range R</li><li>Looping untuk mencari nilai maksimum dan minimum. Cara kerjanya sepertinya tidak usah dibahas</li><li>Kemudian kita bandingkan Vmaks dengan Vmin, mana yang nilai absolutnya lebih besar, itulah yang diambil.<br />Seandainya ternyata absolut Vmin lebih besar, cek lagi variabel param, apakah tanda minusnya mau dipake atau nggak?</li><li>Catatan, nama fungsi harus segera dikembalikan. Artinya ketika kita mendefinisikan suatu fungsi, pada saat itu juga terbentuk sebuah variabel yang namanya sama dengan nama fungsi, dan variabel ini harus diisi sesuai dengan tujuannya. Fungsi ABSMAX di atas secara otomatis membentuk sebuah variabel ABSMAX. Nilai ABSMAX inilah yang akan ditampilkan sebagai outputnya.</li></ul> </li><li>Cara penggunaannya bisa dilihat pada ilustrasi di bawah ini. Jangan lupa simpan pekerjaan anda. :)<br /><img class="aligncenter size-large wp-image-919" title="fungsi-khusus_6808_image010" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image010-550x431.jpg" alt="fungsi-khusus_6808_image010" width="480" height="376" /></li><li>Oke?</li></ol> <p><strong>B. Membuat Fungsi LUAS_WF()</strong></p> <p>Nah, fungsi yang satu ini sangat bermanfaat bagi kita yang sering bergelut dengan penampang-penampang baja khususnya profil WF.</p> <p>Langsung saja, secara kasar, luas penampang profil WF bisa dihitung sbb:</p> <p><img src="http://s.wordpress.com/latex.php?latex=A_%7Bwf%7D%20%3D%202%28B%20%5Ctimes%20t_f%29%20%2B%20%28H%20-%202t_f%29t_w%20%20&bg=T&fg=000000&s=-1" alt="A_{wf} = 2(B \times t_f) + (H - 2t_f)t_w " title="A_{wf} = 2(B \times t_f) + (H - 2t_f)t_w " class="latex" /></p> <p>Selanjutnya kita buka kembali VisualBasic Editor, dan masuk ke Module1. Mau bikin Module baru juga nggak dilarang kok. Satu Module boleh ditulisi fungsi sebanyak-banyaknya. Cuman, kadang kalau terlalu banyak, kita jadi susah mengaturnya.</p> <div id="attachment_920" class="wp-caption aligncenter" style="width: 540px;"><img class="size-large wp-image-920" title="fungsi-khusus_6808_image012" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image012-550x212.jpg" alt="fungsi-khusus_6808_image012" width="530" height="202" /><p class="wp-caption-text">ralat : harusnya pada gambar di atas, tw diganti tf, dan sebaliknya tf diganti tw. (mohon maaf)</p></div> <p style="text-align: center;">Tulis fungsi seperti ilustrasi di bawah. Fungsi LUAS_WF() ini kita letakkan di bawah Fungsi ABSMAX(). Tenang saja, nggak akan mengganggu fungsi yang lain kok.</p> <p>Saya rasa kita tidak butuh penjelasan lebih jauh tentang fungsi di atas. Cuma satu baris.. :D</p> <p>Contoh penggunaannya :</p> <p><img class="aligncenter size-full wp-image-923" title="fungsi-khusus_6808_image016" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image016.jpg" alt="fungsi-khusus_6808_image016" width="406" height="247" /></p> <p>Kok beda ama tabel ya. Di tabel hasilnya 2716 mm^2. Itu karena ada lengkungan “ketiak” yang ikut diperhitungkan.</p> <p><strong>C. Menyimpan Module</strong></p> <p>Fungsi-fungsi yang sudah kita buat sayangnya hanya bisa digunakan oleh file xls yang bersangkutan. Untuk bisa digunakan di file xls yang lain, module ini harus diekspor terlebih dahulu.</p> <p>1. Mengekspor module</p> <ul><li>Klik Kanan Module1 di bagian Project Explorer, pilih Export File…<img class="aligncenter size-full wp-image-924" title="fungsi-khusus_6808_image017" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image017.jpg" alt="fungsi-khusus_6808_image017" width="345" height="526" /></li><li>Simpan dengan nama apa saja, ekstensi .bas.<img class="aligncenter size-medium wp-image-925" title="fungsi-khusus_6808_image018" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image018-300x205.jpg" alt="fungsi-khusus_6808_image018" width="381" height="259" /></li></ul> <p>2. Mengimpor module di file lain.