tag:blogger.com,1999:blog-37200576570182356522024-03-05T16:29:30.635+07:00Welly Blogwellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-3720057657018235652.post-9161183565393907992016-12-17T19:13:00.000+07:002016-12-17T19:13:31.167+07:00 ANALISA DAN PENILAIAN BUKU “HIGH PERFORMANCE LEADERSHIP Menjadi Pemimpin yang Dicintai”<div dir="ltr" style="text-align: left;" trbidi="on">
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<b><span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Segala puji hanya milik Allah Tuhan seru sekalian
alam. Kepada Allah kami mohon pertolongan atas segala urusan dunia dan akhirat.
Segala keselamatan dan kesejahteraan tetap tercurahkan kepada penghulu semua
utusan dan pemimpin kita Nabi Muhammad saw dan kepada keluarga, para sahabat
yang mengikuti beliau. Ammaa ba’du. </span></span></b></div>
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</span></b><br />
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<b><span style="font-weight: normal;"><span lang="DE" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Banyak buku yang kita punya, tetapi jarang yang kita baca
dengan keseluruhan. Dalam me</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">lakukan analisa</span><span lang="DE" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> suatu buku, kita membutuhkan konsentrasi dan pikiran
yang jernih maupun kondisi lingkungan yang mendukung. </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">M</span><span lang="DE" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">e</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">lakukan analisa</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> <span lang="DE"><span style="mso-spacerun: yes;"> </span>kadang menjadi suatu
hal yang membosankan, karena kita harus membaca terlebih dahulu apa yang akan
kita ringkas. Terkadang kita mempunyai suatu buku tapi karena setelah kita
baca, kita tidak meringkasnya menjadi sebuah kesimpulan, kita cenderung akan
lupa atau malas untuk membaca buku tersebut lagi</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">.</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span></span><span lang="DE" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Membaca juga merupakan salah satu syarat untuk me</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">lakukan
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buku yang akan kita ringkas.</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></b></div>
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<span style="font-weight: normal;">
</span></b><br />
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<b><span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><br />
Jakarta,<span style="mso-spacerun: yes;"> </span>10 Desember</span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> 201</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">6<br />
</span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></b></div>
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</span></b><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"></span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"></span> </span></b></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">DAFTAR ISI</span><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></b></div>
<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"></span></b><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">
</span></b><br />
<div align="center" class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"><br /></span></b></div>
<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">
</span></b>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: right dotted 15.0cm blank 446.55pt;">
<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> HALAMAN JUDUL<span style="font-weight: normal;"><span style="mso-spacerun: yes;">
</span>......................................................................1</span></span></span></b></div>
<b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: right dotted 15.0cm blank 446.55pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> KATA
PENGANTAR.......................................................................2</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: right dotted 15.0cm blank 446.55pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> DAFTAR ISI .....................................................................<b>...</b>...........3</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> BABA I<span style="mso-spacerun: yes;"> </span>Pendahuluan</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> .................................................................4</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; text-indent: 14.2pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;">
</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Latar Belakang
Penelitian..................................................4 <span style="mso-tab-count: 1;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 14.2pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Identifikasi Masalah.............................................................5<span style="mso-tab-count: 2;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 347.3pt; text-indent: 14.2pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pembatasan Masalah
.......................................................5<span style="mso-tab-count: 1;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 14.2pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">4.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Perumusan
Masalah...........................................<b>.</b>..............5<span style="mso-tab-count: 1;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 347.3pt; text-indent: 14.2pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">5.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Tujuan
Penelitian............................................................,...6<span style="mso-tab-count: 1;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; tab-stops: 347.3pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;">
</span>F<span style="mso-spacerun: yes;"> </span>Manfaat
Penelitian.............................................................7</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; tab-stops: 347.3pt 354.4pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>BAB II<span style="mso-spacerun: yes;">
</span>Rabgkuman isi buku....................................................8</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; tab-stops: 14.2pt 347.3pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bab I isi buku Building
trust....................................................8 </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; tab-stops: 14.2pt 21.3pt; text-indent: 7.1pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bab II isi buku
Formulating Objectif.....................................10</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; tab-stops: 14.2pt 21.3pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bab III isi buku Measuring
Performance..............................12</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>Bab
IV isi buku Coaching For Performance........................15</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%; tab-stops: 354.4pt;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bab V isi buku Reinforcing Good
Performance...................20<span style="mso-tab-count: 1;"> </span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormalCxSpMiddle" style="line-height: 200%;">
<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">BAB III<span style="mso-spacerun: yes;">
</span>Kesimpulan dan saran..................................................25</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">A.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Kesimpulan..................................................
.....................24</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></span></div>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">B.</span><span style="font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Saran............................................................... ...................24 </span></span></div>
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<span style="font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Daftar Pustaka..............................................................................25 </span></span></div>
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<span style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">BAB I</span></span><span style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"></span></span></div>
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<span style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">PENDAHULUAN</span></span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 250%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">A <span style="mso-spacerun: yes;"> </span>Latar Belakang Penelitian</span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Kepemimpinan<span style="mso-spacerun: yes;">
</span>adalah<span style="mso-spacerun: yes;"> </span>kemampuan<span style="mso-spacerun: yes;"> </span>seseorang<span style="mso-spacerun: yes;">
</span>mempengaruhi<span style="mso-spacerun: yes;"> </span>dan<span style="mso-spacerun: yes;"> </span>memotivasi orang<span style="mso-spacerun: yes;"> </span>lain<span style="mso-spacerun: yes;">
</span>untuk<span style="mso-spacerun: yes;"> </span>melakukan <span style="mso-spacerun: yes;"> </span>sesuatu<span style="mso-spacerun: yes;">
</span>sesuai<span style="mso-spacerun: yes;"> </span>tujuan<span style="mso-spacerun: yes;"> </span>bersama.<span style="mso-spacerun: yes;">
</span>Kepemimpinan meliputi proses mempengaruhi dalam menentukan tujuan
organisasi, memotivasi perilaku pengikut untuk mencapai tujuan, mempengaruhi
untuk memperbaiki kelompok dan budayanya. Sedangkan kekuasaan adalah kemampuan
untuk mempengaruhi orang lain untuk mau melakukan apa yang diinginkan pihak
lainnya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Gaya<span style="mso-spacerun: yes;"> </span>atau<span style="mso-spacerun: yes;"> </span>style<span style="mso-spacerun: yes;">
</span>kepemimpinan<span style="mso-spacerun: yes;"> </span>sangat<span style="mso-spacerun: yes;"> </span>mempengaruhi<span style="mso-spacerun: yes;"> </span>keberhasilan seorang<span style="mso-spacerun: yes;"> </span>pemimpin<span style="mso-spacerun: yes;"> </span>dalam<span style="mso-spacerun: yes;">
</span>mempengaruhi<span style="mso-spacerun: yes;"> </span>perilaku<span style="mso-spacerun: yes;"> </span>para pengikut<span style="mso-spacerun: yes;"> </span>atau bawahannya.<span style="mso-spacerun: yes;"> </span>Istilah<span style="mso-spacerun: yes;">
</span>gaya<span style="mso-spacerun: yes;"> </span>secara<span style="mso-spacerun: yes;"> </span>mendasar<span style="mso-spacerun: yes;">
</span>sama dengan<span style="mso-spacerun: yes;"> </span>‘cara’<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;">
</span>digunakan oleh<span style="mso-spacerun: yes;"> </span>seorang<span style="mso-spacerun: yes;"> </span>pemimpin<span style="mso-spacerun: yes;">
</span>dalam mempengaruhi<span style="mso-spacerun: yes;"> </span>para<span style="mso-spacerun: yes;"> </span>pengikut<span style="mso-spacerun: yes;">
</span>atau<span style="mso-spacerun: yes;"> </span>bawahannya.</span> <span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Gaya<span style="mso-spacerun: yes;"> </span>kepemimpinan<span style="mso-spacerun: yes;">
</span>merupakan<span style="mso-spacerun: yes;"> </span>norma<span style="mso-spacerun: yes;"> </span>perilaku<span style="mso-spacerun: yes;">
</span>yang<span style="mso-spacerun: yes;"> </span>digunakan<span style="mso-spacerun: yes;"> </span>seseorang<span style="mso-spacerun: yes;">
</span>pada saat<span style="mso-spacerun: yes;"> </span>orang<span style="mso-spacerun: yes;"> </span>tersebut<span style="mso-spacerun: yes;">
</span>mencoba<span style="mso-spacerun: yes;"> </span>mempengaruhi<span style="mso-spacerun: yes;"> </span>perilaku<span style="mso-spacerun: yes;">
</span>orang<span style="mso-spacerun: yes;"> </span>lain<span style="mso-spacerun: yes;"> </span>seperti<span style="mso-spacerun: yes;">
</span>yang<span style="mso-spacerun: yes;"> </span>Ia lihat.</span></div>
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<span style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">B.<span style="mso-spacerun: yes;">
</span>Identifikasi Masalah</span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">1. <span style="mso-spacerun: yes;"> </span>Gaya<span style="mso-spacerun: yes;"> </span>kepemimpinan<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;">
</span>diterapkan<span style="mso-spacerun: yes;"> </span>oleh<span style="mso-spacerun: yes;"> </span>atasan<span style="mso-spacerun: yes;">
</span>belum memenuhi<span style="mso-spacerun: yes;"> </span>harapan<span style="mso-spacerun: yes;"> </span>karyawan .</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2.<span style="mso-spacerun: yes;"> </span>gaya kepemimpinan yang diterapkan
oleh atasan tidak sesuai dengan harapan bawahan, akan menghasilkan prestasi
kerja yang jelek dan ketidakpuasan kerja.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.5pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 1.0cm 42.55pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3.<span style="mso-spacerun: yes;"> </span>Kurangnya pembinaan<span style="mso-spacerun: yes;"> </span>sikap-sikap<span style="mso-spacerun: yes;">
</span>yang<span style="mso-spacerun: yes;"> </span>diperlukan<span style="mso-spacerun: yes;"> </span>untuk<span style="mso-spacerun: yes;">
</span>motivasi,<span style="mso-spacerun: yes;"> </span>kerjasama<span style="mso-spacerun: yes;"> </span>dan kepuasan kerja.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; tab-stops: 21.3pt 42.55pt; text-align: justify;">
<span style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">C.<span style="mso-spacerun: yes;"> </span>Pembatasan
masalah</span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">permasalahan<span style="mso-spacerun: yes;">
</span>yang <span style="mso-spacerun: yes;"> </span>dikaji<span style="mso-spacerun: yes;"> </span>perlu<span style="mso-spacerun: yes;">
</span>dibatasi.<span style="mso-spacerun: yes;"> </span>Pembatasan<span style="mso-spacerun: yes;"> </span>masalah<span style="mso-spacerun: yes;">
</span>ini bertujuan untuk memfokuskan perhatian pada penelitian dengan memperoleh
kesimpulan yang<span style="mso-spacerun: yes;"> </span>mendalam<span style="mso-spacerun: yes;"> </span>pada<span style="mso-spacerun: yes;">
</span>aspek<span style="mso-spacerun: yes;"> </span>yang<span style="mso-spacerun: yes;"> </span>diteliti.<span style="mso-spacerun: yes;">
</span>Cakupan<span style="mso-spacerun: yes;"> </span>masalah<span style="mso-spacerun: yes;"> </span>yang dibatasi pada analisa<span style="mso-spacerun: yes;"> </span>buku dengan<span style="mso-spacerun: yes;">
</span>judul “High Performance Leadership(Menjadi Pemimping<span style="mso-spacerun: yes;"> </span>yang dicintai)”.</span></div>
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<span style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">D. <span style="mso-spacerun: yes;"> </span>Perumusan
Masalah</span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Berdasarkan
judul pada latar belakang diatas,penulis mengidentifikasi masalah-masalah
sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 42.55pt; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">a.<span style="mso-spacerun: yes;"> </span>Bagaimana
seorang pemimpin membangun kepercayaan ?</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 1.0cm 42.55pt; text-align: justify; text-indent: -21.3pt;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">b.<span style="mso-spacerun: yes;"> </span>Bagaimana menetapkan<span style="mso-spacerun: yes;"> </span>sasaran atau tujuan yang harus diraih oleh
individu dan tim?</span></div>
</span><b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;">
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</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 250%;"><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 42.55pt; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">c.<span style="mso-spacerun: yes;"> </span>Seberapa
penting melakukan pengukuran kinerja secara objektif?</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 42.55pt; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">d.<span style="mso-spacerun: yes;"> </span>Bagaimana
seorang pemimpin melakukan coaching secara efektif?</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 42.55pt; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">e.<span style="mso-spacerun: yes;"> </span>Apakah
dorongan positif akan membuat perubahan kerja?</span></div>
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<span style="color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">E.<span style="mso-spacerun: yes;"> </span><span style="letter-spacing: .05pt;">Tu</span><span style="letter-spacing: -.05pt;">j</span><span style="letter-spacing: .05pt;">u</span>an<span style="letter-spacing: .05pt;"> </span><span style="letter-spacing: -.15pt;">P</span><span style="letter-spacing: -.05pt;">e</span><span style="letter-spacing: .05pt;">n</span><span style="letter-spacing: -.05pt;">e</span>li<span style="letter-spacing: -.05pt;">t</span>ian</span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<li class="MsoNormal" style="line-height: 200%; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Tujuan
Umum</span></li>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Tujuan analisa dan penilaian yaitu
membantu kita memahami dan mengetahui isi sebuah buku atau<span style="mso-spacerun: yes;"> </span>karangan. Dengan membuat analisa, seseorang
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</span>karangan asli dengan cermat dan menuliskan kembali dengan tepat. Untuk membuat
analisa yang baik, kita perlu<span style="mso-spacerun: yes;">
</span>membaca<span style="mso-spacerun: yes;"> </span>buku atau karangan asli
dengan<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>cermat. Dengan membaca secara cermat,dan untuk
mengetahui </span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">bagaimana cara m</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">embuat analisa
dan penilaian <span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">i</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">si </span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">b</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">uku </span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">d</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">engan </span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">t</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">epat</span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">.</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">sesuai tema
buku <span style="mso-spacerun: yes;"> </span>“High Performance
Leadership(Menjadi Pemimping<span style="mso-spacerun: yes;"> </span>yang
dicintai)”</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- Mengetahui
bagaimana seorang pemimpin membangun kepercayaan</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">-<span style="mso-spacerun: yes;"> </span>Mengetahui bagaimana menetapkan<span style="mso-spacerun: yes;"> </span>sasaran atau tujuan yang harus diraih oleh
individu dan tim</span></div>
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<li class="MsoNormal" style="line-height: 200%; margin-bottom: 6.0pt; margin-top: 6.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Tujuan
khusus</span></li>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1. kita dapat
menangkap dan membedakan <span style="mso-spacerun: yes;"> </span>gagasan<span style="mso-spacerun: yes;"> </span>utama dengan gagasan tambahan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2</span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">. </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Untuk me</span><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">lengkapi tugas</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> kuliah
Leadershif</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"> </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">F.
Manfaat Penelitian </span></b></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Penelitian ini
diharapkan bermanfaat baik secara teoritis maupun </span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">praktis:</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1. Manfaat Teoritis</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>a.Dapat
mengetahui tipe dan karakter pemimpin yang dicintai.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>b.Sebagai acuan
untuk penelitian selanjutnya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2. Manfaat Praktis</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1.Bagi penulis
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">BAB II</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">RANGKUMAN
ISI BUKU </span></b></div>
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<br /></div>
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<b><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">1.</span></b><b><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%; padding: 0cm;">
</span></b><b><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">IDENTITAS BUKU</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">Judul</span><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;"><span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">: </span><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">High Performance Leadership(Menjadi
Pemimping<span style="mso-spacerun: yes;"> </span>yang dicintai)</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">Pengarang : </span><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">Bambang
Triyawan</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">Penerbit </span><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;"><span style="mso-tab-count: 1;"> </span> </span><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">: </span><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">Elex
Media Komputindo</span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">Halaman : </span><span style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">1</span><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">48 halaman </span><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormalCxSpMiddle" style="background: white; line-height: 200%; margin-bottom: 18.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 18.0pt; mso-add-space: auto; vertical-align: baseline;">
<span style="color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2.</span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 7.0pt; line-height: 200%;">
</span><b><span lang="EN-US" style="border: none 1.0pt; color: black; font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%; padding: 0cm;">JUMLAH BAB: 5 bab</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;">
</span>BAB I</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>Building
trust </span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Kepercayaan adalah fondasi
kepemimpinan yang berpengaruh .Seorang pemimpin tidak bisa memimpin tanpa
kepercayaan yang cukup.Kuat lemahnya pengaruh seorang pemimpin sangat
dipengaruhi oleh faktor kepercayaan. Reputasi seorang pemimpin dibangun melalui
waktu yang cukup panjang.Kepercayaan tidak bisa diraih secara instan dan kepercayaan
tidak dapat diminta.seorang pemimpin hanya diikuti bila mereka
dipercaya.Pemimpin juga harus mengembangkan kepercayaan sampai ketingkat yang
paling tinggi dan selalu menjaga kepercayaan tersebut sesuai dengan
harapan.Cara membangun kepercayaan sebagai pemimpin :</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1. Mengambil inisiatif</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Karyawan
akan terinspirasi oleh pemimpin yang berani berbuat dimasa krisis dan melakukan
perubahan meski situasinya sulit.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2. Menjadi teladan</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pemimpin
yang terpercaya memberikan bukti tidak hanya ungkapan kata-kata.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3. Integritas yang kuat</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Integritas
berarti selaras antara kata-kata,pikiran,perasaan dan perbuatan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">4. Menjaga moralitas</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Seberapa
baik moralitas seseorang akan menentukan pula kredibilitasnya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">5. Menepati janji</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pemimpin
harus mengingat semua janji yang pernah mereka sampaikan kepada orang lain dan
memastikan janji itu dipenuhi atau orang akan menurun motivasinya</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">.Loyal
kepada yang tidak hadir</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pemimpin
yang terpercaya tidak akan membicarakan orang dibelakangnya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">6. Konsisten terhadap prinsip</span></div>
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besar karyawan memercayai pemimpin yang konsisten berpegang pada prinsip
–prinsip.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">7.Pentingnya kredibilitas</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Sekat
sekat ketidakpercayaan akan hancur saat anda memiliki kredibilitas yang kuat.</span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Peminmpin yang dapat menetapkan sasaran yang
jelas dan terukur akan mampu memompakan motivasi kepada semua orang untuk
mengejar tujuan-tujuan penting dalam pekerjaan.Orang ingin dipimpin oeh
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karyawan.Penetapan sasaran kerja juga harus mempertimbangkan faktor kemampuan
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">perusahaan sehingga tidak menimbulkan
karyawan mengalami demotivasi.</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Relevant</span></i></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Sasaran kerja sebaiknya berada dalam rentang
kendali karyawan dan berkaitan dengan pekerjaan yang mampu ia lakukan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Parameter kinerja yang
sering digunakan dalam menetapkan sasaran kerja adalah <i style="mso-bidi-font-style: normal;">Key performance indicator(KPI).</i>KPI adalah indikator untuk
mengetahui level kinerja setiap orang dikaitkan dengan target.Jangan memasang
target yang terlau tinggi karena itu hanya akan membuat karyawan pesimis untuk
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yang ingin berprestasi dalam karier dan pekerjaanya.</span></div>
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perilaku</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Audrey Daniels mengungkapkan
bahwa salah satu cara terbaik untuk meningkatkan produktifitas adalah menunjuk
hasil dan perilaku dalam sasaran kerja yang jelas.Adanya penunjukan perilaku
akan memudahkan karyawan untuk mengejar target hasil yang ditetapkan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Musuh prioritas adalah
hal-hal yang bersifat rutin.Rutinitas mematikan kreatifitas dari
karyawan.Pekerjaan prioritas tinggi adalah pembentuk kinerja perusahaan dimasa
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">memuat hal-hal penting
menjadi prioritas akan mendorong kontribusi setiap karyawan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Kesepakatan kinerja</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Cara melibatkan orang dalam
merumuskan sasaran kerja:</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1. Jelaskan sasaran kerja
departemen atau tim</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2. Bagaimana mereka dapat berkontribusi terhadap
pencapaian<span style="mso-spacerun: yes;"> </span>sasaran kerja
departemen atau tim.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3. Tetapkan parameter kinerja bersama-sama.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">4. Negosiasikan targetbya.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: -14.2pt;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">5. Komitmen pada kesepakatan kinerja.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Menantang kinerja yang lebih tinggi</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pemimpin
harus mampu mendorong orang untuk memperlihatkan unjuk kerja terbaik dan
memberikan kontribusi maksimal terhadap perusahaah.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 35.45pt; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Kinerja
yang siap melesat</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bila komitmen sudah kuat maka jangan heran
bila kinerja karyawan akan melesat secara luar biasa.Karyawan akan merasakan
kepuasan dari pencapaian berbagai sasaran kerja yang menjadi tanggung jawab
mereka.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Pengukuran kinerja
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<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">meassured
,gets done(</span></i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">apa yang diukur akan dilakukan). Pengukuran
kinerja membantu anda melihat perubahan kecil dan bertingkat.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pengukuran adalah prioritas
pemimpin</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pengukuran kinerja akan
membantuanda untuk mengetahui indikator kinerja mana saja yang perlu
mendapatkan fokus perbaikan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bila orang resisten terhadap
pengukuran</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pengukuran kinerja bukan
untuk menghukum karyawan tapi untuk membantu mereka berkinerja dengan lebih
baik.Pengukuran yang dilakukan akan menjadi sumber informasi kinerja agar
pemimpin tahu indikator kinerja apa saja yang perlu mendapatkan dukungan upaya
perbaikan yang lebih fokus.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pengukuran data yang
obyektif harus dibuat berdasarkan data-data kinerja yang akurat.Data kinerja
haruslah informatif dan dapat dipercaya.Ditingkat organisasi dan tim data
kinerja sangat mendukung untuk pengambilan keputusan strategis
perusahaan.Ditingkat individu data kinerja dapat mendukung membantu proses
pengukuran kinerja yang sangat penting bagi karyawan.</span></div>
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pencapaian sasaran kinerja karyawan disetiap indikator kinerja yang telah
ditetapkan.</span></i><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;"> KPI Based Performance Appraisal menggambarkan realisasi target kinerja </span><!--[if gte mso 9]><xml>
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kinerja.Sistem ini dapat memetakan dengantepat apa yang sebenarnya yang sedang
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konsekuensi positif yang terjadi saat orang bekerja dengan baik dan mampu
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obyektif membantu anda merancang sistem kompensasi,mengembangkan karier
karyawan,mempromosikan orang yang tepat,dan merencanakan program pengembangan
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>BAB IV</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Coaching
for <span style="mso-spacerun: yes;"> </span>performance</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Dalam Coaching tercipta
ikatan interpersonal yang lebih kuat antara pemimpin dan karyawan .Mnfaat
Coaching:</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1. Mengatasi masalah kinerja.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2. Membangun ketrampilan karyawan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3. Meningkatkan produktifitas.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">4. Menyiapkan karyawan untuk menjadi
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">5. Menguatkan ikatan hubungan antara pemimpin
dan karyawan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">6. Membangun iklim yang positif di organisasi</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Coaching adalah proses membuka potensi
seseorang untuk memaksimalkan kinerjanya (Whitemore-2003)</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Yang melaksanakan coaching
di perusahaan adalah pemimpin perusahaan.Teori kuadran manajemen waktunya
Stephen Covey,coaching adalah aktivitas kuadran dua yang bersifat tidak urgen
tapi penting.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2. Membangun hubungan dan
komunikasi yang baik</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3. membangun kepercayaan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bila anda melakukan coaching<span style="mso-spacerun: yes;"> </span>artinya anda sedang berinvestasi untuk
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dalam pencapaian taret organisasi.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Frekuensi coaching yang
ideal</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Sesi coaching dapat
dilakukan secara harian,mingguan atau bulanan.Idealnya coaching dilakukan
mingguan </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Lima tetrampilan komunikasi</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1. Bertanya</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Berinvestasi waktu untuk mengembangkan dan
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Ketepatan diagnosis</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Diagnosis yang tepat
mempengaruhi keberhasilan dalam melakukan coaching.Respob alami kita saat
mendengarkan orang lain adalah :</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- menyelidiki</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- Menafsirkan</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Menyamakan persepsi</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Proses menyamakan persepsi
antara pemimpin dan karyawan bisa menjadi peluang belajar bagi anda sendiri.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Memberikan umpan balik</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Coaching harus dimulai
dengan memberikan umpan balik yang jujur terhadap karyawan.Pedoman –pedoman
dalam memberikan umpan balik yang efektif:</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1.Seimbang</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">2. Objektif</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">3. Spesifik</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">4. Segera</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Menganalisa masalah kinerja</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Ada dua jenis masalah
terbesar yang membuat orang tidak mencapai target kerja sesuai harapan.Yang
pertama disebabkan karena faktor kemampuan atau keahlian,dan yang kedua adalah
karena faktor kemauan atau motivasi.Ketiadaan dorongan positif dari pemimpin
adalah salah satu penyebab kinerja rendah dibanyak organisasi atau perusahaan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pencarian solusi Alternatif</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Konflik adalah proses
pendewasaan dan memberikan pelajaran tentang pentingnya saling menghormati
perbedaan.Selama ada komunikasi efektif antar pihak yang berkonflik solusi
terbaik yang akan ditemukan.Dengan menghargai solusi alternatif pemimpin telah
berani mendorong untuk memiliki pola pikir yang kreatif dan proaktif.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Merumuskan Rencana tindakan</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Rencana tindakan yang baik
meliputi langkah-langkah spesifik yang akan diambil,kapan akan dilakukan,siapa
saja yang terlibat dan kapan akan ditinjau.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pemimpin yang perduli kepada
kinerja akan memprioritaskan waktunya untuk mengamati setiap perkembangan
kinerja dari karyawanya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Percaya bahwa mereka bisa</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Upaya pencapaian target
kinerja juga membutuhkan kepercayaan.Coaching hanya bisa berhasil bila anda
percaya bahwa karyawan bisa berubah.</span></div>
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mengharuskan karyawan berada dalam situasi yang ahak tertekan sehingga
melakukan sesuatu yang membutuhkan keberanian.Ketakutan bisa muncul karena
orang harus meninggalkan zona nyaman.Pemimpin harus membuang kosa kata
‘gagal’dalam komunikasinya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Penghambat terbesar orang
untuk berubah adalah keyakinan-keyakinanya yang kuat tertanam di pikiran dan
hati.Keyakinan itu membentuk perilaku.Perilaku membentuk karakter.Untuk
mendorong perubahan anda harus mematahkan keyakinan lama mereka.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Problem-problem dalam
Coaching</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- Coaching belun menjadi kebutuhan kedua belah
pihak,yaitu pemimpin dan karyawan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- Coaching dianggap sebagai program SDM yang
harus dijalankan oleh prmimpin.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- Tidak disiplinya pemimpin dan karyawan
untuk melakukan kegiatan coaching yang sebelumnya telah direncanakan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">- Cara berkomunikasi pemimpin dalam proses
coaching.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Coaching
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Tujuan
besar dari coaching adalah membesarkan jiwa,memacu optimisme,mendorong pola
pikir positif dan mendorong untuk bertindak.Tiga kesalahan dalam melakukan
coaching terhadap orang lain:</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">1.
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keyakinan dalam pikiran dan hati karyawan.</span></div>
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<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>BAB
V</span></span></div>
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">
</span>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Reinforcing Good<span style="mso-spacerun: yes;"> </span>Performance</span></span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Dorongan
positif adalah semua konsekuensi positif yang muncul setelah seseorang
menunjukan suatu perilaku dan memperkuat perilaku tersebut dimasa
depan.Coaching bertujuan untuk membangkitkan motivasi dari dalam
karyawan,sedangkan dorongan positif memberikan motivasi dari luar diri karyawan
agar mereka terus melaju.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Apresiasi
yang tulus dari pemimpin kepada karyawan seringkali tidak membutuhkan uang.Bila
ingin orang mengeluarkan semua ide atau gagasan kreatifnya untuk inovasi
diperusahaan maka hadirkanlah dorongan positif bagi mereka yang melakukanya.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pujian
yang tukus</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Salah
satu bentuk dorongan positif yang paling dicari orang dalam bekerja adalah
pujian atas kinerja yang mereka lakukan.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Perayaan
kerja</span></div>
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 115%;">Inti dari perayaan
adalah menghidupkan kembali sebuah pencapaian.Ada perasaan bangga bagi karyawan
yang berkinerja tinggi saat mereka diakui dihadapan rekan kerjanya.Bila
pencapaian target tidak diapresiasi dengan baik maka karyawan menganggap upaya
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Hadiah
yang akan dikenang</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Hadiah
adalah penguat bagi kinerja karena akan mengingatkan karyawan pada kontribusi
atau prestasinya.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Pentingnya
ketulusan</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Semua
bentuk dorongan hanya dapat berhasil bila diberikan dengan tulus.Ketulusan
adalah syarat utama bagi dorongan yang menghasilkan pengaruh.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Selalu
kaitkan dengan kinerja</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Dorongan
positif yang tidak dikaitkan dengan kinerja mungkin tidak mempunyai pengaruh
yang kuat.Selalu kaitkan dorongan dengan kinerja atau prestasi itu akan
mendorong karyawan untuk berperilaku positif.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Ekspektasi
yang berbeda</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Memberikan
dorongan <span style="mso-spacerun: yes;"> </span>positif adalah tentang memberi
apa yang karyawan inginkan<span style="mso-spacerun: yes;"> </span>bukan apa
yang anda inginkan.Setiap orang mempunyai ekspektasi atau harapan yang berbeda
terhadap konsekuensi dalam bekerja.</span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Menyegerakan
dorongan</span></div>
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<div class="MsoNormal" style="line-height: 200%; text-align: justify; text-indent: 1.0cm;">
<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Dorongan
yang segera diberikan akan menguatkan kinerja mereka dalam jangka panjang.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Prinsip
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Bila
pemimpin menepati janji maka karyawan akan mempercayai kredibilitasnya dan
semakin termotivasi pula dalam bekerja.</span></div>
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<span style="font-family: "arial" , "sans-serif"; font-size: 12.0pt; line-height: 200%;">Cara
pandang kesetaraan membuat anda menghargai kontribusi semua orang dalam
perusahaan.Harapan akan memacu kinerja mereka dari waktu kewaktu.</span></div>
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berarti setiap orang berhak mendapatkan apa yang pantas untuk ia dapatkan.Dalam
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Triyawan 2016,<i style="mso-bidi-font-style: normal;">High Performance Leadership
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com1tag:blogger.com,1999:blog-3720057657018235652.post-16189757478797036352016-05-06T08:28:00.001+07:002016-05-06T08:31:16.402+07:00Cara pengambilan BPJS Online<div dir="ltr" style="text-align: left;" trbidi="on">
Mungkin masih banyak yang belum tahu kalau ternyata pencairan BPJS bisa dilakukan secara online gak perlu antri seperti pengambilan manual.Dan persyaratanyapun cukup mudah.Sedikit berbagi pengalaman pengambilan dikarenakan masa kerja yang sudah melebihi 10 tahun dan bisa dicairkan maksimal 10% dari saldo kita.Sarat yang diperlukan hanya:<br />
1.Scan KTP anda dan simpan dengan format jpg,jpeg,png atau pdf.<br />
2.Scan juga buku tabungan anda dan simpan dengan format jpg,jpeg,png atau pdf.<br />
3.Scan Kartu Keluarga anda dan sama simpan dengan format jpg,jpeg,png atau pdf<br />
4.Dan yang terakhir Scan surat keterangan aktif kerja bagi yang masih aktif kerja dan simpan dengan format jpg,jpeg,png atau pdf.<br />
Klik masuk ke web nya : <a href="https://es.bpjsketenagakerjaan.go.id/eklaim/">https://es.bpjsketenagakerjaan.go.id/eklaim/</a><br />
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<![endif]--><a href="https://es.bpjsketenagakerjaan.go.id/eklaim/"> </a><br />
akan tampil seperti dibawah ini :<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglV0E5HLV04zJz16vjmLAlW9i1FUmem5EErJjfJhUOZVaCOh1TfzoX9uE8v3-hosqd5u6GRNMRTSq_b1873K4LfpfpnPmPnbGZGnNzAUlNHuB3SWEmgQqNi6-gyzYDDFea42qgamJUSPuI/s1600/bpjs+01.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglV0E5HLV04zJz16vjmLAlW9i1FUmem5EErJjfJhUOZVaCOh1TfzoX9uE8v3-hosqd5u6GRNMRTSq_b1873K4LfpfpnPmPnbGZGnNzAUlNHuB3SWEmgQqNi6-gyzYDDFea42qgamJUSPuI/s320/bpjs+01.png" width="302" /></a></div>
isilah data tersebut kalau data tersebut valid akan keluar notivikasi Data KTP Valid .Silahkan lanjutkan pengisian data anda..Klik Proses,untuk melanjutkan<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfX86vAFXRq-BqpzSOma9WkRvG6H_rFEyDcES_y_rhvxk0izESK60IzXJhxSo8CZmXeaM_zc3pHehrTaNWwyIPyvA_kTDDxTKInofhIGlqUGyrS3W3RiZ4X807Smp3JcXcKuG2GwIC2S_v/s1600/BPJS+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfX86vAFXRq-BqpzSOma9WkRvG6H_rFEyDcES_y_rhvxk0izESK60IzXJhxSo8CZmXeaM_zc3pHehrTaNWwyIPyvA_kTDDxTKInofhIGlqUGyrS3W3RiZ4X807Smp3JcXcKuG2GwIC2S_v/s320/BPJS+1.png" width="320" /></a></div>
<br />
Siapkan nomer HP anda yang masih aktif,karena akan dikirim notifikasi nmr pin via HP :<br />
isikan pin tersebut sesuai dengan sms yang dikirim<br />
siapkan persyaratan scan KTP dll yg sudah disimpan di komputer/Flashdisk anda :<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVN6CBW9c6Ax33-2dE6LSoumjWSVfDyUvTjzvkkDRd4VCO-hUcpl4LMDEhxPKYtLJqTYODgA-4bQOswSN1GC4vz2_XRkrbi0vVVkv_x9XsnMNbyDj_hdnJto5AEVra3ofbEVGKPscsty6A/s1600/bpjs+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVN6CBW9c6Ax33-2dE6LSoumjWSVfDyUvTjzvkkDRd4VCO-hUcpl4LMDEhxPKYtLJqTYODgA-4bQOswSN1GC4vz2_XRkrbi0vVVkv_x9XsnMNbyDj_hdnJto5AEVra3ofbEVGKPscsty6A/s320/bpjs+2.png" width="320" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA0uTiGsF_eIxLIevyeYfR0l2aDlwc5U00LGWnfiQH2x7iT5Sxb8PDWGNLVPa9Gr_5mnvkxdPTrMkbTdmpmVJOCC6rU9TQ7JWWsTy7LkY-yH_hWtSLuM_X0dWy3PjMQ0Bp8_g7GwKguD6K/s1600/bpjs6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA0uTiGsF_eIxLIevyeYfR0l2aDlwc5U00LGWnfiQH2x7iT5Sxb8PDWGNLVPa9Gr_5mnvkxdPTrMkbTdmpmVJOCC6rU9TQ7JWWsTy7LkY-yH_hWtSLuM_X0dWy3PjMQ0Bp8_g7GwKguD6K/s320/bpjs6.png" width="226" /></a></div>
<br />
Unggah/upload hasil scan anda.Setelah selesai simpan,akan tampil data berhasil disimpan,silahkan cek email anda untuk informasi lebih lanjut.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5TxETMEltTi_jI10V_zPM9Nt1nPkuCm6DkjdoZTqo3ZK1lmdu3VN3M9Wkxuyxk5O8qV3rG9BN2fjZYWr-FniRRGPis_GVl60JXEvkwgkQlSg5mN-YGcFh7P6Rrm86Ubmtarevvw0mDxlb/s1600/bpjs+4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5TxETMEltTi_jI10V_zPM9Nt1nPkuCm6DkjdoZTqo3ZK1lmdu3VN3M9Wkxuyxk5O8qV3rG9BN2fjZYWr-FniRRGPis_GVl60JXEvkwgkQlSg5mN-YGcFh7P6Rrm86Ubmtarevvw0mDxlb/s320/bpjs+4.png" width="226" /></a></div>
Sampai disini selesai sudah proses nya,silahkan buka email anda seperti contoh punya saya<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiId4T4WuD5qSDq-DUNXVeDqqTlOi_Rde25MNqtU91BZf9Xe838XdIs1Wj8aAhydWw48a2m2G4uST3_vq8VkiOmlZzOjL4YmE3V72_dIKOCyihEHGrRCydGcXU8d7fEXqa3j97zDKNFmoUS/s1600/bpjs+5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiId4T4WuD5qSDq-DUNXVeDqqTlOi_Rde25MNqtU91BZf9Xe838XdIs1Wj8aAhydWw48a2m2G4uST3_vq8VkiOmlZzOjL4YmE3V72_dIKOCyihEHGrRCydGcXU8d7fEXqa3j97zDKNFmoUS/s320/bpjs+5.png" width="226" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
Maka anda tinggal tunggu 1 X 24 jam kerja.Mudah dan prakis tidak perlu menunggu antrian dibandingkan pengambilan secara manual.Karena seperti yang sering saya lihat untuk pengambilan BPJS di wilayah Bogor untuk pengambilan formulir saja harus rela datang dari subuh karena dibatasi perhari hanya membagikan formulir yang terbatas,sedangkan peserta BPJS jumlahnya sangat banyak yang akan mengambil.Setelah menyerahkan formulir pun masih harus menunggu waktunya untuk datang lagi ke Kantor BPJS yang sudah di tentukan waktu dan tanggalnnya.Bisa sampai beberapa minggu kedepan untuk melakukan pencairanya.Semoga dengan cara Online ini bisa membantu mempermudah pencairan BPJS anda.</div>
wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-88742419823733676692016-04-24T17:41:00.002+07:002016-04-24T17:50:39.266+07:00Mengembalikan status Taskbar Start Menu ke awal(Bawah)<div dir="ltr" style="text-align: left;" trbidi="on">
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
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UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
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UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
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UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
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UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
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<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Mungkin ini pertanyaan
konyol,tapi penulis disini pernah mengalami ketika dimintain bantuan untuk
mengembalikan status start menu di komputer teman yang dirubah tanpa sengaja
buat mainan anaknya,dan tidak bisa mengembalikan keposisi awal.Dan penulis
kesulitan juga mengembalikan keposisi semula.Daripada malu bilang aja PC nya
dibawa dulu.Sesampainya dirumah baru cari bantuan mbah Google cara mengatasi
hal tersebut.Berikut tampilan awal :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDEgDMO1XEjO3xeVlkY0gvOCn-QxNC04WGtx4l16lGJluQ5oheg2YF9Ap4Fc9N74gESzTTrpT8YJUYKlHoCXtJTROGIxccTLumOvf4oU2SM467eO9jOlEktaOurj-MPr2FmrNXBbdgvHVe/s1600/6rev.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDEgDMO1XEjO3xeVlkY0gvOCn-QxNC04WGtx4l16lGJluQ5oheg2YF9Ap4Fc9N74gESzTTrpT8YJUYKlHoCXtJTROGIxccTLumOvf4oU2SM467eO9jOlEktaOurj-MPr2FmrNXBbdgvHVe/s320/6rev.jpg" width="307" /></a></div>
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"> Berikut tutorial nya :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Klik kanan pada start menu seperti gambar di bawah pilih properties:</span><br />
</div>
<div class="MsoNormal" style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJC5Vt5Z9TAO0SAUyCjr96Ys3wztENREdlwsutaRsI3OMCHXcoTjatsYakVtYWUrPOdRkLYWZ8WvEk9eTdGwZOXcA0MA5q2BxAEbIGrEetvQTIA-zNLs-WMLcIckbCPv9187fr3twKk-1W/s1600/1rev.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJC5Vt5Z9TAO0SAUyCjr96Ys3wztENREdlwsutaRsI3OMCHXcoTjatsYakVtYWUrPOdRkLYWZ8WvEk9eTdGwZOXcA0MA5q2BxAEbIGrEetvQTIA-zNLs-WMLcIckbCPv9187fr3twKk-1W/s320/1rev.jpg" width="307" /></a></div>
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Akan tampil seperti gambar dibawah :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqTYRn9sfMcv7dmGzOkBvCda18FuFYCJkSSuCLd3Ldnya2bkBqf2ZwM4HjT-_Dx51jP9AFXKGSL7aBo-w7WTfqkZOrnnSMPZTdXtprYNTz1dFMgXi7sigTTSG9r1T9yXjHEggNeq4K-tKO/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqTYRn9sfMcv7dmGzOkBvCda18FuFYCJkSSuCLd3Ldnya2bkBqf2ZwM4HjT-_Dx51jP9AFXKGSL7aBo-w7WTfqkZOrnnSMPZTdXtprYNTz1dFMgXi7sigTTSG9r1T9yXjHEggNeq4K-tKO/s320/2.png" width="307" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Klik Taskbar pada pojok kiri atas seperti gambar berikut :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX5QFnyR0fbEjxgaMveq33rKVbIkKZmy77pX01mY7Vj5y6mhiVicXk1EgAjrCsoiAt-mtTLgkD8_pBwXRZfcolmC6cIUHYqHDHQM1D-fgaIuOtVy-2_gihm9UBOV-pKY3sgDx01abDOLvX/s1600/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjX5QFnyR0fbEjxgaMveq33rKVbIkKZmy77pX01mY7Vj5y6mhiVicXk1EgAjrCsoiAt-mtTLgkD8_pBwXRZfcolmC6cIUHYqHDHQM1D-fgaIuOtVy-2_gihm9UBOV-pKY3sgDx01abDOLvX/s320/3.png" width="307" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Pada kolom Button tengah pilih Bottom seperti gambar :</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikIY0Tbv4yafDobu2xaI3V_u5dx-SdGustD6lv2eiOd61pJK4SmyFJN5JZHug9dRHTbY5-xAPFsn93KUoxRRT_ZvCRdmdg1DnLxn5DOCfpFGcS-PZksZYsVmHm7tV1YKKwRvO3gs3Dl_Ym/s1600/4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikIY0Tbv4yafDobu2xaI3V_u5dx-SdGustD6lv2eiOd61pJK4SmyFJN5JZHug9dRHTbY5-xAPFsn93KUoxRRT_ZvCRdmdg1DnLxn5DOCfpFGcS-PZksZYsVmHm7tV1YKKwRvO3gs3Dl_Ym/s320/4.png" width="307" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Klik Apply dan Ok </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVF1Osqw2zUSNNNsdFXJB85TZiSzd83XhXQ07UBANEkUvgJAxFACnGJmvE9SFXkQgyqiIiR7T9rmIm4_hSNfzltth0Tj85kH2SYtFqjVlbU3crdsBMfC7ExL5XkIzJ7CqZ91tOjZjOyfpC/s1600/4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVF1Osqw2zUSNNNsdFXJB85TZiSzd83XhXQ07UBANEkUvgJAxFACnGJmvE9SFXkQgyqiIiR7T9rmIm4_hSNfzltth0Tj85kH2SYtFqjVlbU3crdsBMfC7ExL5XkIzJ7CqZ91tOjZjOyfpC/s320/4.png" width="307" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4XWhgiyoZoM0s_u8xRgp6WH7XMNA6KNt5dWo25f-5w6yH6-Lcc6HYxkaE_cNx_CIcMTgd8VPv3p42D5q1coTEjlReBPDfm9vhZ55g0-KfZfAUrrx5M3yP92Z_CJ-F6am9cgVhPUm6KSuH/s1600/5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4XWhgiyoZoM0s_u8xRgp6WH7XMNA6KNt5dWo25f-5w6yH6-Lcc6HYxkaE_cNx_CIcMTgd8VPv3p42D5q1coTEjlReBPDfm9vhZ55g0-KfZfAUrrx5M3yP92Z_CJ-F6am9cgVhPUm6KSuH/s320/5.png" width="307" /></a></div>
Maka Taskbar akan berpindah ke bawah (Bottom)<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Sangat simpel bagi yang sudah mengetahui,tapi bagi saya sempat bingung juga pertama kali mengalami hal tersebut,semoga membantu</span></div>
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-90160107444484537382016-04-17T22:11:00.001+07:002016-04-26T21:25:36.598+07:00REINVETING GOVERNMENT DAVID OSBORNE DAN TED GAEBLER<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white;"><span style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Pelayanan
publik dewasa ini menjadi isu yang kian strategis karena kualitas kinerja
birokrasi pelayanan publik memiliki implikasi luas pada berbagai aspek
kehidupan masyarakat. Perbaikan kinerja pelayanan birokrasi di bidang ekonomi
misalnya, akan mendorong terciptanya iklim kondusif bagi kegiatan usaha dan
investasi, yang pada gilirannya akan membuka kesempatan kerja lebih luas.
Secara politis, perbaikan kinerja pelayanan birokrasi akan berdampak tumbuhnya
kepercayaan (<i>trust</i>), dan legitimasi terhadap pemerintah sehingga
mendorong partisipasi masyarakat. Pelayanan publik yang berkualitas merupakan
salah satu indikator terjadinya perubahan penyelenggaraan pemerintahan yang
berpihak pada peningkatan kesejahteraan masyarak</span></span></span></div>
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pelayanan publik yang prima sangat ditentukan oleh perangkat birokrasi
ditingkat operasional. Institusi birokrasi pada jenjang ini dituntut memiliki <i>kemampuan
dan keterampilan </i>terutama menyangkut pelayanan di bidang pendidikan,
kesehatan, pelayanan sosial, keamanan dan ketertiban. Upaya meningkatkan
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para professional. Di samping itu menempa ketrampilan birokrasi menuntut adanya
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<span style="background-color: white;"><span style="color: white;"><span style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Seperti
halnya kondisi birokrasi di banyak Negara yang cenderung tidak efisien dan
efektif, <i>Reinventing Government</i> yang ditulis oleh David Osborne dan Ted
Geabler juga diilhami oleh kecenderungan sinisme yang mendalam rakyat Amerika
terhadap birokrasi. Buku tersebut juga merupakan kritik atas konsep weberian.
Pada dasarnya gagasan <i>Reinventing Government</i> merupakan gagasan tentang
penataan ulang pemerintahan. Gagasan ini terbilang revolusioner bagi mereka
yang melihat pemerintahan sebagai sesuatu yang mapan, tidak berubah. Buku
tersebut disusun dalam kurun waktu yang cukup lama, 4 tahun. Selama kurun waktu
tersebut Osborne dan Geabler melakukan riset dan wawancara yang mendalam dengan
ratusan orang dan bekerja dengan ribuan orang lainnya dalam berbagai peran yang
mereka jalani di bidang manajemen dan konsultasi dalam bidang manajemen
pemerintahan. </span></span></span></span></span></div>
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<span class="apple-style-span"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Dengan
kata lain <i>Reinventing </i>dapat dimaknai sebagai penciptaan kembali
birokrasi dengan mendasarkan pada sistem wirausaha, yakni menciptakan
organisasi-organisasi dan sistem publik yang terbiasa memperbarui, yang secara
berkelanjutan, memperbaiki kualitasnya tanpa harus memperoleh dorongan dari
luar. Dengan demikian, <i>reinventing </i>berarti menciptakan sektor publik
yang memiliki dorongan dari dalam untuk memperbaiki apa yang disebut dengan
“sistem yang memperbarui kembali secara sendiri”. R<i>einventing </i>menjadikan
pemerintah siap menghadapi tantangan-tantangan yang mungkin tidak dapat
diantisipasi. Dengan demikian konsep ini muncul dari kritik terhadap kinerja
pemerintahan selama ini yang cenderung kaku, tidak fleksibel, kurang adaptif
terhadap perkembangan yang terjadi dan perubahan yang akan terjadi di masa
depan</span></span></div>
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Adapun
kesepuluh point yang menjadi gagasan <i>Reinventing Government</i> adalah
sebagai berikut : </span></div>
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<span style="mso-bidi-font-weight: normal;"><span class="apple-style-span"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">masyarakat
dengan efektif dan efisien, dalam kenyataannya justru sebaliknya. Birokrasi
cenderung lamban, hirarkis, tidak efisien, dan hanya memboroskan anggaran
pemerintah. Meski demikian konsep ini bukan tanpa kritik. Konsep pemerintahan <i>entrepreneur
</i>Osborn dan Gaebler yang mencoba menemukan nilai-nilai baru (<i>re-inventing</i>)
di bidang pemerintahan ternyata menurut Painter (1994) mempunyai kekuatan dan
sekaligus kelemahan. Kritik Painter terhadap konsep pemerintahan <i>entrepreneur
</i>adalah bahwa ia terlalu bias pada “<i>new administrative values</i>” yang
lebih banyak menitik beratkan pada orientasi <i>goal governance </i>dengan
meminggirkan nilai-nilai administrasi klasik yang sebenarnya masih potensial
yang berbasis pada <i>rule governance</i>. Oleh karena itu, Painter menyebutnya
bukannya <i>reinventing government </i>melainkan pemerintahan yang sudah dalam
keadaan tertinggal (<i>abandoning government)</i>,</span></span><span class="apple-style-span"><span style="color: black; font-family: "times" , "serif"; mso-themecolor: text1;"> <span style="color: white;">karena Osborn dan Gaebler sebenarnya telah menghapuskan
atau setidak-tidaknya telah membelotkan nilai-nilai pemerintahan. Padahal kedua
nilai tersebut (lama dan baru) bisa disatu padukan.</span></span></span></span></div>
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<span class="apple-style-span"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Pimpinan
usaha swasta akan berorientasi untuk mencari keuntungan yang sebesar-besarnya,
karena keuntungan merupakan indikator dari keberhasilan mereka. Sedangkan dalam
pemerintahan, indikator keberhasilan seorang manajer pemerintah adalah bukan
seberapa banyak keuntungan yang diperoleh tetapi apakah mereka dapat
menyenangkan para politisi yang terpilih atau tidak. Karena itu kinerja manajer
pemerintah sangat dipengaruhi oleh kelompok kepentingan yang menang dalam
pemilu dalam periode tertentu. <i>Reinventing Government</i> bukan bertujuan
untuk menghilangkan peran pemerintah dalam masyarakat dan menjadikan peran
tersebut dijadikan peran swasta. Dengan kata lain <i>Reinventing Government</i>
bukan indentik dengan swastanisasi, karena dengan swastanisasi menyeluruh
fungsi pemerintah sebagai <i>publik service</i> akan kabur oleh <i>profit
oriented</i> pihak swasta.</span></span></div>
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<span style="color: white;"><i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Reinventing
Government</span></i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;"> yang ditulis David Osborne dan
Ted Geabler merupakan rujukan penting dalam melakukan reformasi birokrasi di
Indonesia. Latar belakang penulisan buku tersebut yang merupakan refleksi atas
keprihatinan mendalam terhadap birokrasi Amerika pada dasarnya juga merupakan
keprihatinan banyak negara-negara di dunia termasuk negara berkembang seperti
Indonesia. Masalah kunci yang muncul sehubungan dengan kinerja birokrasi adalah
sifatnya yang kaku, tidak fleksibel, kurang adaptif terhadap perkembangan pasar
dan tidak peka terutama terhadap kepentingan kelompok-kelompok marginal.
Terkait dengan permasalahan-permasalahan tersebut sudah selayaknya birokrasi di
Indonesia melakukan introspeksi dan refleksi mendalam terhadap perkembangan
organisasinya terlebih lagi ditengah-tengah tuntutan dinamika global, otonomi
daerah dan demokratisasi yang terus berkembang.</span></span></div>
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<![endif]--><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">Osborne dan Geabler menawarkan perspektif baru
dalam reformasi birokrasi melalui pendekatan yang dikenal dengan pendekatan
entrepreneurship/kewirausahaan. Pendekatan ini menganalogikan birokrasi seperti
organisasi bisnis, yang luwes dan fleksibel yang dianggap lebih adaptif dalam
merspon perkembangan lingkungan eksternal. Gagaan ini bukan tidak mendapatkan
kritik, kritik Painter (1994) terhadap konsep pemerintahan <i>entrepreneur </i>adalah
bahwa ia terlalu bias pada “<i>new administrative values</i>” yang lebih banyak
menitik beratkan pada orientasi <i>goal governance </i>dengan meminggirkan
nilai-nilai administrasi klasik yang sebenarnya masih potensial yang berbasis
pada <i>rule governance.</i></span></span></span><br />
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<i><i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Reinventing Government </span></i><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">yang
digagas oleh David Osborne dan Ted Gaebler menemukan titik relevansinya dalam
konteks peningkatan kualitas pelayanan publik. 10 prinsip yang terkandung di
dalamnya, yakni pemerintah seharusnya lebih berfungsi mengarahkan ketimbang
mengayuh, memberi wewenang ketimbang melayani, menyuktikkan persaingan
(kompetisi) dalam pemberian pelayanan, digerakkan oleh misi bukan peraturan,
berorientasi pada hasil (<i>outcome</i>) bukan masukan (<i>income</i>),
berorientasi pada pelanggan bukan pada birokrasi, menghasilkan ketimbang
membelanjakan, mencegah ketimbang mengobati, desentralisasi dan pemerintah
berorientasi pasar, seharusnya diterapkan oleh pemerintah untuk meningkatkan
pelayanan publik kepada masyarakat. Pelaksanaan 10 prinsip <i>Reinventing Government</i>,
tentu harus disesuaikan dengan sosio-kultur kita, bisa menjadi solusi
alternatif yang efektif untuk menghilangkan patologi-patologi birokrasi
peradilan kita selama ini.</span></i></div>
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UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
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UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
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mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
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<![endif]-->
<br />
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><a href="http://hendriantosundoro.blogspot.co.id/2012/01/reinventinggovernment-sepertihalnya.html"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">http://hendriantosundoro.blogspot.co.id/2012/01/reinventinggovernment-sepertihalnya.html</span></a><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<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><a href="https://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=20&cad=rja&uact=8&ved=0ahUKEwjJy5L-9OPJAhVBE6YKHTgWD6g4ChAWCFswCQ&url=http%3A%2F%2Fjakarta.kemenkumham.go.id%2Fdownload%2Fkarya-ilmiah%2Fpelayanan-publik%2F73-reformasi-birokrasi-dan-reinventing-government-upaya-peningkatan-kualitas-pelayanan-publik%2Ffile&usg=AFQjCNEAeWUJ6S8ec5PBTq_4PA9Z1mttWw&bvm=bv.110151844,d.dGY"><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 115%;">https://www.google.com/url?sa=t&rct=j&q=&esrc=s&source=web&cd=20&cad=rja&uact=8&ved=0ahUKEwjJy5L-9OPJAhVBE6YKHTgWD6g4ChAWCFswCQ&url=http%3A%2F%2Fjakarta.kemenkumham.go.id%2Fdownload%2Fkarya-ilmiah%2Fpelayanan-publik%2F73-reformasi-birokrasi-dan-reinventing-government-upaya-peningkatan-kualitas-pelayanan-publik%2Ffile&usg=AFQjCNEAeWUJ6S8ec5PBTq_4PA9Z1mttWw&bvm=bv.110151844,d.dGY</span></a></div>
<br /></div>
wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com2tag:blogger.com,1999:blog-3720057657018235652.post-42196625544465012802015-11-14T18:52:00.002+07:002015-12-24T12:29:11.784+07:00Cara mengatasi Sharing Printer di Windows 7 Error 0x00006d9<div dir="ltr" style="text-align: left;" trbidi="on">
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->Anda pernah mengalami notifikasi seperti ini?<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgf3i2q8Gb15TBwpsOvPTXkMQfz-frFeFMQE-6_pa56T_xCsnHT-UyXrQ_05lSZQIC02O7Ik6mY-HM6k8hMfuUx1cHIL80F2mqKmrmmtJbLiVX34Y_q_29d02lg9V3iQtogu5_3z0eEWaF/s1600/error.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgf3i2q8Gb15TBwpsOvPTXkMQfz-frFeFMQE-6_pa56T_xCsnHT-UyXrQ_05lSZQIC02O7Ik6mY-HM6k8hMfuUx1cHIL80F2mqKmrmmtJbLiVX34Y_q_29d02lg9V3iQtogu5_3z0eEWaF/s320/error.jpg" width="320" /></a></div>
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]-->Saya mengalaminya ketika sharing printer saya yang memakai windows 7 agar bisa dipakai bersama dalam satu jaringan.Awalnya saya berfikir itu masalah dari driver printernya yang corupt.Saya cari driver di internet setelah saya donload dan saya instal ternyata pas di sharing tetap keluar notifikasi seperti diatas.Munkin bagi teman teman yang mengalami hal tersebut berikut cara mengatasinya.<span style="color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="color: #333333; font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></span> </span><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
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<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>IN</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
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UnhideWhenUsed="false" Name="Medium List 1"/>
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UnhideWhenUsed="false" Name="Medium List 2"/>
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UnhideWhenUsed="false" Name="Medium Grid 1"/>
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table.MsoNormalTable
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mso-style-noshow:yes;
mso-style-priority:99;
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mso-para-margin-left:0cm;
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mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
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<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Hal
yang menyebabkan error 0x00006d9 adalah <i>service windows firewall</i> tidak
berjalan sebagaimana mestinya (service disabled). Untuk mengatasinya, aktifkan
kembali service windows firewall. Klik tombol <i>start</i>, pilih <i>run</i>,
ketikkan <i>services</i>.<i>msc</i>.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 22.5pt; mso-outline-level: 2;">
<span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 150%;">Akan
muncul jendela seperti gambar 1<span style="mso-spacerun: yes;"> </span>ini:</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNzs9uQeTO3PK66Wb2rWc2tvJ45nvYliCqEqURp1hWc672Zkl50dSBtCiC9HWbte49o5jpUJ43krO1OfjUTDWgkq1VMDOmPEFjfkDGW1b5CrQj7sVM-Vh8AppfPQN7Ukufl-r50FTOc7UI/s1600/Untitled1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNzs9uQeTO3PK66Wb2rWc2tvJ45nvYliCqEqURp1hWc672Zkl50dSBtCiC9HWbte49o5jpUJ43krO1OfjUTDWgkq1VMDOmPEFjfkDGW1b5CrQj7sVM-Vh8AppfPQN7Ukufl-r50FTOc7UI/s320/Untitled1.png" width="320" /></a></div>
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<br /></div>
<br /></div>
wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-44062110557976051742014-07-25T15:12:00.002+07:002014-07-25T15:21:02.245+07:00Mengatasi Mainboard AMD yang gak support Win XP<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 150%;">Lama juga nich gak pernah
update Blog disibukan dengan aktifitas dunia nyata.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 150%;">Tutorial ini sengaja
diperuntukan bagi teman yang masih setia dengan OS Win XP kayak saya,walaupun sudah
mau di matikan ama Microsoft agar beralih dengan <span style="mso-spacerun: yes;"> </span>Win 7 dan Win 8 tapi mayoritas pelanggan
Warnet saya tetep menginginkan OS XP dikarenakan Loadingnya yang ringan tidak
terlalu memberatkan PC.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 150%;">Ketika ada peremajaan PC tua
saya yang udah mulai uzur(rata-rata dah 5 tahun)pilihan saya jatuh hati ke seri
AMD FM2 +/FM2 A78 merk MSI A78M-E35.Prosesor<span style="mso-spacerun: yes;">
</span>A6 5400K 3,6 Ghz Ram 4Gb Selain harganya bisa lebih ekonomis tanpa perlu
kartu grafis alias VGA Card seperti memakai prosesor Intel .Ketika saya coba install
win7 tidak ada masalah yang jadi masalah pelanggan enggan menggunakan PC ini
dengan alasan loadingnya yang lama.Terpaksa saya install ulang dengan OS XP
.Tapi ketika penginstalan sedang berlangsung tiba-tiba muncul tampilan layar
Blue Screen seperti tampilan dibawah.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEici4dHbzhKf5bQC1sMQT2fKD3IY0VOiWzkpCNn9Aba2IiLAqlcEeRSbJTe-PJI46WD7ZVCiQ0MD19qMGbjRBl4WaIgrZu0TizU-YEBGYbWR82W7pIy-tOcd4IsFxRk2tqn1Pw6BQZQbbHX/s1600/Problem.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEici4dHbzhKf5bQC1sMQT2fKD3IY0VOiWzkpCNn9Aba2IiLAqlcEeRSbJTe-PJI46WD7ZVCiQ0MD19qMGbjRBl4WaIgrZu0TizU-YEBGYbWR82W7pIy-tOcd4IsFxRk2tqn1Pw6BQZQbbHX/s1600/Problem.jpg" height="202" width="320" /></a></div>
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<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 150%;">Saya pikir ada hardware yang
bermasalah biasanya hardik atau RAM.Saya coba ganti hardisk dan RAM lain masih
tetep Blue Screen,sempat berfikir mau complain ketoko tempat membeli barang
tersebut karena ada hardwarenya yang bermasalah.Sambil menunggu hari libur untuk
complain karena hari biasa saya harus bekerja ,saya mencoba untuk mencari tahu
permasalahan ini.Setelah pencarian kesana kemari saya menemukan tutorial yang
menyebutkan mobo tersebut sudah tidak mendukung win XP tapi masih bisa diakalin
dengan pengaturan di BIOS atau alternatif kedua dengan menambahkan driver ACHI
kedalam CD Installer Win XP.Saya kurang tertarik dengan cara yang kedua karena
harus menbuat lagi CD installer kemudian memburningnya menurut saya tidak
praktis.Saya memilih cara pertama.</span></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 115%;">Step stepnyapun cukup mudah :</span></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 115%;">Hidupkan computer kemudian pencet tombol Delete di
keyboard agar masuk kesetingan BIOS .Kemudian pilih seting,Pilih Sata Mode,ubah Sata Mode,AHCI mode ke IDE seperti gambar bawah.</span></div>
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<span style="background: white; font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 115%;"><br /></span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQUL4ayOvskfsZC5ri_ZFAu9CINlK0nqIxAV7lVOcHMCPZ_yVUvyBzcqhUFrDa8hwLjgcwohyqY0QHy_OJ88dPH1xOxev5ZJYp1GzBv1cKFoEFcN2ZMtng3iigyjYLvp-LfJP9QkL4qBr2/s1600/aspire-4740g-bios-sata-ide-mode-large.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQUL4ayOvskfsZC5ri_ZFAu9CINlK0nqIxAV7lVOcHMCPZ_yVUvyBzcqhUFrDa8hwLjgcwohyqY0QHy_OJ88dPH1xOxev5ZJYp1GzBv1cKFoEFcN2ZMtng3iigyjYLvp-LfJP9QkL4qBr2/s1600/aspire-4740g-bios-sata-ide-mode-large.jpg" height="240" width="320" /></a></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 9.0pt; line-height: 115%;">Selanjutnya masukan CD win xp installer ke cd/dvd room
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com1tag:blogger.com,1999:blog-3720057657018235652.post-51843001341776497852014-01-22T21:23:00.000+07:002014-01-22T21:38:01.540+07:00Cara Menghilangkan Guest/Administrator Pada Logon Windows XP<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Permasalahan ini penulis alami
ketika rekan kerja ingin mempassword komputer agar tidak semua orang bisa
mengakses komputer.Cara termudah yaitu dengan mempassword komputer tersebut
dengan cara buka control panel,user account dan klik account user yang dipakai
dan create password dan beri password sesuai keinginan user.setelah itu ok
.Tapi permasalahanya mulai timbul ketika computer log on setelah restart masih
ada daftar username yang muncul selain username yang dipassword yaitu Guest <span style="mso-spacerun: yes;"> </span>masih muncul alhasil ketika orang mau masuk
dengan mengklik Guest <span style="mso-spacerun: yes;"> </span>bisa masuk tanpa melalui
password.Seperti terlihat pada gambar:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Waduh percuma dong dipassword kalau
orang lain masih bisa login ke Windows kata teman.Maunya sih siapapun yang
ingin login, harus melalui password.Penulis mencoba mendisable user Account
Guest <span style="mso-spacerun: yes;"> </span>dengan cara mendisable dari
pengaturan Administrative Tool di Control Panel mendisablenya.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tapi teman masih complain lagi
ketika mau akses computer dia dari computer lain lewat sharing data kenapa jadi
kepassword sharing datanya?Wah penulis bingung juga padahal sharingnya datanya
gak dipassword, akhirnya account Guest ceklist diaktifkan lagi di Control Panel.Sambil
googling kesana kemari akhirnya ketemu juga cara menghilangkan beberapa user account
saat windows log on dengan cara merubah setingan di Registry Editor.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berikut ini tahapan cara
menyembunyikan user Guest agar user masuk melalui login yang di password aja untuk
masuk ke dalam Windows.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Buka
registry editor dengan cara ketik Start dan klik tombol Run. Lanjutkan dengan
mengetikkan regedit yang diikuti dengan tombol Enter.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pergi ke <b>HKEY_LOCAL_MACHINE\\SOFTWARE\\Microsoft\\Windows
NT\\CurrentVersion\\Winlogon\\SpecialAccounts\\UserList</b>.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setelah
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registry. Lanjutkan dengan klik kanan dan pilih New, DWORD Value.</span></div>
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Klik menu
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terakhit,
tutup jendela registry anda.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"></span>Begitu juga kalau User Administrator ingin anda
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tinggal merestart computer anda.<span style="mso-spacerun: yes;"> </span></span></div>
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<br />
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disembunyikan karena bisa terjadi kesalahan, bisa jadi anda sama sekali tidak
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com7tag:blogger.com,1999:blog-3720057657018235652.post-65794692787128689132013-12-02T05:23:00.000+07:002013-12-02T05:23:44.412+07:00Cara menghilangkan Fake serial number IDM tanpa software<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";">Beberapa
hari ini<b style="mso-bidi-font-weight: normal;"> </b><span style="mso-spacerun: yes;"> </span>computer rumah selalu muncul pop up yang
mangatakan bahwa IDM yang terinstal hasil dari fake serial number.Sebetulnya
IDM tersebut masih berfungsi Cuma tiap beberapa menit muncul pop up yang
mengganggu notifikasi tersebut.</span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAs41brOBAWdeOiCncIM7Obf_R_jPAPU8AJvL58XpdTJMCjKbKklonNaHu7OI4ISK-d1VyUsFhnjsBh0Mc72PmdX_AK_HLjSbyKa8Pfx0-EWSMCuP7kDkHwoapVIzExvXQxHzA6d1j4dk-/s1600/pop+up+idm.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAs41brOBAWdeOiCncIM7Obf_R_jPAPU8AJvL58XpdTJMCjKbKklonNaHu7OI4ISK-d1VyUsFhnjsBh0Mc72PmdX_AK_HLjSbyKa8Pfx0-EWSMCuP7kDkHwoapVIzExvXQxHzA6d1j4dk-/s320/pop+up+idm.JPG" width="320" /></a></div>
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<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";">Sebetulnya
dari beberapa pencarian key word di google cara mengatasi masalah ini rata-rata
rekomendasi dengan menggunakan pop up IDM remover.Tapi entah mengapa cara
tersebut tidak bisa mengatasi pop up di komputer saya walaupun dengan menggunakan
aplikasi tersebut.<br />
<br />
Berikut langkah-langkah cara menghilangkan pop up IDM tanpa menggunakan
software <span style="mso-spacerun: yes;"> </span></span></div>
<span style="font-family: "Times New Roman","serif";"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--></span><br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";"><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";">1. Buka <span style="mso-spacerun: yes;"> </span>IDM (berada di tray icon berada di pojok kanan
bawah). -> Klik Task pilih yang paling bawah<span style="mso-spacerun: yes;"> </span>Exit<br />
2. Buka direktori IDM, berada di -> (C:\Program Files\Internet Download
Manager)<br />
3. Cari file bernama <b><span style="mso-spacerun: yes;"> </span>“IDMGrHlp.exe” </b><span style="mso-spacerun: yes;"> </span>kemudian rename menjadi -> <b>idmhelp_old.exe</b>
<br />
4. Cari file bernama <b>"idmBroker.exe"</b> kemudian rename menjadi
-> <b>IDMGrHlp.exe</b> <br />
5. Restart Komputer anda<span style="mso-spacerun: yes;"> </span>dan <span style="mso-spacerun: yes;"> </span>Selesai.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";"> Berikut adalah tampilan IDM yant telah dirubah nama Filenya</span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif";"><br /></span></div>
<br />
</div>
wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-86555927804590419252013-11-10T21:01:00.000+07:002013-11-14T21:29:42.669+07:00Cara mengatasi tidak bisa main PB [0X82000027] alias terkena virus conficker /kido<div dir="ltr" style="text-align: left;" trbidi="on">
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiveDsc-U-fMgQ8lGSVejiycV0XdD1wgNxpydkCfdyXcweSAk7JD_3qsMMMUrpVbugCrhfr0iJH_eSeDVReiAY8yVoNoNaT9BK4rtm3pbU5GbD2IGi9Kw4LDG5yz7GADfFfj98SP8oLGTdh/s1600/File+PB+korup.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiveDsc-U-fMgQ8lGSVejiycV0XdD1wgNxpydkCfdyXcweSAk7JD_3qsMMMUrpVbugCrhfr0iJH_eSeDVReiAY8yVoNoNaT9BK4rtm3pbU5GbD2IGi9Kw4LDG5yz7GADfFfj98SP8oLGTdh/s1600/File+PB+korup.PNG" /></a></span></div>
<div style="text-align: left;">
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<div style="text-align: left;">
Pernah mengalami kejadian seperti diatas?Ini saya alami beberapa waktu yang lalu,ketika salah satu </div>
<div style="text-align: left;">
komputer client di warnet saya tidak bisa buat main PB.Seperti biasanya saya tangani dengan menghapus file PB yang error terus saya sharing dari kompi yang bisa untuk main PB akan selesai ,akan tetapi masih gak bisa,dan saya coba dari beberapa client yang lain sharing PB hasilnya tetap nihil,gagal total.</div>
<div style="text-align: left;">
Akhirnya saya coba browsing cari referensi di mbah google,dari referensi yang ada menyarankan untuk donload PB yang baru dan instal ini sudah saya coba tetapi hasilnya masih sama.Kemudian dengan menghapus file yang bernama <b>dbghelp.dll </b>dari dalam folder instalasi game point blank.Setelah file <i>dbghelp.dl</i>l point blank di hapus, klik kembali tombol chek pada launcher point blank, dan biarkan sampai selesai,ternyata ini tidak bisa membantu.</div>
<div style="text-align: left;">
Saya pikir dengan jalan terakhir instal ulang akan menyelesaikan masalah ternyata setelah diinstal malah tidak ada sound-nya,padahal di Device Manager jelas-jelas driver terinstal semua,dicek di Control Panel Sound dan Audio Device volume control bisa dirubah volume controlnya,jangan jangan hardware nya rusak saya tambahkan aja sound card.Ternyata itu belum cukup ketika akan mengakses web yang berbau antivirus akan di disable<!--[if gte mso 9]><xml>
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<![endif]-->.Wah penasaran juga virus macam apa sampai seganas ini.Dari beberapa literatur yang saya dapat komputer saya terkena virus conficker/sality/kido.Ternyata virus ini tertanam di memory,pantesan aja biarpun sudah diinsatal ulang bahkan partisi sudah saya format semua masih belum berhasil mengenyahkan virus ini.</div>
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<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7dwvgg8IMGolI1-CtzAQKAjIcpI43iekL9GWMiSs6FK1cGwBBMEL7498YgiDChcjpB6aNkZVMXoRZ_HLAtkyjFR9Rudb6PxRF_mMtSGOS5ruGKplZfcuOa9z5zF50eKcvgRSgd1XeYE-3/s1600/gambar+virus.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7dwvgg8IMGolI1-CtzAQKAjIcpI43iekL9GWMiSs6FK1cGwBBMEL7498YgiDChcjpB6aNkZVMXoRZ_HLAtkyjFR9Rudb6PxRF_mMtSGOS5ruGKplZfcuOa9z5zF50eKcvgRSgd1XeYE-3/s1600/gambar+virus.jpg" height="320" width="320" /></a></span></div>
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waktu untuk menyelesaikan masalah yang tadinya saya anggap mudah,ternyata
cukup menyita waktu juga untuk mengatasi masalah ini.Tentang virus conficker
varian atau kido <span style="mso-spacerun: yes;"> </span>ini adalah virus yang
paling ganas, karena memiliki daya rusak Gejala di komputer yang bisa dilihat
adalah:<br />
<span style="mso-spacerun: yes;"> </span>1.Tidak bisa akses domain name web
security & tidak bisa update antivirus.<br />
Ini salah satu ciri computer yang terkena virus conficker.Kalau melakukan
pencarian dengan kata kunci avg,norman,antivirus,updates windows,Avira, Avast,donload
Microsoft Office dll maka virus ini akan mendisable,jika diakses IE Explore ada
tulisan “Internet Explore cannot display the page” dan untuk Mozilla
bertuliskan “Adress Not Found”.<br />
2.Ciri lain yang bisa dilihat adalah ketika virus ini menyerang, file yang
dalam keadaan status hidden tidak bisa ditampilkan walau sudah mengubah
pengaturan pada show hidden files.<br />
Setelah googling sana sini ada beberapa
antivirus yang saya coba seperti PCMAV Express cleaner For Conficker dan kido removing tool akan tetapi belum sepenuhnya
tuntas mengenyahkan virus bandel ini.Akhirnya saya dapat dari mbah google
software yang cukup ampuh membasmi virus conficker ini yaitu Norman Malware
Cleaner anda bisa mengunduhnya di link ini :<span style="font-family: ""serif"","serif";">
<a href="http://www.norman.com/home_and_small_office/trials_downloads/malware_cleaner" target="_blank">http://www.norman.com/home_and_small_office/trials_downloads/malware_cleaner</a></span><br />
<span style="font-family: ""serif"","serif";">Setelah saya jalankan Norman
Malware Cleaner ini ternyata komputer saya terindikasi program malware yang
mencapai puluhan bahkan sampai diatas seratusan lebih.</span><br />
<span style="font-family: ""serif"","serif";"> Ini contoh tampilan Norman Malware Cleaner:</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEUmyBrx9HS-x9_guOOfDv2VCfzg1O-gvFUcCpd7kM5wGuxGU0vTd2FFrHJYVjGKn1djuBY9rnBtGuIjlSnR63bQyRYm5k11w6MUTUIa3s1vyJOcvzWdLfzFVEMtfPK5XRDKb0aKTJZ9KF/s1600/norman.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEUmyBrx9HS-x9_guOOfDv2VCfzg1O-gvFUcCpd7kM5wGuxGU0vTd2FFrHJYVjGKn1djuBY9rnBtGuIjlSnR63bQyRYm5k11w6MUTUIa3s1vyJOcvzWdLfzFVEMtfPK5XRDKb0aKTJZ9KF/s1600/norman.JPG" height="240" width="320" /></a></div>
<span style="font-family: ""serif"","serif";"><br /></span>
<span style="font-family: ""serif"","serif";">Alhasil setelah direstart
komputer saya hang tidak bisa booting lagi ke Windows.Dengan terpaksa saya
instal ulang lagi untuk yang kesekian kalinya.Tapi Alhamdulillah setelah itu
komputer saya kembali normal kembali bisa untuk main games PB lagi.Semoga bisa
membantu anda yang mempunyai permasalahan yang sama. </span><br />
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com6tag:blogger.com,1999:blog-3720057657018235652.post-82039485401225545282013-05-01T05:47:00.002+07:002013-05-01T08:17:34.503+07:00Cyber Law<!--[if gte mso 9]><xml>
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<br /></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: list 27.0pt; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>2.1</span></b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: IN; mso-fareast-font-family: Arial;"> </span><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Pengertian
Cyber Law</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Cyber law merupakan
suatu bagian terpenting dalam perkembangan teknologi supaya kita bisa dapat
mempergunakan teknologi tidak semaunya kita,karena ada undang-undang dan hukum
bagaimana batasan apa yang perbolehkan atau tidaknya.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Cyberlaw adalah hukum yang digunakan di
dunia cyber (dunia maya) yang umumnya diasosiasikan dengan internet. Cyberlaw
merupakan aspek hukum yang ruang lingkupnya meliputi setiap aspek yang
berhubungan dengan orang perorangan atau subyek hukum yang menggunakan dan
memanfaatkan teknologi internet yang dimulai pada saat mulai online dan
memasuki dunia cyber atau maya. Cyberlaw sendiri merupakan istilah yang berasal
dari Cyberspace Law. Cyberlaw akan memainkan peranannya dalam dunia masa depan,
karena nyaris tidak ada lagi segi kehidupan yang tidak tersentuh oleh keajaiban
teknologi dewasa ini dimana kita perlu sebuah perangkat aturan main didalamnya
(virtual world).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: 4.5pt 9.0pt list 27.0pt left 31.5pt 76.5pt; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>2.2.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: Arial;"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Perangkat Cyberlaw</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Pembentukan Cyberlaw tidak lepas dari sinergi pembuat
kebijakan cyberlaw (pemerintah) dan pengguna dunia cyber dalam kaidah memenuhi
etika dan kesepakatan bersama. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Agar pembentukan perangkat perundangan
tentang teknologi informasi mampu mengarahkan segala aktivitas dan transaksi
didunia cyber sesuai dengan standar etik dan hukum yang disepakati maka proses
pembuatannya diupayakan dengan cara Menetapkan prinsip – prinsip dan
pengembangan teknologi informasi yaitu antara lain :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Melibatkan
unsur yang terkait (pemerintah, swasta, profesional). </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Menggunakan
pendekatan moderat untuk mensintesiskan prinsip </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Memperhatikan keunikan dari dunia
maya </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Mendorong
adanya kerjasama internasional mengingat sifat internet yang global </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Menempatkan
sektor swasta sebagai leader dalam persoalan yang menyangkut industri dan
perdagangan. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Pemerintah
harus mengambil peran dan tanggung jawab yang jelas untuk persoalan yang
menyangkut kepentingan publik </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Aturan hukum
yang akan dibentuk tidak bersifat restriktif melainkan harus direktif dan
futuristik </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo6; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Melakukan
pengkajian terhadap perundangan nasional yang memiliki kaitan langsung maupun
tidak langsung dengan munculnya persoalan hukum akibat transaksi di internet
seperti : UU hak cipta, UU merk, UU perlindungan konsumen, UU Penyiaran dan
Telekomunikasi, UU Perseroan Terbatas, UU Penanaman Modal Asing, UU Perpajakan,
Hukum Kontrak, Hukum Pidana dll. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Cyberlaw tidak akan berhasil jika aspek yurisdiksi hukum<br />
diabaikan. Karena pemetaan yang mengatur cyberspace menyangkut<br />
juga hubungan antar kawasan, antar wilayah, dan antar negara,<br />
sehingga penetapan yuridiksi yang jelas mutlak diperlukan. Ada tiga<br />
yurisdiksi yang dapat diterapkan dalam dunia cyber : </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo7; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Yurisdiksi legislatif di bidang
pengaturan, </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo7; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Yurisdiksi yudisial, yakni kewenangan
negara untuk mengadili atau menerapkan<br />
kewenangan hukumnya, </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l2 level1 lfo7; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Yurisdiksi eksekutif untuk melaksanakan
aturan yang dibuatnya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"> </span>
</div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: list 27.0pt; text-align: justify; text-indent: -.25in;">
<b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Arial;"><span style="mso-tab-count: 1;"> </span>2.3.</span></b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Arial;"> </span><b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Kebijakan IT di
Indonesia</span></b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Ada dua model yang diusulkan oleh Mieke untuk mengatur
kegiatan di cyber space, yaitu :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Symbol;">
</span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Model ketentuan
Payung (Umbrella Provisions), Model ini dapat memuat materi pokok saja dengan
memperhatikan semua kepentingan (seperti pelaku usaha, konsumen, pemerintah dan
pemegak hukum), Juga keterkaitan hubungan dengan peraturan perundang –
undangan. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 5.0pt; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Symbol;"> </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Model Triangle
Regulations sebagai upaya mengantisipasi pesatnya laju kegiatan di cyber space.
Upaya yang menitikberatkan permasalahan prioritas yaitu pengaturan sehubungan
transaksi online, pengaturan sehubungan privacy protection terhadap pelaku
bisnis dan konsumen, pengaturan sehubungan cyber crime yang memuat yuridiksi
dan kompetensi dari badan peradilan terhadap kasus cyber space. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Dalam moderinisasi hukum pidana, Mas Wigrantoro Roes
Setiyadi dalam seminar cyber crime 19 maret 2003 mengusulkan alternatif :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 5.0pt; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Arial;">1. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Menghapus pasal
– pasal dalam UU terkait yang tidak dipakai lagi </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 5.0pt; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: Arial;">2. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Mengamandemen
KUHP </span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 5.0pt; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Arial;">3. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Menyisipkan
hasil kajian dalam RUU yang ada </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 5.0pt; tab-stops: list 45.0pt; text-align: justify; text-indent: -.25in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Arial;">4. </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Membuat RUU
sendiri misalnya RUU Teknologi Informasi </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Upaya tersebut tampaknya telah
dilakukan terbukti dengan mulai disusunnya RUU KUHP yang baru (konsep tahun
2000).Di samping pembaharuan KHUP di Indonesia juga telah ditawarkan alternatif
menyusun RUU sendiri, antara lain RUU yang disusun oleh tim dari pusat kajian
cyber law UNPAD yang diberi title RUU TI draft III yang saat ini telah
disyahkan menjadi UUITE.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"> </span></b>
</div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">2.4</span></b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: Arial; mso-font-kerning: 18.0pt;"> </span><b><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;">Perkembangan Cyberlaw di Indonesia</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Inisiatif untuk membuat “cyberlaw” di
Indonesia sudah dimulai sebelum tahun 1999. Fokus utama waktu itu adalah pada
“payung hukum” yang generik dan sedikit mengenai transaksi elektronik.
Pendekatan “payung” ini dilakukan agar ada sebuah basis yang dapat digunakan
oleh undang-undang dan peraturan lainnya. Karena sifatnya yang generik,
diharapkan rancangan undang-undang tersebut cepat diresmikan dan kita bisa maju
ke yang lebih spesifik. Namun pada kenyataannya hal ini tidak terlaksana.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Namun ternyata dalam perjalanannya ada
beberapa masukan sehingga hal-hal lain pun masuk ke dalam rancangan “cyberlaw”
Indonesia. Beberapa hal yang mungkin masuk antara lain adalah hal-hal yang
terkait dengan kejahatan di dunia maya (<i>cybercrime</i>), penyalahgunaan
penggunaan komputer, <i>hacking</i>, membocorkan password, <i>electronic
banking</i>, pemanfaatan internet untuk pemerintahan (e-government) dan
kesehatan, masalah HaKI, penyalahgunaan nama domain, dan masalah privasi.