</p> <ul><li>Buka file lain, atau buat file xls baru (Book1).</li><li>Buka Visual Basic Editor (Alt + F11)</li><li>Sorot Project Explorer (sebelah kiri), klik kanan nama file -> Import File…<img class="aligncenter size-full wp-image-926" title="fungsi-khusus_6808_image021" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image021.jpg" alt="fungsi-khusus_6808_image021" width="348" height="303" /></li><li>Buka file .bas yang sudah diekspor sebelumnya<img class="aligncenter size-full wp-image-927" title="fungsi-khusus_6808_image022" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image022.jpg" alt="fungsi-khusus_6808_image022" width="366" height="251" /></li><li>Dalam sekejap, spreadsheet anda sudah berisi kumpulan fungsi-fungsi khusus buatan anda.<img class="aligncenter size-large wp-image-928" title="fungsi-khusus_6808_image024" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/fungsi-khusus_6808_image024-550x308.jpg" alt="fungsi-khusus_6808_image024" width="550" height="308" /></li></ul> <p>Selamat mencoba.</p> <p>Semoga bermanfaat.[]</p><p>.....................................................................................................................................</p>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>><br /><br />MENGOPTIMALKAN KINERJA ETABS<br /><br /><div class="post"> <div class="post-content"> <p><span style="color: rgb(0, 128, 0);"><strong><img class="alignleft size-medium wp-image-883" style="border: 0pt none ; margin: 10px;" title="etabs_01" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs_01-286x300.jpg" alt="etabs_01" width="200" height="210" /> ETABS </strong></span>adalah salah satu applikasi yang sangat populer di dunia teknik sipil. Software buatan <strong>CSI Berkeley</strong> ini memang sangat powerful dalam melakukan pemodelan struktur, analisis, dan desain. Kebanyakan para perencana <em>high rise building</em> menjadikan ETABS sebagai pilihan pertama dan utama dalam melakukan analisis dinamik, karena memang analisis dinamik ini agak-agak butuh waktu dan keringat yang berlebihan jika dicoba dihitung secara manual. Analisis dinamik nggak sesederhana analisis statik yang cukup mengandalkan konsep kesetimbangan gaya saja.</p> <p>Hmm… sebagai software yang tangguh, ETABS tentunya butuh <em>resource</em> yang mendukung. Paling tidak ada tiga komponen perangkat komputer yang <em>ngaruh</em> terhadap performa ETABS, yaitu : kecepatan processor, kapasitas memori (RAM), dan besarnya memori kartu grafis (VGA card). Dua yang pertama berguna untuk memaksimalkan kinerja pada saat proses analisis (run) berlangsung, dan juga ketika memuat (loading) data baik itu ketika loading database maupun loading hasil analisis (output). Sementara VGA card sendiri yaa tentu saja buat memaksimalkan tampilan grafis yang muncul.</p> <p><span id="more-882"></span></p> <p>Kalau kita sedang menggunakan ETABS, tentu hal yang paling sering dilakukan oleh ETABS adalah <em>refresh drawing</em> atau <em>redraw</em>. Sejak memulai menjalankan program ETABS sampai aplikasi tersebut ditutup, ETABS harus melakukan redraw secara otomatis setiap kali user selesai melakukan perintah-perintah tertentu, misalnya, setelah membuat elemen (kolom, balok, pelat), setelah <em>assigning</em> apa saja (section, load, dll), mengubah tampilan (plan, elevation, 3D), menampilkan informasi seperti <em>label</em>, <em>section</em>, <em>end-releases</em>, dsb.</p> <p>Intinya, VGA card-lah yang paling banyak (baca: paling sering) bekerja sewaktu ETABS dijalankan. Memang sih, dalam kenyataannya di antara pengguna ETABS, yang selalu diperhatikan adalah kecepatan prosessor dan besarnya memori (RAM), soalnya mereka berorientasi pada hasil (output). Kecepatan <em>running</em> (<em>calculating</em>) adalah satu-satunya indikator cepat-tidaknya ETABS dalam beroperasi. Dan memang pada saat <em>nge-run</em> ETABS, seluruh dunia seakan berhenti berputar, biarkan ETABS selesai dulu :D. Padahal, tugas ETABS bukan hanya <em>running</em>, tapi juga menampilkan output. Kami sendiri sering mengalami proses running yang nggak lama-lama amat, tapi waktu mau menampilkan outpunya, ETABS harus bekerja keras untuk <em>redraw</em> setiap kali dibutuhkan.