Penambahan isi disebabkan karena belum ada undang-undang lain yang mengatur hal
ini di Indonesia sehingga ada ide untuk memasukkan semuanya ke dalam satu
rancangan. Nama dari RUU ini pun berubah dari Pemanfaatan Teknologi Informasi,
ke Transaksi Elektronik, dan akhirnya menjadi RUU Informasi dan Transaksi
Elektronik. Di luar negeri umumnya materi ini dipecah-pecah menjadi beberapa
undang-undang.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Ada satu hal yang menarik mengenai rancangan cyberlaw ini
yang terkait dengan teritori. Misalkan seorang <i>cracker</i> dari sebuah
negara Eropa melakukan pengrusakan terhadap sebuah situs di Indonesia. Dapatkah
hukum kita menjangkau sang penyusup ini? Salah satu pendekatan yang diambil
adalah jika akibat dari aktivitas <i>cracking</i>nya terasa di Indonesia, maka
Indonesia berhak mengadili yang bersangkutan. Apakah kita akan mengejar cracker
ini ke luar negeri? Nampaknya hal ini akan sulit dilakukan mengingat keterbatasan
sumber daya yang dimiliki oleh kita. Yang dapat kita lakukan adalah menangkap <i>cracker</i>
ini jika dia mengunjungi Indonesia. Dengan kata lain, dia kehilangan kesempatan
/ hak untuk mengunjungi sebuah tempat di dunia. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Pendekatan ini dilakukan oleh Amerika Serikat.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">2.5 Tujuan Cyber Law secara hukum</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Cyberlaw sangat
dibutuhkan, kaitannya dengan upaya pencegahan tindak pidana, ataupun penanganan
tindak pidana. Cyber law akan menjadi dasar hukum dalam proses penegakan
hukum terhadap kejahatan-kejahatan dengan sarana elektronik dan komputer,
termasuk kejahatan pencucian uang dan kejahatan terorisme.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-outline-level: 3;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">2.6<span style="mso-spacerun: yes;"> </span>Topik-topik Cyber Law</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Secara garis
besar ada lima topic dari cyberlaw di setiap negara yaitu:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Information security</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, menyangkut masalah keotentikan pengirim atau
penerima dan integritas dari pesan yang mengalir melalui internet. Dalam
hal ini diatur masalah kerahasiaan dan keabsahan tanda tangan elektronik.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">On-line transaction</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, meliputi penawaran, jual-beli, pembayaran
sampai pengiriman barang melalui internet.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Right in electronic information</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, soal hak cipta dan hak-hak yang muncul bagi
pengguna maupun penyedia content.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Regulation information content</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, sejauh mana perangkat hukum mengatur content
yang dialirkan melalui internet.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Regulation on-line contact</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tata karma dalam berkomunikasi dan berbisnis
melalui internet termasuk perpajakan, retriksi eksport-import,
kriminalitas dan yurisdiksi hukum.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
</ul>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-outline-level: 3;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">2.7<span style="mso-spacerun: yes;"> </span>Komponen-komponen Cyberlaw</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Pertama</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang yurisdiksi hukum dan aspek-aspek terkait; komponen ini
menganalisa dan menentukan keberlakuan hukum yang berlaku dan diterapkan
di dalam dunia maya itu;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Kedua</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang landasan penggunaan internet sebagai sarana untuk melakukan
kebebasan berpendapat yang berhubungan dengan tanggung jawab pihak yang
menyampaikan, aspek <i>accountability</i>, tangung jawab dalam memberikan
jasa online dan penyedia jasa internet (<i>internet provider</i>), serta
tanggung jawab hukum bagi penyedia jasa pendidikan melalui jaringan
internet;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Ketiga</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang aspek hak milik intelektual dimana adanya aspek tentang
patent, merek dagang rahasia yang diterapkan serta berlaku di dalam
dunia cyber;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Keempat</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang aspek kerahasiaan yang dijamin oleh ketentuan hukum yang berlaku
di masing-masing yurisdiksi negara asal dari pihak yang mempergunakan atau
memanfaatkan dunia maya sebagai bagian dari<br />
sistem atau mekanisme jasa yang mereka lakukan;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l4 level1 lfo2; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Kelima</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang aspek hukum yang menjamin keamanan dari setiap pengguna
internet.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
</ul>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l6 level1 lfo3; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Keenam</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang ketentuan hukum yang memformulasikan aspek kepemilikan dalam
internet sebagai bagian dari nilai investasi yang dapat dihitung sesuai
dengan prinisip-prinsip keuangan atau akuntansi;</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l6 level1 lfo3; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Ketujuh</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, tentang aspek hukum yang memberikan legalisasi atas internet<br />
sebagai bagian dari perdagangan atau bisnis usaha.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
</ul>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; mso-outline-level: 3; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">2.8<span style="mso-spacerun: yes;"> </span>Asas-asas Cyber Law</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Dalam kaitannya dengan penentuan hukum yang berlaku
dikenal beberapa asas yang biasa digunakan, yaitu :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Subjective
territoriality</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, yang
menekankan bahwa keberlakuan hukum ditentukan berdasarkan tempat perbuatan
dilakukan dan penyelesaian tindak pidananya dilakukan di negara lain.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Objective
territoriality</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, yang
menyatakan bahwa hukum yang berlaku adalah hukum dimana akibat utama
perbuatan itu terjadi dan memberikan dampak yang sangat merugikan bagi
negara yang bersangkutan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Nationality
</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">yang menentukan bahwa
negara mempunyai jurisdiksi untuk menentukan hukum berdasarkan
kewarganegaraan pelaku.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Passive
nationality </span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">yang
menekankan jurisdiksi berdasarkan kewarganegaraan korban.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Protective
principle</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;"> yang
menyatakan berlakunya hukum didasarkan atas keinginan negara untuk
melindungi kepentingan negara dari kejahatan yang dilakukan di luar
wilayahnya, yang umumnya digunakan apabila korban adalah negara atau
pemerintah,</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Universality</span></i></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">. </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Asas ini selayaknya memperoleh perhatian khusus terkait dengan
penanganan hukum kasus-kasus cyber. Asas ini disebut juga sebagai “<i>universal
interest jurisdiction</i>”. Pada mulanya asas ini menentukan bahwa setiap
negara berhak untuk menangkap dan menghukum para pelaku pembajakan. Asas
ini kemudian diperluas sehingga mencakup pula kejahatan terhadap
kemanusiaan (<i>crimes against<br />
humanity</i>), misalnya penyiksaan, genosida, pembajakan udara dan
lain-lain. Meskipun di masa mendatang asas jurisdiksi universal ini
mungkin dikembangkan untuk internet piracy, seperti computer, cracking,
carding, hacking and viruses, namun perlu dipertimbangkan bahwa penggunaan
asas ini hanya diberlakukan untuk kejahatan sangat serius berdasarkan
perkembangan dalam hukum internasional.<br />
Oleh karena itu, untuk ruang cyber dibutuhkan suatu hukum baru yang
menggunakan pendekatan yang berbeda dengan hukum yang dibuat berdasarkan
batas-batas wilayah. Ruang cyber dapat diibaratkan sebagai suatu tempat
yang hanya dibatasi oleh screens and passwords. Secara radikal, ruang
cyber telah mengubah hubungan antara legally significant (online)
phenomena and physical location.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
</ul>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;"> 2.9<span style="mso-spacerun: yes;"> </span>Teori-teori cyberlaw</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">Berdasarkan karakteristik khusus yang terdapat dalam
ruang cyber maka dapat dikemukakan beberapa teori sebagai berikut :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<ul type="disc">
<a href="https://www.blogger.com/blogger.g?blogID=3720057657018235652" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>
<li class="MsoNormal" style="line-height: 200%; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">The Theory of the Uploader and the Downloader</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">, Berdasarkan teori ini, suatu negara dapat
melarang dalam wilayahnya, kegiatan uploading dan downloading yang
diperkirakan dapat bertentangan dengan kepentingannya. Misalnya, suatu
negara dapat melarang setiap orang untuk uploading kegiatan perjudian atau
kegiatan perusakan lainnya dalam wilayah negara, dan melarang setiap orang
dalam wilayahnya untuk downloading kegiatan perjudian tersebut. Minnesota
adalah salah satu negara bagian pertama yang menggunakan jurisdiksi ini.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">The Theory of Law of the Server</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">. Pendekatan ini memperlakukan server dimana
webpages secara fisik berlokasi, yaitu di mana mereka dicatat sebagai data
elektronik. Menurut teori ini sebuah webpages yang berlokasi di server
pada Stanford University tunduk pada hukum California. Namun teori ini
akan sulit digunakan<br />
apabila uploader berada dalam jurisdiksi asing.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
<li class="MsoNormal" style="line-height: 200%; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;">The Theory of InternationalSpaces.</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-language: IN;"> Ruang cyber dianggap sebagai the fourth space.
Yang menjadi analogi adalah tidak terletak pada kesamaan fisik, melainkan
pada sifat internasional, yakni <b><i>sovereignless quality</i></b>.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></li>
</ul>
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.10. Tinjauan secara akademis</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Secara akademis, terminologi ”cyber law” tampaknya belum
menjadi terminologi yang sepenuhnya dapat diterima. Hal ini terbukti dengan
dipakainya terminologi lain untuk tujuan yang sama seperti The law of the
Inlernet, Law and the Information Superhighway, Information Technology Law, The
Law of Information, dan sebagainya. Di Indonesia sendiri tampaknya belum ada
satu istilah yang disepakati atau paling tidak hanya sekedar terjemahan atas
terminologi ”cyber law”. Sampai saat ini ada beberapa istilah yang dimaksudkan
sebagai terjemahan dari ”cyber law”, misalnya, Hukum Sistem Informasi, Hukum
Informasi, dan Hukum Telematika (Telekomunikasi dan Informatika). Bagi penulis,
istilah (Indonesia) manapun yang akan dipakai tidak menjadi persoalan. Yang
penting, di dalamnya memuat atau membicarakan mengenai aspek-aspek hokum yang
berkaitan dengan aktivitas manusia di Internet. Oleh karena itu dapat dipahami
apabila sampai saat ini di kalangan peminat dan pemerhati masalah hukum yang
berikaitan dengan Internet di Indonesia masih menggunakan istilah ”cyber law”. </span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=3720057657018235652" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Sebagaimana dikemukakan di atas, lahirnya pemikiran untuk
membentuk satu aturan hukum yang dapat merespon persoalan-persoalan hukum yang
muncul akibat dari pemanfaatan Internet terutama disebabkan oleh sistem hukum
tradisi.onal yang tidak sepenuhnya mampu merespon persoalan-persoalan tersebut
dan karakteristik dari Internet itu sendiri. Hal ini pada gilirannya akan
melemahkan atau bahkan mengusangkan konsepkonsep hukum yang sudah mapan seperti
kedaulatan dan yurisdiksi. Kedua konsep ini berada pada posisi yang dilematis
ketika harus berhadapan dengan kenyataan bahwa para pelaku yang terlibat dalam
pemanfaatan Internet tidak lagi tunduk pada batasan kewarganegaraan dan
kedaulatan suatu negara. Dalam kaitan ini Aron Mefford seorang pakar cyberlaw
dari Michigan State University sampai pada kesimpulan bahwa dengan meluasnya
pemanfaatan Internet sebenarnya telah terjadi semacam ”paradigm shift” dalam
menentukan jati diri pelaku suatu perbuatan hukum dari citizens menjadi
netizens. Dilema yang dihadapi oleh hukum tradisional dalam menghadapi fenomena
cyberspace ini merupakan alasan utama perlunya membentuk satu regulasi yang
cukup akomodatif terhadap fenomena-fenomena baru yang muncul akibat pemanfaatan
Internet. Aturan hukum yang akan dibentuk itu harus diarahkan untuk memenuhi
kebutuhan hukum (the legal needs) para pihak yang terlibat dalam
traksaksi-transaksi lewat Internet. Untuk itu penulis cenderung menyetujui
proposal dari Mefford yang mengusulkan ”Lex Informatica” (Independent Net Law)
sebagai ”Foundations of Law on the Internet”. Proposal Mefford ini tampaknya
diilhami oleh pemikiran mengenai ”Lex Mercatoria” yang merupakan satu sistem
hukum yang dibentuk secara evolutif untuk merespon kebutuhan-kebutuhan hukum
(the legal needs) para pelaku transaksi dagang yang mendapati kenyataan bahwa
sistem hukum nasional tidak cukup memadai dalam menjawab realitas-realitas yang
ditemui dalam transaksi perdagangan internasional. Secara demikian maka ”cyber
law” dapat didefinisikan sebagai seperangkat aturan yang berkaitan dengan
persoalan-persoalan yang muncul akibat dari pemanfaatan Internet</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;">Berikut adalah contoh analisa kasus Cyber Law yang pernah terjadi beserta modus dan analisa penyelesaiannya:</span></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">CONTOH
KASUS CYBER LAW</span></b></span></span></span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=3720057657018235652" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: small; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"><span style="font-family: "Times New Roman","serif"; line-height: 200%;">Berikut adalah contoh analisa kasus Cyber Law yang pernah terjadi beserta modus dan analisa penyelesaiannya:</span></span></span></span></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;">KASUS 1 :<br /> Peretas Situs Presiden SBY <br />Wildan Yani Ashari alias Yayan tak ubahnya mereka yang memiliki hobi menggunakan kecanggihan teknologi informasi. Terbiasa menyalurkan kemampuannya di Warung Internet (Warnet) Surya.Com di Jalan Letjen Suprapto, Kelurahan Kebonsari, Jember.<br /><br />Wildan bukan pakar teknologi informatika. Dia lulusan Sekolah Menengah Kejuruan (SMK) Balung 2011 jurusan teknik bangunan. Namun pekerjaannya sebagai penjaga sekaligus teknisi di Warnet CV Surya Infotama milik saudara sepupunya, Adi Kurniawan, membuat Wildan mengenal lika-liku internet. Wildan pun memilih tidak melanjutkan pendidikannya ke tingkat perguruan tinggi.<br /><br />Kamis kemarin, 11 April 2013, Wildan mulai menjalani persidangan di Pengadilan Negeri Jember. Dia bukan terdakwa biasa.Wildan menjadi pesakitan karena meretas situs pribadi Presiden Susilo Bambang Yudhoyono, http://www.presidensby.info dipaparkan tim Jaksa Penuntut Umum Kejaksaan Negeri Jember, Wildan melakukan aksinya di Warnet tersebut pada pertengahan 2012 hingga 8 Januari 2013.Bermodalkan perangkat komputer billing yang biasa digunakannya sebagai penerima bayaran dari para pengguna internet, Wildan yang menggunakan nickname MJL007 mulai mengutak-atik laman www.jatirejanetwork.com dengan IP address 210.247.249.58.Laman www.jatirejanetwork.com yang dikelola Eman Sulaiman bergerak di bidang jasa pelayanan domain hosting. Wildan yang biasa dipanggil Yayan mencari celah keamanan di laman itu. Kemudian melakukan SQL Injection atau Injeksi SQL, teknologi yang biasa digunakan para peretas atau hacker agar bisa mendapatkan akses ke basis data di dalam sistem.<br /><br />Wildan lantas menanamkan backdoor berupa tools (software) berbasiskan bahasa pemrograman PHP yang bernama wso.php (web sell by orb). Dalam dunia teknologi informasi dan komunikasi, dengan mekanisme backdoor yang ditanamkannya, hacker bisa melakukan compromise, yakni melakukan bypass atau menerobos sistem keamanan komputer yang diserang tanpa diketahui oleh pemiliknya.<br /><br />Wildan pun mengutak-atik laman www.techscape.co.id yang memiliki IP address 202.155.61.121 dan menemukan celah keamanan. Wildan berhasil meretas server yang dikelola CV. Techscape itu dan memasuki aplikasi WebHost Manager Complete Solution (WMCS) pada direktori my.techscape.co.id.<br /><br />Pada November 2012, Wildan mulai mengakses laman www.jatirejanetwork.com yang telah diretasnya. Menjalankan aplikasi backdoor yang telah dia tanam sebelumnya, Wildan menggunakan perintah command linux: cat/home/tech/www/my/configuration/.php, hingga akhirnya berhasil mendapatkan username dan kata kunci dari basis data WHMCS yang dikelola CV. Techscape.<br /><br />Setelah itu, anak bungsu pasangan Ali Jakfar- Sri Hariyati itu menjalankan program WHMKiller dari laman www.jatirejanetwork.com untuk mendapat username dan kata kunci dari setiap domain name yang ada. Dia pun memilih domain dengan username: root, dan password: b4p4kg4nt3ngTIGA dengan port number: 2086.Dengan username dan kata kunci tersebut, Wildan lantas menanamkan pula backdoor di server www.techscape.co.id, pada pukul 04.58.31 WIB pada 16 November 2012.Agar backdoor tersebut tidak diketahui admin, Wildan merubah nama tools menjadi domain.php dan ditempatkan pada subdirektori my.techscape.co.id/feeds/, sehingga Wildan bisa leluasa mengakses server www.techscape.com melalui URL: my.techscape.co.id/feeds/domain.php. "Untuk mengakses itu, dia sudah memiliki password yayan123," kata salah seorang anggota JPU, Lusiana.<br /><br />Kemudian pada 8 Januari 2013 Wildan mengakses laman www.enom.com, sebuah laman yang merupakan domain registrar www. techscape.co.id, hingga berhasil melakukan log in ke akun techscape di domain registrar eNom. Inc yang bermarkas di Amerika Serikat. Dari situlah Wildan mendapatkan informasi tentang Domain Name Server (DNS) laman www.presidensby.info.Setidaknya ada empat informasi penting berupa data Administrative Domain/Nameserver yang dia dapatkan dari laman pribadi Presiden SBY itu, yakni Sahi7879.earth.orderbox-dns.com, Sahi7876.mars.orderbox-dns.com, Sahi7879.venus.orderbox-dns.com, dan Sahi7876.mercuri.orderbox-dns.com.<br /><br />Wildan lantas mengubah keempat data tersebut menjadi id1.jatirejanetwork.com dan id2.jatirejanetwork.com. Selanjutnya pada pukul 22.45 WIB, Wildan menggunakan akun tersebut (lewat WHM jatirejanetwork), sehingga dapat membuat akun domain www.presidensby.info dan menempatkan sebuah file HTML Jember Hacker Team pada server www.jaterjahost.com. "Sehingga ketika pemilik user interne tidak dapat mengakses laman www.presidensby.info yang sebenarnya, akan tetapi yang terakses adalah tampilan file HTML Jember Hacker Team," ujar Lusiana pula.<br /><br />Perbuatanya mulai tercium oleh oleh Tim Cyber Cryme yang mendapat laporan terjadinya gangguan pada laman Presiden SBY. Setelah melakukan penyelidikan, diketahui bahwa aksi illegal DNS redirection dilakukan MJL007 dari warnet yang dijaga Wildan. Akhirnya Wildan ditangkap pada 25 Januari 2013, sekitar pukul 23.00 WIB.</span></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> </span></b></span></span>Sumber http://id.berita.yahoo.com/begini-cara-wildan-meretas-situs-presiden-sby-060830893.html <b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"> </span></b></span></span><br />
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/71i79+9qVnn/3d408+9cRPnv7Rj3/+6A9+9OAj33/gOw998x+++53vfu/h7//TPzz8yP/xzW/9zX/72ufuuffOT336ljtu/9itt9x555233XbbzTfffP3117//xIkrr7zy6NGj8/Pzl1566cGDB1ut1vz8/Nzc3NTUlG3bU1NTjuPU6/UDExOlUqlUKhWLRcuyUqmUaZqZTCabzWaz2XQ6bZqmaZqGYei6Lt9Kp9O6rktLYIxJM5MiX++ww8QaFUUZN7PkST7eOXm9YwRpe5zzxPZ2n7v74xhj457FuCUnb+0YR0Jh/COS14nsvlQJF03TEspI5CVD7ZbxkXd4QBKjyaXKQZILFkLceeedruu+9dZby8vLp0+f7na7URS5rrs8qgNyXfeC8dS7iJtx6IwzZS/c7JaduNkxmb8/bvYSfw+5WNzIlMoIVrIopucHPdeLvXCw3IlWN96I+q8td/vdYN2Pz/3+5NKzv3nxqV88//Qvn//lr1965le/e/qXv/vFsy/85Knf/MvjP/vef/+f337w+9/8zve//eD3H3rknx/5/mMPfOehv/27v7//K1/9wn1/87l77v/sF+7/zOfv+/Tn7v/kp+698+57br/znk/c+rmbP/6ZG2666yM33v3hG+665to73vf+jx2/4kOHL33f3Pxlc0eOHT56/Ojllx2/8qojxy5rzc5NOjOVA80D9swBu1WuzhywZ3IFRzfyCjeoojKuKkLjqkYVQZiCCUWYAqKAKAAFoIRqmAiMOSacUBUTBYAAIEAEEAa4sJntMIx3YtjjpyQs2Mvsx9/aPUhCHGnPsD1wGDew3R+9o4+0WIzxOGL2OleemPgvF/xZMMbj7453I4RIC+ecj38cpVQIIT0jxph8YZqmRAljTAiROEGZTEZeSTqdLhQKhmEYhmFZVoLg3d6WRPb4NcjOpmkWCgVVVZNT5KfIX0MIgTE2DOPuu+9ut9veaBZMBh/S6PbP3bxbuLkgcfafUB+Xt8FNd1T1+G7JxeDGC4NuGHTHoDPETW/1XBBvdLzV3tqbT/z0t4cv+6A9NVutt2ynlS87pmWnrQmrULeKk4VKo2JP62ZZ6JYiMlzNqKmCqluMm4RyJjTCFMAEAANgQARhhrCCCMdExUQFxAEUQILQNBclLiqKKDLFIlTHhAOmgDAAAMKA5AiUKqaWmhBalTKLq0WFW1QxCNMJFZgogAgAIowrqq6bOSNT1s1yKl1NW/VcsZG2nJRZE1qZi5zQcrpZMi07m7eHuEEYMAaMEcGYEjLyMHYzJbHbcSgkbn/y+JXdLmilexnwOB12i6IoO07EGEsGSaOSVyL7SBaMxxrjfJSmKL+FhMK414AQUhRFCCEbkxEYY8VicWpqqlqt6rpeKpXy+byqquOfwjkvlUr1er3Vas3OzjqOk8vl0um0ZVnlcnl6errVajUajUajMTs7e/To0WNHj2WzWTmCaZqO41Sr1QQZCKHDhw/fdNNNtm3ncrlGo5FKpaampuQIk5OT8gLkpxuG0Wq1ZLYonU5LVCXfsVarHTp0qFKpyJFVVRVCJGCS/1KKoti2/fDDD//2t7+VafJTp0797ne/W1xclIm5vwBuEuK8LW52j7wnbtztRdZ7sWOvHM27gpso7I7UDUM/DMMgjIOwv9yJzpz1Ty0Gfnz+Hx97Ss9MUm5xvYipCphJTwGAAqKAOVF0rueZmqE8zUSa63nVLKpGSaQsynXMOBAKiAAigClgBkgBpBBmaqadyTcz+aaRbWhmXTUcoU/q6YZpTWcKDT0zwVQTUTb0OxBGROF6vlybnWoeL9uHNNPR045hOZlCI1dpWmVHSxcxE4AwYEoUVaQs1SwJvcS1kmpMGNkpK9e0a4edxtEDtTkj7UjopNIVquiECUwZIgR2uR5JTkHeu4mLkRh24kqMm6XsJm/lxPglgGS4JMdkjGmallhXcuuPpyHG8WRZ1uzs7OWXX37FFVdMT0/LoExVVekgJBejKEqr1briiitkdvbAxIRt25OTk47jNBqNdDqdXF6xWEyMMAnlOOfZbNa27VqtVq1Wk2vTNG12dvb9J04cOXLkwMREEouNO1O6rt9xxx1HjhzJZDLyd5Dk0nVdVVVd12XYqKpqPp9vNpuHDh2amppSVVX+SplMptFozMzMzMzMyN/q+uuv/8xnPpPNZjHGuq4nF0Mp1TQtn89PTk42m81WqyX9qWKxePzY8fefODE3N1er1WzbPjAxIRPMmqa1Wq1jR4+VSqVkkISzSTxoGMb7T5x47LHHlpeXo9HaMZnc2c2UfbyePxM3CXH2GWc/7yZJNXXfbvXT/inhdylV7EVhN4raUdSOwm4oVwOEcRD2z53/19WNNzv+5kp381vffZwwi7As5TkqLMJNopiY6UAEYAVRjYqMbtWMXM3I1dV0RdHyimap6Yl0qX6g0So70znbMYsTarpAhQmEA1BADBGd69VcpVWpH8pVZrlew9TCNE9YgfISE0XKM4gK6a0AJoApooIKy8xPF+05M3eQCRuAA3BAAhGdKAZRdCCKxA0QhqhAVAWsAhKAVEA6oTkh6lmrlS8eNDPTjOcBCQACkPhfaNy7keBIp9PZbFb628kDPJVK1ev1+fn5Q3OHbNuW+RfDMKTh5XK5AxMTnHPp3h86dOiDH/zgjTfe+J73vKfVajmOY9t2oVCQTn69Xq/VaoZhSA8lAUHCu0QajcYnPvGJyy+/XDom0owPTEzkcjnLshKuYYxLpdLdd9998OBB0zRlCx2JPGVubu7w4cOVSkXCpdlsXnPNNTtcNl3XHcc5NHeoWq3KcaRNViqVgwcPXnLJJZZlFYtF0zQl7+QLXddvueWWo0ePGoaRuGAX9PIkFk3TnJqaqlQqia/BGMvn8/V6/frrr5dR0mXHLzt06BDnXJ4lfbHxIE5+rw9+8IOzs7OWZamqallWrVarVCqmaVJKG43G3NxcJpOhlObz+bm5uWNHj6mqKoEuCShHk0RDCFmWdeONNz799NPr6+thGD733HO7E8P7T5BfLG7GZ9PHibPXOG+Tu5FDy4t2Xdd1ZVS1bWaq426p63uu73nezqPv+17g7zi+w9xN4IW+74d+FAReGHXDaAiaMAzDMA6DfhAOFha6XX+t7W0se+ceefQXquFwvY5ZnukTTK9QvUx4DogOwABxzEzMTN2qVZ3ZYq3FUyUgApAChAMQwArhppquZEqNTKmRsiaFWSFKBrAGwIGkuF5L52fMXEs1G4AzgEwADUABYIAoYAZE2cq/YEF5IZWdzhQOGtZMrjyrmpOEZgALQBwwBzw6a5ivYYA4IBWQCqBikgXQAVSmFEvlg/WpI/lCk6sWIDb0v4YZHAQISTdHVdVms3nkyJGZmZl8Pp/kHQgmOcu67Ojx40ePlQpFTVWtrGXbdqvVajablUql0WgcO3psampKGlu1Wr3kkkscx9F1nY2JqqqFQsFxnOnp6UqlIi1qt3eT/HnzzTdfe+21Se5j3CdKDE/6KR/60IeuvPLybDY97ouhsVQrIaRcLs/OzrZarXK5rOv6NddcMz8/X8wXEjpITk03Gq1Wa8px5OUBgMIUM2W8/8R7P/Lh6y4/fmzKqTcajuNMaqoAAIRgyqlf/Z4rWzNNXVcpJRhL30fSAWTuJYEFo9SZrB+79GhrZsY0TEopwRgjrGvqZceOHp4/pGuqZWUOHz40e7BlmsbI/9vyqxAaZo7m5+evu+66YrGIMbKs7MxM03Em7YkKwRgATDNlT9g5y6qUyofmDl17zQcuuWQ2ldJHmKOj4BFJh1IOctNNNzz11E/Pba77nWW/s+x22+Osabfb3XanK2tAOivyzXbHbXfcdwU3Fwya3hFu5AW53bZUz13x3I7nrnS77W63LRGz4norrrfsecueJ/dq8INoxzGMeh0/aHfcFddzvaAbhJ2ut7TcHq6iDoMhhjzP8wLPC2TtnCyW6fn90I8iNw68MIh8LwqDsO8H/cBb9901qd1ub7nTiwZvtKPzD3z3J6n8LNNnEKthtU60GtFtok5gUUaKBdQArCFqANGJYupZu2TP5KvTXLUAKYiYgAwAFZBOWF5LO7lKqzw5p+hVzDKAVAABSMfUUtONgj1vlWaFVic0j0kGERNhHVODiTxVslTJUm5RJYewDsARTilqmetl1bTTlpMpTGUsR6TKVDEQEZioiAhAHJACwAAUAAVAYJxCKAUgADjGKhdWsTDlTM1qmkWZhhADRDFWMFEQYgCYUibv0Q984MTxY5dm0mbOylpWpmZPCIUBAKOkUZ88dni+1ZzOZdKVcvHAROXWWz9x7bUfBAAh+NVXX+U4k5VKSVWFpqmNxtTxY0fn5w+1WjMHD7bk/HShUKCUZrPZ48eOHzt6rFgsjs/+jOeJEEKpVKrRaFxyySWNRiMJoMa9kiQPSghpzjQOzs40GnXT1JPQD7bP4KiqZtuTh+bmr7jiipxl2XZ1ptFw6jVdggOAMQoA+Zx1/MjhI4cP5bMZBIAAFEoVSgpZc6bhTDu1tK4SBAhAApsSbGriQDHn2JX6RLmSt/IZkxJMCSZYJuQAARCMOaMEIYKRUJQDpfLsTGtmuplOGXIozmjdrhydn2s2HFUomlBqdqU57dgTpVI5Z9vlYslSNc4503WRy+VOnDhx6623zs4eZEPnFOuqcvTIbLMxmVwhQUhjwjJMx662WtOtmUY+l6ZE/sKAMXBOMQaEgBBEMOIKnZtr/c19n+11TnuLLy6febm9shTF/dW1jSCMl5eX3ZVlb+VsuHLWby/5nXan4y6suKeXOkEY+7vWoLuuuxsisqXb7S4tLcnJ+C2Wdbt75W4uAjd+ZznornjuiueudLpLne5Sp7PS7naWu50l15V6wa1kukEY9gd+3HPDyI97sk4kGqz6cW/oDQX+cL11OCzYk9j1Vny/HfjtIOiEQSf03aDtuSu+2/Hijtf33Y3A25SVL5vn3gjitXjtteVg82vfeVwxm0SbwVoTqVNIq2PdwXoda5NIVJFSQMwaBixYIKoral7PTJhWzbQcwsqElhHJA84gkqW8rGenctXWgcZhszBN1SJmWURNwAZgA0iGq5Oa6eRKBw/Uj5TsOdNq6KZjWo10rpnJN63iTDrf4FoJsAqII6JSJU2ZKZXxrKqXzEzNyk/pRlU3J3RzQjeqQisq3CLUIEQH4CP0cIwFpSpjGmN6uexY1oQQaYw5AAGgCHFCVBgZWyqlX3bs6OzBViFvZdLmscPzx48cnm02TU2Tt2+jVvvIh659z1VXHD929CMfuf6qq67gXJHEEYLPzDTn5i7J5SwAUBR29dVXXXvtB217QuZok4wsABiGMTs7K/2gVCq1IxsNo5kU0zRLpZJMx9Tr9d2JZ4wxpQQAuGDFkuU4dmPacRw7kzFlO6VbzhGl7PDhS7/4xXutrJVO6flsptWcPnZ4vtVsmrqOETBCEABGqGBlj8zNHT9y2C6XKCG6UAyVF9OmY5dbDWemUXcqpXzGKGfTJStdsTL5jGGl9LSuWrpmmXqtUqzb5anaRKNuTzu1VrNxdG7uquPHW41GxjAxIAzIUHW7bNertVIuryqKRJuhibpdyecynFGMQXDGGBFCsfKZ6kSxVMnbtcp0s5HLFSYnnQMTE5wrEhyEIIzB0LmuKkKhCiEUEwKEAMaACcYKp5wzTC6QuUcIKCOEIADABKUN0XIqjz70d2+cW1tfG5w8vbi40vWi/srKit9ZDlfOhstnguVFv9N2XX/F6y15vZV2d2Vsa66VUepWLt1KVlQsLS11Op0wDFfGaoCXR/uB7ZMqfhvcyIHGvJuOxI3vtT2/7Xld1++6frfje1ITfEifRe72EsZR13M7bnel0253O7KPbJHa9dyu5w5PlJma0aKl0I96ftzz437Qi8Mo6Pv+wA/7vbC/1os3+71z/d5Gv7e+eHb5pVOn3ajvr736rf/+Y25NU32aplpIc6QOiaPXsGoTdQIpOcQyQFKAhASBouVTGadsX3pg8nLbufCOP/IAACAASURBVLx0YD5baJnWtFWeKdVmrcqMatqUW5TnqSgQZgE2AemANIwNLipWrpkvtnSjRmgGYZVQk1BDHjFRAZJ0tUy7UAAGwAAxhBSEOaU6ZYbC00K1VC2v6UVNL2p6WfAipRmEdoyAhTAMI2dZlUymIkSWEIGAARCEMGVUug+O47z36ve+9z1XF/OFtGlaWcuuVJuNxmxzplGrZ1Mmo3T24Ozhw4fr9Xo2m63X641GI5PJyPjLsqz5+fkrr7xSJikVRZmbmzt69Ggmk5GzS5qmcc5liV25XK5Wq+VyOZ1Oyyo72S4DsWRqSQghy3APHjw4MzNTr9dzuZxMPDPGGKPvufrymda0rg8DHE1TC4VcuVyUyaNisVwqVRyncejQ4RMnPnDDDTdxRcEjcilMKeTyrZmZy44eP3H1+47MH3Ym66ZhckVRhSgXS61ms25PVApWzjSttFG2rHLeyqfTpq5W8/milcmmUkKhBCGMgEovBmNKsEIpY1ShlCsspWqmYeJRPIQxUajCqEIQAQC2NceHOFcUhY0HZQCACJItAAAYMUVQyhEm48gY+ixyPhETjChGFAEBwAgRTDDGBGGEEB6+RghjIsMzOWmefJ5CsakqRy89/PAj/7jUDfzBuRUvandcr73iLy34Z0/5Swtee8V1/bbfb/v9lfbWbjvjKY6zZ8+eOnXqlVdeWV5elss+lpeXX3zxxcXFxZWVFZnSTXAzvpbqz8dNx3NXAr8j1xb521X27na7Xc/1vBE+wqDX60W9OIoiuQuMHwa+77u+1xv0e4N+3O/F/V7Ui2WfKIp8N5DLntyO57c9b8X1VtxOZ6UdriyFZ9t+Z8Xtdtp+e8VbWXaXl5fjfrTitVdf3Vx/862HfvATJTOJhC1BA5qDtAbSHKQ7WHeI7hB9kug21W2qVZGSla4HIAFYxzTHuK0ZDd2cUtQKJiaAAkApz2CWwsxQtJKemUxZU4bVSOeaTCkgrAMITFKqXjXSk1wUMNEwUQEp43xBWMFEyKwzxgJjsb0DG3+NiarwtKrlraxjpGyuWASrSQeEqJxQVlUzl5solZx0ukqpLie1YTTZjDF2HOf6D11XKhRVodJRdoMRYmp62cofKJVNw2w0Gs1mc3Jy0rIsGdc0Go1arWaaphAil8tNT09PTU1pmgYAMmXjOE65XC4UCtVqtVKpyLqSVCpl23az2ZSlwLVarVar6bq+V5GbTLumUinLsg5MTExPT8/Ozh6YqJhpndIdZbvD4ItSKoRqmmldN2TYiADBcBYQy+wJGpkaAiCYUELwmCc1Ku/ZXiiEsTyd7D3ffyFPAmNEMCKjaAzLF4QQSscLCxHCGLCcrESIkOFkIkYoqbcAPErDJVc5KqQALB9OCHEkPVm0XQEDYIRp8hoAI8IwUSTFEAAm1MgWT3zkln/+ybOL3V7bjeIw6gfuWuCuBe4gCuO474WDTtDrur7v++OLTuU6lVdfffX1119/9dVXwzA8ffr0yZMnFxcXfd9fXFyUGRxJkyTfvBdudssFcJNkhV23I3WUZ1pK1Gsvee2lTnu53W53VtqdTqfb7nS7XbfTdV039IMwDKMgDIJgfN+Zrue2R9od0+FyuHib9nqRv9p119pB3w/6YRz3R9vcBXE/WGyf6cbd5Sj82oP/SI0y0W1iToPeAL0BWgOG3JFaR8LGqi25Q0QJMQuIDkjF1KJKWeiOaTXTuWk9XWPCwlQdzaMzwAIRHVOTiaKedqx8Q1XLGOuAOKEpTS9nLcfK1XWjzEWWkC1GAKIjvybBCkGIUaoLkdW0HOcmpSpCCgBFiGHMCVE5zxkpO2c5aXOCcxNj6cIQhAlCBCFCiMJ5KpXKm2bJNPNUEYSx4f0KQCitVu1criDvekKGiQiCsEKZLrQDFZtzQSnTNF1VNYyJTDxjTDIZK5Ox5DiqqmuaLqsKzbRZq08apkkZVTU1a1lZy9pGEYQQHj5nk/nmC8o+5TzJSGOdCaUKJQwNzVvW+6BxRUgOiBhT0CjfIkudR523EIAxwZggmfPY+kwsdWxY2ULGlVKBMdsyb0QxVggZ4UDOGyJCKMdE2WKKxAqmcuISCEVYkfUZmHBCOWA66kYBMUCyCIMDEjJ/N7wJiUBURVQFKhBVsaIjqlKRZrpF1SxVs0y3CDeBcMq4bmS5bgHhwFKTB49/6r6v/48f/vi551548fnnTr3w29O/e+7l3z333HPP/fyXv/7JU7/8n48/8cQTT/z4xz/+6U9/+pOf/OTJJ598/PHH/+Vf/uWhhx761re+9dBDD/30pz9dWVlZX1/v9XoydyP9moWFhaWlJTnPs493c7G4kdIJPD8Y7t7dibxO7HVirx17nV6wtd/C+Apsr+sGnj/eHodRr9fzAl9u9OvHUdSL436vN+j3VwfDmHCl3W133E7X67pe13XdznKweDZYXAlWuoHvyzgtiuI4DHtuN2yvnV+LX9t46AdPmHaTpR0QNugN0KdBa4DWAHUKVAc0B9Q61h2kTWJtEut1oteJVkOiBNQCpAOogDRMTCaKqlHRzIpqlAArgBXAHDCXqVxMTKGV88VGqTKdseqE6pIglKV0o6RqOVW3hJZVuMEUnSoqoRwQJYQTIihVKVUJEYQIQlRKNVW1VNXStJx8wXlaUUzGUoJbluVM1lq23Uyl8mR072JMECKJPRCiCJE20oVsvqQZpjQbShUARAjjXKhqilIKQ18AE0wIIslDnnPB+XBWVVE4IWRkmWj8LYQwpWwrfUswIQRhBABMYYSSod8wtPotH2J/6GwZ+rB8FstJnPFpY7SVq0VJqIGG3gRllI/RZPjjDGmCUPKtKVWQNHWEtyEAxl0JtF139RyWIBA5iYmJQGTMUcWSERSwQpQU13OKbhGeMgq1VN7Wc7ZmVXmmpJh5qltMs3iqxIRFFZNwkygpTDXMdKIYiOqIGoilEcsgmgWaBZwBbCAli7lF9SrPTPL0pGLaIusY5SZLTaiWY5RnUqWmlm9o+YZqTYmMnS1PUTVNhCVyjpJ1ELd4xp5qHT5g1+v2RMOuTtcmpmoTByrVbL5kZnOGmU7Wr2QyGdM0dV2XUbOcWGy1Wl/5yleef/55mU7udrsytbywsLC4uCgbT58+vRdcds9V7cDNSqezMkyydEepGs8NgigIgtAPYt+L/W7P7w68zsDr9oIwCuLQjwIvHA+IelF/0Ftd7a/140HoR74bhH4URT0/7nm9nhvH3Shyw6gbhHLL8cHa6mBtVS5sjuMwDP0g8LzAdXtup++6cehFfT/o+0E/8HtBEHTc5U7QDjf6Z6Pg777/A9OeoYYD2AJtDDdbOoXTM8RsYr2BdQdpdaTVsTaJVRtRCxETkA5YRUQnPM1TBd2qaumyahZVs6SZFVUvC62YMmu5YjNfnLJrM+VqU6jW8IZDjFBBqMpVM2XmU2bezBQzVsnM5FU9o+uWaRYty87l7HS6LIQ5fCQCxZhRKhQlJURaVbOqmlVVK2VOpLOTWWtSN0pU0ZF8+iXPXrzlTgOiCFNVTxPGARCS6yEAyaMMGijllCoJpxDCadOSNkaponCVjGoUCaGUKpgMzyWEMsYpZXiYZUCYkBECgDJlBzdgP7gk7NjWghBGO6uTh34WY0ryFTCmhDA8rN7eBgWEyfAtQJRxjAkgjAllimBM5kfQkBTDSIQiyhUto2fLeqakZ0qqWRApS9EyippWtAzXLS1bEmaepyxFzyq6xbQsFRnCTSrSVGQoz2CqAxFABGFpphYAq4imiJKh3CI8S3iW6kXVmgSiAU0hxUQ8jYVFtDzRC0TLK3qFGzY3bCoKmGWwkqVqkekTRC0StYxFCYsyElUkbCxqWNhYznXwCtFtqtexWiWqTY06UW0sKlhUsShjUcWiQg1HWA1AXFg1056lpoPUAyTtEK0EiALCaDtiRz/4njK+YLVcLt93330vv/zyCy+8sLy8LPPHCwsLkiALCwvvDm7ao/91ZWm5u7TcXV5urywtd5aWu2fPemcXvMWzy2eWFs+cXTi9dObUwqmXF145eerll06ffPHlF3/3sjw+95vnf/HzZ3/y5E9//MTPfvzkUz984if//PiT//Qvj//joz94+Pv/9J3vPvzNf3jwge98+x8eevDb//CdBx544Otf/9qXv/yle+/94uc//9nPfO7Tn733i3ff88W7P3fPHZ/6wh13fP6WWz79iY9/8mM333brbXd87NZbbr7zjg99/JaZS98L1ORWi2YPgtoArTmEjj4NehP0Jko1QZ0CvYFS0yjVQHoD6w1iNllmBvMq5SWi5IGkZNYGMMdMU3SLCpNyk4msIizKTMrSVMkSphOmYyxGpYAcISUJpwnliDCEKaYKoQrClFCBCcdYQZihrbVRZLtShBnGCiaCKRlKDUwEIDZW2jesWh4tlRh73gLGVAFERiRCmCiyuiW5uzCmBFOMpN+OhNA5VxEmmFCZTZBu0WjwxF1JzFvGImRIHIRkmDaeoRx2wSSJTUYM2n1Djw8OwwExwoSMIjvY8jIQlsRBiCJEAAjGFBOGMQOEEaKEKpQKTBghyuhI5XdHiBLKAStAFMAcCAciEBVABBAFCMdMlYWXiKqjd1WspBDTEFWBqohpSDEwSwFNMa2IeVY6IESxMLcQNYHoRBQRTQMxEMsilgVqAktjkUfcQiInXwC3kMghboGSAWpgJYeVPLAsYhYWRawUgWaQUkK8jHgFqTZWa1idxGodq3VqNhCfAKVMtDo1GlidRMLGwqZmA6uTRKszc5qZ07KdaDWRmwbFAppFep3mWthwkChgngZM0cjxk9EgJgSTrVWpOyRph1GpVCaTmZyc/OEPf3jy5Em57aGMp2RV4Z+Im6WzpzudlaWV5aXldn/93BM/+8W1H/nYDR+7/SM333bi2huOXn71ofmj83OXHpk7fHh2bq41e7B1Sat1SWvmkuZ0a8ppOs50Y2pGvm5OtxynWSxULatULFRLRTtrFU2rYFXs3ETNLJR109LMjGqkRSqlpgxV11VNFarggjOFUUowJUAopoIwHRMVDSeJ2TB7Kh9ZREGKRbQa1Zs41QJtBvRxbY6pBFADtGGKB2kOFjYRVSLKRBSwkgWqA+ZD93iobFQXk3w63TXxNKaIQHJtQyjQnYp2tWwNpQAoYxdAtiizpeO4Gf/ECxwRImj8iIePeoSHOhxtfPBEcZK8wOgCl/EONPFHdrRjApiATKMgNNZCtl/D8F8BYZYoYLrPEckjYQgrCCvSEwGiXvhIVaACqIqoiqiGqIaYDkwfOxqIGcBMxMzRMY1oenTMImYhZiEl0RxScsBzoFhD5bmhijyIPOIFxEuIl0ZeSRWLCSwmqNkAVgClTM0GUm0YcYeZ00SrA83rlTmgeWBFLGxmTtPUFChlIBYoFTKcD3GIXleyTaJPMmsGaJHmDyJjCpQcz9iUa5RSGU5TjIRQVE1VhIpHq9hhFN4yxuROGknJZeLjyBLzD33oQz/60Y9WVla6oz1S5a5Gp06dOnXqVLfblfPlMqm8e1HVNty43eUodLvd9umzS68sLn/u/v/GUxYVpsxOAVZGj1aEECaYIsAyl4kxY1RcKKPG0PC5ihEiXE1TriPKEeGUa2oqK3STKkLVTUWolLLkgYkwwpRq6aJVmbbrc/bkXLV8STE/U7CaljWFiQCsAGaIapiXieYg3gDm7MLNBYmTaGNYFqjZRK1gkUdKBkbe8vCmxCpgfbuqI5VVwsqWEgUIHykDzORrhDkiHBExOoodLbIPYI6wClhFWADmCHMgCiIMZKA0NEg6VGmKsqaZKIgoSL7ACsLjuJSuwUgxvQjcoD8bN1s10Lvat+CCt+OG7IMbeDsd9ZSs4SOy7KF0qJI1QDVgxi41gZnA0mOaHdMcsBwo+aHywlB3t4giiCISJSRKiFdkxCRdFSxsoDmansZqjZoOkDQSJa1ykGUbQEwsyohXsKgAtdTCDBZVZjpALWY6emmWZxtEn6R6jWg1pJSwagPN02yT5lo428Jmg+dneNY2sxXHcVrNRtEyJHSsfO7S45fPz89Xq1VZCSGrGUzTLBaLtm3L9RPjvo/kDqV0cnLyk5/85K9+9avV1dUoik6ePNlutxcWFuR+aVLOnj3b7XZ37E2xEzdLCy+73SXP63Z8rx317//6t9RMhWo5ouaomqfCwkwWxQpFMTTNKpcb+aJjWTXDrBhGyTArudxkoTRVq82kzDJjKUJVhJgswkiZZdOqleutyeZc2ZlJFyZT1oSZm0gXJlKZgmpkGFeRTB8gTChTVN2emi1PzmWsaaaUMEpjlBa8Yhp1VSsybmKqESXDdEfJtJg5h/VZ0HbwZX+dxvoU0R2SckiqTnQbqyXELVDSiKURMxFLY5rB1MLUwjSHqYWZhVkW0wymGczSiJqIGolilsKKMVSmbylNJUfCjB0tmKYw1TDVMdUxMRE1MU0hqmOqIqpiKhDliCqIKogoiHJEFCAcSZBRMVL5iBYSZ+MQRGikmCX7XSA81OHECtpDd0DhTybO2+Bm90fTcQcz+Qrb4L6PbkH/HeEGJGuGuDG36y7EUGtLWQFYAZTiSEuglICXQCkCl1oaqiiDKIOoIFFB4gAIGw21hlQb8Qmi1wGpLONgtagfmMk6s8ysFqcO1VqX1Q9emXfm8s5c69i1ZrVVasyXGofzzlzWns3aB6vNo87sVZOtKwrOIat+mOgO1h1eOQSiBtqkKLSAqIgoGGOhULtkzTSc+uSElbN00zx+7LhcbtpqtVKpVLLMTe5haNu2YRjj5eDJSl2M8dTU1Kc+9amf//znciO3zmh/Utd1ZXLnlVdeOTsmF6i76fkr/ajj+e2lTvtMx/vMl75BUyWsFpAoIlFASg6oAUgAyOk6rpsTVqFRKDd1cwITHRCnzNRSlZRp60bVSNvZnGOkbcrMJAxR1KJVbWZKDUXNIZmkQBRhBTDdylYMb1DCtZyWrptW0zCnhZikJIdRCoGgzBxWJQADbIBiY7WJ9dbIhUmOb4MbpDeRPoX1BjYcrDtIP4DUChJFLPJY5LEoYlEkvEx4lXCb8CrhVczLmJcxL2FewLyAeR5za0tFDosc5hYWWcwzmJmYpXYeFSN5jZicktDlwi5E04imMTURNTDVEdMwUxETiArEJHcEogKoQEQFKhK7GrYnf2JlD2UXh5sLR3PvnsJF4OadsmYbbvZmzX8QboZ82RM3ICogDoCwpSJRw8Km5hTiJW45l113+1UfvvWWL/zNNbfc+YnP3vvRO79wzUfvPHHDbdfe/Mmrrr35ig/edPS91x9934evvOajx0585PIP3Hj8xA2tw1cdaMxOHbz06NU3zl/9MeeSD5JUg5hN4DbSHWo6gKRxAQLgjGhC0VReqpQPzs2ZmTQhRC7iPzAxIUui8vk851zuhjE7O2vbttxHUc4eyhWzkkGU0vn5+fvuu+/MmTNRFPX7/aWlpZdeeunMmTMSOmd3yTbcbPa6a7HruStLne6pZe/Oe7+G1QISZWbN0PQ0TjlYrxPVxryMaQ5ICrDGRD5bnC7aLTM3pagFTFOyjo6wNNfLerqWr84ccOb0zOQwMCEpzDKKXkkXGrnqjGZOYJoCzIeFKpgSygnjmFBABBFBWJprE+lsM5dr5awZK9NIm5MKT1NFH2b+qAFKGatTWJ8Z5WWS4z7aBL0J2ujP1BTSp5A+idQaUg8gtYLVioyribCJsAmvEV7DooZFDXMbcxvxCcQrIy0iXhzF5EXEC4jnEbcSL2n7UU55GkBNoCmg5rBFyQBNA00jkgZqIqoD1UbVFgISHVqLBkTb/hgXQPgoxNtStKUKJHFWEoDIn32beSe6HTrjs8h/ru52o7YHicMilFEpyjsHjfzWF4mbXcHUbtyMQWcbbvYNpngeeAGE1CKIMqgVUA+AegDUEW5UG4sJZk4Ky7nqutuOfeAjeq5kFIoAoFnZlFXQTIsJPZUpMK4jwjL56rBgB1NEGKYcU44Ik3unODPHL7/mrnLzaiRqNNti1gw1JlVrUugZzrlCyaigErL53HtOnLj19tsKhYKiKHIjx3w+b5qmTNPIlSi2bR+aO3T06NHJycnxHUuS/YNkuucDH/jAt7/97YWFhV6v1+l0ZKnx2Qvt8rcNN97SS+7KK253Oej1/bVX7/27h0V+Wsm1kD4FmgOijrQpnGoQfQpzG2gOkA4gAGtUlNKFZqY0w3UbUROQQMQEpAIomGYK9iWV+iHVrAPSh+seQWCaFilbTzuqaVvlacOy1VRBM/Jpa8Iq2VZ+wsxWqDARETJTi7DOlJxp2Pl83cwUTatoFidSJVvN1VnGoUaDpJpIawwr/bZ0f9wkOZ0GyO+o1kC10UiHfBF1wh3MHcQdJBzEa4jXkGIDP4D4BPADoFSAVxCvAq8iXh6600oelCwoGTR+ZBlQ0kixQMkASwMzgZqyBXMLSGakkkT6KJ25gzUqEH2U79yuu6AzhhsOWLkY3NBtDs4FalIupH8acf43wA2iGvqPxU1xG25UiZsJLCqAVaPUuP4Td2fKNgBwTSCCMEWAIKmK4lxggpnCAQGhVNVUzoWsUeKCK4qsh9CvOHH7hz7xZSxsxWoR3QGasQ407XqzWCxWitZMs37p/Oz84Utm5+ZmD823DraS/cmEEOVy2bZtWRqe7OaRSqWq1WqxWNQ0bcfGiUnxFABks9kPf/jDjz32mOu658+fj+P4lVde2b12fBtuovbLwcrLnfZiN/DP+oPb7/kGKHlQSpBqQKqJUjPIbGGzRYwZojeI5qjZaazkAamAdSoqer6ZLrb0fDNlNS37krw9Z5ZbeXvObl5WmpzXMtNEKXK9LgyHKEVAOpCUolZS1lSuMpMpTBmZCVXPczXL1TRXM0K3EGFAFERUwkxKTTws7ceYMqIwqgqaMkjKwloBiQoolWTNFOiJ7oOeJuitsYyyrEWuS+KMoutJxB3EHcynMJ9C3AHuyCPwyZHaoBwAbgM/APwAKFXgVVDKoBSA54DLSYrs8MgsUDJIyYEinXMTaEa2IF4Y3cdZoGmgJlADqA5UG3P7daAaEH2k2shs5PN5ZEi7fJytrLa04cQ+ERuWrm7TXbh5h6y5COLsws0FQSMVK6PtO95WBWAxluzfT1GiyeQUM8bU3FKaRjSNaHZc3z5VzHemikGtgFbZhZsSN+2Dl1595YnrABMAELpy5HgrX07JWSNZC/2xj984f3gWAC49Onfb7R+/597PfuWr9996280zMw3OKSaIUgZAWoc+8OUHfoiVKtEdrNpADCIyABgBogRzRgSnqir0jJktFsloj6Hx7dnG985IyJIkbpINT8d3IElmryzLuummmx577LGFhYXBYLBjC4udE+EDfzHonum0z3aDcCVa//RXvk3TDrVmQHPAmEFmC/QZEFOg1IE7SNSZOUU1GytFICYgDXAKsTzT7aJzaaY6q5oOZjnAKcA6ohmi5BXVFqm6akwpqs14kSp5TE3AmmpMGGnbyExwNTtKyoyqv9H4dPKw+CKhKxAKio7VIknVidlAmgN64x37OE1IzYyIM3JwdAc0B8SkVCQmkXAQdxCfQsIBId9ygNeB17eIo9RAsbeIwyuglIEVgOWAWcAsxKythyQ1kZId+jXUAGoAM0HJIm6NEgTp7Sp7jjrLEIwYQFNDX2bLr1GHtoQ5IDGmKiB19JoD4m+HG7a1oc/4pD7CY/m1C+r49PxY3mdnBwpAEaIABMH4coFx4gzzg9uu9m105LKRZJZQbJtn3PbncGYQE46pgomCqYKYCkxDTEfMQDShzHDyG9g4cSxEs4hlQMmMpr0TuOSAW8CzwLMgRnPh+3g3agmo2Tp8VePgHCBMGNEN8fiT//Tw9x4wTLnonxQLWc9deejBbxKMfvubZ9ZW40f/6Xvffejb7ZWFOPK++pX7CvksAFCm28783z/yFNAC0af06jwzpwCrABRjikerRRHGQLCcBSaU4hEshgtSxhaLIEKHxdmjIszRyi+5fSUdlVPK+UeCMSGUVScm77r7s7945tedbiA31ml3Oyud5ZXOdu+m53cir+O6rhcOVqLNT3/l2yRVw0M3IQlAZkBrgtZEWgOrNaxNYG0CqxXE80DlqmuVqlWeslVzUlErmKYB65ikKMsirAESCOuKyJtZJ205irAQVuU6RoWbhlnJWjXdyBMqQG5eh2B0lyeKARCmTNFSSipH1ALiZcTrSBb4XVD3zxmnpEowOaDVR7gZ4gNxG8lIW6+CXgK9AmoVhCSLDYqNNQcpNlKqmNuIFQCbwLJMt7GSB2IC1jHNEJZFREdYJVRjSgZhDlggogISQDTMMkBUYCowFRQdFBOxNNA0kDSQDBALiAUkCyQNxBy5NjKAGo8dRo93xGXECqAC6AAphAyEDIRMhFKjGX2xZaKJkY+2vxidTsd+8wQ648sF0Qj8AIAB2KhAaWs5+1ZhBBAEFAPDwAkICpwhhSHKEKWIYMAYEEaUYI5AGV68pKS8TpIEgAxhhhEjmBFMCaaMKIRQgjEmGBEEGAFGQAhmKkp8PapjxQSqA1aACEQlZSjBRNZBYgyIEWAUqAJEANYRzmCSw7QANCMDK8QycrKS0hJhOcyzoOgyASefK8AsYGkkMkA5KCqIFLAUCAvrFeDFJEM8fCyJA6BWkSiTVLV55H1zV35ATthV67Vf/PqZb/zd15OlqqZp9nqDr3zlK5yLkydP/vCHj6dSKSHU/4+7N/tt49rWfQcwgAlMYAKFwsREoQokiiSKYisVyVPaFAiCuoQlyL0tS7a2G7mRe8e94y6xYztO4vR9byd2Ysd93/eyelEi1Xe206219loPZ9+Xi/sP3IciZTk7OWdnr3MfzgEmBEPmg2yRvxpzjO/7ht/vf+ONN//2t79t2rSFUEYoL6+q27TnA26kUI0TZxK4BVIQiAZo36PtBwDmv44LuwlBO/TCHhraNi4iFcrhQplp8SpfiQAAIABJREFU37uJnA+itGegKOUvsERQ2SkJD6DEFc/MmsW797/ZO/JjS2d3U0dbpqdz9Mfh53Az2Jvt683lcr09/SOZ/h+3H8jjxq4aJuAmaeMGFZMo4eeIIxnAdEAFmc61Ys1lKc4okw1AASAVohUkJIoQft0dcRsxp7uYUIGEEyIoU7lwK5qhqF6u6EAJUBuiDIlM8kfKV+NURqag7EVuIo8DT4CaALXsd84fD6dAKwNHPH/G71PjuBElwMP5UYISBs0HWhGoRaD6QYSAh0EOg2wCLUJuUmECM+x2ODJ7pO1GqhPmkoSXC0OSdVnWFcXjdAYUxdDdxUXBUpcR09wm10LIVKo4QRbABEhaoajxoOQD6gXqBeoB6rH59Qe4kQsXCg5EACqIKqKGmMcNgAIwXuaM6wnphL6JlM/KeKZp/A3on69cCrph+32KICEU7mtIIa8wLhTdSCkyihIFzkAw4BSYPQ/PC4QIocgISggcQQFQn8MNYYQJpNyeryFQgowiYxN8G5QyKklElogsU86RTbhaUvsqqtkTPWQC81pkxiiTGKOMImfAGTAOVAHiROJBWgTMFu/ZBYsbZQ9hBmV+yoqI8KIwUPiIKCZKjChRIkyihFEYIGlE1anDANkB3E3UYhwffvPf4oaoocS0uqraeqASEKobxsmzZ458+40Qiv1P03X36MjTt956R5bFN98c/fCDTwkhsiQ4FxLjR49+96ixVZIFEikxafa6nW/LRhK1BNHToCaAW1SJMhGQFUNW3bLmkp1uWTdkl6F4DMWlKy5duNzC6ZI1nTsMxRWwM3aJpAPVgKhANKQuZDoTXkkrkvWwYkTVorjmi2u+Ms1X5ggk3Ga505/QA8lwaVXQqtAMS1b8M+Ytv9nYea+l/WFHa1u2rW8s91/HDahloJiolKBmm62jdoweVYJUhIC5ATUgGpV9mm4VhcpDkQrdbQlHmIuArPg0Z8RVFPcFk76SJLWfOXaNTQXjutCKFL1I9XpVr6EZRZon6HQXO/WwUw879ZBQdCYryDhKGlVNSU8yfRLR0v//4yaQZ40SyOOGl4AcJkqMcBMlP+EBrplCN5liABWS4mPCy1Wfx2+Vp2esXLPlo48OX7l8+4fjF48dO3vi5NXvT1759IuTb7z79baX3p7fsMVrpZjuz38qJBcwJzAXyr5C/9gubfR8eUK1fENnfCyVv0TIz12LxgU4hfkUEk6oTKhMqETsOCf8jVMR7QrhuZjk5yyLE69I9uuR4Lio7z84H8dP4RWFCiSfIEHs56ttswSGICHwZ3fAAm6eaR3tZyzhhKiEapTplOmE6kgdeSkmCgAZqVoQIhXmd7apWtJQ0sb1B0T2UG4Q4UbVAaoKwoGynr8xST6QvaB4QTVAMUB4QHYDM5B6kfqAFYEUAjkGchykOEilIEWAhUH2g+whWoDpxSC7QTKIEiXCsnEzsbpBEUbFT9TAlLoV1QtXIpMJZU5dv3jxfGtrc1VFZTKRnDp52r/Oq3v6+MdX9uz1uIyL5y988tGnHpebIJEYo5Rt3ripqbHZNsRZyaoVW15lrjLUEtSTRi1J1DhVYkwNyZpPOIqE7uNuHzeCwghx3ad6QqonJDu8kmLIjiLhCivuiKQEGPdRuYhyP1OKmWpSESbcR4WPKj6i+IniJ0qQKEGihFAEkfuJEmbOKFGLiQhxTyk34ih7zETlhZuNzV25tp7u1u7W7FDmn8RNFBQTtSjRLJIXy8Vs9BAeAGYAdedvudQFRKOyQfNKORcyHakDaN4eCUTk9fuEI1WQqcAEMAkYAyo9d00gsix0wgQgA+TA3CCXAIsBjfxJmd+fx40SfMYa+694GHmYCBOoB4iOkodIOhAZmJA1w2cmps9b8to7n92409zdM5zNDrW2ZB4+aBkb/Wlo8OnY2F/HnvxjYOSv/aN/z/T9eu1+bnb95qLSKSh7gekouYHpQB2FebkDaOGMS5zz31eBKgXcSEDZM5GufSjLS5Of9XEpPusBY8EMlfd1F74L/4E4CHkr0zO5ME4IXvlDf/V/pFmhNYAT3AxICBIKyBAkRP6s2TTemrFLfSoBFUBVIA5AN6ABLIwsCiwCtBhoBCUL5VIim/adkVBBmULyMzsZqSCyPX7yAA8BN4FbIOKgxoH7gHtAMkDyAfMBCwILghwA3QI9AnoEHCYoERRRIpeiXApSKYgUiEqQK0CqALkC5DTICeAWMB+KENFMkIqA+ZBbyGMoor+DG+FHbtQsW1+3dC0gJZQahufunRtPR4fGRoe7Mh1dnZlLF8//3//93zdv2uDWXadOnti5fYeuO+y6UlWUVSuXnz19JhgMA6BZml6ybg/TLaKV5XGjlYEcRMkgkk5lB5EdhDtR6MjdwHTKDcK9yFwouanwS0qQcj+Vx0+I8mImTCZMqhRLeozpUeY0qWYW7jQmaqbkKQPup1qUucqAeYF5mW5JrpgZr7r+oD03PJYZ6H3U8ai9p+Wfw41aCqoFmoVaPs4qH6OnRIhiUjVCFZOKYpSKgNm3AB2pi0gGlYuoXEQkjy3SReay44SBasg0sOmDEtO9TPdKTj9zBGQtJCkhWQnKapHui2hGsTDC3B3lRoIbkyRPFfNM/sPq5o/On8KNMAsyredYgzwIkkGVIFMCQFUASiQlXl61bN2mK3cbbze1P+rItXRmm9szHZ3Z3p7B4aHHmc5cW2tXZ2dfe2agtXOou/+X9txPl251bXrp89SMdcwRB+oBZqBUMFU8m4KrQG3W2HmmOlAdqKOgwZHyuSqUIaNACTACjAAlQClQiowRyoj9AjK+VI8SwuyoOMR8YlXhkEKZM7E+GV81hfn+7jiPCAGC9jKsgiOBAbJnZVdehiflD5Pz55lF49lYCpEjcsw3DiRARpiMjCNTgDmAeoAGgVkgJ4FXEW02UecAnw7SNJCmAK0AiAHqADKgTJhCmYpURiJhXkbgBCkAahL0KeCcCXotGHUgJoGSAlEOIo0ijcokUCeBIw3OFDhToJeDMw3aJFAqiKhCMRWUmeisQ30BaouIvkQuWqWEV4ngYuaaBnIMpBAKE+QQSCbKFjAT86OGyG9wA1T715UbFyxba7drSwJF925ebnt0t37+vMp0qjKdnls9s725aevGFyzTPHbkq7ffeJ1LzKEo9lV214tbbl69IksyICmxUgtX76RalGhlxF2eb3rwMOFFVDaIrBNZR1kH7gbZQB6yRWSEm0yJSY44UywihbiekB1xJqLIAkANoEWUF8t6HOT86ANkH/AAKGGixYjTkowkSEUgTKkoRfU4dZUxI4kiHIpPvv6gvXtwpK2n+37L/dZs0z+Dm3HFShzUUlBLC3PoKNXLiGahiKAwqWYp/nSRNctMzVOMpH2Ep0wxEqo36fCn9FCKKkHCvSh7UHKj7LENbyC7UXGh4kJhIDdQ9hHZS+zygQpgCspO5B6Q/SBHgMdRSaKW+N3zvww3+cHTOGtspV8AZYNpQco9yBR/tGzLrldOX752p6mlKdPd0dfb3d/fkct1ZDq7c1k7nnl4eHRwYHR45Gnf4JOu7Fh379P7zX2Hj9/dffBUzZJDRqQWZROoG5gOkgZUBsaB2V/tp7qNGz2v0PkPuMkbIEmeMkDHy5wJiltSuKqAKDR3ab49n6+BcBw3CAQmlCbjIw5EivnFXjJSJV+B5o1mDkAXoAHoBeIH4gcaAOoD6rUfgMAMkD0gvCAMFF6i+KjiJ5JeaExK+PwptCQVYC6QQkRNyb4aV3ydf9Ke9IKvp6w4NWPNhSnLTk1acKy85stY5Tve0i1UTQIzbKEGsTeUUkGZhtQJzEu0BI/MVxMb5cQOKbVPrXjTmXrVkzpQVP5qIP1qOH2gpPJAuGq/f+o+a8H7sUUfxhZ9bC36LLHgi/K6Lytqv66o/TpZ91X5kmMVy05NWnJ6+uori3fcX/7yvSXbLyrhRSCSIEVQxJBHkMcIj/8ebkIowkT4QXIsXLlp2ZqNgAQRYsWBW5fPnjr2tZDzQ1hDd1y9eG7NimVet77v5V2ffvgeAlCCQpYSpbEvPvnw9QOv2OVi2ErVLd9GtAhqpURPgYiDYiEvRh4g3Gtr31F4UfhAlFC1FLmFskVFnKplRMRQCqMURuan3JQdpYonqRpJxUjYxxWt1CMVTrPCYU5ymJOcZoUeqXDGJvNASjMr9Ng02ZdCzaLuBDWSwAOB0srLt1s6eoY6+npbulpyw13/JG4KxCkky4BaCloc1VJULaKVMleCe1OSO0mUKDA/c8apEkNeDFIQpGDedM8DVCkmwtbmFiH3EREgIoCiCLgbuK1Y8YLkB+YF5gbmBOZAyUG4jsJApRjVONFSRK9ALYFa/HeO+jvn2YD8T+DGBNmEvMAvbP/whPuAOYEIJlypqhmvvfPR/abW3uHh7PDAw47W9t6u3GBv90B3T193/2BPb28u09ne0dbe0ZHp6R3K9Y329P048uQfmd6fzlzK7Hn98oadp6tq9gpPBRA3UA0kFZicv1QyCZic1/jlcaMDdeYFOPZWmXzTl+QbwJQD0+xBO3AvEA2oDsQDxAskCCQIGAYMAQkDCQIxgOhA1WedIGQIrECcCdejcSMtYYCyHT+m6GXCmCIbs7hnDvfUcvd87qqXXUtlV4MwVnJjJfeu4L7lPLiMh5bykiXcXKSULlDi8xxl833ppfHpL1gVyxQjWZjWSxO87HasBAdQgPqZmlRDtUXJjaWzDqWXfjtl3aXonMPJJWcqV12rWnF5xtqbi7Y1Ln6xsW79hcSc/Wq0FngUmIFMR6oQqlBJQ6YTOch9U0JVW+N1H0YWHDEXn4yvuFG5pnnaqraZa1rnrGue+8LDmvX3qzfenb75bmrN9eSam8k1t1Kr70xadXfy8rvTl92dvuxWRcO5yjWXqlZfrVx1ZfaGOwt3PqrbfHVKw2HZVwc8CXKMqKXIo8gjRMRRHhdSRPJjzQJuqOKds2DlslXrKZMIQonfuHnh9LeffcgoSowQBK/HeeHsD3VzZ6tC3vvS9m2bXxCcMYqpZPz9d954/503rEiIMYpIA2ayZskmopgF3FigWiAHQPKi5EbJg7IXuA94GLgJohSYCcz+8aJADGAB7k5WzF4zuXZdzeKtS1/Y98K2N9ZuPbh49a7q+g3zVm2vWbmtetnmGfXrp9atrqxZPmn20tSsJYlpCyfPf6Fi3jqrcoEnPkMqSqEWo1rUTEy7fLulPTfY2d/X2dvZP9b3T+DmNzbrfLGQQEeCetKgxYFHULUkb7nsm2SbOEA2QQqCFAA5hMJExS41i5AHIZ/3ESJKCEUAZC9ILlD84zMg5MUgh1AqQtlDuBtlR358I/tBRFFJgJr607hR/yRuZNOW2CAvtnFDuI9wgwmvpHimzV104cbtkac/N7a13bx/t3e4vznT3N7X0dnb0ZFty/VlRkb7R0f6+/uyY6PDw4NDQ4NjPb1DXbmRgZG/dHY/OXm+ff+bt157r3X1lu991gIgBqAApoAkAWMgsTxxqCjgxgnUCawgL6Z8gjfanvW6iAgzrUzyVHDfDB6aw806HpmvRuq16HJnbI3HWu+JbTRiG5WipdxYKLnmUK0KRQLkKLAAUA+gQJAKxEGc0IopiErz6RyMhwxzTmrOocScjxPVnyVnf5GceTg549vkzO+TM0+ka8+m555L150tX3AqXX8yveSH8mUn0su/Ty37Irn4o/SST2o3frdmz8XFmw5HEkuAGIBKIT2DTJDkKEDCTKnyxlbHpx2ctPCrqoYfKldfrFxzde7utvl7u2t3tU594fbsjbdWvNK5+c2+jYcyq998ULbgEPXNAjkKzAfUgVShkgZEIDMU3xRr+o6KZV+lVvyQXH2lcmNb9cahuRtG6zYNz9/Sv2Brtu7FztoXM7O2d83eMzhz7+jMl8dmvfS4Zudo3bahRVsG6rd2z9vRNO/lptqdTdVb7s/d+rBu+72q5d9Hpr6K2mSQoiCbRLNszSdVLKqWFt5XkfH3lY0bpvj/rym1tf+6jFIJANwO9dqZU0e//JgSkCQKAELIJ3/4rrZmlqrwg6++cuzo4XffOfT+e299+skHb7/1+vy6WvtliLQoXDZ74QZUitERJ3oKlFJQS0EOgFxUiMjwAQ+DiICIoVoGUhRFXHKXE7UUWJGkl1mTFkyreyE+aa4rnNC8UVfQ8ppx3Rfhuk8YYWGEhSvIdb+seZniYlynspNIGlAFuSuSrq5ZsSMyqQ6VEFFDVrr68u2W5kx/S3euqaOls/d5E0NfNtPf19PXN5DrG+7se7rz4EdMj6ES+WPc/G7aQz5PD51JEFFqlPPQZOBRUPIfY+TjxWRBzyJs0odABME2AfAAcB+IItCCIILAvMD8RJhEDgJRqTCACWAqcA9wP3GWAY8TPU2cSeBREDGqJ4lWBlIYZJM4EiBiRCuTvGnqSoFiUT3J3CngEVDL8sHGWmnhVhgDYYKIgIgU+jUlhWMyZxJYCGWTaaXIQ1SEmBIEqsmOovXb9xw9eb6lszvT2/uwpTE30NORbe/qz7Tlmjt7WnuHu/uHurO5tp6e9qHBnqHB3v6+nsHB4b7+kWzv2ODoX7t6npy70v3mh027DtzdeeD6nMVvUmEBKkToIMnAGDBawA0HqgJ1ItULHeL8FNyeOtkjcCIFAH2KMStVfTA+7fXY5EOxae+a1R+W1R8OTn+vZPrHqbrvKxaeqVx4NlV7PDH7aHz6l/GZn6bqvqpY/JVV/ZYcXQlyCmgAgDPJzbkOgARR5RIC5Bc25T2WHFBDVmRVbIjP+Sw47Zto9fHk/AupuisVi+9OXdaYrrs5fUXzzDVtcza0127trN3ZOfelztqXO2tfaqnb0zxv5/0FOx80vPSoYfutKXWf6L75gD4gGgAZjw1kEgcgSFxMmRlKvGym36hccHRqw9n04lOzN98rbzhvzTuWWnq6YtWF8mUnE3VfpxYcnrXm9KKXbs8/8HDG7stm7WvEmAGSiTxIJFc+sYg6QtaculXvLdxyfOb60zM335i3vWP6qo7K+pbk3Kvp+VcmN9xMLjgbnXsyufLWjJcHJ73YZy1vCdbdTK9sm9TwoLzucmreyfJlJ1INx1JLvk8tPV6+5PvE/K+isw4VV+1CvQKdCVQjIHwgioD7kRejMO07eOGE8rhRQkwNTqlZsrBhvR11XBIIrl68ZH5tta3vBQC3W58zZ3YqlTQMdzpdvmJFw8qVyxcunJ9Op1wunVJKCFLGAEj1/FUVc1aiYlJ3igWqQFjgiAMPAffZcTzIg8BLQMRAWCCXgIhRPYFKFOQgUN2qqKuqWx0tnwFUtne9AhIiyYAIlBCJAxA7PY4QxoVid/0ACZMVAAIolaZn16140RVJo+QOWRXX73e0dg+29/S1Zzs7ezv/SdykJvgAJhDnGW6sPG5EdIJaN5IX4I6rnvKf51DeODuOG26AGkDVBDkA1ABWhLKP8iKgAmWNKm6QHEAcIIdQTTCjkrnTxJEA2UQ1blY0zF75aji9BNCtW9XAo8CCxJkgjgRIJcAjVE/+KdwgN4GFZT3FtDgwP8oBlNxE0jXDXL99z6mL1+82Nrd3dXdmux81N2Z7Mh2Z1t6hXKavM9PT0TuQGR7pGR7pGRrK2rgZ6O8dGRodGhzr7R0dHPmlu/fJlVu9n3zV/eo77a9/0Lz1ldNWagnKPmAaSBwYKxypIJC1p1Tjw+/xTCmORAHUiBQBYglvfdm0961pnydmH08tuDh5w4PZO1unbHxYte7+zPXNM9Y0zlj1aPqKhzNXPZy7qbVuS1vtlqa63e31B7pnbb+fWnJENmYBegA0JCoAJUhkRikZx409qBKAGjJ/tHKzVXskVHsm2XBrygvNU9c1zdncWb+rf8GL3bUb22o2tVRveDR944OpG+9O3niratOtyo03Z2y5N+2Fm1NX3Zi98vqsJecTFW8LZy2AgcQBQChjdilFmAwoMW4VWS9aFZ9FKj6pWnRu1qqrqfkn4rXfaGX7HIlXeGybbG5U41tClftSde/NXP1N7baz8aXHyjeeT6084p60GfVJINm/MieVdUkUlSbnLVz1Rt2qTyrmv5+q/ShVezg+49v49GPRKZ9Z0z8pm/u5VfNJYsnxmr0dM/fmKl7MhBZeUyoOOyZ97kq/W1R+MDjpgJ7a7khtcyS368ndenKnI7FVsVbIZh06kuiIgRoAxQBhgDBQBFCEJzy6bNGNiUqEKGGgjkhqZu2itQ5XyA57VbjCmASAxPZMIXJFy6e7Iubb9UzC8cxmJJTJplVes2B9LF0HwkQ9QTzlIGLElZyAG18BNxYopXadhVoMRAhFECRXvGrepOpFTHUDEM1bNL9hSThmUpkCAuNsVvXslavWCCFSycTObZvfeHXfmwf3b9+8IW7FhBAut5fJSpFZtmbrK9xlKkY0ZFVcv59p7R7s6O1vz3b9c7hRE6CmQE0VvpN8NoeeiBtvuRz+L+PGDcwJkkEVU9IsKkxkbqAakTUqdKq5UbiYHmGeBHEmgYZRjTN3ElULlVikYun6/YfX7z9cUbcNVYu5k/kLnYhKRorqCWBBzP+oE3CjRP9HuCFe1ahgqgXUoCIERJE1X/2qTeeu3u7qHWjLdLV1tHdlM11dnQMDfb29ud6hnuxgNtPT2d3TMTjU8/TJ8NOxwaH+7MhA70B/79jI6Ojo496+4f6hp7n+J7cfDn1zYuDNjzoPfdT6+kf3Fqw4pBgpIAowFSh/NsR5FuNiOxjsKY89bJKQcCQagI7MAppSitb8y5TP47NOVSxunLqmq2p92+TNbTO2dc7alqne0lmzsWPe5o6F27P1O3sW7sjV7cjW7eyp2zNQf3Bs0Rs/Ln2tJ1XztuqbBegFcCARiNQWzDyHGyIAHcACZuXmkrlfhuvPpDfcm7L5Xmr52fJlJ6evPTdtzZnazZeqN56dvvZ45cpv0w1fJhu+SK74MtVwpHLl6fTCH1I135dXf5eedthKHHDodYSahDoBkDBbIkyAykRyOUM18emfpeZdTNddmLHyRlX96aLUayK4HvgskKpASgOfBGol1aer5oKy2S/VbDpaseHc1G3XqjaeilTvlwKzgAWAakR2ApEBZcURMa1qIzxHdk5j2iyqVhOthnnmUs8s6p5GvdNooNpTtXPa9gs1B9tmvtJurbykVL4N3mXgnAVamuhpcKRBqwBtMmjTwDETnNNAqwAlAWoEVD+oBqguUNwgDBBFIIKghJ+9oxQTFBPVCGqm5C6NpmvrGl6smL7IbyZwPMcOKROarLioJJhwOoyA2x/RvSHV5deLwt6w5TdLA5GysJWIJdJl5VNn1K5IVS5UitKoxIgrBXoSVAv1BIgwcD/KXuRFyIMgTLung5oFIgDCD8JLHSGiesumzknNrCFcACVWIn711pUlDQuZTGzF1NFvv75755ZTFd8d+fL/+e//dv74kZvnfuhuvtfZdG/l0noucwCMWKmPvj5eFEsBVUNWxY0HXf8LcZP8HdY8h5voBNzEJuCm5D+DG9mIoTDyY0uiA6pAHYwbsmagJPJyL9kD1EX1JNVTICyilRJHnDjisjcdqVhav+XdvR+d3/za0WjlMpBLQEQlbzkqMZDDzEhhvvdU+hxu+B/jRiqmIoosQHhAUoJUck2aNu/ijXu37j/q6M62tLU2tTRns129vbn+vp6+vr5sX2/PQH9PX64r29HX2/14bNDGzZORweH+nrGR0cePnw70jwwMjvUNPmlqf3zywujHR3pf++DBwQ/ubHn523h6MeEBYDrQ3/jC+cS6ZlxWY2uvkaiALqAWkJTi32hNPZyaf3362tzUdbnKdc3WgnPJpVfSy69WLrs4beXl6Ssu1q6/OWfd9Un1pyuXX1n4Urbh9cd1e4Zq9w6veOvx8j33J9W9xT3TgfiAOoBIAAVx3jPc8HHcRBceLl11efL2O+l1Z12V+yRzlYguUyP17rIGPV6vxeqEWSMX18jmPDm2gMeWqNZqHlwtuVfI+krhXCFEHaVJADelCoDdsbFFQ4I54mZ6izX7m8oV92s2tcxYcyOcfgPFHKApoHEgJtBikKIgRYEEgZlKcFZ81ssNB+5WrDoemPyKai2j7gpgfjuGkTANUELqlHgYaRAwgDSOrAyYCSKKogRkL8hFoJhKon7S+q+rXrw0a19T1Yu3zAWfg2c2iFJgLpCcIAdBjoBsgVwGchJ4AkQcRBREAIQBihtUFygeULyFAIrwc5E3iglKBNUIUA/RIiXJObMWbVq79eD6bQdffOnNlw98sHzD7rXb9m3a/fqKjS/VNWxcvWXv1j1vrtj40vINu5dv2N2wfteStdsXrdpat2xD7eJ1cxaus5JzFHcCeZQ4ksRTge40OJOgWnnc8KIJuCkF1UKnlb/uCYM6Q0QzktNrJlXXImNEYmWpxNiT4VWrlxACtqziwvlTD+/ekhi5euFU852rumCCQjpuNt681PLw7qR0OSE0YFoN63fEUtOYUhQurbpxP9uWHenoHWjPdnX0/DO9m+dwk5hwCr0bPVHATSUI08bNRBE3ipKCsrsE7d4NDwL3P7O6UQWYQrlH1sJcCXMl7AumyitmL1q6dsfeg0fPXjx7q/G1T48rwRTVE0Qry9cv3KR6gjjiqMS4b1Jxun7u2tde/fzKltePhcoXUj0hGSnqLAM5/OdwI0oojyDzE+YnkkElTyxR+fZHXw2MPn3Y0t7e1d3ZlWlpaenOdOW6s52tbT3Z3t6+of7hsaHh0YGhwaHB/rHRwaejQ0+GB/7605ORgd7R4ZEnT34cHno8NPxkYPhJW/fTizeffH/hyftft7724e0D71xavPYtw5yWNy7k8yjGcSPl1Y82cchE3ChAPEDCQMqU8Pp/mX24Yvmd2dv60ysemrO/AWcDaPWgzQMxi2izQEoDr+D+hSK4VC/bGq/9rHrTjfpXuhcdGFi0v2f1G5klu69aU18mIgXA2VLnAAAgAElEQVTEhVQQwmxtzXO4IZqNm0TDsfTmm/P2NVWuPc6t5SCXAQsCM/I+r3zoqi2Z8QLzg2QCNQFMAAugDMFCKAIQlMr2ohciM2ACqEcN1pTNetOadzy95k7N9sZk3deydzFgBMBNmV8IuyASSHRkfmBBlC3mqKyoe0uPrAS5HGgMmAnMsOduTLiRCmQOwgxAD5AiyiwqxVAyiPCgrOWda8LHo3OSSz6wFnw1devtWTvuVaw5Aa4ZqFmoOImiAXcB94EcBjli+5aBx1CJgOwF7gHFDYoH1CJQAhMeqH4QQbtxUyCOSZyloESAh2V3mV4yKVQ23W9N9kYmxcqrDavCXzbFXzZFCyYc4aQ7muaGpQYSir9M8cUVX1wUxblhSa4I00xZi6NkEhEnehqc5cSoIt4KEBEQYbAD27mB3I/CvkxZoJogfKgFQfESzU+EkZ5ZN2P+EkBCJbkskRgeGli8cB4B0BVZkdm333x19Og3ipAvnP3h2FcfKRJhCC6FJaziTFvznj17GFeCVrJyzmJXpJwb1m9xk8v8L8HNRNCU5XGjlRZwk8rjRonAc56RcAE3YcyHKoYKGWg2bgzuDhJJBSqEI1xRtWDX7vdOnr7V3NrX0z/WOzQ28utfO4efvv/tORQ+5CbR4kSLE21c/mOhEgO5BKQg0eL/Mm3Vsu0f7nr31Pr9h81Ji4kWF6EqdJQ9j5vS/EXvD3CDUpAKU1LCQFSuBbfsevVhS6axtaMt09XR2ZXNZltaWro6M725vo7m9tHhJ8MjT3sHRgcGR8fGnjx9/GR0ZGi0v39ssO8ff/l5oCfX2901PDg0NDQyMDia6xt+1D5w8dbImRtPj5zuee+rxjc/ur3r1ZPlUzcADQAtAuouzKHsXQIMqDQhWUIq4EYCIhPmAuIFElPMVdacz6teuDVvT39q+bXpa0+jOgvkNEhxoGEiooAOIDqAhjyCShLktIismbrm9LJXM3W7mxbva19zqLNmw0lnbCnQIiAqZTIUnH35bP8JuIkvPFq54e6iA23T1/+gxJYCCwFxAOUTaMiAyICKnRMAkgpMAaIDehCDFP2MGIyqhBDKEAigxIA5gZme+LrEvC+Sqy6mNtyYvPGSkd6FSjrfySaCU1lCxlCSqEapG9ADJESkuNAmUxYHDADxITWAqEAKK+KIjEwjkgeIC4gBJAigAxHPWqRMAckv+apjs9+O1x2ftbV17o6OqWsugpwGEUFZIVxGSUFZR9mLkh9YAFgIZNtJZwD3gGKA4gU1CIoJSgxEDEQQhG0cDxSIEwElRlxJ4kqCXIJKDHgJ96aYM26r84F5QPYx3WK6RbUodVpUixLVtI/9HaZb1GlRzaI8xtQkc1WgVg4iCUYV9U/OVzfjuBGBPG5UC0QJ8ADRTBBFKIqQG5VzFi9Yvp4ygYRZsfjPT55eOHVq1+aNb76yZ/2Khl9++eXIsaOaQzt29PDHH7wt0fywUkjshxPf73/tEAAJxSvWvPSmbJRSR3EoPuXmg5yNm7bu7n8WN/jcKbPPM9WfMwHCLOCm5BluxiW5eVWljZsAivHURS9wL3IPIHP7I/XLNhz59kI298tf//L/jo78W2trT2tb16PWjtZsz8NM7vCZ69ywJHcCpAByk+llkiuBIgJymGqW5E5K7iTwEqJaKCKlVcveOXLz/aN30nPWEy3+B7gp+SPcADO4FqOyQSR96pwlP5y//qgtc+LM+YfNLXfu3W1paXlw736mtbO3q+fB7Ye92cHBwZ8am7sfPmzv6x1+Mva0J5trf/So/dGjvzx92vqo8d6tm20trZlMd0dnV2NL+6Wbj67eHz59Y/SHq0NfnOh486Pbr79/Y/mGj4ySaqDhAnE0oNy+PQFlQIT9EQIiF/YQMCASYToQFzBTiS0tnvV65YaLCw/1VW64PG/9YWAmEMMOJWBcAQS0I0wcLsINQB3kMn/51uoXTizd27hgT3vDa9nVr7ek5h4CXgooCJUBfh830YoXreqjFasfNuzL1bxwTo8sAxoCVAiRMG/qt9OPGck7MKXx7TV5oSBwu2xHBCYjEABJAskAngql91vzvkltvlax6/r0nefVxAqQSojkJjZoAQSizrjCNGKb4DHIpDjDgEz8nAZk6qXEmQ/NYQIlFZhCuEGVILIAkUwiRQE9lLqYpFOmUaYzOUh5QgutTtUem7Tw3vwXn9bveDJn3SMgk0GKI9WQMKQyMoVIbiIZyPxA/SgFUA6AXATcC8IAJQiqCaoFSgJEHJQwjif7iTCICKgWqKUgLNDKQDaJngKphDjiwE2ilTJ3kjrLULWII071hN0EABGZ+EB9dkSMijJZn8RclaCUg5oCdxV40uCIg1KCwofcsA2lKMIgoqBYIEyw71ayD4WPCt+Measb1uxgTAMgyXjqbz/+7W9Pfrl66tydC5eOfv5V7+DIoQ8+opL86eefHT/+HZeZxIiuKb4i49h3x186cAgop87QjJU7eUmF7EsG/5O4yfYPd/Y/2Xnwk2e4Gfc65kFT9ntnXM9i4yYOwqRGiocm4iY8jht4lhEdyhPHztzkHpQ9hDvSk2cefOOdptZcb/9PTS19jQ+zudzoj0//ks32jD15/OTXXx92dr1/+ARyg7nKQAoRLU6UKFGiRLWIErODI6ga40aSCJNq1pyGPR9/f3/ljg+1cJXsTeN4p8nGjVoKIlbAzW+m4CXIQ8AMSSkG5IpuvvHul01tPReu3jx6/OTtO/cuXrz44N7D2zfvtDa2tDa2/XDs1JWLt3K54UuXbp0+daHpUdtg/1BLU/O1S5cvnTs7Ojhw48rlUydP3Lh2/f79+/fvP7x67caxExceZp6evT1w/u7osQu5Nz65+d5Xja99fKtmyevATGBBoAZQDYiNG/oMN6gUahw7E08ikgZUB8lUY4v8U/dVvHC+4f3R6l336rceBeYH6gAiA6AkMwCgjOQj45CipAMrAilqJFbP3XR+3o5M7e7cC+/212w8ztwVgBphKmBeVIy2k4FIQBRggWjFjtK5pye/0LHi4OC8TZf06FIgRQAyAilo9YiETEIuoUNGN6MaoUAk+wdgBBkCI0ipvaiTE0AAJgHzgVJhVh36bzVHUi9cn72vZdmbja7UKiAupBwBBEGdUhWJBJSBzIhOaQCoH8DDiFciOkMHQQVRIVTF8bgyIoBqQHVAJzI/lU0gHkKcjOmUaYQ6kfqAWsLbkJh9ND776pwNI/U7flq4LQesmmlVjBfZ9nQiaVQ2KPcTOUikEOHFRBQX8rQCoIRBiYAaByUBShwVE5UAKMF8+0aJgmrZASnoSACPyaGpoMaJngLZJK4kcJPoSVBLgZtovz95BJ0JdJShM0GcSXQkUUugI0n0FPOkgZdSrRzUFChJcFWBUQWOJGilIEwQARQ+5D4UARQmiCgoMVAiIAdBDgIzUASYGpw9f92KdbsoUxDZ9MmzHt64e2jPfockO5jkUbTPvzj85bHvDZ//wMFXP//8U0LA/mUlyuLfHv1uWs18rvupFohPXxKqWAjME4pPufWguy070tEz1NaV68h1P4eb4aHe/oFcT19v79BYbuSXXa9/xvQY0SziSIAaB2GBMi6Ts6gWp2ocuSXpKaangIVADlM9AaqFWikoUXTEQY0xbzn3V4BcgkokX8I8S4eO5A8vkVwJYAbXo8gcAEwW+rYXdz940NjS0taZyXXlhrp6h7t6hzu6e1rb2wb6c5nO1sHBwcGRpx98dVx2W0SLoyPJA1VA3MBN7k2BHCbC5HocUGNqVHgSyze99dWJRw2b31GKKoiIUUcC1bLn+k2KrfuMAJ9ooisBbquBfIQXUdkLIM9ftvHqzeZTZ6+dOnXp+PenLl+8dv3qjW++/PbG5Zv9vUPXLt86fuzU1Su3ujI9Dx8++uGHU+fOXcjlch0dHadPnvr2yDeZjs6b12+cPXu2qanpwYMHZ86cuXz58skzF689yNztGLvX9cuFB6Nfne089PW9l96/svWNM0WJhcBCQD1M+AFlwPyqSYIcUZ3gY5QKKbYKoAI0IHmqk/M/K19xeeFrP9btyS3fdQVoFCVvIRyaIMgEFEZ0ACkfnE4koE7Jma6o+zi58N7cnU/n725fc/CuEp4N1A3AkXB7MWY+aIkSIDKyoFmx25x3JrGutf7Q4LyXrjsTS4C5gTA7DAfzliqKICMoCA4EBYAAgQmGKYqUEkZtkCGlQDmAg+pTzMmvWHO+nLq2ddXrv67Y0xpObwMWAJQYpVJ+fw0lwAk6CTVQsuP1DGBuOwkEmA7MPeGMJ5bZ4dC6/TKkTiLphRW6XpBiPFgfr/08seDC9E2ZBXuGa19sAq0W5DhKbiJrKOsoudHO1pKLsLCJASd66/Lv81he3ffbdPQIiJi90r4wIbVP2TOHUEGGis4ydCTQ8cxjjI5k/jiT6EyClgRHChwpcCRBT4FeDo4ECGv8wYniWcM0H5asWSD5UQSAqEwN1tavX7xiM2MKQZZOlj/pH9ixbh1HZAAywdcP7D948KAsS2+9/urr+/fIjFCASYmyzz/88KsvvvYHTMoUphgV1cscoRRywyytvH2/sy0z1N412Jrp7cg+ryoeGsr2D2Rt3HQP/7zztU+ZM4pqjNlqaGFRo5y5UnZJwo0kVSzJmSA8ClKI6QkRrGTuJAgTHM9wI/0WNz4Qged+DTwGUhhYEZH9QjcBaDJZ9fZb79++eas/15PrznZ0djW1Z1o6s519A/3DI6OPR4aHenNdbcNDA8MjT97//LikR0FYoMZBMm3ZEnPGiYhQNaJ4knqgXLjjG3d/8P6X12Yt3C47EiibRImjsHBChxvVOCjx53Fj6z7HG9h5ywmVXLv3vXf3YebK9QcXL1w7e+bilfNXr1+6cfzbE7eu3m5vzVy9dPPc2cuXL924cuXarVu3Ghsbz58/39bWdvHixXv37tlb2O/du3f27Nn79+83Nzffvn373r17Zy5cbuzsbe558ij385WmsWNXch+caDnw5d3dH16tXvkG91UCcSPVkXBCmMQkRiWKnKCCzy29koBISIWNG9lTnar7KtVwbeHBv9btGVq+8yZQC5mRDy0GiiAI6AxdAJwQqWCtEkyJp2a+naxrnLnxaf2e7Ma3HhWnV4IUANQA7EXABdwwBCIjM82KvcHak/HVjQveyNXuvuhMLATmAEIBsZBnYafIyYgCUUUUCPZmToq21YtSpPmVVraUBIgAdBE17S/fmqz7pmpF86p9f1u7vy8+7Q2USgFkQiRZEgwlRjglGqE6Uh2YEyQNZMdzqcPMDZK7EM86kTj23h4HMgcyGzcOYBpIXpBNObygdN5H8YWnpm1pnf9Kb+2Oh6BVAy8F2YWyBrI7P8N6Fh5q712YqK8x4bcT2JLncRMBNQZq7H+KG3CWgTMBzvFAuAQ483xBZwr0AmWcSXAkULfjNxMF54StZo7YJX8eN5IftShwP9FMkA2q+Ctm1tctXgdAGZNrZs55OjC4dc1qCfMJjO++eWjfK3s0Ifa9vOubLz/dvnn9jo3rP3337bdfe2PW9Nn2u8EIlS1YvlXWTa5HzdIKGzcd3SNtmYGO7qHnTQyD3X393dmeXM/gaNfQTzsOfkIdEVSiQAOyr0oxZxI9yfSUIzKVe1OAOlVLFe8kqpaCFCJqKXATpCA1Un8WN7InxRxxKsJM+FRnYN++Q22tmY629kxbe6ajszvbk+0f6hkczQ6N9A4O9Q/2PR4b7O/JPB4bGXv808dfn5LdFtqRfdxi7hTR4igiVLOAuoG49WB67Ytvv/nJmSVrX1OMFBUWVeNEiQtf5Z/FDcoelHVvSeL4mRvN7b33G9tv3bx/6+a9jub2TGtn26PWwZ6Bvp7+rs7c8NDjrkzP8PCovbn91q1bf//737PZ7MjISF9f348//vjTTz/19vaOjo4+ffp0dHT0559/7h8Y6uwdzvT/2Nzz843W0TN3Bo5cyr3/fcurn9/a9e6Ff5m8CpgPUEGqIJEJYZTIlAhCBJKCNzI/Fx/HTVA25iTnfZladnXBq3+p2zO0Ytc1YCYwvVB0IIJEQBBQ7K3QmHdyCypFrfSB8vmPqtYMLnypa+Nbj+LTN4EUAHQCyAjs+eqGI4uak16JVJ9Irry/5LWuBbvOexILgDntdbETU0VJYW8vQYoT/BCFJIp8OCAhiEgBORAvyAmntapi6XepZTfmvzK69u3HU1eeFsGlQIoBdUk2CrsVGbG7V1RGJlC2703ahNDVfDmT/zN9Fsmar27+ADfW/B+mbWldsK9v7s7G/6Nww7x53KjFVCtmarA0PWfxqm1AZMZ4oiz1/TffVU+bIReWIq9euWbp0gbDKFq5fMWrr+x9981D+17es3v7DisW97h9kqwhFUIvnjn/BZR9wlNqxqsm4qYz+3ya38BAV29fV7YnlxsYyQz+uP3Vj6lmohKRPGmqp4AGgQUTM9fv++T8+r1feEtnEREDWgQsyL1pzZYOS6H/GW5+7zIlBZkWA6Jp7ujL+95ua8t1ZXqyXd0tjQ9bmpozXdneodH+kSfdg8NdPb3Znu6x0YG+XOfjsZHHT37+5PBpYcSJI0H0FOb/cyNUK2WOONNiseS8NdveevOTM5XVq5EFUAo4fJVUsYD4mJ76L+HGWTGjrqlzoLkj19SaaXzY0tLS1t7c0tHSmst0DfcNNT541N7a8euvf+3s7Orq6hoYGPjHP/7x5MmTn3/+ua2tra+vb2xsrLGx8enTp2NjY2NjY6Ojo4ODg7/++utPP/+a6xvu6n/cmh292z5y5dHwqdsDn51uf/3L24e+vrtowzvOUBVQF1InobaliFEiCFGQKPl84me44fnqxpiTnPtFcsnl+Qd+rdszsHLXVaDFyLRnH2wgdkoFACGkcLVBgTRSnNybnHevcmVv3famF167W5xeCdQA1BBVBMlOvAUEoBRQAWpF0/vjtacqVt5d/VpXw+5LgcQipC5ARpD8ZrdxPqMCC0GweeKQZ4E7CIzYNnSZ0ADQGPfWpZccji8+U7W9ZfGhkfl7O0prvmBGPdBSIB4gHCkjjFCGhCAhlBCJ5sVKE1PlxxOCnPkzIQH6f4CbWN3xqZtbFu7vn7frEWjVIFsgu5A7/rfGDQoTeAi1GEhekP3MGaVqOFw2ZeXGvZrHBJQBSDSaYFQGQEoYAKFUoowDEJkrlDCnw82YPCHtSGLCCMWnLFy9V3LFQS4y41V3HnS2dw13Zof/BG6IGieOJPWkJX+F8FcFUnUL17/x9tfX1uz4JFpeL4y05EqCbIKIEGcZyOE/wg2IEDyHGxPsuTgrQqlIcVnLVm9v7xoee/xzc3Nre2vbcH9fd6arrb2zNZPtyPa19/T1DQ3/+PPTsdGB3mzH6MjQ6NiPH375g6THQLHADmeVTeKIo4gAKzJTc7ft/fzV945PmrmC66XIAky1qLCoYlE1DlLJn8YNd1Ghr9y4M9M3dr+po7G5o6Wlraurq62pufVRY7azI9uZOXv6zLUrVwcGBm7cuHHy5MlLly5dvXrVvkldu3bt3Llz165dO3r0aFNT08OHD+3VPMPDw0+fPh0ZGentG8j1D3XmBpsyQ/c7Hl9tGvn2Yuc7R26/9+39ve+fn1q3TXJYQDSkGlIFCSdEIfklv8/hBmzcsCA3qhO1nyaWXKjb/0vdnoE1u64BDQEVdqKWLYi3P/v5eZOdDI0KYfFIYr81/fK0NdkFOxq3vnXPUzoPiAtAocSJwAEIyctvGKAGtMxKH0zWHJ/ccHPtgY7lOy4G40uAuAEkkm9rIwOkCBSB2iFZ1A5GJ6Rwg7L3iDBKKYJEbCLJhHoBw1SdZs08VLb6eGLz9el7M3MP9k/f0hyc9jl6lgC1gPuJolBBqYyUIiVI7czj59LRJ+7ncuS586zq0eGPcROZ+93UzS31rw7W7W4axw3hzv/tcZO3SftB9lHNJEpQKUrMWPBCauoCzYgByoy7gMhMdipaEZU03WsqesBpmJo7gFTWdL/qLNI9xeFIUi+yFHcsPXPZpDlr/WVzUESoYkbik8dx0941mOn5z12mJCNNHEkQpcAjIJuoRJRARXGqbtuBb7cd+Hbtzk/jU1YCN/OtYv6HvZsJuAnZOl3kJvJiIopRMv512dZzVx5kciP3HrZ0dnY9fPhwdHCgJ5vrzvb0DI70DT/uGhjqGxp++tOTX35+PDLY89OPT548/eXjr0/JLsvu3djCYqonqGY5wlVbD3z5/pdXJs1cwRQTiJMpMeFOIgtTNa76JwOP/kncGCg7uTvw+vufPerI3XnYfK+xub29vbs705/L9mUzAz25XKbzzOmT58+ey2Qyly9f7uvra25uPn36dDabvXHjxsDAwJ07d65evfrDDz/cu3fv3Llz9+7d+7d/+7d///d//8tf/jI0NDQyPDg0NNTbN9SZHW7NPr7XPnbuVu+Xp5s/OvbgvSN31u782G/NAtQAODIdqUbylynxLLYqP5ySgSjAQtyoTtR8UlZ/rm7/L/P3Dq7dfR1IECiHQjZ2PtMcSX7ShADIgHiYXFGafjuY/n72hu5lexq3v3tbj8wA6gIQiCr5LW6cQBNW+mB81tGKJZdX7m1Z9uJFn9UAWASgIYzbyikCeS4xEAjahsl8lLpdsjGKhNnrApAT4gIsInK5Fl2R3nS8fMfVKS+3Vu/vm7dvdNqW1uJZX8jRNSAskJ3AKFAgFBlhnAiZqoSICRbWCWsYmAJUK9yzJjaS9d/FjVlzdOrmlsUHh+a/3JLHjaT/H4GbEpD8RLUXQpgogsB9LrOift3euhU7a5dtrVvxYnX9hroVL9av2lm3dNP8hi3T5jXU1q+va9hYXbdm/tLNNQvWzVm4rnLW0jn1m6pq1lbOXa+bU4H5QVjMGY/EJ999mOnoHsrkRtq7+3+Lmz9qFQPo1FUuSmYQPQE8SvWy/NIs4i2f+cKaHZ9s2n9k/d6vErNfoHqC6GV/jJvxznwo3yTnxchDQDR3OPXOx9/fbsw0tnbdvt84NjaWzXblMp0dbe1d3bmhxz8OPf6po7e/vas715t98nhooLfryePRx09+/vjrU9xTOt67AWERLS57kqlZa9/84uKn396qX/NKPF0nOy2gBsohwqMgFYMcKSxv+BO4AUlzm/ETF65fu/voflPrvcZHnZ2dHR1t2c62bKY109bc3tx47uzJs2dOtbQ0Xb9+9dKlSzdv3nzw4EEulzty5MiJEyfOnTt3586dW7du2Tx68ODB3//+97/97W9jY2Mjw4O/PB178ni4v7+/PdPT1DnwsGPkeuPgmRu5w2da3j9ya997p2cv3sXUKICwU7WQiAnbbMdZk8cNsrCNm/iis3X7f5y/d3DdrhtAioGI8Q88FvL5ACAf5Ec4Yaas1CQnf2FWnZi7pa1hz62GXUeFNwlERdQAOAEZoLCHiDBAJ9KklX49Ov3r5OILS/a21O+87k1sABoHDCM1AYsADUAPoBOIbQFjwGQABdAFxMivmiC6neJICSNAKDJGBIIA9BDJApEy576R3nx6zr7m6j1dNXv76w4MT9ny0FrwFQnOBz0J/x937x3bRLrv/3+kR3qkR3qk0Wg0Gnlka5zIjh0nZGwfW/b1z3JkxREhJCGN+BJ677Cw1AWWtixlYalL733pNQRCQnrvnd77nnCjXNCy+zsnvz/GDmF32bt77v3+7vke6SMLgYQmFvPiU99vRqtY+lGiYonEEEkpM4N+Uhzq8VYPCCT24Ebb0z/+TdxEpe7tN71w+FctmQuLQUwBxgqMhHnp/3bcYMEMJJRKDqyyABdBRAuwBkWHUzB4TK7UMEdCqC1OZ4/X2frpHf311lid2asz+8IdcbJ7gM7iE41uNsQRYo4Tw32CMQbxFiy6tPaBQkQiMCbZGXctr0zBTVl1Y2Vd08eD8JaaHtxU9xqEc2E+rLzMgg2LTqSyAhcFTDgVHaIxFnMWb+q0o1eaJi/ZBbwFa11/DDcBx1vMGViNPHfJ+pyCmhNnrpRW1ObcyL+el3PlyuX6upqigsLruTduFJfdKC7Pzi/MLy6pa6gtLyssyLtaVVleW9f0zeb9VGNGKjuILuDtjN6L1Q6gRsTL6oiY9GFzt+y7vHH3hRkLN/VxpBFe5kOiqegAGvnnezc6YMQIp+dKftnJi1n5JeXX829UVlYWl+TXVpY11FZUVxTXVpXm5V7NuZbV1NRQU1NVVFSUl5fX3Nz85MmTpqamxsbGO3fuNDc3NzU1dXR0tLW1tbW1vX79+tatW+3t7a9ePn90/9a9my31dTXFxaV5BeV5xfXXCpou5DacyKretDd7y8Hri745IrvTA+MVLCHEf9DW/Eg8nAHMI2ri9KnO1E2Owd/7l9wZtKhl0vxrgC2AVYpkX0CRGFDgIFDxRMASZty8erQ38YA79aR/5o0hc76PG7qQqMIBKKUSAhYDo8gUAwAgCkhExGX1Lo9K2u0YcXbw0srMRTdCvQuAiwcmBnFxiO2L2L6I8yHOC7wbVHZQW0C0AuMAxg28F4s+LPqwyoXYCEQ0hPAAmGDKEA6AAhYxEwGgo0a/a/BG/8JrybOv9vssJ2VBWcLcAvfYE9ZB23S+edSYDrwTaB9EjAiHAlIHdQ5VQIRexGGDVutKQ0cCqgXm93ATmbLnXxI3VHIAlqjkQLwMVMeEuojahlRWJJiJ5OAM3sBVl2gFXkYqC9HYeL0b832A6hEXAVRP1DZG6+L0XsA6tZxMdTFE42HC+gE1U43L7OoXwE1tc1l1/S9xU19f3txSV9dQX93QUt16f/7XW4najAQzlTzAyECjQGXHKgcWbUS0U7WdC/Fg3iZ7Bs9YtnfOykO2fmOw2oG1LhBtIFiU7RtGH82F+4CTkcqKRCtwJqB6rLFi0Qw0FHMGzOpkZ/zhU1fzSup2Hzh29mLWtbzc4yeOnTl7orDgxsXzF44cPX4xOye3sHT/8RPHT51+8OoF1cEAACAASURBVOh+aUn+0UN7z5878+Jlx+cLVvE6BxIDa0FYdGLRwWhdRGXDgqwOixb17r6pEzbvvbRq0+lR01bZoodh3krVbqxyIMEJKkVg1I1FF1I5Qegt7xgJXARw4QpuEK8HRpTdMTnFVScvZhWVV+UXFxUUFFRVl5UU5N252VxRWtDeUl9dVXb7VuuzZ0+ePXvS3t7e3Nz8/Pnz58+f37lzp7Oz8+7du7du3ero6Hj27Nnt27c7OjoePHhw8+bNrq6u1pamO20NTx/cenj3VlFBYU1t48Ur+ReyS68XtRw/V3L8YsWOI7krNn4/fPJyld4DIBDWwLC6QBlC+ABuAvqhSjFlVIUPdKR86xl1JnZa+Yiv7oyedQ2QA4gecxogBLMsAMVUEfRV+hoSUJmV0mXX6pi0k17/iTGL8ofPO6BzpgDmAFNCBASUAEU9rWJMAImIOGTvkoiMgzr/8f4Ly+Pm5nomnGCd8zSeLzXuheG+NaaY1eHeNYaYrw2xy8L7L4lMWiSnLuvTf4Uct8qWss4Qu1hOWubxrxDl9MAADlGsNGEQgzAHRASiB2zndEM9aWuGzjs7fHF2yuzzMZNOeiee9Yw95xl1xpK2U7TPx+oMYLxA7cDIQA1AdUDUQETMqAknYSoAYpBi/EKDFlE0BBgdsPogbjRA1QpuGJPflr7e5j/snZAz6Mu6zIXFoBoArA1xOmBUiNMpBzcBk3g+PHCL0wOXD7r6co8veCACv2MB3gKCJbjyF9y+UeQx1b+OIGV6IrBoo6gpK+FWTCiR1oOUjTnOHMSNpbf/DOL6IK5Pj40a8DISzCBY0YcnsfXwDol2pLJilQWprFi0BW6G1C6srBqKbqT2BEKMRioPVjlkR9/r+RWBjbnq+qr65j+EGyDhfER/1hiHRAej89JQN+LNjNYFKCR52ILV2y6NnrUh1JaMFIkJNuKXuDEquLEFvmI2HPERWIjEvJFwYUDU46cvPHE+59zlnC079hw+/v3Jc6eOHDt46fK5kuLC82fP7d6z79ips9duFB09c+7QseNFJYU51y4fObjnyOGDlVV1oybNJWIfJDqIzguCgzfFYbUDiF75p4ZZEyNaQiJjpPDogcO/WL7++z3HS6ct3EHVbizY/yxuMCdZo+OuFVWezbpeUllTUlFZUlJSVlZSU1HaWFfZUFN5s6Ux/0bOmdMn9+zZ1dzc+NcfflAKpcbGxvPnz2dlZf30008vXrz4jzdvWltb161bd+rUqVevXj169Gjnzp1Ll3x5s7m+ojjvwpmTK75a5s8Y7Hb71m3cffFqWV5J25msih2Hs9fvPLdw5Z7Y1ElUZQHgGFaHMafYzgbKKEoBY0QYwDwQPadPsSascQ0/6ZtaNmz5ncmLKjCTAEQGogWgQAUAHrAOiAmQDkADNJINTdI7Z9l8uxz9jkz9qnnIrAu2xBlEbQZEAROMWRRo8qKAEWNgkmWTY77Upe/nUw45Z+RFz8mLnZMTmbnHNeqYfcghm/+wbeBRc8rhPgP2mwbsCk/eZkrdHJm2RU7ZLg/Y7hpyyDF4T9+Jx5OnHQ5xjgUSCVhEiA3iJqiCSiRMXYCciPEYnGOSx28YvezMiOVXMxbm+iZedY/INqedjux/KKrfVn30YqrLAGIDEgEkDKgBMWFAAkcMhBER4QPGbEp2w0i/jxur/5B3Qo5/Ue2/HG6C8eGprCBYQWXvddnj7PF9/HA8ITqQ2okCe4YeED1IjEZqbyACuLHJjr7XC8oq61oq65r+DG54m8aaijVuoCYaEg2sCUBktC7/uOUzl+yZPH+r1TcC8RblFJuEuj+JGz4KqSzARwEThnkTVUVSPoywIcdOX826VnT2Uvaxk2fOXDh/PuvCxewLhcU3aqoriwoKL12+kp2bX1pVd724NPt6bnllWXNTbXtLfUtz4/MXP6xcv1sd4QFWBs4KgoNIbuBkxJvFiFhO58JshBDqBKymQp/QyDg+xD0gc96qrRf7Z85ndd4/ixvESTZvv8t5JZdyCorKq8uqasvLywsKbuRfz7l3q+3q5UuZGQP1ulC7zSbL8ooVK6qqqp4/f15aWjpo0CBJklJSUl6/fv3kyZNHjx4dOHBAq9XGxMQ0NTWVlZUZjUaB504cPfTyycPPp0/BCGm1oeEmee4Xy/cdOnP8zPXDJ3OOny04fOrGuu9OjJm+ItKRBMBjosKYI4GbQwqEQQwLSMENB0THhibJ/b62Zx71jC/490Xt/ik3MD8IGA8wFiB6IjoQ68S8D7F9iZgomNJCnKPk2C/cGTsSxuQN+qx27MJK54DVROMBolIkkFHQ1UFZuEEIAGNALCLmPr4vzaPOq/yn5UnX7NOuej6/Io88bBl5xJi2S/YflgceldOOyWnH5PTjFv8xW+YR+5Aj3rFnPaNOJXx2bcCsa8OWFg1ZcElyjAOkB6xGmAtMrAKbhwwQkWAZQR8APWFlTVRfa//x8WM3DJp3PmNuaf8pFe6h+faMq/826JzDf1Afu5w1j0ZiHDBOoGZgZKBhgFSABcJqlGLqV7jRfQo3loyD3vHX/ItqBy0oCuCG1yFW/JfAjRlxZhR0qQZBuRS3B54hIOatVHAOEBXcOBTQgNqDNF6k8YLoBbUXaWKQJiaAG9H9W7j5Y8VUoK9Bo0BlZ0K9SDCro+KGT1+17UhhP/8sxMpADER0INEOvAWJ9g+9G8FCdZ5A70bJbpQvmjVg3kS4MMrrZZs3r7Dm6vWi3ILiorLy4oqS0qqSyrryqtqyqsrS9ta2O3fvt9y629B6q6alrfXW7cdPH+Vev9JUX9XYUHfn7sNt+06ZXImKUTcbFgusjEUHp4+mkhOx4ZSXZVeK05cpu5IBSUD0gs4rRcbLnqF/HjcGoKLZ0/fMlfycwsrcwvKC4oqKiqqCgoJbrW1VZaUD+sdTQuJi+34xb77L5bJarSdOnHj48GFWVpYgCAghq9V66dKlBw8edHZ2zp8/HwAopceOHdu6dati6r500cKff3w3cugwhjKHDh0pL6tpabmbdbVwy/ZDW3YePXwi+/DJnM07Ty9bsyd9yAyGNyp+2wEHJUSAspjlggcBHBAdp0/qE7fcknHQPvxq/5l1aZML9I5l4Z45fWKmhUePt8XPjvLOl71L5ZiVzsR10Znr3IPX2dO/taXudPkvxg7P0zq+xuoMIOFAVEAYQAgBoYihvXCDAriRZd8ik/+kOuOsbXJe/JLKjNVV/pUlQ1eXZiy+kT7/Rsa8wvQ5Rf65xf55JZlflAxZVDxscfHY5RXDvywYv6pmzNelE1eXDlt4QeceB1QGrEGYDeIGAyZAGSAqBFoWRfC0D6WhgHjAGlbfN9I32zfiyIDJN1Kn18SNK3UNumjLOGbL3O8askPnnceZhgLnVQQoEBuJqBYC+SCPqOKSrA5Ix38aN+aBBzxjs/0La/7lcGNWAv5L3Kg/4CZwO6n2gCYaNDEgxYAYA2offMCNB6ncWLDKDt/1grLKuqbKuqay6ro/ihvgbcDIWPKQUA9wFo2lv3/Css+W7IhNnxFqTlKemEpBuTzGBGo7qKy/xg1SO4AxgiAjPhLz4UDVjKAfNfHzi1k3rmTnlpZVVNfWFFcUVdVX1LfUFpflHzm8P+vS5fyCoqycvJPnLp3LvnY9vyAvPzfn2uWSwtzz586cOHn2i2XrxXA38DakcTN6H9AItTmB03sAaSQ5dtSUFau3nNi05+KUuev6ONJMjhRe6wHQINYCnOVP44aIJkfMoZNZJdWtOfml128U11Q3lJdX1lfX7N6+g2CclpTa3nqzoa5x06YtmzZtOXLkSGtr6/Dhw1mW7devnyRJCxYs6Orq+vHHH5MSkziOYxjm3/3+2NhYvV7Psuy0KdM7XnfM/OxzSqhZtrmcnhPfn62ra7tw4drOPUc3bNm3bvO+zTu+33vk8pxF601mL0IMAFE6EYDpL3FDDbwxRY5fIafvlQed904q7Ts215G42+P/zjNorSNlmSNltT3hO0fi3uhBJ23JeyL7r41M+cY2eKdj6NE+qad1voMgjAOmP