</p> <p>Nah, berbekal pengalaman tersebut, kami mau berbagi tips untuk memaksimalkan kinerja ETABS dalam hal melakukan redraw. Bagi yang sudah sering mengutak-atik ETABS, tentu sudah tahu fitur dan fasilitas ini.</p> <ol type="1"><li>Untuk model yang sederhana, misalnya bentuk persegi, layout kolom yang teratur dan jumlah lantai yang tidak terlalu banyak, lebih baik gunakan <strong>satu window aktif</strong> saja daripada dua window seperti default. <div id="attachment_884" class="wp-caption aligncenter" style="width: 510px;"><img class="size-full wp-image-884" title="etabs_one_window" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs_one_window.jpg" alt="Penggunaan satu jendela pada ETABS" width="500" height="363" /><p class="wp-caption-text">Penggunaan satu jendela pada ETABS</p></div></li><li> Non aktifkan <strong>Enhanced Graphics</strong> dengan cara klik menu <strong>Option -> Enhanced Graphics…</strong> dan hilangkan tanda centang pada “Use Enhanced Graphics”. Memang tampilannya akan terkesan “kolot”, tapi sebagai engineer yang <em>tokcer</em>, harusnya kita bisa memperoleh info yang sebanyak-banyaknya dari sebuah tampilan seadanya. <div id="attachment_885" class="wp-caption aligncenter" style="width: 307px;"><img class="size-full wp-image-885" title="etabs-enhanced" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-enhanced.jpg" alt="" /> Enhanced Graphics" width="297" height="335"><p class="wp-caption-text">Menu Option -> Enhanced Graphics</p></div> <div id="attachment_886" class="wp-caption aligncenter" style="width: 293px;"><img class="size-full wp-image-886" title="etabs-enhanced-options" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-enhanced-options.jpg" alt="Non-aktifkan pilihan Enhanced Graphics" width="283" height="265" /><p class="wp-caption-text">Non-aktifkan pilihan Enhanced Graphics</p></div></li><li>Klik menu <strong>View -> Set Building View Options…</strong> Pada kolom Object Present in View, non aktifkan beberapa item yang tidak diperlukan, meskipun obyek tersebut tidak ada di dalam model. Misalnya walaupun model struktur kita tidak mempunyai obyek wall, sebaiknya bagian Wall (Area) tidak perlu dicentang. Ini akan mempermudah ETABS dalam menampilkan model struktur. <div id="attachment_887" class="wp-caption aligncenter" style="width: 324px;"><img class="size-full wp-image-887" title="etabs-view-options" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-view-options.jpg" alt="" />Set Building View Options" width="314" height="457"><p class="wp-caption-text">Menu View->Set Building View Options</p></div> <div id="attachment_888" class="wp-caption aligncenter" style="width: 520px;"><img class="size-full wp-image-888" title="etabs-view-options-list" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-view-options-list.jpg" alt="Centang seperlunya" width="510" height="265" /><p class="wp-caption-text">Centang seperlunya</p></div></li><li>Kadang ketika ingin melihat hasil berupa diagram gaya dalam, diagram gaya dalam tersebut biasanya ditampilkan pada seluruh komponen struktur, padahal mungkin kita hanya ingin melihat gaya dalam pada elemen tertentu saja. Untuk mengatasi ini, kita dapat membatasi elemen yang akan ditampilkan, bisa melalui <strong>Set Building View Element</strong>, atau <strong>Set View Limit</strong>, atau dengan <strong>View Selection Only</strong>. Semuanya ada pada menu View. <div id="attachment_889" class="wp-caption aligncenter" style="width: 510px;"><img class="size-full wp-image-889" title="etabs-model-all" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-model-all.jpg" alt="Kolom yang di-highlight agak susah untuk ditinjau." width="500" height="400" /><p class="wp-caption-text">Kolom yang di-highlight agak susah untuk ditinjau.</p></div> <div id="attachment_890" class="wp-caption aligncenter" style="width: 511px;"><img class="size-full wp-image-890" title="etabs-model-selected" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-model-selected.jpg" alt="Dengan View Selected Items, informasi jadi lebih jelas" width="501" height="382" /><p class="wp-caption-text">Dengan View Selected Items, informasi jadi lebih jelas</p></div></li><li>Sebaiknya non-aktifkan dulu untuk sementara program-program lain yang membutuhkan resource yang tinggi, khususnya resource dari VGA card seperti misalnya program pengolah gambar grafis (CAD), software multimedia khususnya video, animasi, atau yang butuh proses render, dll.</li></ol> <p>Sementara untuk mempercepat proses running, kita bisa menonaktifkan pilihan-pilihan yang tidak perlu dilakukan pada saat running. Misalnya, jika model struktur kita cukup sederhana dan tidak membutuhkan analisis dinamik, matikan saja pilihan-pilihan yang berhubungan dengan analisis dinamik misalnya:</p> <ol type="1"><li>Pilihan untuk menghitung titik pusat kekakuan. <div id="attachment_891" class="wp-caption aligncenter" style="width: 310px;"><img class="size-medium wp-image-891" title="etabs-center-rigidity" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-center-rigidity-300x155.jpg" alt="Menu untuk menonaktifkan perhitungan pusat kekakuan" width="300" height="155" /><p class="wp-caption-text">Menu untuk menonaktifkan perhitungan pusat kekakuan</p></div></li><li>Pilihan pada menu <strong>Analyze -> Set Analysis Options… </strong> <div id="attachment_892" class="wp-caption aligncenter" style="width: 377px;"><strong><strong><img class="size-full wp-image-892" title="etabs-set-analysis-options" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/12/etabs-set-analysis-options.jpg" alt="Jika tidak diperlukan, tidak usah dicentang" width="367" height="337" /></strong></strong><p class="wp-caption-text">Jika tidak diperlukan, tidak usah dicentang</p></div> <p><strong></strong> </p></li></ol> <p>Catatan tambahan : Tips ini bisa juga dicoba di software analisis struktur yang lain seperti SAP2000, SAFE, dkk. Silahkan diutak-atik tools atau options dan cari bagian khusus mengatur tentang tampilan grafis. Ada juga beberapa software yang tidak melakukan redraw secara otomatis. Setiap kali melakukan suatu perintah misalnya menghapus sebuah member, member tersebut bisa tidak langsung hilang dari display sebelum user melakukan redraw secara manual.</p> <p>Oo..iya. Tips di atas baru akan terasa jika komputer yang digunakan mempunyai spesifikasi pas-pasan. :) Tapi kalo pake komputer yang sering digunakan untuk main game kelas grafis tinggi, lebih baik maksimalkan juga fitur-fitur yang disediakan oleh ETABS. :)</p> <p>Akhir kata, selamat mencoba dan…</p> <p>Semoga bermanfaat.[]</p> </div></div>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>><br />..........................................................................................................................................<br /><br />OPERASI MATRIKS DI MS EXCEL<br /><br /><p>MS Excel tidak banyak menyediakan fungsi khusus untuk operasi matriks. Untuk operasi aritmetika biasa seperti penjumlahan dan pengurangan, kita bisa lakukan operasi penjumlahan dan pengurangan seperti biasa sesuai dengan elemen-elemen matriks yang dijumlahkan.</p> <p><img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_aa4ff4af679157585fa3eca236ac9224.png" title=" \mathbf{A} = \left( \begin{array}{cccc} a_{11} & a_{12} & \cdots & a_{1n} \\ a_{21} & a_{22} & \cdots & a_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ a_{m1} & a_{m2} & \cdots & a_{mn} \end{array} \right) " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{A} = \left( \begin{array}{cccc} a_{11} & a_{12} & \cdots & a_{1n} \\ a_{21} & a_{22} & \cdots & a_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ a_{m1} & a_{m2} & \cdots & a_{mn} \end{array} \right) " /></p> <p><img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_69d4500c6fc48671fb1380d3cc396c80.png" title=" \mathbf{B} = \left( \begin{array}{cccc} b_{11} & b_{12} & \cdots & b_{1n} \\ b_{21} & b_{22} & \cdots & b_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ b_{m1} & b_{m2} & \cdots & b_{mn} \end{array} \right) " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{B} = \left( \begin{array}{cccc} b_{11} & b_{12} & \cdots & b_{1n} \\ b_{21} & b_{22} & \cdots & b_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ b_{m1} & b_{m2} & \cdots & b_{mn} \end{array} \right) " /></p> <p><img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_97c9e7dc1f2abeb4b6407efac4654511.png" title=" \mathbf{C = A + B} \\ \\ \mathbf{C} = \left( \begin{array}{cccc} a_{11}+b_{11} & a_{12}+b_{12} & \cdots & a_{1n}+b_{1n} \\ a_{21}+b_{21} & a_{22}+b_{22} & \cdots & a_{2n}+b_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ a_{m1}+b_{m1} & a_{m2}+b_{m2} & \cdots & a_{mn}+b_{mn} \end{array} \right) " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{C = A + B} \\ \\ \mathbf{C} = \left( \begin{array}{cccc} a_{11}+b_{11} & a_{12}+b_{12} & \cdots & a_{1n}+b_{1n} \\ a_{21}+b_{21} & a_{22}+b_{22} & \cdots & a_{2n}+b_{2n} \\ \vdots & \vdots & \ddots & \vdots \\ a_{m1}+b_{m1} & a_{m2}+b_{m2} & \cdots & a_{mn}+b_{mn} \end{array} \right) " /></p> <p>Yang agak sulit dilakukan secara manual adalah perkalian dua matriks. Untungnya MS Excel menyediakan fungsinya, yaitu MMULT(array1,array2). Selain itu ada juga fungsi untuk mencari determinan matriks, MDETERM(array). Dan terakhir, fungsi untuk membuat matriks invers, MINVERSE(array). Berikut ini penjelasan dan cara pakai masing-masing fungsi.</p> <p>A. Perkalian Dua Matriks</p> <p>Fungsi : MMULT(array1, array2)</p> <p>array1 adalah blok matriks pertama yang berukuran (m x n), dan array 2 adalah blok matriks kedua yang berukuran (n x k).</p> <p>Hasilnya adalah sebuah matriks yang berukuran (m x k)</p> <p>Contoh :</p> <p><img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_7976378e5332e1b9dbdeaa8f75c324c3.png" title=" \mathbf{A} = \begin{bmatrix} 15 & -10 & 8 \\ -8 & 15 & 10 \\ 0 & 0 & -10 \\ 10 & 9 & -12 \end{bmatrix} " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{A} = \begin{bmatrix} 15 & -10 & 8 \\ -8 & 15 & 10 \\ 0 & 0 & -10 \\ 10 & 9 & -12 \end{bmatrix} " /></p> <p><img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_5d58cf361efee904b9160d76661fc8f2.png" title=" \mathbf{B} = \begin{bmatrix} 1 & -1 \\ -2 & 2 \\ 3 & -3 \end{bmatrix} " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{B} = \begin{bmatrix} 1 & -1 \\ -2 & 2 \\ 3 & -3 \end{bmatrix} " /></p> <p>Kita akan menghitung <img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_f802d3b0e758cf5719d93133a76d2ec5.png" title=" \mathbf{C = A } \times \mathbf{ B} " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{C = A } \times \mathbf{ B} " /> Ukuran matriks A adalah 4×3, matriks B adalah 3×2, sehingga matriks C nanti harus berukuran 4×2.</p> <p>1. Buat matriks A dan B di MS Excel seperti gambar berikut<br />20-matriks-01<br />2. Ketik fungsi =MMULT(B1:E4,H1:H4). Tekan ENTER. B1:E4 adalah blok untuk matriks A, dan H1:H4 adalah blok untuk matriks B 20-matriks-02<br />3. Hasilnya adalah 59 yang merupakan komponen baris pertama kolom pertama dari hasil perkalian AxB, diperoleh dari<img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_0b0d04ebe86a53cb5d0fe31d40aab3c4.png" title=" (15 \times 1) + (-10 \times -2) + (8 \times 3) = 59 " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" (15 \times 1) + (-10 \times -2) + (8 \times 3) = 59 " /><br />4. Pilih sel (blok) dengan ukuran 4 baris 2 kolom, sesuai dengan ukuran matriks C yaitu hasil perkalian matriks A dan B. Pastikan sel kiri atas dari blok tersebut dalam keadaan aktif.<br />20-matriks-03<br />5. Tekan tombol F2.<br />20-matriks-04<br />6. Kemudian tekan kombinasi tombol Ctrl + Shift + Enter.<br />20-matriks-05<br />Dalam sekejap seluruh sel yang ada di dalam blok langsung terisi sesuai dengan nilai yang sesuai.<br />7. Coba kita cek, baris ketiga kolom kedua adalah perkalian dari baris ketiga matriks A dengan kolom kedua matriks B<img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_203a68affb9696993d940566e0cc13f6.png" title=" (0 \times -1) + (0 \times 2) + (-10 \times -3) = 30 " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" (0 \times -1) + (0 \times 2) + (-10 \times -3) = 30 " /></p> <p>B. Menentukan Determinan Matriks</p> <p>Fungsi : MDETERM(array)</p> <p>Syarat: jumlah baris dan kolom matriks harus sama (m x m)</p> <p>Contoh:</p> <p><img src="http://duniatekniksipil.web.id/wp-content/plugins/easy-latex/cache/tex_c703017f0bc56223c03ad5d71edceaa3.png" title=" \mathbf{M} = \begin{bmatrix} -2 & 3 & 4 & -5 \\ 3 & 2 & 1 & 0 \\ 4 & -2 & 0 & 2 \\ 0 & 2 & 3 & 1 \end{bmatrix} " style="margin: 5px 0pt; vertical-align: middle;" class="tex" alt=" \mathbf{M} = \begin{bmatrix} -2 & 3 & 4 & -5 \\ 3 & 2 & 1 & 0 \\ 4 & -2 & 0 & 2 \\ 0 & 2 & 3 & 1 \end{bmatrix} " /></p> <p>1. Buat matriks M<br />20-matriks-06<br />2. Ketik fungsi =MDETERM(B12:E15)<br />20-matriks-07<br />3. Tekan ENTER<br />20-matriks-08<br />4. Determinannya adalah -196</p> <p>C. Membuat Matriks Invers</p> <p>Fungsi : MINVERSE(array)</p> <p>Syarat: jumlah baris dan kolom harus sama (m x m)</p> <p>Contoh, kita akan membuat invers matriks M di atas.</p> <p>1. Ketik fungsi =MINVERSE(B12:E15) 20-matriks-09<br />2. Pilih sel (blok) sesuai dengan ukuran matriks (4×4)<br />20-matriks-10<br />3. Pastikan sel kiri atas aktif. Tekan F2. Kemudian tekan Ctrl + Shift + Enter.<br />20-matriks-11<br />4. Itulah matriks invers dari M</p> <p>Untuk mengujinya, pekalian sebuah matriks dengan invers-nya akan menghasilkan matriks identitas I</p> <p>1. Ketik fungsi =MMULT(B12:E15,B21:E24). Tekan ENTER.<br />20-matriks-12<br />2. Pilih sel (blok) sesuai ukuran matriks (4×4). Pastikan sel kiri atas yang aktif.<br />20-matriks-13<br />3. Tekan F2<br />20-matriks-14<br />4. Tekan Ctrl + Shift + ENTER<br />20-matriks-15<br />5. Atur formatnya. Kekacauan format disebabkan oleh tingkat keterbatasan ketelitian (presisi) bilangan desimal. 20-matriks-16</p> <p>D. Membuat Matriks Transpose Matriks transpose adalah matriks yang kolomnya berubah menjadi baris, dan barisnya menjadi kolom. Tidak ada fungsi khusus di MS Excel untuk membuat matriks transpose. Akan tetapi, dengan fasilitas Edit -> Paste Special, kita bisa membuat matriks transpose.</p> <p>1. Pilih matriks yang akan ditranspose<br />2. Klik toolbar Copy, atau menu Edit -> Copy, atau Ctrl + C<br />3. Pilih sel tujuan.<br />4. Klik kanan -> Paste Special, atau klik menu Edit -> Paste Special<br />5. beri tanda centang pada option Transpose. Klik OK</p> <p>Penutup Fungsi-fungsi operasi matriks dan fasilitas traspose matriks yang ada pada MS Excel ini sangat dapat diandalkan dalam menyelesaikan analisis struktur metoda matriks kekakuan. Matriks kekakuan dengan ukuran puluhan baris dan kolom pun dapat diselesaikan dalam hitungan sepersekian detik. Kami sendiri pernah melakukan operasi perkalian matriks (matriks kekakuan struktur) dengan ukuran mencapai 80 baris dan kolom menggunakan MS Excel… hasilnya adalah.. pegeelll :D Semoga bermanfaat[]</p><p>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>></p><p>.................................................................................................................................................................</p><p><br /></p>MENGGAMBAR ILUSTRASI DI MS EXCEL<br /><br /><div class="post-content"> <p>Kata pepatah, sebuah gambar ilustarsi dapat mewakili ribuan kata. Itulah sebabnya di situs ini saya usahakan menyisipkan sedikit gambar ilustrasi di setiap artikel jika memang diperlukan.</p> <p>Untuk membuat ilustrasi tersebut, saya bisa saja menggunakan software pengolah grafis yang populer seperti mmm.. <strong>Adobe Photoshop</strong>, <strong>Illustrator</strong>, atau yang lain. Tapi, nyatanya saya hanya menggunakan <strong>MS Excel </strong>dalam membuat gambar dan diagram ilustrasi. Dulu saya mengkolaborasikan MS Excel dan <strong>Portable Gimp </strong>(software pengolah gambar yang gratis dan portabel), MS Excel untuk membuat gambar, Gimp untuk mengekspor ke format *.gif. Namun, sekarang saya menggunakan MS Excel 100% untuk membuat gambar dan menyimpannya ke dalam bentuk gif, png, atau jpeg. <em>Mantap tho?</em></p> <p><em></em>Bagaimana caranya? Silahkan simak tutorial berikut ini.<br /><span id="more-491"></span><br /><strong>A. Menggambar Bentuk<br /></strong><br />Kita akan membuat gambar ilustrasi high rise building seperti gambar di bawah<br /><img class="alignnone size-full wp-image-492" title="19-high-rise-building" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-high-rise-building.gif" alt="19-high-rise-building" width="263" height="268" /></p> <ol><li>Buka MS Excel. Pastikan toolbar Drawing dalam keadaan aktif.<br /><img class="alignnone size-full wp-image-495" title="19-menggambar-di-excel-011" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-011.gif" alt="19-menggambar-di-excel-011" width="500" height="349" /></li><li>Buat sebuah kotak seperti gambar di bawah.<br /><img class="alignnone size-full wp-image-496" title="19-menggambar-di-excel-02" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-02.jpg" alt="19-menggambar-di-excel-02" width="351" height="516" /></li><li>Gambar kotak lain yang lebih kecil. Ubah warna fill-nyamenjadi hitam. Tempatkan di sisi bawah kotak sebelumnya.<br /><img class="alignnone size-full wp-image-497" title="19-menggambar-di-excel-03" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-03.jpg" alt="19-menggambar-di-excel-03" width="352" height="516" /></li><li>Tekan dan tahan tombol Shift dan Ctrl secara bersamaan,kemudian select kotak kecil hitam dan geser (drag) ke arah atas. Sewaktu menggeser, tombol Shift dan Ctrl dalam keadaan tertekan (?? stress kah dia?)<br /><img class="alignnone size-full wp-image-498" title="19-menggambar-di-excel-04" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-04.jpg" alt="19-menggambar-di-excel-04" width="353" height="516" /></li><li>Penjelasan langkah di atas: tombol Ctrl berguna untuk mebuat copy dari obyek yang di select+drag. Sementara tombol Shift berguna untuk menjaga gerakan kursor/obyek lurus secara horizontal maupun vertikal.</li><li>Ubah ukuran salinan kotak hitam kecil tersebut.<br /><img class="alignnone size-full wp-image-499" title="19-menggambar-di-excel-05" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-05.jpg" alt="19-menggambar-di-excel-05" width="352" height="516" /></li><li>Dengan cara yang sama dengan langkah 4, salin kotak hitam kecil ke arah atas hingga mencapai sisi atas kotak yang besar. Gunakan cara Ctrl + Shift + drag. Metode ini bisa digunakan untuk multi-obyek (lebih dari 1).<br /><img class="alignnone size-full wp-image-500" title="19-menggambar-di-excel-06" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-06.jpg" alt="19-menggambar-di-excel-06" width="352" height="516" /></li><li>Dengan cara yang sama dengan di atas, salin barisan kotak kecil ke arah kiri dan kanan sehingga memenuhi kotak persegi yang paling besar.<br /><img class="alignnone size-full wp-image-501" title="19-menggambar-di-excel-07" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-07.jpg" alt="19-menggambar-di-excel-07" width="352" height="516" /></li><li>Buat garis pada bagian dasar. Ketika membuat garis, tahan tombol Shift agar garis yang dihasilkan benar-benar lurus. Ubah ketebalan garis.<br /><img class="alignnone size-full wp-image-503" title="19-menggambar-di-excel-081" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-081.jpg" alt="19-menggambar-di-excel-081" width="351" height="516" /></li><li>Buat tulisan “high rise building” dengan textbox. Kosongnya fill-nya (transparan) dan hilangkan borderline-nya.<br /><img class="alignnone size-full wp-image-504" title="19-menggambar-di-excel-09" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-09.jpg" alt="19-menggambar-di-excel-09" width="352" height="516" /></li><li>Buat kotak yang ukuran lebarnya sama dengan lebar garis dasar, dan tingginya sedikit lebih tinggi dari kotak pertama (langkah 2)<br /><img class="alignnone size-full wp-image-505" title="19-menggambar-di-excel-10" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-10.jpg" alt="19-menggambar-di-excel-10" width="500" height="352" /></li><li>Ubah urutan tumpukan kotak yang baru, tempatkan di bagian paling bawah (belakang).</li><li>Ubah properti fill kotak yang baru tersebut. Tidak usah pakai border line.<br /><img class="alignnone size-full wp-image-506" title="19-menggambar-di-excel-11" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-11.jpg" alt="19-menggambar-di-excel-11" width="520" height="364" /></li><li>Ubah warna tulisan biar bisa terbaca jelas.<br /><img class="alignnone size-full wp-image-509" title="19-menggambar-di-excel-12" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-12.jpg" alt="19-menggambar-di-excel-12" width="355" height="516" /></li><li>Buat kotak bingkai yang lebih besar, tempatkan di urutan paling belakang, ubah warnanya.<br /><img class="alignnone size-full wp-image-510" title="19-menggambar-di-excel-13" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-13.jpg" alt="19-menggambar-di-excel-13" width="371" height="516" /></li></ol> <p><strong>B. Menyimpan Gambar Ke Dalam Format Image (gif/jpg/png)<br /></strong></p> <ol><li>Klik menu File – Save As. Pada kotak dialog, pilih save as type “Web Page (*.htm, *.html). Kemudian pilih option “Selection:Sheet”, dan tuliskan nama filenya. Klik “Save”.<br /><img class="alignnone size-full wp-image-511" title="19-menggambar-di-excel-14" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-14.gif" alt="19-menggambar-di-excel-14" width="520" height="363" /></li><li>Buka folder tempat anda menyimpan file. Di folder itu secara otomatis akan dibuat satu buah folder baru yang bernama “namafile_files”.<br /><img class="alignnone size-full wp-image-512" title="19-menggambar-di-excel-15" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-15.jpg" alt="19-menggambar-di-excel-15" width="363" height="309" /></li><li>File image dari ilustrasi yang anda buat tersimpan dengan mantaf di dalam folder tersebut. <em>Oke tho?</em><br /><img class="alignnone size-full wp-image-513" title="19-menggambar-di-excel-16" src="http://www.duniatekniksipil.web.id/wp-content/uploads/2009/07/19-menggambar-di-excel-16.jpg" alt="19-menggambar-di-excel-16" width="476" height="378" /></li></ol> <p>Tinggal diupload ke server, trus disisipkan di artikel blog/website. :)</p> <p>Selamat mencoba[]</p> </div><br /> </div>HIMPUNAN MAHASISWA SIPIL UKI-PAULUS MAKASSARhttp://www.blogger.com/profile/18316611993075718493noreply@blogger.com8tag:blogger.com,1999:blog-4109630578014985353.post-31217324108693585002010-12-25T20:01:00.000-08:002012-02-11T00:45:43.607-08:00DOWNLOAD ARSIP PRAKTIKUM<div style="color: yellow;">
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