5BIwCrAFCGMAyrtv8ANAyRS9i7UJxwIS78QPa1o8Mr69EU5yXPPpMw+ljrrcNqMY2lTj6ZMPDJg7IGEUXvjh+2IG7ql75CNcUM3RQ9cEzt0sztjtSv1K1vCPDYkFkgYwiJGDEYEB7IbCpQDKhCkJqDCSEWU5UYsANEBY6OhAyO8S+JHnRj4WW7KtOux4y66h510ZB50Dt4lJ64RrJOAjwVqR7wNsQbAPFAhIEPxx3Ajp+3zjLmSsaDa/0UhqAYAZ8e8/l8AN8CbgbMCZ1VOlAIiOApugq4qH/Wqf40bKQYkH6hjQPML3Lj+cdwQyY1UDqKNVlTHR87+9utt52MzpmPOgjgzUTlYXTSri8ZqBxYdJNSNNI5f4wYEK5acQMOQaEVCH8yHA1HxGtPaDbsuXLiWcz2/rLyypKw4J/9aSWVRVUNZYUle1uXz2VlXcvPys3LyLlzJyS0pKy6vuJR1saT4Rklh7oXzZ48eOzlvyTo2xAaCDUseInmARohyPBYsjNY1a/nOHYeuL16zf/zMVQu+3v3Nd+ds3sGAdFyIh2r+gd6NAahGinCt33a4quFubkHltdzixoa2+rrmhur6w/sOEUSGZw67kZs/a+bcyAhzZIR56NDhpaWlbrd7wIABGzduDAkJycjIqKure/r0qU6ns9vtPp+PZVlK6b/7/VptqMftrattHpw5gmOFRQuXbt60raK8tqqyvqK89vLl3J17jq5YveWrVVvWbT6wcNkGf+ZEQdARwmHCY1YISIhSJpAOYBaoQQhPtSSsNKfvC+BmXL5v5HnfyEMxo3a5B29xZ+72Db8YP6YgZkSeZ9hl1/Cj7rFHvFPPeKdddY0rdA2/pnOvkSxTqRQDRAJEMaIEsRgoBYqDvZse3Ji9C80DjjkGX4+bUuifXxAev5xGZILKi8RoEtKXSrFU7aOilwjRhHNh1oFZO+EcQM2Y9wDjAMaBODsgLSARY44EW8WASEB9hqopFTEwABRjnjISYSTASugR7xbl4faEFQljj6VNvxo7+qI19bBr2HHvmOMO/zaVbQrwMUBkoAZgtEDEXrgRgVEDqwU2BAJrfr/ETVTqXvforPQvqj7gRghDnPr/ctwEWfN7uFFaxXYkKq3inuaxCzQKbnwf48aL1B4surHKhQWL7Ij5h3CjdilKZcBb9U7/nDWHNh/OGzdnvd03ktd5gZqAk7HKpghTYa3rt3ATCYJVyW6w5ADWSPhwzISoQ+Wde49dy8kvKiopLS0tKinML7lRWJZfUlNYUVt25vT3J78/ceHi5bOXrhw9efZiTu6NouKz58+cPHHk3Onj13Ou3sgvXvfdQcHgIpIbh0RTXQwINiK5gOjtsSMWf3ukX9oUKsis2qqTfTMWbJ06f7PNM5TVeoCYmJDoP4sbxIZS0TRj3qqymtt5hTXXcksV3NRV1p8+fkbgVPG+/kUFpdmXryckpCJExo2bsHLlSgAghERGRhJCtFrtqVOn2tra1Gr10KFDT506JQiC3W4/efKkzxcrm+1Pn3Z89tk8APzZ9FlrVn977szFxobW8rLqquqGazn5u/YeWbt++5Kv1s9buGrugpVGo40QHjBDOBEz3EcmdogBouPCBsjxK2z+g44R2f1mNQ5bcmvE4oaMudf887P9X1xLn50/+IuWYQsepn3e7v+iPXNpferiIt+sbOfEi9ZR1x3Drnr8x6OTv7VEj9cYPZRRI6AYGAY4CgwB/Avc2KIXWvoedqddTRybO3xurs41HQQ3IDUwOgAuGDwAjxCvOGRiJACwgDUAIiAJUx3CKpbREsTSQIcII0SB8EAlYDSIKqbmHCEixmqEVAiLWBFXJSpgdFh0aWzj/i1xoy/ztHfIRffIC66Rp6JHH3P5t6gdE4B1AdZjzvRncROZssc96nL6/Er//IIe3GBO8y+BGwU09kAINhBsvVrCVqRSPHLtSLQh0foHcOPGogurHESQZUfM9YKSD7hpaPgkbmp6cMObsehU2jdYdCLBjtV2R7/Rc1fuX7X1/LSF2zwDJnJ6b0B+PMQNnPxL3Bi8wJqQYAaVDbgoEuICEoI5AytGhBhsO3YfycstKrhRWHQjr7y4oLamvLQ0r7j4WmNjeWHu1fKi/FvtN9vbbxUUllbWNjx5+vzRg4eNtTWN1dXPHz179Oivuw9d5kLdWHQj0Q2CA6scRHJhwZY2etHUBd+p9B5O62REG9AwKSJ2ztI9QyevwoIN8/bfym4cQXeaHo+O8F/gBogqY9Rn18ubrxZVZ90orqpvLq+uqagoq6woSYzvqxK4fnGxo0ePdrrcDqfr2LEj8f1jI0xh06ZOXLN6xdcrlgLAvLmf59/I4Xl2/LhRb7vemOWIqVMmPHxwx5+RHh5hupR9ZcXKr8PDw21Wc4TJuGb1ypam5rq6uuaWtqLi0otXrmVdub5v37ElS9YsWrQyIsKhyGhjRsCM0i0miCrOdiwgLRMS3yduuT3zsHvCjbQvbw2YXpw6Lds7fI9v1PbYMTudGRv+kvRdROxmR9rBv6TstKRv8Yza23/muf6zr3jGXTQP/N6Wctg76ED8iE2elBlimFNZ/xWoRIElgCnCCAHCBBAH1GTxzjP79ruSLyeMvDJmbo7eMRZxVgAWsyJgihBRshWs7BYDQoCUixuMOUAsIA5hAYDBiMOIIcGxFELKUF+HGC0QAggAMCAWYzXGGoRFRATADOZUmJeAhgK1sKF+W+w38SNP951wRU4/bPMfjZ9y0Z25leoGAg4HNgyoqNRTQEVg1MCogdUAKwHVYCYkIFjBGIC1sOGZtrT1Eck73aMups+v8M/PB9UA4BxYMGBOAk4PnCI6YUKcKSjbFPXncCP8CjcKa5S3Wt370/URbnpAo/aAOho0HpC8AeJ8wI0bVA7grD24CQy8+V6VVCC7sfdkNx9wE4COXQkQf53dxICk+Bp7QfIijQdplLm4Awuy7PQFW8WNZTU1VQ11H+GmobasqbGmoaGhoflmfdvDucs3YyES8WYaEg2MzOpjWb0PmChgTJg3czp3TNqkwZOXbTmaN3XpTp0zXSXHkxAP8BbFIg5pHMCbaaibN8UAFx4w01LZkGgFxqAYG9pdsYcPnym4UVxRVFKel9tQWthSXvigqaoy99Jf77U8a6t/2Fh3t6HhYfvtx3cfvnzy6sXDFw/b7nd3/VxbWN39vvvJw3e7D+RpwpOpdgAwLmAsiLcg3sqEeCYv3B7nnwnUSNUOxMmc3oMFS4g5afmms3pHGhZswMoooH/qCvrh2ZHKAoLcywu8t++VHjgNUE4Vaat++OxsWUVBW0tObXlebVFFY8HNe5VFJecWLJoQ09ceHesYPnHY0dNHKqsLVqxY8NXSec8e33rx9M6Du83bNq85dmhnY23J2lWLm6qL37x4UFmU01BZ2P2+8+qVk9+f29t0p6KqLq+o+FL+9XOnju/ueHkvPz+rta2uqr6isqGyorby4uVLZ0+fO33s5NKFywkRMBGQcp8ZWCwmgBUjXRZwCKdPMfdfZfMfto+5nrqgyT8zl2iGYKEf4l1EtAGjRZwOqBYYAxADMGaq9vFhaZJ1rCtxReqkc5HJJ2T/OfeY793D17sGfq6WvQAUI4YCQ4AwiMXAIEV+mAs395stx+91pF7sO+zMqDkXddYhgEMAMQgwDth6ooAGRYAjGCFACAEigBhAPCABkHLd3rMnzQLmAKsAawCrEGYRJgEFUsUdmIjKWg0QEVgt5o1ADUDCWSnG5J7qztxrG3jcM+yqnHg8cWqu3rcMVB7gjcCqgOEVXZvAZIoTgReBiogJRTQUqA6YSKB21pBpS15vSvzOMeR4/+lXU2ddAjEJWAdw4YjXI+UWp0fs8Tf2+n4LMT1JzX/RmnUFR0Ifr/ap3QHPck30h1B7lU8keZHkBdGN1B6sjUYaNwh24G1BwR3zR8/DycDJiDMH0PPbJdWvTa57ni2YUml6oiftcmG1TXb1v5ZfXV7XVtnYXFFXU1lf/Xu4mb9sMxYisWABJgqojHgHsDLVuHmDFwtWKtmB6tRyjLP/6FFzvj2Q1TB5+R4QbETvVXCD1Q7gZRrq5iO8yv8ACmKRygpsOGINmNE6PP1Pn80pL6upLKkovHqtpaqitujGnbqKusJrZdnnl8ycuGz21B0bvnn19FFbU3NFcXldRc2CmXOzTp6929j+5nlXa9OTKTPXAmNBqhgmLBmpnER0YJWdD4uZsWyvK2ECUBPirYi3Uo0Lq+ysLnrguGWpoxdTyQUBvZveuLEhlRmESODDg2HsjRsi6ICwVDJ8s/fI1er63Lq6K6U3mm5XN7XcqK04da8lq6H0+MP2nLsteXWVWW9etb590fikJa/77b3ut3d/etX09knNy7aC/3xY9f5Z/c8vGn96Wt91r6K76+6rlvyO9qJH9dldTyred9S1l59pLz7V3fXwYeW1grMHnt6sam8uv3238dzlM9VN1eWVZQUFBRXF5W6HhxA+6MzN9TbtRYgBYAGFKrix+A/ZRuckf1GfPP4kYvsCsQEJQVQAhCAg46fQgENEh6mZsA5NWHKEZ35U2smIzOy/jDxrHbrDNXRFmDcTqASIIQpugMPAIcWwnAuLjJ8ZkbD3L+kXY4adHjHngs46BIgESFEOVXowSLkDR0hZXyaBo60PuFEps+peYhoKbhRtYxXCXI9AKmAuYChK1YgNBaoGokZMCFAtYBVidazOK/f72pp62JF2yZ6e5R2ZY8vYBVJfEOUgbtSIKDt+EvAC8AJQEbE6RHVADYjKQB1s2BD7gPURiVscQ47GT89K+fwCiEnAOYCLQLwB/T5cPoWbHtb04EbsjRvXR7j5ZbhB7f4laHoFknxI8oLoQWoPlrxI4w7uyluDxOmNmyjgooLDKSX3CeAGqYIFXc/mfY/Pyi+SrE8EUjuiXElXC2o/4KbhY4/wxrry5qba3rghQh8sWFmdl9XHEo0HqAkLdqyyAdELBg9V2wSTB6sswBhcAyalTV6hsiSBYP1N3CDOhAQZuAjM98G8SbHWtrsTzl4uuJRdVFRacz23sKKiqrS0tLW1devWLS6XXa1mDeFqyuDxU8bWtdY9evloyvQJAODzOmsrC16/ePj0+bOh46YSlREYPSiSrmonVtnFiLi5qw5HejKVrxKrbIi3UI0LcWZJTvjim2OSORGpHH8KN4g1sLwRgGMYXd+4zIKi+sqKhvzsrIdN5dUX95V/v+5948WWE6ue5exqOL42e8PcxtMb3tUdbzixuObogtytk+9cWNV98+yr/K3FOz+rOTivu/VU26ll5Xs+78jflvPt2PNfDc5ZPebFhQ3dxcdfnNiYt2RyV9bh7pq8S1/Pv597/mbJtQdttTfyrja2NZVWV+eXVJy9dI0yQsAz88MhYlAg/WPcmP0H/zLyatK86gHjvkdsDBAZsKTchSumCggrFw0sIBFAAtAiEknExIjkvRH+8/Kg47J/e/SoTa70+WyICxCPEYuBUGAwMAgJgEVgDZFxn4cnHpDTL3uGnh0y+7LWNhyIHhAHoJhF4Y9YgwJe5uij1EYEpApet9NeoeQyHMJsL9wollsCUBFzuoDTA9Ugqg3+Opy3TOyTsF1OPO4alPVvg87FTTxDTQORxgasBhgBUQmREKC6IG74Xrgx9sZNZNJ3jsFH+k27nDzzfBA3kf/UuFFH/0Hc9IzDg48UYM0vcSP+H8BNU31FS3PdR7hRyVhlI6ITOBtRu4E1A2cRjDGu+DEzlm6ft2pfXOY0nT2JSA7gZKR2YMmNNM5P4MaIhUhgdIgzYt6IOR1gwWjzHTqVc/ZqyeXc8usltUXVTUXVDZdvFMQmpzKi6ui5Y7uO7Bw7Y/zkedMbH7WXNVciBmSrLswgHDu65f6D+sKSaya7BatE4LXA6ZDKingr4i1iRNzsrw8anAOJ2ol4KxEdyqgemEjg5DkrDznjxyHB/idxE85QIwaBZ8JFvs/BnWdbK9vrr+fdyr18dcOXFVsXdDecrfpmfOuWGRUrx1atmfQue3N3zZ4np2dXbMq8dWhy5cbM9/mrKzdmFq5OfXhkenfJ+nsHpzw+NuPx0c9qNmS+vbL08b5plQvS3+5d9Lcjq0s/89+YNujnCwfqNi57dOnYy6qC5pK81qba6sb64tr689cLh47/DFNVQOv7A24Cb2PAuhvr+LBUOX6lPHC/efiVhFkV6ROPY84LRAYiYaoCrFxfY4QIAEXAIiwCEgFUgCVgHNro5aaUg/LAQ5Gp26NH7IodvkFr9QPWIsQhIARRDAQhRezCGOmbHZ50NCI9yzHkXMbsLLV1FJBwxe07qHJDEPRiDWYAEYQYUP4GJPbCDRNsewflK4iiUthjOEERZgJ33pTHjBoID5hHVI1ZLVA1EBVQPZKSQ70rrSnHrKmn/m3QmZTplzWuiSDagdEiRoNICCL6IG544Hlg1IjVIUYfwA3jZMOGOJI3RA3Y6hh8pO+Ui0kzzoGYBJzzH8WNGQRzYHM3sL/bSzP0fxw32hgkeX4PNz3bNx/jrxdunB9wo/7TuIl0JWbn13wSNy2NVa0t9Y2NjQ3NN+taHyi4IaIN8TYgEUTyIN5GNe6EYfPmrz60dOPxuSv3zl29598nLZN9Q7hwH6isINiw1v0J3IQRPhxRLWZ1mA/DfBhgQYpwr93xfXHj/dM55blVrUUNtwqbbm06fFwI7+MfP77yZvPX322Iz/SPnPXZiZzLX6xexojs1t3fGozChPEDX71su3DpmBCiYiSJCYsEIQypLMDJiLfwYTHj5m6Wo4dQyYU4MxEdWLBRya3AKHH4grQxS/4B3BASjiFUYCwEaUf5Z1Tn1T2rabqdfeHWia0lqyZ3HP+qevHAH/bMqv8yo2hW4oOtE3+6suTO3pG136Y8PzapYWP633OX1Zkr0AAAIABJREFU3N4x9Omh8c8Pjn93fk7rxozHe0fXrU5q3+Tvbt3VfX1F06Kkt9und22d8W7X/LurJtd/NaVgybR3JVnvb9W1lOWVFOeX1dc133/8zfYDfIgM5Pdxw/Xgpk/6vqghl+JmFCWP2YcYF2AjIBERHgBjTJFi9Q0EAYsRh4AFYJTBFg0faYjfaE3fF5W80zXoQN8R+02eGUBlQAIAwZggQAixADwQU5R3rjHxe0PaVUvm+ZRZ2SrbWKCRgEVAjKKrhZTzLuWalDCAGUAMIBaQ4p2gBiQGZd5pjxxOL+JQRJgewwlEGERYRAI7e8qdN6YqTEVEVYiKwIaByss7ZrmHfB/Wd7dn2PmEyRf79JsPrBUYHaJaRPSIGBANA1YLPA8CB4z4ATfMB9zIydvsmYd9k84nTD8DYhLwLsRHIS7snw03SBPzATea6ABuVL+HG1B6xrwFeAsSrL/Rtemd1Pz3cFPV+LE0emtTdW/cfLF8CxFlItqZkGii8VCtF5gorSV56pfbR81cK8l9VeHevoOmTl70XcrYRQpcRFsysJGfwg3m9IjRYk6P+TAqRgCVOJ1t+uL11ypvXq1oLWi8c6Gosqjl5vmiohCbVXa7z2Vf27RzN2JYbUSfVZs2u30+TsUlJMVyDJIEUl+Zt3//dl4UMS/SUBmJUURyIM6MVXYquROHL/CmTSeiA5hIIjqI6CBqJ9W4qOQyuf2jZ20IXoT/cdxEEKYPxibKyAiF6kJd277dd7+68Xl50cu8kxcWDL06L7V13aju/C0PNo+9/e2o7px13SWbarcNL12Xkb8y+eW5+d13j3aXbnhweFrJqtSuy4sbvxt+Z9/EmzvHtmwd+fjw9McHppYuH/DTpaVt3458c2xxd8nB0tVTvp874q9llx9W5b6435qXn1Pd2pZdVOGKTQUsIKIJVFI9vZug3s1HuOn3dUTqHtOg875p+YmjdgCxAtIpIqQABGOq2PBioBhYHBAGVaS3WBB8Yb4V9vQ9cuJeR/ox37CTlr5fA+MGrAaEMUEIAUIUgEc4Qo5eYEz8Xp+WLftPD5iZJdjGAJWDuKFBJb9gaqMkLD246amkkGJiQ0EZYX2EGwYRFmElGEQYRBhMWExZTDhMeazceQekf3hgQkFwUXmsZ/jRUN93nmHn48edtSUtBcYKTDiiOkzCETEiakRMCPA8CDwwIuY+wg1nGOpI3iCnbLdnHo6ZcDZ+6ikQE/9h3CCVBaksvYc+wfWW/1ncxPwKN/ag7L/lQ7v6w6SsJ7XphRvREewN/3dxU1bb+tu4aWuuaWttaGxsrG9qV3BDRTNRO4BGIpUTqAw00pcxa8L8zSbXQGDCgAkDJHiSJ6w7cDXG/zlQI9FFf7p3E4bYUMTqMG9ErJ4qasyq8KRhU49nFZU03s6rrrtaUlJSX9n2sH36/GmcwCT27f/lzIUmbYTH4V21bG1UWJ/0/klj/P6xGWkOg+7A5s2L5y9iWQmAB1amoV4qeYCTidqJVTZ739HDP1ur9GuwYMMqO1bZqMZF1E6Dc+CE+d+JcuKfbBVHYMGCuD7ARAI1IC7c7Us5dvTkw+baH+9VtpzbnL1m3O2jCzuy12YtSb263N9yeMG72mM3szbcvbalaP8XlYcXP8nb0XZ+bcm+L65unPq6aN/dC+ufXN366MqWm2e+yVk/JW/H9LqsJT89OfmwbMvtGxu6XxbcKz5QlbXrfn1ORenl+4/aqprrTmVnDxs/DREBEEeoFgVMpnpGOTSIGxbQB9yYUnYb/WdjplxPGrUNUTNgHSARExUAJZjFQAliCWIJcFgRwVK0JRABzmH0LnCk7LIlHXKknYkdccWe8B0wMUAkwAQTpflDADiM+1g9C0wDjoWlnpczjiV+dk5lGwk0ArD4cTGFA2ZTWFH4U2orFhAHKLCPA5hBWCmjlAgeuGOVomEYDBYruCEMJgymLFZcjDELhEXKqo7KQeVhjoxtpvjttrQjiZMumuOXAOsAxoRoGCYRmEQgGv5r3CAmvDduzKk7bIMOecefiZ9yMogb+Z8ZN0jj/dO4CSRctg/LxKLzo+fRuP8sbiKcCX8aN1TjAFZmQmOARtGQ6NGzNvkGTgekEQweIlqoZAPW5E6eMGL2hhBXeqDv9YneDbA6xIUh3gSMDqv6AKMDqrH7UrLyKwsray5dy773sL207Gp1RVZDddbqL6cMj/G6xdCloyffulHadC3/y7ETXzU0v711+4f6uhMbNpZdvFyUlT9p7HxDZDzmXIh3E9ENTARRO4GVja6M2V8fZEM9RO1EvAULNsRblCaOLXbU+HlbDK5BfxI34UiIAkEG1gSCjCUbYH7qvC/rG6rrSq88qc8uP7nuTe3J7vvXHhfsflqy7+aNvW8flD1tyXvUmPPTq6a7VZe7u+48bsjpvFf+9n5l9+vWvz1r6P6h7XVLfveLpq6bJV2PS3/8e93jzpzO9xUPHmc/fZzb3pL17ElVS2tx+4OGvMr8utttMxctppyaYSWMOAAWEyE4mQriBpFeuNEruAlP3mXIOOOddK3/8E1AIgGFABIwEXpwg4EhARWbgOAexgCYIM5u8s5zJG+3Jx12DbzUb1SeI2kXMD4goYAxpspkGyu4sXkW9Ek6ZEw9JWccSP7spNo6FKgJsCroMBOwY0AIIxw0ZcDBkyhEAbFICUwRoainZaOMn7AOsA6IBFgx/+UR5jBhFdwE7UMpYCbo/SQBowXByliGRvT/xpa+3xi3PX1mdp++XwDvAsaEqBGTCEz6IBqOGN0fws240/0mn/hv4Ua0BhbnenATeLH/aXCj+hVuepPlz+Pmyo3qT+Kmqb6iva2xubm5vqm9tuX+gq++o6IZC1aschCNB2ikWk5KH7s8OmWyYPACG475PsAZiWhjdO7PVx0yxQxFaidw8icG4cag+JApIK/FGzEfRviQzdv3trW15Fw51Vab+6D+ysPaM69bzv18K6er4NxPBdmd1y9115Z1N9f+WF3S3V7XfbOu+27z3242vaqtedF89/ThK3pjLKOOAc7NSF7EWwMtYWoaOfPbuEGzqcYV2LLhzLzBx4Z6JHPinJWH1HISFt1I9CDRhUQXFp1YbUMqM/ARQddgwwfBJC4cOAOVzMDpQBVBw1xIbQZOZ3T5Js2aU1tX0d5Y/Li99K93S1/fKXl+u+ivT+redd7reH3/hx+edHa+6Op6/ePbjnddrzs7nv3w8tH/+67z7++7un/q+vu7zndvXna+evLmxaOXHffbOhtrO6raOuvvdDa3P6trf1Lf/qChvLGssq22/fmDpevX8yE6QjlKeASEIyIK9G64Xwj6Kb5AgEJZ3QC539fywP1G/1nnqAuxmWsxIwPRAfAIC8oSDQaKgCrFFEEMRkTxQgBMEGez9P3y/0nZGeb5zpV6IWVCiezbCNQLVAeYfIQbFGl1z5UT9kSkHrFl7Ike+l2ofRhgraKwrczCsbKAgzDGGGOECFJuFYBiRChSKkFEAj4wmCDCYUYCogPQAbYQ3ksFB6JhgCVMtYTRYsIrrRwcaFoxmAqYUQMRAauASKBx8o4R8oC19vQ9Lv/RAVPOOVKXA2tHTDimBkwiMIlExAhMKHACcMFWsTKZYmRgXMpkSk7eZht0KGbC2Zixh0FMAtaOeBkL4X8cN0hQTp0/kd0ELpJcn2RNz2sc2OKLBk00SF6QvKCJCaz2Sr6e3g2SYrDkxdoYpHH/F7jpmZT1SHypbB+e5xeP8SdxY3L0V3o3FQ1N5bXV1U3Vfwg3iLcBbycaDx8eN2z6OlfCOEbrAjacSnbEm7BgxqK175C5ieOWkFBP8Fl/Czd8JPCRIPTY4IZjTk9YzYiRY2+1NJRfP/OgKqvxyo7cPXO66g89vLCqbOWY+tWTG9fP+uHUxudnNld9t6Bq+6KqHUvelZ9rOrE1Z9eGhus5R3YdVYlWKrqF8CRO7wOswyobE+JhddGuhAnz1xylkotKbiq5idoJRA9YlzDsizGzNxJJ2UX2KNnNH8GNosaEeSNW9VG8B6mmj9Hq3r5rf1Fh/p22hrb68vbmqufP7z9+dr+6oeblm45nP7x69OLFw+dPn7x69fpNR+fbd+/ev/+Pzq6ONx2vf+h4/fr1X3/o6Ojo+I83na+6Op91d5Y/aal90v7s3Q8PXj+tb21suX3z4avn5Y0NC1auDLPYEGUw5RjKU8wSxCDEfgI3gd4Np0uW41fKGQeM/rOu0RdjM9chxgw4VHGnC0oFY4YIBHEY2ICosKJjjFmsckd4v7D132KL35swJq//qGzJNh+YaCBawDhQTAWymwirZ5bc/7vI5AOOjB2+oZt1jsGAQzARMKJBFYnADiLGGBOMlN6xMhMLmIIG5lYBgz3EAQnBrI0R+0nho0yOqSbXaDYkBkgYIAmwRjGlwIRnOAkTHjCLiIAZLQpYu4QBZzEnL5QTv3X693uHnUiZcla0jgTBgRg9pjpMwjExIWJEVAecCjjhd3Bj9R+IHnsqetQBUA8AzoF4GfHGf03ciPaPDib+/8cNEZ3AyJwhDovOodPWuhLGYcFKRCsjORQPUCSYhah+U77ay4bHBk5IfxM3QhQo9YgQBVwk4oyY1RFGNMu27/ftaS7Mult0qunchvwd015cX1e+YWjr+sE31/pvbx75t+yV7658XbVxZMn6EeVbxnbkrq85tOD6roV3yi5dOX1Sb7Rg3gisSWkMU8lNJZfitPfZ0j2DJn0NWAdslBgRp7Rv5qw85MuYSTTB04cgbgLF1Cdwg1g9ApahGpbRY6rHNJxyMmUiEBJF3jBt3OfVhVVdLzsf3X1SU93c3P7wVeeP9548efT88fPXr153/tDR2fmms6PjTcdfO153d3f//e8/v3///sd3b9+9ffvubZfyZ89fdT578fb1i66nd1/dqb/3qPXJ8zuv2hvvzJ+/VB1iAEwoLwLCAJhjePxp3GDMKL0bTp9iSVht9h9UcOPLXIsYMxBdEDcIIQKAcaCbq2zrcIAYQASQwIQk2fqtssVvtsXvSJ9yPWnkacE0DogNsAgIYwVKWNkPNFq9M+WkLeaBB1yZO33D1mutfkBqQCwEmr3BfoxynaAUUxQBg4AhQGlwaUiZPSktZB5IGCfFRTqnuvqt8iSu/bf4RaI8CFgnkAjERBDWiIgEiMdUBMQB4oCoEaMHxgDUCFTGoXF9x27Teb+2p+1LmHgxZeop4D1IsCBGi6mWkDBMjAHcsGrgVMBIv4mbqAFb5fS9rhHHPCP2gSYZeBcS/lwxpeCmZzL1z4KbQPSwxhoo634HN7/xSP/TuGFCooGRieQBRo4bNNeX8RniZE7nwoKM+HDgIqnWiUXHhCU7tc6BwEZ9EjcqEwgRAejwkcCFI0aHqSQIIekJiXcqCh+UXLidvbv6yJfX140s+nbIDyc+u7ttcNPGgV1ZX3RmLyrd5C/e5K/ZPaq7bf+L/PX5++dfP75u64avdCYTr7cCbwQ2ktN7Ob0XOBlQCKf36mwp3+7LGTb9G0brBtAANfoGzvhmd7bVNwJY869xE7hg+C3cYFbPElHNhPBUR5CWYAPH2VjWglGIwBhNIbax/onnj2Y9uPPq+bO3dx513XnUce/R4+cvn3R2dfz4vuunn979+L7r3dvOt11vXj599MOLp50dr952drzr7Hj75oeujledrzrevvyp4967F80dr5o6/v74b90vu2+cyh+eOkbgQgEwYUVOE6pomnOciIB+GjeBd5U3pFkT1ii4cY664PWvBWoGEgaIR5QDhDEmKOiGCcAhJAJWptECEIPWNiXav8eWsC0qdkPapHPJYw6oDH5AYQgrQ3TFJ0YRuzBG+aZHJm6UM/a5huzyjdiktfkBawEJAAwCBgd2Atmglrvi6M0CxyGWB6r8CIEecPBGQYMZWW1Mc8Yu8CSut8etcad+o3NPI9IAoK5evukSIhrAIhBJGSoBMQCNBMYe1W9O9NDv1M5ltpR9g2bf8A7fAYwNeANiRcyoCNFiokfEiGgYsJLiuvkp3ESl7nYMPewetgc0ySC4kSADp/+fwU2PwsP/Pm5s/wVufpM1nwik+Qg3FXU1Nc01fww3Wg/wdmCtSLDL3uEDxy3BvJmIVizISlnB6NxE6x4wfqkzZWqg9vs1bvgwEPQg6EEwAG8ELgJYEzAGREMxUYtCyKn9+++U33hemV24f8XRRUOr9815lfVVw+5xud9k3Do9597lxfk7RhVsH1Gyd2xHxZbbV1df3T8v+/i3G9YukYwG3mBDqkissrGhHqyyK/cK6qh4oKbkkYt2n64Y9fn6fplz/BO+WrPryri5m0NtycDKPbgBlVNpFYMgA2/6FG5UrE4gGgZLBIdgHIaQAWMjwWEYVBSpQriw1L7+g7tPPH7U+eyHv1U13nn6/Nmz5w+fPX3w9Mn9Z08f/PD62Y9v33T//O6nt53dP73r/vtP3T//+HNX549v/vrjm7/+3Pm269Hbzlud3U+7u191Pyq+t3fZrlRXMocEDAzGiqgNA4SlrEipAH8AN4Ix3Zb4jdl/0JBxxjHyomfgN0CtQPSAeURZwAgRjDBGmGLCYyIhEgJIAhSCWTMj9bfHr3elHbL03xY9aPeQmae86cuo4AKkwohFgAJzcGXqzOpNfafo+q81pu2xDtoePXyT5BwJNBIxRsAaABWACkANSANIA1gd9F1RK4eRgAQAAbAaYREQiwiPiAqIGlGToE+0eGe7klZb41bHDNltS1qttk4BPg6QDKADYsRsH8IaMWvErAmYCCDhQCJB5WGMA72DNxp9X9uS9vYddXHQ7DzROQNUDuAkxHKY4QgVCdFhYkDUCGwIsNL/Am56C8r8b+HmQ2rzMW56y7D/WpL9d1nTg5urBbUV9e1/DjdY5cCiG1gLq4uRzAOGTF0pGGOANVK1jUo24CKJ5GD00b6hc+NHL6ZG36cG4cBrgZeA1wVPaU3AmIAJx4yBEI3L5jm1d2/XvbbW66dbsg62XNzeVXf6cf7OhvNrXlYf7mo7+6Bk54OibXdy13fUHrxXuOtm4aHOx43XrlyQwmTEG4CXqeRGvAVYmWpcnN4LoBHCYxFvjU6ZOm/1kUOX6veerVq2+azK1JeonYi3BXHj/CO4QayeYUIIFjCRKNuHMGbABkA6TMM51sSzeoYIABhjxtc3+eDJSx0/dj969vT1D8//8+2bdz92vX3b+bbrzbu3ne9/7HrX9eb92873bzvfdXb8x6vnPzx/0vHyWefrjo7HHR0Pu540PT29/WSGJ00iah7xPBEJ5hlOUoBCeS2mAgCh9JOtYoyZHtxYE9bIGQfC0k/bhp1zp64FagMSBpgHyvZYMAAhQDjAIiAJQAfUKhqTI71zvIO+N8XusSXtHjL78pCZB0Is6QA8QixFVBEQxkAw4YGqgNcZ4yfqUzfr0g8YB261+tfz9uFAZaARABJgHSA9YCPgcCAmoOHAGIAxABsJnAUYGUg4IpGEkTHRAXCYKHfeAmAJq1whthGOhKWejC22lM3OjO22lA161ywipQLjBBwRHFrpgBiBRgBjwxpfiGuMK32FM2W9zv1V5udl/hkl3mHHgI1DkgN4EXEUs5RQgRApgBtGB2wI0P/TxZTyhlt7iPNPgBtzL9bYAvrEv4+b30htPL8OLDkjnAkKbpTJ1B/FDeJtRPIglZOGRDMh0amjF0UnTyKilajMVLIStQ2pLERyZc5c682cQ8N++0QTcTpgVcAJwGmACw3ciLOyMjOinAzApqcMyb2Q9aSlsfNe2/2q/OctFS9vVt+rL+p42PD2RVvHo+p3T6o7bhV0/3i3u6P1/dO2nzs7zp7O5lQWonLx4YlY5UC8FQs2onYqJVW4yw9sFBEdNt9Iz4DJjn5jdbYUYCIQZwZGxqIbVL1xY/0d3ABnQGwoUA2wYVi0YckFgg04GXMyZkIREXhBCjP1ETQawJiRJHd8/20HDp6/cqWxvf2vXV3vu7t/+nv3u/c//eeP77vevnv77sf3P/2sfO1/+1t3Z2fX4+cvrhUXrd2+NSnDz6vUAIilAsepATBgFnNqxIrAiJiVALEADMOEfHoyxfQupuSB+/VpJ/8y+Jw7bT1QB9AIICrEsIESiii4YYFqEdOH8B6VYaDZOzM6fYs7/Wxk/PG+Y84NmXPenvA54kwAFANhAyIXFAODiQqoCEKoLmG8YdCuEP8Rbeq2iIwNvGsySD6q9WHeyYfG8iFxvK4/r0viwgaw4UlMZCLTJ1mQB0nm4Vp5mBTu10X4DRGpvMoBwCOiCtyCEzUwESSkb5hnqtu/wRC71pa+N3roPlf6hqiYeZJlBKuNw5wdsVbEmYnKxer7qmV/mGeSI21Zv1E77QkbXan7R85v8A27KDqWAo1GWjtwPOIIZgmhXBA34cDoFTW//6Ot4t/EDfrfxI05gJsAaz7Gn8b1y/jDrPmDuKlqb2sK4Kb5wfwVQdwIdipFE8kDnAV4c0z6tNGfr9Wa44AxYEFmdW4kWJBo//ybI5G+kb3W/FwfBCh6cMOqgFUDGwqcAbgI4GRgzYB1fKgbMwZeZRo2ZGJJfll9WfXLB4/bGpqePnx0//adpw8fPH/84NXT+3/vevnu1Z0X7RXdnU+633f92Pn26JHLvOgkggcLHuBsRHJhlY3VRbuTJo2ft0WMiGND3cD0oZIbq+yc3gtMJNW4gLdQrQf9AjcBNeXIXojpHQYshoMQBrwBhCgQrUjjAJUFOBPidZhTI8oBoYhhiCAQUUScQAV1pMM9ZOyU1Zu2nbx0tbiqoeXOo3tPXz96+ebe45c37z1pufWgvKrx6PfnZs9bnOgfZOvrw6IKCCGCQDg+oHZOeaB8QAiKcIB5woYwrB6ACx4x/MLZLriqS8J5Y7qcuDoqfY8u9Zh58GnXwO3AxALrASojPgqoBjgJWC0WIrDKzmrj1H2GGF0zLbFL3SkbvIP2WRP2+4aeH/1FbvyIjVjlAMRRhkMALCYKbhAwiIhAJRDCDAlTdGnb1KkHpQE75KF7jcmrJe8cW/ISc7/5tviFtn5f2uIX2xKX2wZ8ZUldbkn/ypq+0pG6PnrgVm/aZk/S6piE5R7fbJ0hEVAoAA+IA8IDIwENBTaKNyWY+811Dtzq9O+zpW6N6rs6Mnaptd8yW9yiKO8snWuizjUxwvuZc8BSr3+tO+NbR8oae9KaGP+OzGkX0ydn6dwrQPSD2BdJVmA5JbvBVKkf9YgagTEAo1dwA1QH1AiMDIyLCxvkHLDamrjRNWh33PjjsWP3gtgfWDvwMhL6BPQ3A5cBv/781Yv9oVHyYXMXiR8fQPbs7/4Gbjy/gRvpA27gU7gRgsQRLB/FR2VUMLURg40bTa+8JhDu38QN0irh7R1Yckc4E67lf8BNbUvtx7hprL15s62ltb2h9VZd26P5X2+lGgsWrETjBkbGopP8f8y9eYxU1db/vZKVrGQnK9nZ2dk5OTuncqoqp+buPt31nEr1U6lUp0J3mGeUBxBHHHBGcUZxQEUFBxQVBZxxnmdQQREUUGSWUUGv8w33Z8y9udeb+/j+caqZ9N730evze1+y0mkS0l10V31qjd+vXwcTBt2jJ5xx1ckXzUVdBN2WioYB56IhJ5917QMqP4j8BibqYCtku8F0yUxD55sgC2jaQGdQx5t+8dZfAVT8m86SyqMMgKx0CsPGnrDk8de+2f+3T/d+sW/vF5/s+ezzfV9+/eU3+/Z88uW+PT/97fvvv/3kh/2ff7//qx9++OHhJS8IldO2Jpwa2Tq6VTARmq5SfcIVNz92y32vjzzu4qBruA4a5JTJjcitoFMBJzrsHsTWwK2Ce0DKL9bWakNTQl0EVQCVBZUBlQKVAhWACkBl+iNAlUaVQuWjShwawBakg9IK7Ws/ny5Wwmqz0hhc7x3e3TOks9rMdlQTqaJ2kkI6LazE0bKX7beabV1+O61AA2gAdf/5ws8sNNEBDkC0O+Hx4cg56cG3BmPuL4x/LNl7u99zk9+YnW5eHwyYlW5eFQy4Jtd3XWnw3HDovGj4gu4xD9aOWlIds6Q88qGuIfcOmXT/yec9Pv7kecnSMAADKEgQAAAAi/jSiokDAB84DHsvLI6+OzP24dzYB/Nj7yuOWVQYtSA3/I780HntI+9qH3lXx6i7S6PvLo2+uzRmQWnMgtKYRZnBi0rDHgiHLvyPofN7Rt/eM+y6ZGkiUBHAB7IoPCADqIE9tiWT6a0Oufo/h82rjbnzP0ff1TX8jrahd3QMuSsccU/n6MXlsYv/Y9TC9kHzs805pd6b62MWDT3+oWnXLj36tDuLPecIfwjICLgIKgDtg7KoXJQeyiTKoDXMkhmQSZBJ0gUyIXA7cMW2TWiMurpv4i19k+YdM/2xEafcwcEI4BDdblBxbt6Juowt6YYuMGXQ4UFxmSNe2DbCRDf6NbC11uWkW0OvgYk6pZpoa8AlLxoNbgSqRMk6JOotmb4jBW5iOasB/azpA78Pkr3o9/YzqEnJJiWbmGgc8iTvBtsNbv9Woa0cph/4y4I7R8yb+rnzy6lNE5IDIDkgfgDo1duqw95Yvn7dR9vXbfjF3s1B3Oxev/2zS667k70I3TInG2AitFWZH4BOF5CXr42+ct6SaVfdk+0eDZTWuebUK+6detUiVRgMsiNmaj9uevpxE7ZkKHQRdQl1HnQOVBZkht024CRwSjhFobPStjWGHHPpNfM2bt+7c89n23d99vnn3/39x59++sdPf9q//+uvPvvLX/b/+S/f/fDn/X/7x98ff26p8ULXryuvDjoCHft8RmSibHX0MafPmjn30dl3Pjfq2IttsVd4VRU0ZaYp/Ab69SNx8zMXTTQdB3ETe4O0iHNYoPzFSJIOUPnAHvTfDZJMCOUfApF+WKAElChivSi3FQf4QgbIwf7ox41qHWeSgtbhYiyKrkgmSYcgK240JRo3Nz/y1sK4hW0THq5MfqplHXmiAAAgAElEQVQ8/rHOo5d0Hr0kHPtIaeQDpZEPtI9+qH7M89G4x4uD78sMWJDtXRQOf+Q/xz/bN/nxKdMe6xtxgfHqABqApTJKMRIAgODY1E4QpwFSxJWo9+Jw6K35kfeURi1sG7s4HHtf+7j7OsYsbhu7uDjy3sKoe4/8OPK+ttGPdh39VHXCYwOOe2zsaY+POG5+NjoesAAUoEhS7LpLGkghO6RK2fJJHY1Lu4fN6Tl6QW384mjc/eHYh9vHLMkOv78w4sH20Y9E45Y0Jjwx6LinR095bvzUJwdPvC5fP4ZMFUQGVIGcNlABkAaVPBgyABnEuEEVAPsgA9TtoDpBRio5JF+d0tVzTql+RnPMFbXhF3GyD0y3SDfRrYAux6w5eFEdP3+OwI3bBbYM9sBBZryzWwNbj+2ZwKmJYAD5PaBDStZBh+CEqtQbm6v8gpjWEbhJ9kGyD5K9kPxF3NQPJ061FfH76xFypYfhpn4QN17jX+Km9U0hOQCScao1AL16W3XEb8ENcEkXBoOtggg4XXfamjpbz3YPP/fKBRfOvv/kC2+dc//r197zarYxKX7EvxY3pHMgEiDTbENSAaBBmQo66tMuvvLlpSu+/OaHr776fufOP+zY/snXX3/7009/37//62/++Pk3+7/+4W8/PvT4y8Z2sSmzqalMH/kNkahzsq7TPahD0mHUPGbqRbdNv3rhjDlLTrvk9q4BJ4DsAJH/HXETvyvGgdwf0gdOANtWCOcgYvrTlviamdghdohdFA6wA+JAmEOzG+yP1o7JL+GmpXSHBkQAlFWFceHwq/JDZxdHzyuNvbs4fF5x2G2l4fM6Rs7rHDm/c+T8rlF3RmPu/o9Rd0aj76qOvac+/r4Bxz4yeMqTw059ZsypS6LmOcZvAvqADglDxETITAggRAs3SB5gUqio3HNmfcyc6lHzu4+6szb+7vr4BbUJC+KPzcmLe45d3HPMosYxC3smLaxPurcx8d76xHtqkxfVJi9sTF4w5OR7Jpy96OiTbw7rx5JqA0ogWRIeCYsxdtEBTKDs5sTIZPnksPeyaOSN1aPmV8ffW51wf/ekByvj76uMX1yfuLh38v29E+6pjbj5P3ovlf5AYasg24GzwAGoAHSAJgCVBOX/Am5MAOyB8FG1oe4CGaGqCdtHphe4xonBnBoC3AkcolsBzqHThaaz39Wg/yDAOVBh/UJ201+z1NBvoN9ArwG2DrqCfrxuWgUdxsLAlK7/zrhp6ddUDyY4B+VK/zluDoXO/x3cCL/OqWacKJKNQAYgUirojnonn3PVgmlXLzxtxvz66LNBdYAug1P5tbgB4aHKkM6BTAP7pAJhckKnAbk+YOis2be/sWLdN9/99e///dOPP/7093/8/e///be//uMvf/3vH3/86af7Hn3JpmvI7aSroMrgVkGGZCu946b1HX0uqhKIQCaq7fWjx5961fRr77vguofHTb0uW590ZMH87+AmVrf9eZAT6z+hTKBKkPJbIS2xG6tzo+hHhlDAvwE35kAx1Y8bicIlnQEu2HBsbexVtaNurE++sz757ur4W2vjb6lNuKVxzLzm5DsGHDu/97g7+46fXz/qpp4Jtww89o6Bx97RM35u56ArEpUzdX48iBKgjyKlnJxgFwABQEnuXyYmAAHkAFrifBCO6Wye3dGc3tac3tY8v9RzfrExrdCYlq+fk62dnamdmamdFXSfka6enqqclqpM9aunerVTTOU4FR5t2kf55dGprqHKKwMaoDh9M0gOCR/ZB0oA+oABiHbUdU4ONW0TbOXUVM/0bN/l7cNn5QZeETQvyTQuDLrPtuEJwg4HWQPKgSwKJyRTBE4BJ1AH7BVA+f8UN9IHTqIukekEGYLoBI7INIAroGvk1kF2gSmTVwXdRk4nOu39LvKlfmXiQyREj8CNV0G/SskaJet44ATJ1sGto1cHHXF2ADiR6RhEfhVU6XfCTX9ScyhrDoLm/4e4SdRBl9HrVoVeGw4uNMYFlWEgAxCByTfT0QhO1dBWRaolrvFrcYOydSYOIgHCI50hnQH2pA2QHSCVykUnT71gwaLH3li+evuevd/8af83P/zp2z//8O1ffpy74NFURx/piL0eUJ0i1STbjU559PGXnzDtJp2qs1cVTplMSE45qIyafPacC296bNiJV4mg+b+Omzi7icW32QV2W0Ah2S/Eq0DEqnQa2fx63Dj9uDkswUGhhUqB8HW6p71nSqF5ejjwgtLAC8tDL4qGXtA1+Lxw4LltfWcUmqflG6dk6ydma8enKpNsOEZlh4hEA3QFRBtgGmUGyIltyJEkERMJIRghVuEjwDiZUiCsdEJhIjJV0lXSFVQVVBGqCGUZZBlkF3AXcAgcgmgH0Q6iAE4IThFkGoQLwoBwQChAxpi/oAANCp84gyIDlEaRBk4ebOXqCNw6eL1gm+A2wWmCaYCuguwCUQIKSBWBfSALwiMdkBOg8kEYVB4qH2US5WG4ibdvUAdkiqjbgUvAIXAXmRrqKpludKqgQtAd6Hah04GmgCYHJgs6AzoHOg+mGJ8EHqaIfmC3xXSgjcivkV8DNwIdgduNXp0SDZFsoq3ptsHgRqrYS34VbPQ74CZO4d3uftbEQjblw+NQp5efiSUfBp3/K7hBpwK6DLZKfnd7c9Jltz5y+S2PZLuH22IvcFYma2BCst26bTCoTpFu/lrcCKcE7INICFNgpwDsg/BIpQEEsCN0Ujo5Nhlia1Ol3qGjTzv3vHMuufSiq2fNum3BwHFTVLKGuiL9Xk73ilRTJOoi0T3quBljT7ocREY4ZeGUnUyPStVBlcip2M4RycpRnOv7X8eN9EF6/fXUQZRgv60aSUvKCmWFTgidgJg4vwo3/d2NQ3AjAIiEAVAgUmyraCJ06mBqoCM0Eeiu+IQVOAecARGASAJ5gPFlowfso0yRSqJ0Uej4pBtACKEEyQO6fIiMsTQf9qt59lu7ABgAB6Bfo498oARQAshrfaNYSUvalia5doAVsiSpWBlWDgndkkYVHoo0iiyIZH8p6gD7INPAmf7HnwHOgywC50CkQaRQBkJnUfrAHrIFdlFaVB5KD1V/xLhRKZAByAzIAJSPxicnSyYLKguygCokUwHuANkJKgRZAs4BZ0Hl0BRApUGnwQToZNDJopNHk+vXEiiB6Th4l+SUwekEVQCnA90ucOOOche43eQ3QEeUqJPf4EwTTAi6DZwOWWj+Otz4ff8cN3FGcwhonH+JG/v/KW6c0hAwEaiQ/JrON0vNo084/4ab73/pouvvjwYe54dDQBVBdnB2AKjO39q78UH4whTYKaJMo0wJJ0cmyTaI5SBjDVoUjrRB7OKKyrGlCFQKTSeoiNw6mCpQFmQH2erRJ1997NmzQcZThiyqNjRhvFeGbpUSh2az//u9G+lB/HRXCdT+4RMoDbFQi1CHj6UOaPQduuAfvwgVoPoXuCFiZTwkRWyFygD5IAIQAWCi/2XvtmwM+lHYj79YGS8+ziYABCFYaZaaiFujKGCBCkEgcHxy1S9eQ0jqED0aTcKQcAS7cSO8FdAfyIACBANLYAYh+i/GhZCaWKPQ/b1zHyjdks5BgcTEhpRHOv7h+2hyZLLk5EgHKH2UlqQnVAJIkbLSTQvjAxsQmpRlG6D0+sdSSZQpjBMclUKdRONj68sGqItkQjJdZMrCVskpkwmF7SIbktvOficoH3SSnEDYnPCKwiuSLaBTONRwCg/Zu+GgmxJldDrAdKAbke0m241uN6guMBW0NUrWbTQCbBlM6bfipvfwYqofN248CI9FbQ6sOJcPLAH9rI39i+s//3daxaIgg17y6+CWda4pMzWZqhbro6dMn3verIWX3vRIY8wZ5NXIr8W+Nr+6d8Mp4ZTI5OODHdIZYXIgLLBDThpkAshBGbBTQPaBFCoXWAEKNEkQVmUaZOtganFGqoIBZCt9R503+azryYRkQp2uC6eLnLLO9OhMbzxT+B17N/9sMoUyCcoHmQCZAGlB2lZJJXQLK2yAY79qg+z8VtyYn2U3yFIDEpIkYQAYMJ6jx9NlC6hbCqEkY4kcQBG3ZgAQEJEIBZGkWKmGhCDiWACUyWE0CNyv+wdIRCwAgQQjSYw5AgKwJYQeJ0GIsWx7LG/KMTVAxPdTEkVLhJji03AhY2HQfmsXD4QrlcMsSTASg1Ct1YEDaWCLmA6xg6xRaKEssgaSyFpoj41P0gIplB5K/xDcxL/HJJokGh9kAjgBKkUmT6YddQlViUwIMgsckNOGJg+cAh2ASqDxyQbsF2Sqnf2S8NrIFtHk0BRQl9C0xR5yZEJ0wlxthCk1hA3RDYXfzekG2SqoUPgNMBG6FVXsHTplRlA/ivwKpbp/ZTH1z3DTDW4F3OgAaNAJ+6PzX+HmXxDnd8HNls0fbdq04ePtOz/Y+PG2vd+ef+Wt0q+SVwFdFn4DnAi9ar5+9KDJ58lUlf0y6jan0DzlottuXPzqzDueH3LSTLQ1UOE/x028axM7gfWzRgaoAlQByjhScXYA0gflgbIgfZBJ4BRwXLZ4/WtvDkgLKotuRPHpk1OV2T6QIZiuweMvuOeJd08454aeEaehblfJmvRrIIugOjndw6kmyPDAjxW9OiXqlKjHQ/RfjRsVgEwCOSA8YfKkAhAWOIEqHRdT5GQgfqKrBLADQgM7KF0Qhp2kMD6AQDYkLQgdf2STAhBC+0A6HloJaYEUKx9ACLYoHBSWpA+gAJiljV+rSAIApFQAKES/ijgyUowYjeQgGUTVkvLEOElBKRXELnNaAYBUzJqJySY9AHAdH5FdExAoQQaAWRitHAAEBGICAYCEggEQkFiaGGGsTKzgp4yNXWaQGFAINoI9AEVkATWRYbaxaBYgk3SQNQiF8Y+LNEmXiIk4PmQnEfv5ucSWpAVgoRJCWqGs9fNIktgoxyfWrG2y0JkslNn4KF1pA1IJ6RVBWFQpr1ArVAcCJ7xCTWfCQq23VB9cGzKhOeZEMnlAp3fUKYXKML/UBPJQZZRfJidHOoM6MPmoNuzoc6+++ZFXV67d/fXGz/+07IPdD7zwzsnTr2e/U/pRqjxQ+lWghEp1o2k78/Jbbl/yssnVhA052Q0mVNkmmE5yq6C7wESp6pjVn/xl0vk3ge1Cv4qJOiYaR76k/WZrqS9u1hxkTR94Tdk+RmSGYroXEw3QFfTqIjMAZEn4NbJVkAWTb4IucLIKMk82imu9WPSLgwZnGnGVJzJN0F2c6wO3islGq/NwxJ1UsgHJHkj2HIEbTPVhqo/8RlgbvfydjR9u3Pnhpq3rNn700baPfgE323fsOgw3NuJYz11kRKreM+6sSedey34FhJ/oGAicIacrqI4eN/W6Ey6Zn21M/pfF1G/AjdePm3jdMybOAbvVBKgs2jL1X1pypld4NU7Wx5xwxY33vHTmpXdcOvvB48+e3VY7ipwyJ6rs10GF4FSdzpHYr1GGXr0VbhVM16/HTTruN8VjNVJBnN2AjN8q3biYAnZQecCu8nMykRXaj1utbHxpAyddAqGRHWF8IBnXAhz/G1QAjMIAsDIpFEZICygBtVBpaQIhPUAZS52z1IiktRGCmRliAT0UQig62ADSRApRIkoiGb+GtdKCBPT/ca2J/0YCpZKOk4iLKUFGkNHSFyQBkJltwpGGgQBIKNcj1kCClSOUQSGBBLECQBQSBJNQJDUAETuEFsESJon8WPHLtcU4cSPpImsQMoYOCMXGC4JSrdqo1wb09g4bMGB4tbu3Vh9cCuteso2Vz8oHlI6XA2TBbioTDhgyauZ1c5595Y2X31r18lvvPf3yihnX3doYPM5JhtLJjZ8y/b4nl91y75OvvrvlnY8+fXnlhldWb37zw50b9u5fufmzmxc/nan0SS+ce8/TzyxbL5yi8svCyQNZdovAfkdt6BU33/vs2x++v/Prh195d/p1d5w1c+7sux+779nl6/d8/+7mL8efchmAIV3IlgcDWpDBVbc9sHb3t2dfcbNMlkGk2a8CZ2Wmh2wVTIRulK6ObeHGDcGLfi1uMBiE6YFgeyjoM53jbGWc7hiOtiqSDdAhOl0qqAMHqIvSr4LMki2TV+F0jYM62WoMGvK7KVmnZB3cqkg3wUTg1USmt7Xc/DviZuuWDUfghv0K2Ugk6uh2g2zjTKM28rSxp10u093ChqjbQZfY7xZ+1ekYmmlMlNm+f1lM/VrcWNAWZOJnuHFbtcnhuEGvjraGbpVsZfTxl0+Yek217/gJp1417/6l19z25KQzri3UjmK/TrYbTAVEAf0G+vWDrLGtM6jfkt0ID2Qy3hNDmRY6GydipFMQ25JIi9oHdlrFlNCkrLQBGx9a7dj4TlKidIAkSQdIIjvIhnWC2FEmBRCfbpt+ewMJwICK2EHSrCwrBylGjCASgjiujxCJBBNpQB1L28SsQWQiNtojYhYKgQSKlJc0SgGAECQ1k6D4K3g2MNonlIjSaF8ry6yYJRF6KXvUpPEnTD2z3je0s9qTCSNAAUDKTQHF/zVJ0gEk6fgnnnFuudZEYQBcwoAwkFxE9F0bTj1zZqU+FEiTdGJnO2QFLJGl9lKPPfbCW2+sWfb66vdWbVq37uOPNn7y8Y4v31+7oysagGS0k0XSUvsA4sRTzluw6LHVH259Ydk7d9635Jo582fNuevO+596YdnaVev33Hj7w6livXfEcQ88/ebMmxZcOeeehY+9smzNtlff23LhdfOvuu3+C6+bP+m0i00QCZN79d2tG3btN6nIZruBPVJp0kG+a8DTr69Zt+u7mbfeH/UdpdJlUCkgR5hCNho4bMKZT7y69sOd+y+9/h6V6NJ+BJxmtzRzzsIv/vzTmm1fnn/N7ajz7EU6aIAskK2C6UI3CmpHvb/3b5POvwmcEGzXr8WNKIzCYCgFgyHRA6Yb/QYle0CH8TEAmtDkGkC+9CPUBWFDjOWTnS6yEdkIVBF0qPO9sSYnet2YaI20yG+Arf7+uNm8eePPcQMmEn4D3IpI18sDjx9z6gwV1MhtFzZiv8p+DXQHyA5wInCqvx9uEqBc0C6on2U34gBuLOgA3S6yNXC7RboJOgLVCaZr8pk39B19LumQbeQVe0cde/HcRa8ueOLdk6bPs+FwdLtVcTAm6gc0ymIJ0d+GG9IZEBZkknQGRCLOcUC4MW7IpEE4qH0yKSAFbHUih+wAstCJGDfSSdmgTbrpFnS4ZWYCQpGMqwnJyou7rTFxpPaVScfDGiE9AJbajysRP5UHQAAULfTEzgrUqqeAASWRbuEGJbOOCaXY5DNtp0yZ+thDj69b88GDDz9098J7z5l2br5Qir8gIgOQECr233Qc79TTTn/19de27dyxeceOXZ99vX3f15t27Fu6cu3Ucy/WiYDYCOUCSaFcYgMoil21lR9sPvP8ywA1gssih+Az54n8UseA19/aeP6lN4Iw2MINo9TATErZdP6Lr35Y9e6mmTPmnnH6xePGnjB8+KSBg8c3ekbmizUA9tNdgJpVYtIJZy1ftfHJ59885ZyLg44qIMedHSCnGPWedcHs11Zs7hk8EUAJHZBOo7TdfaM37vlm3n3PkpMHlQZhhZMH9gDU00vXPbv0g0S+JlRAMmn8zkS2etfi57bt+2H8qTNMtgboCDd0cnVUORBJmegknS1Uhyx5ftWWT38Ye+x5IDxl20HYc2fM/nT/3x549o3Vmz8/dfr1qHIq1Y0mJDcC04lulKmPW7Pvx8kXzAXb+RuyG/B7wRsgw7EiPxRsg/MDdXEoZweA6uBkjZPdwoZkSjqoAln2uoTtIi8CWQCZF4mqSFTRjTjdADcC3UnJOriVVvfHdoOJfmfcbNu6ccuWTTt27o5xc97MWzgRoVtu9W5UiLbSPPqci+c+WO6dJFMV4CyoAugO4XcLvw5uBb06pXp+V9w4rZklp5ED/Ke46cY493OrwqsJv3by9Nv+67SrVbIGshDPwv1wyJiTLr/69udn3PZMz1HTwam0rC3c6gHc/LZiikw2btaQzqBMxe6xwsmRDkAY0ilgiyohTApQkvIBZbpYkU5A0kqTJHZIuoDMrg8ohLakHKHcas/AYlRDNsQGSLKytcbAEWOPGT5m0pCR48eOP3HoqEnj/uukySec2TdkXAwRZZLjJky54JJZxk0DshCS4uYrIACRUEAKSREbwSZ2UCGSiMxsRo0av2zpO/9n/192bP/klReX3rf44ZXvvv/Ucy+u+2jTGytW3nzL7VIZROEnM0SMKEaMHLt02fJPPv182fJ3LrhkRldUY2XHTpxy1rQZjzz1yrf7f3xp2aq+IeMAhHbSrcNzZWuNwVt3f3ny1OlAitCRMhUrTgBIPxd9sO2zi666CYQB6YCQwBKlBsGktJ9t27Rl35VX36ZUwNJHMswJlgmbKAppBVvrlwDE8HHHb9715eIlL+bLjZb3lrQqUVJ+SDqDnCaVYVPKdDTZybPJmGSbdINsZ23pextuvOsx4BR7IbBPJitMDkA98crqNZs+FyoAstq2OX7X2RfM/nr/T8edOgPAomqTiW62kXC62JbZ6USZ1X5EOhfVRz34xJur1+/LlBqsMyT98y+/ftfX33fWB9+6+Ml1279pjjoJwLGlXnLKYEJ0u4La2DX7fjz2ornolf9V7yYGTSqOgQcjPRhMXeSHi8IwVRrplEdDa1EoBJl3Cj3ktKHKyURnEA5QfplMOye7RaKCTkhehVM1tBHoUqI8Iuw9TpcGgVshv4YHlNJ/X9x8vG3Tkbjx+nGT7AEVggnro0+/YfGLp8+Yd/JFN0W9x2aqo4StcLIm/DroMF4o+r1wg9oB7aCyh+AmjZyEWPRAWmALKiA3JFtFt4peHdxu9hvolKt9JzVHn6FTddTtZMJEqU8HDeC8Wxw85LgZjXHnt45l44GU230QN075t2Q3MgnCokrHMzVp25rDJ4f1YYAShIsyAWxJ+4CKnQCFWbzk+adeWj53/v33LXnungeevHzWzWMnTlE2BUDs+MhaJ4I7Fj18zZzbdSKI50faST3y+AtffffnrTs+27Tt080f7/1ww45NW/a+vfKj2XPuchMFJC11cvacu998+8NCR3dr0tzvmdC6qIqtGoRCIQEIUCBJEmrmzOvfeWftiy8uO/vsCzOZdq2sUpalAyiOnnD83FvnP/jQo5lssX96BX19gx597KnXl741+fiTBWtAoYxn3DSRBhDWyx9/4tmr3tv80cY9Q4ZPYGkBBKIiYbL5aPvOL085bTqSBBSCNcYVE3EiH67evOusS68G1sAahATWpAwIJqmTufCrb3+84qp5AEqwBVBIGoBZJZC0cgMgFbRVX1i6atVHO9qqTRAOSk+YQJgMsI+cFqYkTBvKLHIgnTahAqFSAIxsunuHrPhw25VzFwMl2HYCJ8nkld8J7D/+8qr1H38tVKBtO5BbrY9ave7Tl5euJ84E4TCbHyycKogccJ7dSNoKqWK80iGd4slnXfn9X38aO/F05RbYpC+84oYtn3zlpEpRc9gzS9cue39X1DsBZE7YCEyIbjmojXl/31+PvWguJiJKdaP/63AjCqPA7+PSKLANsA30G2Cizr6T/GgkgOVEpJIVQIdt2/SZtw2feBbILKgC+1VOdoPuQLcs/Cro0pDjLr183tN+dVwMGrRVTHSLTM/vj5utWzcfwM20K25mL0KnK9a7AVNGWwkHHDP1itsnnXXNJTfdN3fRK6fPuCMdjSCvQrYbbZWDXpC/12Qqxo1BZVH5KAPkgA7DjQPSBZUmNyQboVtBWwMdLyWGwq0E0UgyIXBeOGWgNIhAJmt+50hTHEStAeGBbcvuf6eYalGGXGCfnSKQzZV7b1341GXX34XKB+GQToNwSPlAmk1a2+yuz/d/tHXfrBvvXPTwM088v2z5yvVbdn0x5azp7PikHBDSSeXf37j9leWr/VwojY+skdRzL7357vsbJ0w+pd4zuFztiarNqNrM5KJkOgQQKIyQ/r0PPPv++t3pfNTf3yGkWG+coaV5HnutxGs1rBx7/sUzPvhoy4OPPNVoDmIZ291JiKWzQJDQ2vG76z3JIKMdAwCdUbRqzftbtu8YNmosoGDpsvIABJECoFSqFIbdADRk6Lj167cvWfJcoRAJYaS0ACKRyH399Q/nnTcDUQAiCiQpgIm0DMrl1Vu2XjDremAJrPpx4wAxCu1nwt2ffX/FrDuAjDIBkmaVAJRSeywtsQEQZ0y/fOcf9h8zdRqw9ooRmQA4AZxAlUGZBZEGEZAqaj8CdAGMkwxJWpJObcCg5Ws23fXwyweuakhn2ZZQpu9/8s3X39nspMqJoAqgTj79is+++vukydOFLAC3A+ZAtEuvIW0duIhcclL1oDRAOm0k02F1yLoNn18/d5FNdQGI6Zdft2Hn50FHVXr53lHHr9yw75GX1gTRUJWux92TdPfoVZ/8edL0G8HrQr/6a3EDiV5ID9bl8WAblOzlwqBM/ZiFz68/66qF3UNPApWXfgScVInwjoXPPrv0g55Rp6ITgirKVA1kHnSbzDTQ6Rw3ddYr675MVEZhogq2Sn4Nvf8F3Gz/ePPWrZt37trz4abtLdwkutDpFH4dTASyTRV6u4efMnDS+exHTqGnqznp4hsfvPHel8+dtaiz7yRwKxz0YrxB989wc6hy1QHcyGw/buKNFT9e1kJtsZXd+MQp4iRxktgH4eKB00cVkBMKG6EbcaoOXADTqTM90q9V+o5z8k2ZrAkbmUxDBQ1QIYgC6C60NfT6nbpaJVU3uBUwZVAdRwpQtB5qaxms9fHwNT/ptYFwQVjpFEDYnoETNnz8zYo12/18hOxJNwPCCOUDaZKJdD7auuurOfMWS5MS0gJytdZ3zwNP7tz3TdQYEE9ktA3efn/9Uy8u0zYJJOOmzPJ31z774hvSWADRMnUjCUCsLAqtTApQ3r7gkbfeWW9T7bE5AYAgVi3WiFKsrwkAACAASURBVFiBj5E5tkXQjlcIy2+tfO/Zl16Lqg0AksqN8cTSJWEEOygUEgMgECEJYnHVtbNWvLvyzHOnASCSlMoCkNJJEloZH4BYuswOkTr//Mu/+OJP55xziVIWgIUwXV31ffu+O/bY0wCFkAyCUApAQClSne1vrlt3yQ03AEtgCUIiO6QsoAShvSDcuuub6+feyzrtJApI2tgMS+sm8kJZIMk6cfNd96/esDMIu/22CgAD+6gyqPMgM6DypEuk2oAzgFYlutgUhA6ADLJTrve+88G2Wbc9DCIBMiBTIFOIe/9LXnhnzdYvtNfOTl65pemXzd2y44+NAeNRpLTfUMmmsHXSEemI3aowZZRF5BzJrPHKbdHAdRs+f+HVtdJktJu75OqbPv3mByBNOiVMfuKpl7694YuHXljj5OvsR5ToTFeHr9r1/cRzrwUnxLh383ORhwPrLamfE2cQpAfLtrFge1TbKJFuoq1dessT72ze/9yKj8kUyWRtrird/PTLbvrh7z898fr6tvrRwDmVrqNuQyc0uR5QpebR57y3+6+61Ed+Hf1a3KOARO1IDa1DQRN3lJK9h+Cmpx83uz/ctO2Xezfbt2/bsvXjzdt3b9j5+cXX3S5sO9lOshXh18FWQYe1EVOPPW+uHw4BEaAJVVCvjzjt2PNuuvSWp867cQn5DZEZAG4VnAp5NXQjlWmawoB+vZsc6uxBvRudA5UHmUGZOZjayCRKv7X3qRJCJ9lkhEoJlSL2kAySIzgBIEFYNgVAy24EXEAdxkuf7EXAQW3ICbPvfl4HDfarwlbAhMKvgemSmSao0LQN69/X7j7YKva6yVbJi0AVQcVHd4cmYq0UDDgAmW6FSoFKg04Bu8IEOtEGwMbJPfLoK2+v3LT2w91XzLoVgImtNKmWloIwjs3t2PPNHXc/jKQBpXYCAO6Mej77av/dix4AIGKVb49efWPFK8ve1m4iXmARrJ985sXXlr1j/YCEAkASkgSTUK2iSSjt+Hfe+8DK1R+msm0kZJzaxHsusXkTAKJgYhXvyCDxTTffvv/7v3RG3SSYlYnJwtII1gACSAIQsQYgQBKsSp3RqjUfvPTaMu1YQGKp422a2MSSpANAJE28O5MudL38xrvL3lmLrJXxpfYcG+z+9OtzzrsMQAAysgMogBUQ58rV5WvXn3flNRBv3EgHSIIwyBaETeYrGz/+/M23P7xs5k1Xzrr18qvm3jxv8V33Pjr3tkU9vaMARJCrvvXupqdffFvIhHZzQA6ZUuz1iqaNTDvECQ5nhGkD8lAkUSTZlEgG5dqw9z767Ia7nwROoSm2/Bd1AJxY8uLKlRv2mnQnuzknHd77yPOrPtxZiprSloSNQIegQjSdZDpRtQun7AQNlHmSBeV0FsJBS5dv3bx9P4Cxfvmia27Z8dUPyg9J54QJTaY++cxrtv7hxxsWPI4mzX4pU+1du+u7aVffASIl/Comuo/cqYuziVQTkgMg3QvpXgh6IRgIwUAIBkN6MCQHgd+HqT5K9VKqSX6NbHTMmde+//Efr731QWWLbNKAcuH9T7721gdvvLfnoWfXmFRd2opJ1YQJpY2A82NPmvHie3v9aCT6tVg6C7z6z9rVh2dbqd4YdgeCkj2dtXErVm5Zv+mT9Zt3rN2wYf2WDf8aN7fFuMH4xMNWOdMMqkd39p5IbqQzDXLKIHMgizYc1Bg3bfTUa0Wyp78h8ou4OSCvlTsEN7lDcBMvesY75h6QAVDE/sTjz3ZsAVCx9EgYqZMASrttUX306PHn2VxT2hqZTmG7UBfIaRM2HH7sBefMvDOuS8lG6HSJeIIWpzBxp/0w3FTRq/bjpgCqeNBeSudABa0sTGaA46O+ftzoFMgEOQFKK51ASJsvVteu+XjqaRc+8dTr73+w3fHygJKVT8JBYVh6bZ317bu/nnHlHECJpAVbAK7W+vb94bv7HnzUuL5gZRPpN1esWvbWSqVdP5VlZVial19788lnXhSs4r1hVubATp1gHZNlzi13rFy9Lp0pkuAjcEMtn1zR37XhfKnz+Zdef/6l1x3rA5JgLVgBEB1wfYqPpFi1mj6sBo8Yt3nbrimnngkobCItWCMJ6yUBEIhRmgPLMsJ4yPqK62/e9umXYbURW/SWwu4de74889xL4mtyUkkgjdIFoUvV+sr1Wy6+5oa4cYPSAVLABqUF4frZ6saPP9/5yTdvrFj3wYZdL7668tEnX33quTeefv7Njs4eZQLXa3/h5dUPPPyyNjmWSRQJMkVQeeBc/1gzg7rEthNESpiS8Sso0kLliYMwGrri/T2z73oKOIVOAXSAJoMmA+wveWXV0vc+9opVdnNsszfNf2Dvt3/OddUBFbntwq+SF5HTyX7VZHuEGwFa5VWkWzaJar15zNPPr1384DLrVQDMuVfctPGzP7LXRqYonDKZrnTn0LMvn7f3+59OvfhqmSq0Nfre+/gPE6Ze4od97Hej93PcNCDZgFQTUs2DuMn0HsRNahD4g47AjfSrc+95+r3NnzeHjJcmJbV/7+JH73/4ud5hJ6xY+8XdD75p/G43WQNwvGwPu10TTr3qlff32s5h4FUx2cBME/wGpA5XDjws+iA58Ejc+M3O2rgVK7e1cPPRpvVbNh2Jm/iI4TDceF3xhCzGjfBqXjgCuCCTNWErZMsgAjAhOJETDqMDY7PfAzekkiC8qDbkjXc2DBo6EYCV9ltFO7B224YfdfriR5bbbFP7DdQhJyKQGdRFW2yeetHNwyZPJ1sWXhQXxsKvxUprtjwSVMdhLsj/Jm5Ukkwa2BHKd/zi5TPnrHp3UzoVNgeM3LHn695BYwEES8vKI3aEtF6y9Mln+2+/60HHywEIYsfYjJvIfvPHH66/8RbPD0hI7XjvrFr72rIVOl7GBQTAF15e+vhTz/vpHCAdAAcJGTdrkYTUzqL7H/lnuEFiErI/V1KANGzUUZu37bro0pkkJCAhMUvd+spI/boWKm7rxkaX50y/dN+Xf6zWm4CixTtAm0jHwy+Umo0FYgAiZQDosqtnf/HHH8aOPza2rKn3DNy8bc9pZ5wHIAA1sR9bLwCpQrn29tqNF86cBfFCoHTivUdiC+R4QdfG7Z8tWLSkUhtQCrsdL2fcIBmE2WIFgLUTFDvq6zfuveOuJYI9wQmhAhA+6ByZdtR54AA4DZwG4YNICJVlXQB0WBeI08XOge999Ifr73wSOIkmdpfOocmATD7x6ntvf7jHZiOSvvLy0y65btfn3zf6xrKbA06DyqHTTqYdZA44EKbdpGvSRioRAZjxx1/0xXc/nXrWtayKjh+df9XNG/buZxsKt1Ml68KNgLNOtn7t/Iff3frpf02d5nfW1uz4+qTzrpWJKqjwl3DTn90cwE2672B2Eww5iJt03wHcAPml7mEff/bnq29Y4PrtQtnZc+YvfPCZZL4xdvKFWz/929VzHgERpApNYdqEaTvmjKtfW/uZDYeCW0G/3sJN8t/CzboNm4/EzcfbNsW42bJjz8ZdfziAG/IqnG7EeQH7jaHHXe6Hw0AWhRu5pV72ayrTAJEDJ6LYk9h2g1s9gJtW70aXfi1uhE57meqsG+/ZuuubO+9ZIqQV7Ah2iB1AhcIbPeHsF17frBJVaaukQ2G7UOXQtCU7B1143aJy7ySyZdBtZCPyKmSrZKsi3Rh0/AzyayLT/I24kUfiRvohsCXlAxk/07Vx895jJ58BwKkgXLt+x0OPvuCn24W0LC0Jg0Irk/z+Lz9Nu+BKQDY2A6QyhWjRA09s+fiToSPGxmjw/ODd9z545vlXrB+wNI5NIvG7733w3f4fVqx8f/k77726dPmmrTs/2fflqvc/POe8i2JICdY3zLntn+Empkz8SXxSMPn4k/fs/eLYE06Jnbbjcumgcy4yIAs2rdtIIQHouptu27z9k3pzEGsXgAAZkEgoYg2CQbDQLpAAFEI5AHT5rBs//cO3g0eMA2IkrtaaG7fsOvHkM5EkoCS2AAxCA3G+q7rivQ+nX341EINgIR0QitghaYGMl+78cv9fr7r25hhbKDRLK6RFUoJdANYms3rN9qefW57JVx1bBJAgEqhzwhRQZVAGpLIoAyBXOu3IfqtbnIhIprMdzfXbvpk9/zEQPuocyAB1lnQO2H/8lffe3bDX5qrIvlCp0eNPW7Pxk6tm36299kRbj/SrqIuoCsLt5ETEbhfpNpSZbNcgm65dO/fhrXv+PHjkqUBJIO/i627f8Nl+tiE5oU43TNBEVUJTRB288O6GFRt3Tb3s2p3f/njBdfcA59mvof3ZgdL/O24GQ3IgpgdSuk+km+TXyUYmUwfQzy794L7HXpVORkjvxpsXLHro2WS+oRPV8SdetuvLf5xx/o3KdplkFYQ//pTLXl3zqR8Nx0QV42/t1Y7URf71uPlo6+b/EW7AhCJZB7cCpitsHn/RjY/Vh0+Ndcw42Q2qxMkaqFCkG6J1i/Rz3OR/A24AVaUx6rW31t++4NG163d2VZqISmkfhVFOBlBPPPGCR59dbVJ1YcpsK6jbyQmFLSc6eqdft7hYP4r9KnBGJKpxPSj8mi70njrjLlseLoLG74Ub1GkgTToplH/KmRd/+8cfrZszOo2oTjzlnDUfbqs1BsatCmV8ZXxjgz/98I9nXlg25bRpZ557yYwrb3jy2de27/5i5tU3xBRA4nSm+M6qtU8+82KcOMQF1Cuvv7Vj977HnnzugYcfn3/3orm3zl90/yO3zLtr4JCRMSyUdu9csPh/jpvjTjx13x++mTj5xNbdI1DMHRJxHsSALKQTf0JCA9CVs+au37Sr1hgktQcktZMi1kiSWLcARIxCCeVIY1HIy6+evfvTLwttEUuDyPl85yeffHnKKWcjSRRGqASSJumiUB1RbfW6jZdcNQtjbEmDQolY55C0lw43bt978cxrkRVrKx2ftccmIY0v4rRRJebd/fC6jXsq9UEoXOIEO/nW4iU5IBKsc8ptk06BTV6ogHUWhafddiHTpc7e99bvm337o0AJUnngAFWGVAbYf+zFVW+u2p4s1KRTANBhdfBDTyxdv/WrsDoYQKPKCacdOECZlV6Z3RCEDyKJHEw8+bItn/7lmpsfdlPdbNpQBhdeN3/9vj+xX0YTCrei0g3hRuSGoIL6qGMfeXXlmj1ff/r9T2NPvoS9KvsNPOxuoAF+Tws3sSRwuq8V/bjBYCikBmNqEKYHimCgSDfJb5BXVUEd0N5x34sPP/0WkOP4xcWPPDt3/oPsFNkJTbJ6+eyFO7/4cfC400jn2LYPnXTuy6t2B9VRIlXDRL/eaKoJyX5d5J/Hv4+bS66fJ7yQvC50OtGNMFEjvz702BmTz73ZD4fFuBGJCugOshHIDpFqgOoCpxIfWFPiCNwUfy1u2ASnTbvyuVfebQ4a99Y7688451IhHMEOoDK2AGimnDnz3oeW+sUBKNvYVkAV4zcZk2+cPuOOsDlB+FXgrEhU0ekEWRR+jdONky6+Pew9rv/+9Vfg5sAo7TDcqBSQAbbI1s9FTzz3xrw7HwQQSNqxQbnas++L/dfeMC+RKgIIYgNAUif2fbH/86++/2jz7r1/2L999xeLHnhi3MTjXS8AIG0sCZkM8svfee+5F1/TjgcoSLBgtXrN+jeWv9sWRjFBlLGCtdQOSxO/5wvWCxY+8E9xg6KVxQDG1dOYoybu2fvF2dMu7B+Tk2DVzxoBJEnoeCEQkAU7gHzcSWfu/+HvQ0dNQJLIOr7VYmkPXJajkCK+zySu1JpvrVyzcvWH2iSYDQClUoWvv/5+6tRpiIykWXpAitigkB3l6qq16y+deQ0KxhZuJLER7CBpP92++/PvZt10G2uXpIH47lRooSwg21SJ2B3zX1M++/rP0y+9DsggWzYZlD6yT9InlUb2QVgQFkAh+zYVIftAruBUrTFm+eodN85/HIRPuoAcUIwb4T/24qoV7+9Stt14IXFSuW3NQRM3fPztq8s3dXQPF047iJS0XdJ2gfBRZpNtA4Rp6xt96n1PrHh91a7u3omk8kIXba524fV3ffTZ9zpbZ78bdZncKpoudEL2y2SL0cCjnnn7o2//+6fRJ11icr3AHejVfzVu0kMwNQiDQSIYKIIBMW5A5kFl5z/48rPL1ulEm3Qyd9//5G0LlthMFdDabM1ma3Pvfur9zV81hx8nnMLQiWe9tGpHujqckt3xLBxsDTO9kOqF5MBfiP8Bbj7YuGXDti1H4mbnzu3bPt5xGG4SZXS6wCmLdAO97klnz6kNPwO4CLpD2Ar7VZmsyaAuMwNsNApEgbO9vxduagPG3PfYq6efe4WxuRlXznn6+TfypSh+3hO7QGbKmTMXPPBKsq0Xuci2QiYE3Ua2rDON48+7sTzwOHTL6HTGreJ4+xl024iTZgw65gLh134LbtSRuEGVIpMRJkBpR4yf8ubKj4aNnqxMOj7eUca7894HHnz06VpPHxBr1wdix0t/9tX+2XNvP27K6Z98/s0zL77OyrHJbEwH4yaROFvofGP56ldeX+HYVLxuR0K9/Nry515cysoBFFJbEiqmDEvD0hGsWTp3Lrh/5eoP05lDJ1MyXuc7pH0TA0h2RrUVK9c++czLNhH0W3THBVQ8imLBDpISbCCuWUh1RI2tu7+cv3BJIghBaAAGUsbmUBhAIY1l5Sjjxd3oCcectHrNhgsvvEJKh1kDiLZStHvX5ydPOVMIDSjjNjkJDcilMFq5et3FM2YKliQ4bn6T0EI4SDoZhBu3751x7Y1COdL1jZ8xflY6PrKWblroBIDQNvvEC29u2vnFMVOmkUywSaO0JH3lZlkHIFySvk11tUW9yB7rLMkUoIMiUW+OW756x613Pw0cCNNGMidUQag8ivQTL7z3ztpPpdOmvS6hs0LlgOwZ067f/Ye/Pvj0281hxwNZUhntR8hpYN8JqhNOvuy9zd+88NaWzp6jgDNOtiFMO4CZfv3dq3Z+J4O6DBpgKujG930ROh1OR4P8tr5jTl+5/buzr75XZXrRrfXj5sDsueewvZsWbgZBMDiOFm7SgzEYJIJBB3GjSk6+54W3tty++Lkg7EG2c+588N6HX7S5mvQjAB109dp87Z5HX1v+wZ5CddAxZ1yx7IO9qWgI2ggTVUzWIVHHdPM34+ajLTv/FW627vzkUNyAKoLpFEEPqI4zrljYM3YamjL7NZWug8yBLMigXht11qjTZoGJOPM74UbZkRNOfnn5OtdvJ3brPUM/+ey74aMnklBuIg/AQM7xp1226JGlqY4+0qHONESiApxF06EzjQlnXVsdelJc6MXEIRvJoA4i6Bl31rHn3eR0DP73cYMyhSpFKg2olZu958Fnv/jur4sffu6BR55/7qXlL7664s133l+1dsM3+/88Zeo5QBy/DlPZtl17v7ztzoVAPGj42K07995yxz1CGsem+nUbqFypv/7GyldeX5EKSv8Pc28eI0d1tn3f0pGOdKQjlY5KR6U6qtKpLlX1PlPd/VZ/1V+pVKNSd2t2z3hm7HmMjY2NwWbHQNh3wm4MXlgMGAzGJgkEQtgJZgezrzbYhgDZ14cIWUQJEfH3R/WMx2ATyEOe95Nutdo97VbLU/Xzfe7luijTMGGMG/f+9NHHtj5nyGyKg7QhRRVt+hykMP3qNesPhpt0k4AqnFCevp8ybcPGO//4yWeNqEkVbQa/tFTBjyr6VF6jEKoBUalqnn/p6o9/v2fi0OWUO06pUfB7ZM7XM2WmZyy3hCkX0uW6rWqy3T+2aMlRUuYZ0xkTiqKFjdbzz726YP6RnEuMVYVJhBmhGiaKVwu2vfzGWeddmGZYhKqAKMIME46wmnEruz7+/fevWkNULRUAQ1TFTENUI0wAZk4poDzDZeG5V3e9/PZHy04423Rrqe8FogJRnahWEA8fc9KF6zf+RNg1QBo3PaYVAWm1YPCJ53euveknSMkqmkdYgaolohYRde66/+UHt263iz3CDgFUJqqa9AG0yUWnPPrczhff+c1Pt751ynlrZy848ejTrli/5dH7n9zx+u5Pr77l/nrrEKAudyNQclQGqhMede7qB17+CLiHjRBYgPSIyJg6Mc2EwBzq+KDIieXnjx5xPpCi4rS+PW6GkPMV3JgNpNeac455/497Rw89kYqSYhRvuuP+q2+6iwqPZQJF+qrlE61YDPofenb7Lfc8ccK5q5/d/ntZ6QfuIaOBnaSjVWx9p7jZ+d47O3e++872d99+7/0ObkQXEp5WbgO2Qa1o3tCc5ZfU+5cpmZgIH5Riem8Dzebj+Sdedgd1WqDVkYxANLAZglabHvPDvKszy6C6HW1XlgWWB5YHamM1ixQHcxeIDlhlZgGIun7TvReuvAGwqvCMtLtuuHnz3fc+ko60cSMPSF163Lm3/+hJJgNVhlQGwMrMjYF7oOTbh5w8vux8kur10Jzixp2BGrVU7zts8clXuuE4iDqSqaxfA4kAy5DIEJv1ztxN+t1YFlg29ZZCan4GbhzoCE1ILisALFMIdv3ik/sefvbyq2+6fsMPV99w+/U33bHxjh9feuW6ba9s33jHjwFRy+kCwELm/rLni6tW3whAakHP6WdfvO2V7SecfDbCSq0eA2BVs5ys9+wLb9x97yOGzHfWnRB94umX7/zR/U6uAtDBB8IKZSJdKMeEYaKuv3nztpffkZki1zIAOM1NuJaZ+it4aoRPBSBct6Oe/hdeevue+x5rRC0AnIrjpD9N3wBAEVHdgg9AmeYgwv2o9857H19/2z21aDDrxY32eNaLNdvTZEHRJKYaIiomHFNOqE7SMWWiappjGNliMWi3R8OwV1EExpxrLlWMdDgwTnrffGfnuRdcQhlXubCcYtWP8iUfYxUh5hb81979+bUbt0wuWR71jvaPL1hw5AmHLjtxYuFyLgtIEUA4VgzCM91Be+W1d3zyt7133f/U91deP3nYMYMTi448/qy1N/3gkSffeOXtX66+8YeUO0R1KM8S5lKez3YnT27bvXLdDxGxEXWYqCqiiqgDxLli3Y9v2vxEptwEZKjSx6xE1KIqA8BmkMw95tQrbrzzsR8/9trDz+7a+tJHdz382sqbfjq2+HSr0gdKFnFPyYRY1ICVkVYp9Mwxg2GWTZAIgYdI9FC7rRYHiAyw5ROrhjM1IgMsI2LGWCZIxB15rQNOFae3ut0Hdh/Y/eAMIGeQlsbA6gU9Ik6vku8jVg+RkVkdfujFj6/bsrUYDiNmA1I33v34mlt/wnMRqDkiPFBs1QlEMfZbk0+98ctn3vrtAy/sVnM91IlotkncBNQaWF+ytdqfOPuzBjJ9WCZeOJ7i5rW3d77y5jtvvbfjG+EG6TVsBFhGyAwHDj2rPe80rPtE+IoVYr2qZCLgnhtOHnHOes2bBdz/Mm5yHVu7g+PGSXXRsepg1QEqALGwd/Spl98dmXcEIpyqJibqqWde9Ny21y2nCEBU4QLQeUtO3nTXU9laP2IFkm58cI9aITEDvbv3jKu2aKUWcC/ddgUsgXcj3u3UZ00edYHw+g6Mm+kxv6/gBvbHDUpxQ1OrAH7Jqpsef+6tgdEFCs8wzcFUqJqd1jWuWbfhj5983h4YB6CYciGLTz332nU3blY1C4B0V8P7H37m3d2/arZHALAmHGFmNeH87IltP3tim6pZhPIULo8/+eIP737QyXppAkKZSKGQooRQjom6et2G19/arQknPaFQJjqWCYA7EEEUExWlA8eECZk769xLP/7Vn69Ze3MKqalWFJ3+/KQ9+8RTzsuVAlVkAagq8j39k+2RhWHvZNieqzk+UjLZWlM1CpRnCDOJYqCOiiCjzNREriMhCgRAYWpGVTMAhKmZZu/4eResuvLqG9181bTzDz361Ctvbv/pg4/ffd/Dj/zsmRdf3XHbpnubveNMzbiF+sd/2PP6zl88/cr2F97cveOjP+z+9Sev7Pjosefe9OMB3a5iRWJFImpgJZOvNsfmH/3g1pefevGdt3b9+sPffvreR39+4ImXv3/lTQuXnVqutwBrqtGFFBtRi5lVwov9E8vD1nwglqJ5iDqIOlTzgNiN1qFBcz7QLFCXyQBoFmheMQOk5IBY3K5n/d6cP1CoD5Wj8Uylj5oBlQGoJWCltB8KrBt4leV6iN3AmQYyU/XIHtB7kB6DCLFsIKuOpY8sH8sGkhE2e5CZgNEDxsGXGGbixhkAZwBkG7tD2B0guQHi9IJWRyKUwfgt97/+oyfeTcaPApaV3QnVixev2XTdloe0YoKNKnPCFDrU9BAvji89/bkdf3hh5yfFZB6WDWAeGCGICGf7QTb3qw1/V7h5Z+cHb3/wmzMvW5viBpSC4iYkE4PqxbNPmFh2MdACNQMqG8CKSPWQVuGl/nkrrupuH9GR1xINbISg1RQn/pe4QYqLmAtYgCKZ9IDqgJQrrt/47sd/Pv3CVZt++ODW517f+vTLb737wRd79150yVUIK4qWAcTmLVlxx91PVqJxwJZihcQMQCliIyAyBKW4/JwbWvNOArWM9Cox6+luCJX1oHfhsWevzUUTM3GTCr8TGSLx7XFDTE16b+z41UWXX69odkeRDzHGM5SZXHcL3Y3Hn3r16rW3YKIBZtL2/vSXz9dv+GFaK1VU6fk9z257+5XX37OcMiYqU02ZKT782LM/e2KbbrhU0VKaPLb1hU1b7tUNFwCrvCM3QShnqpnCBRN2zdqbn33hDWmXUvqYVoFxybUMoVr6HkBpjYZ1RHaAEKqtu37jR7/804uvbD/q2O8JmTOtgrRLbr46PnfRhlvv2v7uLzfe8RPDKlNmEdXK5BuFWsvtjkW2odk+Yg5QS7WqXHqqWeZmlyqKOJ38xprCs5TZAAxAJVQy1dVEWdNLhEoAhWnZxUtPvvzqm8J4oOxH16zb8LNnXrzl9ruu27D5uhs3rbtp80mnXugUGwAKpsbk4uPGFi0fJ6gBxgAAIABJREFUWXDE6ILlI/OXtccW+slQzk+ongNqAtaASqw6qcIZ1fLCrTrdQXeQ1KLeUj0R2RpRndQvEDFbldXU+YNJH6tFpGSB2kjJqmaQiq4zGSClCDQLxAWloMiGIhugFICVsFYDmlNkQM0a0bqQWsK8ixp1InykekAcUD1ihMSKO1LEWkCcHuDdIGogQiR7sNmLOh4SIZIRshrIqiOrjmSIZIzMBMkWGD1gfGVRQLYOcJOnuDFbYDSRbCnlEVYepfnecOykC9Y/+MBLv24fcjKVAREe4kWil6+59afXbnmEuTHSK2o+QbqHRUXNhkAdIqpHn71u9eYnSskCYseg+thuoU5q0z4AbjJ9/yZudu3cvmvXe+lUcQc3hpdOFadjfqDXveSwQ467EvEqNQOs1RDvRtxDWgUb4djRl7Tmn4mMsLMztR9u8v8aN1QCEczsAqR0h+2tL7/z3Ou719y8Zf3GH5142nnnXHDF0qNOuGbtja+9+V6u5KcymouWn3brnY+ZhR6gjurEwCtYNkApAa8gUXfCOadescnyZ6Xb/VohAbUE1GnPPW5y2bnErHemmGbgBpsNJGrfFDeKg2kGU6nw/OFHnfH2zt/2tCcACGEm0x3a0f3UENYIFWuuvWPbK+8FYT9VDE0U3t392ytXbSBUACiKamGih/Hgrvd/t+WHP1U1CxC1nPLjT7543wNbdcNN0w1FNe5/6Mmnnn11yRHHN9sjs8bmT0wetnTZicuPOaVvcCLNYhiX62/e/Ps/fXbr7Xf96McPbdpy70/uf3zDxh8esXyFqlkIK2mkYOq0nICkLac4Gbzvga27PvjN+x/+7he//uTRx5//+Fd/3v7exw898txZ51xe6A4BiKrnFC3HRElkgxQ0WM1lKi0vni29RJVV4Qa6EzC9jBWHMIeoWapmEZGANESkouapmlN4gVIHgHHRBaAQlhG2lwr9IMo7JWrVwFTrSIhhDRFBmE00N1XzADLtL5qGjqhF1DxmWURtoBmkOJg5iBpT2qMsVRoiPKuYHuE5alYwzyOWQ6yAeRc1faSWQMkRXsZqCfOuVKUY80qqrq9YITUDxD2s1bARIK0GShFrHlAXiAU0i9TylL9dlWZ6aCbGRgRa0LHlFRHwFCXppl4MooWMNpK9ONNCMkIyRLKOZHpBxshsIqOFzCYyv7IuMJ3XZPo6N3nKGmeA5EdQpg9EgqwmkgnogRMfesQ561vzTk23ItRsBEhgrXzSBdctP3MVdSJgBeJE2PCRqAqvV3EipHlY+MncFazQJnaCZA/JD4LVApEcmDX/E9zs3r1z+473tu/6+Ts//+1Zl69LG+FEBqCUkNFAImBua8EJV5WieVirEt1X7JA5MdKqoPkTx17Wt+jcfeKhRgi8+k1w0xlzULNABFYdwOz8lTc89OyrWBFUsxUtkx4xiMLLnr/7578+/qSzAAhRxMJlp96y5VGqeVTUMPeAV9VSHzAPNF9xE9Bqx56//rBTrsqFY6DkuBsBsUSpeeYVt40vOY05EYiggxs9AL2eloqRXj0obviBcaOZlce2vv7De7eKjAdIAawCUhDhlFmaKAIwqsj5C0/43R8/P+vcqwGotP0/fvLFqtW3M9VJ5RQwMagilx31vQ8//vN5F1ylcjvjeI89/uKP7n5EWuVU3pyp8rZN9/73J5//+rd7du7+7WtvvP+LX/3lj3/++7PPv7Xi5PNUbqc73IctOf62TffecOOWe+/betume2/bdO/16zcvWXoiVQQARVjF6ddDjBCNUD1d+1Z5hlDNkMV238SCRcd877SLLrls3dHHnj57fJFXiRRmUmY6hXo1aAPWsJIBYqqylq/3F+pD+WC40Jglu5ssE2S8RORCrOYIL8pCLLIhpg7lRaJkMbVTNximdUknVHhZ1T3AAlMLKxIQE66nGjmqZYBwRTiEGYAURATlOcKcfW1saiDFwqqLeRarTqrcSniB6h5SsoAlEAnUQczpyAxpjmIWFbOIuQvUAMQRc7FWBupQ6VOrAayItQooOaJ5WPOAWFjzsFYBYmOtirUa1mpY1IEWgOaxSC9sn8iQZkIsaljUqAyVTISNAOkBNkIiY2REHccrHpFMG8s28BBZMaQG4TwCnoDWBCM19o5AhiADkAHICGQCZgvM9v642T+vsXoh0w+ZKdbYQ+AMgNWLnUFktbHTS7MDYISgBTTbBKWMhI8NH6itZiPmBKrTkNU+mk2AlbEVkUwEajeRAXUiJOqgetKfDTwAPUJmE2QbzDZyhw/Mmn8bN7t37di9e2c6d5PihpqduRvgVeomoFaAlocOO3fOkReqbozULqxVqBkAK1InWXzGtdHEyVjGX8INy/akY35fgxusZjHPI5ZBirTKjQeeevW8lddyq0i1DE594IAgohjSuee+hx587ClNFgCzhctOvfPeZzQnMAs9QF2k+1hGoPtIBEj3iQwL8eQpl922aMXlxKxTWaem3zd5wtkrN3VHY1hUvoobJOqgVb4ON+oBcNM3uPDtHb899PAViOiqyDLhYkVQbgMwrhdTezaFuT998IXbNz+SK0a64b34ygdLl52JiTBkDWENgKk85+b8Y48/c+WqG1WeYaq17KjvLVp8nMIkIRohGibcryd9A3OT5kjcM+TXkyBs9/ZPeNU4ZU3KDidbE0aeaw7XHEoFJpwqhsrtVHIUY3VKe5SmwoDpJytMYpzqilJKBdccTDhTrbQJne52Kdwx7Jqi52U21J0g5/f5zbm5YIhnQyrrWPMylb5SOJqp9ClGTXfjWjynKxxTpc+tUJMBNwLC8lgpZL123FroRxPVcLZwQ0UrYdVBac4CFCk6onpq14cUU9GLSLEBiSnvw2mhEgcUG7AEJIDaQB0gDlAHsyLRPMI9pLiIZYDqHSNT1cZanugFrBWB2ljzQC0B704tULDwQckDK2LNA1ZAWhfSPFBLWKsBKwHr7siS6LXUVxdUj2aboHnAu0HtBl4FXgGWOu01QPWRiLDZREYT9B7Qm0i0QCQgGmA0wIjBaIHoBdEPog0iATMGGYJsgGyAGYHZA0YLvpzdtNAUblCmD2X69sONM4ycQRBJihuUafHKhO7PoW4LyQiJgNoxNurAu9VshEUFqIU0D9sxqFWciZVCC7QacI/ICImAyEjJtoEHyEywMwiiBXoTuSMgew/Amv85bnbs/nD7h787+4prU9wA97DZwFYEvAbct+sTC467vD25QnVjYEXEPVDLpWThCZduyjQmiZ0gI5wWoKD2N8MNzwPNUL2AVeeIFefct/WlqH8MgAIQwEzhkjJBVV1h2oJFS1987Z1DFh8FWF1yzJm3/ehnttfkdgOpXShVtBcB6HUsG1gESKvG48eu3vSzM67cdPJFN55x+cZLr7tryYpL9HxMTH9/3PhI1JHug+Z9E9ygGbiZPbHsgu9fqxslAJrWSlMvOqYVERYYm4asAdIVNcvUPICKkNBEl8pLhFoIG4A0YVQBFJU7AMR2KgAkzUTSww4ATZFBFQMhBkAI0RRmAlBCNQCaTj9qIpv+ixGqUSoI1VNeTH8axirCDGGGEJtJHGEW0vcoTKbVnPRJqpUFSNFEtrsa571IZKquF2uylvfbpcYQd0MiqswOpdeX8Ye8eNKL5+aC2ZbX69SGvXhuJZ5XqM/K+bOc7l7XG8yUWlomMnNJoTJsl9vD804I2pOq9BWjK1trqraHmETMxKoNigFYBWpg1QViANIJLwN1gFqpJRmQDFKyhHtUr1JRw2oX0DxSiljtQqwExAVkYtXpmEYxC5gNzAbmAHOxVsZiCjFKERkBNhvYbIBaRrxMRDXFTceogHeDVgPhYxlhOwY9ALUCmo9kCNyDtM6gVYH7SIRYpn6YETITYvcTewiJFvAYeAyi2TGolC1k9SNrFpJDYPSBaM7ATQhmDEYCohdE7xRuWilr9uHG6kdWP2T6wR4AewjsoRQ3ODtMi6NItoAHYPQgmaSKTtRNQClh4WvlVjqqqhWTtJgAIkSZHpJNdWMaNO2+awESIYgYZ3qV4jjIAdBaIAfB6jsAbuz+fx8377+/az/cyAo2a1j42GwA68Yy0or9QHKDh55x9lV3JmPHMCeiVoPa0cCiM09d9SMkQhANZIQg6lO4iVg2PjhussCyQB3CC4B1JitUFG/+wUM33PFTReQQM3XHo9wBrDLNTreTw7j3Jw8/ffnVNyGqH37sOVdce6fIRkAdKhtYhMADJELgdTecBCRZNgGlqBdbp3x/w2U33Lfm9p+d8v0NRrkNrIj0GohgWp1nH2741+KGTePGRYqDqYOpBYgjYgDWCLOJagHhiJlUyyJiYmppRgWAUeZSlqUsi6lU1BzCgjIXgOmGR2gGkEaZDUCFLAAQ3cxruosJJ1RXNSdNMRDqjPZOn4AoMxRVAlBMtRQcHQBNPceEY6ql9nKIqOnb0mFcTHgKnfSjNN1NExyVZ9IGlsIkY1JhUmFSE1kn73NRAKSqoshlxfESp9JS7QDzIig5lml4PfO8nkNywZjjz8oGs53qsFlqO/5wNZnfFc2V5V7HG+gKJ3L+rLw/GrYWt8eOjQeWtMeOlqVEEVUvGnUqiSzHTHqAOeFZnJZ1qUSKDVSiFDSKjVk+3TMAYgFJ8xobSKbjpUlcwDbQAhFVYA6oNuJZxF1QXWAOqDnES0jrBupis44NH+k+CB9oERsBtRpAHVDLoJY6nt80SzIhEnXglY7hJK8iGWInBt0H3o0NH8sA9BrwakcLQa2RTAt4CIoPWtRJcLQYRJwq8IOIQI9B7wHRA0aqWTUztUnA6AUxCGIQzPa+vSRrOjrZDerc4QPgDCJnEDkDoCfUHaL5WSTbT3J9yIrBjGi2DTygdgK0jI2ApN4qdgC6B3qA3TYy49TFBMuYum3gDSwTbLVwphf0BMkBMAfAHEbOKFi9kJlS9po50PwV9YlvUbt5971d777/0Y6Pfj+d3WDhg1bDMiJ2jPQAFE8rtAcXnHrxtXevuGi93154+GnXnHXNXf2Lz6LZJhgBMhsg6p1SsRuruR5QsogXgE2zZurXn6bExFTMCtAMgNrdGDztwnWTS04BpCHmIGYjagGViJqIGpiaWDGS/nlx3zye8c1inA+GVSdWrBBoWXH6gIfAG8SIq8nh1eZioEVQyoqMqBHkG+N+8zCjewCUbqTVebGvo+aXyrmL9CRVA949pXeTB3UKN6oDajrmlwMlO+M85U6l9/YMN7tUHiy1xDKBSqRIrGQwswlziGpjas4IMR2IcEQ4/srjwWLK/U4DonZs8DAHPPX8q494v0BTyU4qNIFmBKVcUfS056UbriayjGcIMym3mZY3XF8xylh1sZolWpGaNS0X2ZXBUjhpdY+6tXHbG1VkJEptLzmkFM8tRuOFaCwcWpptzK61Ftr+aL21pN5a3DO4zAvnyEKLqF49OSRoHeInk0YhonqZyQpWHUQl5S4QDkCp5mBmI2bvm3tKBy/VXOd56uFL3VQT88tabp2hzUJ6hgLuAfeAV/YPb8aPZkTH6rsyw+XWR3oV1ALWPWzWQPM6RyozxHYPkhFKyzdpC0IEHfMy6hERURkhXgXeTaw6cWpgFEF6YFTACEAmIPtBDIOYA9Yk2KMg2yBbkOkFuw2yBWYCZg/IBFkJshJkJ8huIaeNnV7s9NPMMDX7sWxhu4VzLZxvIacHZAR6TGRLkW1qJFgPkOEjWUNWHckYiQRSQ2e9B8s2yfRh2Y+MNjJ7kdEPZj+Yg2AOgzkMcgjM5EBCX01kt5DdC3Y/cgamYhBbTa8x9ty23a+88f6bO95/c8fOV9564xvjRvVAryOjQWWc7nqYXn80dPhpl29YectDN97zwlHnrmeFFpAc6P4UbgLQKoobq/n4X+HGILxAhUd4gWplnqkzs4qYg1iqa2WnBgzphAtWLEwzVCsAcKAONQNQS1jUQa2CHgILQA0Vu3fWoefOOvRsKhpUNKgIMPeBeaCUsR5gM8IiBMX79rjJg5LiZpo4LrDsAcVPEbVS1qRm4UixEMtgZmFmIUUgZZoy+nR8DVkOwpqvuIl/feCvEod19CVmsAYThRBGCENYoYqWrpUSRWCqYSqomsHUxIokalYRZUV4ilnRnND2+gv+nHxtrl0eZTKmoiG9gXw4rnU3Ta/thCPB4OHZcLzaXlSMJoP+ZbVkkVXqy1aGuoIJq9iO+g8PmofGg4dH/YuLwbDVnRA1C1gjTCqag5kAwhHLIGXaIjldInGmrqLpyIKS7fzu9iGmMJWwlEAtHYQ1lQOA5ku40SqgVZBeRXoVaRUsKlgrI91DemWKRz4YQXr4QsLHpk9Mn5pVIrqIVjScmGk1pnXptq85HhUOMRyWK2teQJ0aMn0wIzDbIAZBjIEch8zglMVCE2QTMi2UHaDF4XQjHNkJcprIaSK3hd0WcXqpNULlMJYtZCfgJuDG0PEI78Fai+gtzGPEA9B9kBWQFSxjYiRE9GARE7OJZRuJJugJ8B4QLZwZJu5s4o4jewSMIdBb+3Azc3Ur00R2C5zeGazZDzevvvnBt8MNtULQaqlqqduYzEeHIF4DVmaZhqy0ZHXA8odFZQiZAXF6kAy/LW4wzwOVQDNEK2KWBaQB0jHPIyU7EzfTxAGsE54DIhHLEeGDWiZmg9o9oIdI9ACrU5nMW3755JEXE80nut+eOMFvLsRaFZQylSHLtYiMgFX/47hRZCeYNbWfMaWLui90pEzjRjtgwL+O7wY3mKid9Sui4qmpZUKntjRT72CqAyiAOWEuMzxmVplZFW7kev1Wob9YnyvcNihlxWzkgtlufVjNhswOnPpA0L8oF451xfO64km/tThXH9ecOFsZqPfMr4QTYXthzh8qBaNBa0EyfLifTGTKMeFZIAblTlp3Rx3QSFBkx1U1Jc6XcMNy/xu40atEBsC7QS2jtNqQFnFEDZt1LCpY7yJ6gYoil12GU3Vyfrs1lkSDrWRgeHh81vBYs9UXJknc7ssUPdUqEC1PRJXKmFotJTOsuCNYJsRtEqeFMp2kBjIt5PbPXM5EThs5bey2sNNP5AiWo8gaBLsP3F5wW2AlYMZY9hOjl+gJ5jHSUu0qDwyPyAYRARENIhrEiLARYRGBHiEzQWYTjBaIFhi9YPaBHAJ7CGRzKqlJwEr2qZdOy19M4Qbs/q/i5tW33/xGuCEy6GyEW1E0evzIkvN5roW1KrNDxAvACkBdYN2gdhM7BlH/trihehkUG7AAKgkvMrNKtRKa2sBOexBT97BEVAIxCc+lWhCIe6DkgXUjESAjom4fsBqo/pylF00cfj5iXVTUjzpt9dD87xG9RoyAiDqwMihFZIb/UdyAYk2JGVvApm8SA6iRqiyjTmj74rvCzVewcrDoHKY6rr4KoZxxQ9WkomiEsFQqEKYtHIB0LD2xCljD1KK8wITHzKrhRK7Xr8nI6R5WjRBoXmSTUjDq+P12tUXNSjYY8Fvz7NqAVRkohOPFcI4otPL+cHdjpBKNVaKxSjQuspEq61a5WY0navGcZOiwSjSKmQNYS41JQbHSVBGoBGoBzYCSEsc9EG4K/2ncYKPTpcJmg8gwtd+msk5EFxVFVRZltpIv1cqlqtdVq3vVsFye20oWj40cMtieHOhdOD4yOau/GYcNv+55frFYy5UCmW2oRpWqHla7sFYlZp1aEbYiZMVgNUG2QCTTgzbgDoDTN40bkLNAjoEzG3IjUJwFxWHI9YPTS+x+IhLMY6KFRA+wXkWGh6XHLJ+KLsJLROsieoXoNaz72AiwESIRgYhAJGAkYPUiZwA7g1+eu8lMFYynv89M3GQSLxz/d3CDtCqoHhIBaH48duL841dqhTaVYd/kCYVo1PT61FwP0n3gFeC1fwM3QC2iFaleTudTkeJg5gK1QHHTKwkpzn64wTpQE4gFRCKedhAqREag+tRpgeoj7s9ZesHksguIVuNOtGTFZbMWfi/1uECaRzKhWmwquQRE8B/Hjfol3IiOZY0ipqCzDzdAtc5oyZdDP0h8N7hJyzdpdqMwXVEFIWpqHN4hTidS3CipvB4QQZir6p4qKqqocdNX9bqwY6b7iuZlCoksxkYu7G4MMukVgr7ucJbsTrgb5oJZ+WC27G4Vg8FaPOqFQ1445HhNVdao3uV6bW43zEJPa/TI0QUnZbrbQDJIyVHdA8U+KG72Eed/DTc+6A3gfjrzgTUflAJWizxTVUVeE45j54JKrafuB6Vc2dSKnNoYmg6bVZVNl8cZtd/L9Hlu4AjP0GqOFVUq7ainJ0yqXj2X9VzX4yKrihLVi1jzsAxJrg/lhsEeAHcEsrPBHQF3GNwB5PRhpxc7g2CNgj0JuUkoTkJpHArD4A6gTAtpIWI+Yb6qh5oMeSbguUB6Ub4SZYu+U/SzXuiUQ83xFdOjRhXUItJrxIqp26K5XuK0kWyCkYDsA2u6+T0AmQGwB8EZBGcYnEFwBsFNodMLTi+2eqZx89a7H7z17q5vihts1EGrYRkC6w5nHTv3qEvTdfCTLlwfDi8GtQxKDlhZrw6lDcJvjRvFBprBapZoJcxcQDpggdXUa2W6E5TexhKomRaPgWWBWkT4Keyo3QOKh80I6QGR4cTSc+cccS7WPMyLh5906cLjLsSaR0wfi1oyefzgkjOJHf1v4GYma6ZxQ/XpmIEb/SCs+fa4+ZaHqXSFKt1swIRN7Y6jaVepGdChgCikbpxII8xV9S6FlzFxAEtVq3JR1YyakakbTl3RcoqWc4qhKkr5auJ6PbIYqbJWCAZKwaxSY8ipJGHvnHoy2h32KXoRKRIrtltpqdJn0q/Gc2cvOiMeXsYyEdAc0DxSnAMfpmbihuWA5b7Cmu8eN6D7wAMQERIR4j6wEmI5VZQzjtfs6a0Uyzmdl4Vak2pFJ2WGPAVCDokGTQGJDg0GPoU6g1AjRYr+j6a0ytmJJJw30Jrd7hlIwoEkjoOw7od2tkq0HOIetntQbhicQciNQW4csuOQHQV3FnIGkdNGzgA4E5CdD/lDoDAJ2dng9IFsIjPCvEaYp+m1nBsVS3GhHHlBK04GB/uH+lutob7esdHxocHRIIidXM1wqrrtq5ZPRQ1rFaTVUFrutJrI6oPMYCfs4X3hjIA7PIWbPnBbYLewFXvh+PMvvv/aWz//drihdoR0n9gxqF48duLk0Zdhzee5ZOkpV84+/DSe62FuTGQYjB4NqjejM/VNcUO0IhAjRQzVypi5iNp4uuOQ7l4zu5NLUxOICUQAywLSQckTsw7EBb1jGQzcp1Y0vPD0/1p+gSLrQDOLT7x43vKzOsuv1Blcctqi760Etfyfx40FTHaiQxwDFGMmbiBNalLvcCqmTlv7x0EZ9B3Vbgibwk1H7wYhkvpAzQDOtDoymZrZUTG1FJYjioOwBCS41sX1suUEthtwLUeZZGqGMpOLrFOom07VLoRMK2a9JOu1uhuDuWrcHJ4MksHuIKHcJjyDqCGcuu4EmhM4Xl88vKxv8hSnPgHMA5IFlj1wqfjLuPlqavOfwE0d1ACJBIsImEd4l8w2fD+J/Giivz8qOd2chJLO8eWRreJJs/xzJ4NL5lcumiycM5o9YzB7ciu37P+1JovagFTGi9Zg1hwoWONBaTLxJ5q1wajUbuTHmtFYbyuJEsvpIrwAwodME6w+yI9Dfi7k50J+HNxR5A4hpw85A+CMQXYScnMhOw7OMNh9xG2qbg83alKUS06lUQ78fCUvs6VsOfL9kSQcaHgDQWU8CYfiKKpUqvmSV6w0gh6vEmecuio8yruoVlXNhmonWLaRleJmGDIjkBkBewScEXD3pVpTuEmwFXnh7Jm4ee2dt75h7aYBqoetCNRKc+4p8469AvGqXmwtOenyWYu/B8QBtaSV+0664g7hjyqF1rfFDWIO4YV00g+ITJ1VEXM6IuTsS7gx0rIxER5QC3i34kagdlO3B8sYmAe0hI36yKIzjjrjmnI0rtrBkhXfH110ErCs6E5AcXsPPemo865T8v/5w5Qi9+GG/f8XN/t3wSkmjFKuML4/blCqQLwPN8AQ1jA2MDEIzTA1x7Wspmez+brjVBgzNC0jhI0QEZrjup4wCk7ep6pjOr7I+Dkv9oIkGRzzgtirxzJb6fZjTRaF7ammZ+ZDWUy6ornNiRO7ksXEiBH3EcshNqWgOPX/EKhuR4coJc40bnjxP3yYqgPzsYix1gClpMlqTzw0d2TuvMGBqsnLCsSSnDzi333REa9sPPe9uy77+U8u/c3Dl+x57pr/fnzlu5vPfnvjeW9uuPCu0w8/re2PZtSIYZ9Cj1TmhrnDh+tLx8Ilo2FSFuNxfaSV+LW6ZnVRWSduAtlByI9BYQ7kJiC3P26sIXBGwRkDZxTsIZIbEN5Aye917a6y5QSOHWUz3VzhACqAo+BIMk+BPIZuBTyVlFTqCR7m8+0g7ItaA83RgdZEEs/2upvS9KnqUZlgqx9lBpA1CNZwBzf2KLizITsK2VlTuGmib4KbdKo4ldfa/uHvzrp8XboRTmQAtECzTa0y3Bg6enDROaLcj7h35hW3xaNLgTpIq7Bc88hzb7Aac7AdI7MBuo9FAFqFuTEv9oCS+zrcKM4BY4aQ1YxKYdpdVmQHRmoZiSoSddBrwKrE6UF6ANzrGT161S0PrtrwwNwjzjzrig3J7KVU1hAvIl4eWHzq6JHnqOUWEsGUkWYj3XsAXgW1/K1xM2OsfqoFLoHKzknqq9nNtMG5knqBaqBoQAWiRlo/ToEyVUs2ZoSZvucruPkmvSrta7ObjjJxKjNKCKOUAew7SwGaOk/BVM04nfkGijBnzOFaTlGErmfqfqRzkxImhcUI40wT3DR0qxEknhdyzeEiy41iJucnfaMikxubPLR/1kS90RPGLUU1dTMvnZqiF5lRsbz+anNRMHhMpj4JzAPqpKtSwDJArU52Q2WHNZ2BzAOmNoWp0c30N9sN6tRewsw8BdygAAAgAElEQVTQDhxI+EivdlYWuAdaBQkfGwHWQ2a3EPO4rDfbE/PG5gWFfJ4RAXBEUnrgqhN/ft+q3z229pOt6/Y8c/2eZ9d+8tTle164es9za/7w2KrfPXjNxz9e9eK6c+86/YjJrBYrqBtBoEJ/WZsbu/Pahfnt4mSUPaztz22FSVD3vEC1Kkj4JNcHTh/KjaHCODgjkBkAZxC7Q9gdArsf5Wbh/Bh2hok7iEUoCz1R2I4rXomTEoW+nLIwzM4Pswti7/jhaGnoHNKtHlLmEwWe6DjkuGnxlmvN9v1DktbcpK+3FieVuC/sbwV9XjFRjYhaLSzbSLSQ1Y/zY8gZA6MfnBFwhsEZAncwzW6Q2yJ2XA5mPfP8zpdf3/3G9t1vbH/vy43wg+LGDLDZAM0HJMs9C1feuvX0yzdHw8uOPPWqePYRWNSo1ZD+6OnX/Cgbzwel9N3jJnXL/RJulC/hxge1hmVMrRiUEuAMz/ZMLjt35U0/ufaOR8+8/ObGwEJgWSDWISdePH/FZaCW/1dwc6DD1IFwk5ZvENUR7UzlIEVM0WeKF3Rmo4p/Z7iZak5N4wZjhRBlBm5QBzeQBkpB05HaAUqwSgknREEIO7ZLMKYYE0A5w6q4hagaCKbVvaDdHCoX6yrPUMUQsljw/LjZPvOs8w5bfETF86VpA2BKOVMtopiISib9rnje/zOwXAaT2Aj3P0zty3y/EW5mZjffGje1Dm7SP+pVJGpY+FQ0MPOkE/n1vgWTCyu2XVJp4qjXnzz/yetO//VDa/7yxLWfbr3ms2dWf/78tZ+9sOazl9Z8/uYNf3v9xk+fu/4vT17/h4eve2fjxY9efOKq+QOLq5m2IC1JWq4yWBUTsTPZ406GmQVRbmFvY8nE4OjAUMb1iFYQlX5sJ8jpA2dw37ZUph+MJnYHsNMPVi+SLTU/izsJ1woZTUgCs2vi6uW9W9ce99aWi3bcvXL3gzf+5me3//lnG35x91W7Nl363OpTrzty5NgoP5RhPoGWySeq3rLegeNnz102NH5oc9ZE2Ntb77OdWJURFREWMWgx8Bgyg7QyH5xRcGZ1yjdOH3LayG2RTNzdGPl3cANKntox9wZB97Ee+L1HLDzhytMv37R202PHnLPa9odBLREZHnfxrd29hwOvfse4Yc6XcaMcGDdqaRC0AJhHZKjIEKllrHmiEPdNHrvi/GvPu3rLklOuKMeTs444e+Cw09VS+z+OG2UmaKZw8zWdKcyAqIhwRDXcaY1PHYLS1w865vc/ws0+1nQyF4IQxdOe4oBmUGZfIMAIEQQYAcaIEEw1zinBBcfRFCqYggH6o3C4p6en4pdkZtHEIccsPaa7WMWIEqrlS3635x9zzHFrV6879+zz5k9ONvy64BollBCFUgFIRYpdCGf7fYeb/oTW3U+EB1QC0UGxUKroyhzEcwfFzX4DOGVQy8C7O0uV3wY3X+p/I1FDoob1KlLyXFQ1nm3FfVlNK3KlryjuvOioXz1246fPbfjr8zd+unXVp49f8fkLq/e+ev3nr1332Rs3fLb9lr+9fcuel2/e8/zNf3nypp//6Mpt686477zlp/f5h3rGvJocLWujvlzU9hb3eof1ZBcnhYVNb/Fwz4KR/qDmc+Ew6SmZEMsIyQQ7/SQ/gnMjyBkE2UZOGzstJFtYttTsoHATjTv1nLNibnLPymW/+dmVnz67+pOnrt6z7ca/vrrls22b92xd/6f7V/33A6s/+sHlD52/9NLxcF6eVRGEFFq6MtGdXxyG84PGLM+f8MNDW2N+KRaGz7SqlklUp4W0CESTFCfAGZlKcAbBGUBOGznNFDfPvrDroFPFB8ONmkuAV0D3abaJRQgkr1hRNGv5wPyTjj9/3Zkr71hw4mV+/9IFp6ySwTgyG98lbthXcLPv1k33mMogqmDUp0rFDcQDxH2s+UTUqfCJXlFkvdAYHZh/0qmXbTz9itsvv/XhiaMvxDL8v4Cbr2+EY4aISqhGmE4VQRRtphAnplr6iKia+lV9G+JoU7sOU7Fvj0HdjzWAAQhCBCG6rwV+ANwAAoQRRghjQAQRRikGUAiWGrM0plOsIlg41HdIu9UfBBOt9uoLLz7vlNNzVo5gqmlWqeSHYfz9Cy+67po1a1auPPuUk9px5AgdAVBMdE1iwoEIx+8t9Uya9dFyc77qhqBYgDkoFuYFUByg1r/Azb6meMoaD2neQWs3X48bUUPCn4oa1jzCHF1z/bKPAVxGQlP5wSXH/emZ23/zyOpPtl796RNX/eXxS/c8vfKfr67b++YNn795w553bv7s3Y1/3XH7X9+89e+vbfz7S7f+8ZG1u39w6bPXnHzFf8Untcon99cOC7OHNNylvf7hvdWjeyvHz/LnR9m+bmOix5831A79QAhb2DVF+tQMSSYhnVGXWTg/ijIt7PSS7JCSH6Gyyc0w71YuOuW4V+9b94fnrv/by6s/eeL8T7Ze9PmrN3zx1h2fbduw99Xbv3jmxs+fuenTR9a+ffOZ95xxyAUj/lyXjtrKRF6bX3EW1rsW+N6hQf2opLlibHKiNVLJNTQ1p+kVYfewTBMbCcg2cobBnQXuLOQOIWcAOX3IbhGr51+M+X1N7QbpPvAa6D6RkWInRASpvFAxmr1oxeWnXbnp1Cu3XHTTg7meBcDK3xluOpfRDNwoX4sbViOZluK0QPWBFDH3uRNr2YRoNSrqiHuZ2vDgoaddctNDk8ddBrqPRPgfx80+0KTHQDEdXx3zI1SjTFNUg2mmyqXCBWWCKJxQno72po+YpO1q9u1xs++VqSxJRanE35QI6RRZyFdiH3GmC8jT7CEIVIVgBMWsaetKLS8tRgYbtQuOXXb+8qUXn3jcJSetuH3NmrNOWFGyc4wyrgopneOPOu6nd9/z6L0/efTee9avWjncE+VNnQAoGFkyozAdES6KoVMfsBuj0fjRVrVFtDwQHVgG83xnDOdrDlPTrOHFadbMwE31y3Fw3EwlNT42OsQhWpchCp7bpWJc1tU4o95z5fe233XVn564/o+Prdzz9DX/2LbmHy+v+fyVtf94/drPX7/+szdu+GzX7X/9YMvf37/zn7s27925Ze+OO/758obPnrz2Vz++9L6zF6xemJw/Fh4Z5iY9a9J3x6v2slbXiaPBklZpVs1ckFSWT/QuGu4dTJIwiAvdoZGLVTfBMgG9B2QfKU6g7BBkWmAPcW8+MdtMhOVi8NiPN+96+tZfPHXlH5++YM/zF3zxxqq97930zx23f/76bf94ZcNfn1m756m1f3jwqjdvPe2hS5asOixe4muTRbY0dI5v145p+cf3Rd8baR/f2zM/9I+ePWdW3C5bZa5kFJZXjVCxm9hqYWcQObOQk+JmcB9uvr4RftDDFHWJDLXKMDJDUDxihNQMqWzohQSojXi3WR3oO/T04y/ZmOtZ0NmZ+r+BG5JpIT3GeqTYLS3bR80IaAmQRKxMRYBUj4gAmCcqs4Q3zAr9/7u4Mb8eN5hqhKqEqpRyqnBKOaGMEIYJxVjBhBLC0m2m9BWElYPihh4IN/Rb4WYaOtMlYTKFG8CogxuMOi9RDDqnvucsmDsQ+4W+yIu73UtPPnrjpRfeteaqp+7cdP8tN9234ebvLVvm6CYAMIW3W/13b/nBG8+/8PITT7z74rbnH7r/0tNPnmgnkhGGsdQ0hXEgTDGLojtyo5F47vJCY4jbfnolIOamA6L/unbDi9O42T+7+aa4SU9PU+Gn0KGiy682FACDoLrJbjn3qHfuvnrv9nv/+Oiqvz6z5ouX1ux9/dq9b173j9ev/dsb6/7+1g2fbb9lz65Nn+7e8rddm77YtWnvztv37rhl7+vr//nidf945tqdt535g5NGL5hVOzp05xaMoYw26GqL4sJRg5WTJqLT5iUrxqJ5cXEi9o6ZnL1s/vyhvpF6YyBbG1Rz/SCaYA7g0lziTYBsgd7Lug6l9qjm9Eqr65F7Nn+4bfOvnrvq05e+//k7l33+9sq/vHTFn15cs+eNDXvfvm3vW7fu3XHHF2/e9snT13/0wBVb15xwzfLWokBb3uMujbML6vbhcWnFcLSs6Q+XMpNhfX7SGu9ph17o2r7IhMyKkRFjuw85Qx3iOEPIGcR2H8kktXDihZc++Na4YdkeUD1khqD7WDQUOwHWTYQP1AWaYU6ERQ14VfMGQPeJ2/Pd4Sa7DzfK9CSLdfDsxgfFBzXEeoxUH2iZ6HVZHiB6QDQfaIHKCGt1ImNgVSTC/zhu9ot9uEH7xT7cYMIIUQhRMKEYU4TT4RecTsFgTDGhhCiEKpQwQg9+mPo3cLPfYWpmgkNnEAcjwAgQRggBEAyaSqWmGJy4UvW7M31JfdG8wb642heWl471bbnm4s1XXPTU5lveevC+7Y8/8tBtGw8ZHOSUKoT2hPG116x77L4Hnn340W2PPrrjhWfff+n55+6/+7LTTqw5RoYrJmeUUsAEqwbPB0405LXnFsNBsxgRvdAZ8+t0wQ+OG16aEd0z4tvhZiqjqe3Lccy6YnS50nEYCTPaBUsnrj5m9hNrV3z8k8v2vrHx8+dX/2Pbqr2vrv7nG+s+f/O6z99e//m7t/z9/c17dm7+y8479uy49fN3b/li+/p/vrH2ny9dtXfbqr3PrPrssZWPX7jgkpHKGW1vScXu15R+Ux2vykVJ/qSJ8NJlsy48rPfQyJ1dlUcMxmcvWzI5OBzUm54/mKnNptkhlBlFhUnkTUJhAuRsXDgUmSPSm9DMrh9vueV3O+775J0b/7pj5T93XfnFe9f8bce1X/z8zr2/f3jvhz/Y+/Mf7v3o7n++t+UvL934m6fWvrTp7A1nTpy7oHHCUNdkXR/IK3Oq4qh+/+SxeMVoPBl0LYjCxf39h43MGR88pBGOmoUWkTG2+5A9uB9unH5iN/1wzgsvffD62x++/d7Pv0UjHGlVYN1KrpXKa/FCH+JVYgRE1EDNKXYISg5UT3iDwGszS8VIqzA31gr/AjczBav2x016k6cx7Vpp7Zfg8CKIGhh10APQIyQSpEfAA8QDrAdIrQDJA3b0fJuaITAPqbVKa4kbzqOZ5NvhJr2U9+EmO42b1FoTTU9IK1+Pmxl86ZRjVEJVQhljnCmqQhVKKCGUYIwxwQgjQAhhjAklVKGMKVxlnKkaImy/cswMlOzfvUpHkAUQsf82FseEY8Kne1L7H5r2ZTcIKAKCAU/tMgAB0BTS7ZiB5za8bBJ6YwNRX1IZH2hM9AUTiX/TRae9dt+WJzZe95ttT7794L0fvfD07VddVpFCJ3gw6bn4rDO3Pbn1obvveu3ppz/56MP//vD9X77z+i/fevm+jesPHe6t522pqZRQhCmiXHMrTtDK1JqlRr/j9Sim19nXVbNYK4Ga69RoOvpEM3Ezc3yme0aCk07Q1PaP/Ws3+xhURWYdSR9EFfROskPMQDU8BeGml7vxwlPvWX3e2f8VHx7wu88Z/+yZ1XtfvW7vK2v2vrZu7/b1e3fesnfnrf/cuekfuzd/8eHdf3//h3/fufmLXZv27tjwxZtrv3j5qr0vXfXF05fvffWG19cuWzvPv3y8cUyQjSg0KCS2MlaXR7QrZx7SuurouRctHDy2v74o8U+cHG75vmvl7EIka7NpcQwyo2BPQHaM1A/H3uHgLgC1nfEnpVt96Ce3/+Hde/7y9g173rjyszev+PuOtZ/vunnPzts+eeeWv+28/R87b9+7e/Pnb9+y55Xr//7mhj88teb5W06+cEGwNJH9WZJk8GCJLwhzx4+E5y0cvnDh8OFJbaxeXDTQu2z+oomxRUHPnFxjDrZayB4EZxi5o+DOQtlh5PYTJ6lGc5576YPX3/r4nXc/eue93W++faAxv/d27n7vg4/TMT9ieEj3qB2BVgPdp27CnCYWDaz7VIbU9Kn0EfeI4QtvcGzZhdwbxDIEvQ56HZsN4J6SibR8D7A8UvNIzSL1/+PtvmObyrbH0S9pS1va0paOto6Ojs6RrWNbx93k2LmO7GdZjqw4ghR6ID/KUIc+MEMZOoFQQwuEDoHQe++9hd5LQgIJvYU24UV5yUvCF/z+cMIwd2bu/d575z5p/wHRSMNInM+svdbaa1l+w823h/vtYUbg9MDpgYsFzLHdcibgDCi24iOWEGF2LHtji/RA8oEUQHKAKCHOnMSsEWoMYjmBKAGgNiR6iOxlaqhjv+zuw+dQQxBEb5M1gV+5EbTG0UqCAwQnxNbv8bH/hVqB2RsPZwfOCpy1qbvM/Jt9vtQI1ICYuVHJxstU7HFmLKzgMKaEEIIJwZhiRAkWKccTymFMvqkGYdSYJcEISGMTHi8LsiKbeEHmeJFQHhOKCMWEIcoQYegrPVgEIiOiNPJNFMAy4Jg7ekRkRESIzbtBpCkr/PXtAsLAYeAwUAKUAKGAOUAcgIQxB2AX+a5pkYBTTQsmZLYId2+X0jLJ3SZJS/GZx3Rvc3ffxl8un7i7c8PNHeteXjxxc/+WLpGAynCqz31s85qK4hvF5048vHPj45vn1W9f1n988+7Jg4qHJe8ele5cvbJr29YUIYopxhQA6wwuxewVdC5LXMgSF2KyC4geOFMjNIIGzNlYeOJdwMf9+uvfN+x9LUIJbhA9vx4pHmQPyE6QnSBqILiB94LgA8EHkg+bAyC7QO9CRg/o4rDOw5SAIGsE0KTBA0pOHy7ctGzOgPbD0pz5Q5oXrf85em35u4MToyVrvlxdWH0+N1q+uf7GiuijndGHu6L3tlbfWFNXtD76cPun4lUN1xdGS/IbzufUnMh+se3nQxPaTEy19vZKHR1iWEftFMJWMTPg6hPxTejUcuHgXtN6dugV9vVtGUkN+rwer9MbkbU0MKWCIQOcPcHVGSyZYO4Gpm7Y0I5XwyarenDHvMrSjW/Oz6q+nBe9tzZauvFT2ea6hxury9ZVFxd8KlkbLSmI3l78+eq8hotzqk/lvDs0fVn/xOFp1s4JckSlXh5aWOXvwwk9Qs0WDeuU1TUxM2DsnKj90LlNJBDUK85mwQzmaElc7ZEzExwdwd4ObC2RLYVYw1qo4/lrj27dfVZS8rT0XlnxraK/56a8/MHfcyNrRPETJQC8GySvM/Rd616T/Kl9keDGosYpXmAOICbBGhk1Z3OzpB5I38gN0ftB0Nj/npu/P8bYiAbgDE2feiygMGBOwZwexy4jnBmLHiQHQPIRNYJ0AWAatSSl98kePX9Hh4HTmCXMmROxzseZQ8DHAbWE2g7oNGiKYE/6j7lpEufXNJP5W26aGP3KjYyohKiICY8JJbFLESWMIB4Dj4FDqKm3F1GMKIbYid1hGstFmHCE8pQXOIFxAqUcIRRjQggllIutAMeER7/GNXogChADYAWIEYgCWA9Eh4jyKzfwlZtv30kBRr9ywyEaWxYjINARZBdYC682pEuHzinhkf16TPxp0LDvu4wb0mXWuO+nDu6yZMyA4l1r35w5cG/n+js71/5y/ezc4X3jRDIwM+XQuqXPrp2pLLr65fXjd4/uvX1edv/W5duXzpw+sOvi8YOvykpuFJ6aMHSo06SSWFgHVBRVnWynnMKLFlFxUd4CRIcatww6kOj+bT07DgQNCXFIiPvmotRUe2q05g+5cYPOAbI9Ftog3gd8AIQASH4w+sHoAUs8tiUgRcNSMyJohBpEwqYMGTCud6dJfTLOFuSsGdN5aER/ednAX47kfL60sPbs3KqTOVWn59zfMupK/sDyHVkfTi6M3tsRfXqo4d7W6htrGorXR0vWfLq5sP7izPrCqVVHJl5e2HN2Z3fvBL6VmfOLSCXg1XOtPPbe4cDQ9OQx7dImdm47qUeHHzPTW4cDWjNNscUzaxJS00DNBHt3sGaCKQPUHkjtTtQM0Rq2O0wn9+RWFhVE3+6N3iqI3lwfvbu98vLKhmfbo7/s/3BzRd3dgk+3ln26khu9lhu9lRc9O+v1jrH7sjpOau/J9IgRE+cTSEDm2nts/Zv7Rmb45v6QltU93C/N+33LxBYBn8XczByfzByp2NkOnJlgzwR7e7C3BFsLbAk3C3U4d+3xzTtPS0qelhWVl978c25Knr79yg3wLmIIIp0fRK8W7jF06rrpS/cPmbg8mN5bdiRiQaMGv+xKGThxBWcOc7bIX8eNHjVGN+bG6IaZgFMQJ2NObmx4oyoS3LGhpcDcSBeMDa8W3S0zf5w9dfmBuetOhtoNVv0ZvDUMzEH0CR36Tew5fDan/ufRzT/jpvEZ4dfKVKxpWMSUEcpxlGOUxrhhGDjU2PTCYcwTIlDCU8IRTAkiuDEpiwEIwgRhDBgBopSR2LWLUsrxlPGE8pjyOJaRwQIQqekNvQxIAmIEYviWG8ACNI5DJr8NbQAAMP41ZYMB48Y9LCAS1Doc+Llv9zEDe2ckh4Z+3zVvata00T9uWj69cN/ywq2LTxbMKd619sHu9edXzj+dP2/n3MkT+2RmhuPXzM26uGf9oTULV00es27m5JwxwxbkTFy5YOauDfkHNq8+vmvTpWMHdq1ZlTslu12L5hwmGBAlDGNGqQSIISxwokp5C6IGzFv+mJvYdUnQ0G+yM/8eN/5GbuR4MHqR6gWThmQHEqyYmgkWg05XekIzE4ZEA83qnHhi4fCCoS2WDwg8250VLd34+fKShkuLnu/LPjq784FpmQv6+rdNyDgxf0D5gdmVV1ZX31hbf29jtGRN7ZXc2nPTa85MrTsz49GWkat/Sh6UqE+3cQGZWDhQCHglLsOr9QmH+oYDw1omT+vTeWz3jp1SkzzNXIJiI4oPq6nIkgmWLmDOAFMGmHsic0+iZgiWRKvNcGzn7Lc38t+dm1N1dmHFobklW6Y+PpJXcWPFyxtLa0u3RB9ui5asbbiU++XCrOjV3Oj53KojM64s+zGvbyQzXoyoXEBH7QR8Ev0+4u0VtuUMSJ89qN3wzKQB7ZPTQgGrRZMtAc7aHNvbgL0j2DLA1gas6WBpjs2J/4Sb2Kzir9xMmL0kxg01BKgxiJUAiF4s+Qzedundxg7OWjY5b8uQCQt8zXsA7ySyb/aa4yZfByBWkBJA9v2l3KiNOWPOAJweURnHWuCwEJspH8vCYCWE5EDs346VAO9KSUjr267f5PkbTg+bvjatxxidO1W0h9v0Gtu+zwQse//73Pw6nwVxesTFrBEI5SlllFKKMYcRw5jHiENIpJzE8TpeUARBEQW9wESeExhllFCCCIJYdENxzB9EMCGEMo4JgsjzIscExkQmyJQTcONyJQFRHeaUpq0pyjfRjf633HzbWfO1mbjx5whhaGol5jAk+bUJP/WfM3HUsD7fNQ94MlPDE4b98NP3meN+yMyb2G/V5B/XTx66c9qYjeN+XDKk18rRA+f80H1LbvairJ8WZQ8b0a1tZijeL/M2DoccautwoF9m22mjhmxdlnd+/47CvdvWLpi7cNrkEQP6mSSZEsI4PrZ5ChBFRGCylZddmDdjwQa8FTgbErU/4ubfiG48oHOB7AQp5pQPCU3Rjd4Lqg8UDSQzkm1EtFKmikxvpEQT8MCWgfxxvRJlGJ5mWTsiddmAwO2Cwe+PTq88nvNkd9aRWZ1OzO9ZvGVcXt/g8sEtVo9ou2dWn3OrRpbsn1l3d2P0/qb3p6ZVn5n2/vC4qmOTn+8av2Nix9GttU4+fbJD9Bp5CYME4JfFTj5vr6D/+5CvX3JwRKdW36VHAl6PrNio3kPUZGzpAGoGWNuDpQOy9kLmntjQlhmDBlW3b/OMyuL1L0/kRG9vvFswZtv4LpsmdZk2ILBjce/igzNen11Ufz0/emNZ9OLcT2dyPp2eXXd2QcnGCRvGdekTtqXYhbAqmAkYEbRwyD3DrkEtvUNaB37unDKqZ8f2kYhFdYmKlzNHsLUVWGKP1FuDJRXMEayGmoU6FF59dPPO03v3npQVld+/VfzH3Nx/9Oxbbpg5BGI8CPFYCWLZD9QJvCZYwlqo4w/j5i9cf2LE9ILEtoOHTCkQnCnM0byRGyUAgsZMQckeRsyO+Jg430yQ/Toa/eu3+u3h1KZ88FduTMAUaPpoUaxXjSpYaOSGGBJBSAAhnhhDnDn8dUeHNZjZZ8yi/B0XsxfsSP3u55Quw1M6DTN40v/73Hw7PFSHOAnHQhvCUcpxhBKEOIwkjio8p2OcS7XYTBazYjTpdAZZVCRBL/I6kZcFJnCUUcJTKjJe4HhGOIoJBkQwFpigF3UiEynhOE6QZYMgKpTJuCl/jKiIqYQ4Gag+9vL+a+4GsACN4yb+kBsMhMRyxAgBRkAJiBzu1Kb5iIE9emamt4wEmgfjU8O+Xpmtg5rqVTm3DH4dbq/pegYcXT1qv1D8jN4dThXknd+Wnzt64I9d08NOvSYSKwEHh1PiXUO/67g4e+zGvJzLB3b+cv/Oq7vXbp88dGBjwfLcWT7NRTEmhDaNv6CICLxs42UXZirmY39t7FiO//vLFB8HvOvf4kYDWWviJgEEH0h+kH1gCGBLEBQNZBszakxSed7oMlrbB7SuQevYzuFjS8f0CooRCXr7yPklfaLF66N311aemntpef892R2OzO55etHAfTm9bqybWL5/fsmeOceWDDuxfPjL0wsbbq1+f3Jm7blZFfvHvNwzqmTD0K1ZGRM6enskWlp6DSk+p0vmRQADgoAstdNcHeNdbTRz55C3bcgb8npUs4PpNWoIEVM6mFohWxuwdsCO3tjakxjbMVNQNRsO78j99GTfh4uLLy/98VB298vLx+2dNWDGwMQNM7vumNP72OJBpTsmNlxeGr25PFo4p+rwtF+OzLy3ceL+OYNHdQi2iTekaoYEmRow2CmkakpLtyHDZ/m+RXBQRqv2SRHN5pUMXk4NE3MasrQFS7vGETzmCFZDrmDGP+Hm4cOy+w/Kv3JD9RqW3cC7QPAgnZ+oiUxN4kxhqg9gMV60hBBvdwQysuZvWbXravaSvcwSAdELsoeh/8MAACAASURBVO+PuLH/BdxwCuIkRBhuPALmTETUsOwHyQ/UheQAVoLANCA2EL1UDTFrElArCB6rv33nQdPy1h/fcuxuv1HzgVr/f+FGD1xsNLqMORETnhAOY8JRyijlMBYpMcuSpipOo8FuMKs6VSfIAsca71kUM0p4jjCKOYIZJQJt7MxhhGIAAognVOZFgeMJppQwUdDpdKogGTgmYSoAYUA4IAxR4evjTyBSU+KG/0fc4FjeBsd+HPsdIxD0WPt917ZPZqs+ma2G9ek6oGv76WOG9m6f3D7s8EhgRpDAIMhQkKFegWZLh/e5tmvNw8L9a2aNH9w5LWgRgyYhURXDqhyxGYd3br9q6oTlk8Zsy5t1Zd+2W0f2PLx8+snNiyd2b85slUIJRgghjBEmABgQR3gDYSpQpalPwoFlL7C4X1dBNXET+0v7L3LjAbmxaIWE2KgAP8h+kL1I9YOsYb1TUF2UyTIvtwoGjuTPXD6y88Bk89KhLVePbp0/LHnFT4kVx2dVnsmtvbzk/rYx55cNuL1+zM7JmUsHN7+6LuvOlpzyAwtfnV398drW14UFl9ePubNpTPTumk+X8z4cmfh0+8+Xl/RZOjjyU0tXp5Ap2a1vF/ZFEtyaLEoAMoCXcSlmpVWcGlLFoFXx2lWbxS4Z3FTnI0oEm1LBkgbWttjRk9h6xXI3cZrj3LFV7+5uurd70qYRrW8uH3t01pCtk3pV3th0bsuEO3tn39g8+c6mca/2TWkonBe9mFdzfHbFvuk3Vo/bM3Pg2M5J7X1qmwRLikd1S0SPwEIgZBRaeixpbmsLzRnxJvi0gFH18aZEqqZgSxtkaQvmdGROQ+YI+Ze4KX327is3SHQTQ5CYQiB6gYsDPh6LXsRriHcSsRlwdqr4Aun9W3w3ullSD2wI/nXcGL7hRgVmAE6POBHhWPsJI1QgvEplN9b5QPQRJUQMiVgXQJIP6wPUlIjEeMAmovNj0Utkr2AJa4mdUruMiGQMNsa3/O9zowCnIKZgpsechKkQa6ghGAscJzNe4qjCM5dR8agmm04ncjwjjGJCEPq1zQ7B15xxrCLNYcQTIhDKECYAFJBImcwEjlCKKUd5nom8IPOCTJmACQeEIkIRFRCVmsZZxOYiC99wg/6IG4QoBtIoj8hjHU9EAikBrSA3+8C6ZTvz83avWrhs+vjze7dtXTxr6pBOPZK1lprcxiE219F0E5/dKf3YkpyrO1d/eV1SdGZvXtaPrfyOFm5T2CRqHHZS7JP4sKp3cdgnswy/NqBt87WzJt8+deDcoZ2zJ49zWgwAQEgsh40BCKYypso3qWL731+m+Djg4/6ty5QXdPEge0CK1cWb7tqyH0QvUnwguohsFxUb41jI41k1Y/ztXQuLtufc3jr50f7ZZXunvT+bV3dtRbR0Q7R0Q7Rs69uTuY/3T9+alfF9gA1MlAeG9ZO7BOb0b7F+YvfHx1ZEHx65s23Kqbx+n6/nN5zPrT417dWe8Sfnfje5i6d7SJfmlfxmPiXgSQn4Qg67mVIBQAFI4LmIKvt1TJOoUxFcFotqiRf08VQOUTUFqclgaYXs3bD5O2xsK1jCLk+zSyfX3Tux8N2F5c/3zr+2bNz4lvE/JFmOrRh+dOWIO3vmvjqd/+rY/PsbRz/dMqrhTG70wtJ3B2efXzZ8ydCMvs09qZrSwm1oH9SSNaOFggRgozho0IVVg1cn/00xeqxumzUgmkKcmowtLZG1FbK2QpZUrDYnpnCzYMbZKw//lJvyspI/5IYaA7FHDEjnp4YQUYJE9mExHjiLaAlyhgASNN4cBs5JTYkgxIPsQ/85N19b+36doqQAJ2NOQJgQQilllBOoYOJkD5EbuQEhAUk+qoaxLgDUDrwmOptjKQEJHiS4sRhP9T7BksirQcRr/2VuYqGZHjE9ZjLmREIZxpQgzBGiCLwqSwaBNwq8XdHZZEmmlMOUYkIQIQiRRlmAxQ4BnkAso8wwEinRMU7huFguVyBU4UWJaxQHAaaE8YLMBIlwDFOKKSW8gKgItHFyBSICokJjFfx3zy+/zp34mpeWeeJzmUKaGm/gh3Vrf/3Q9tLTB09sWHFi7Yr8yeNObVwzf/SQgW1CnUK2LgFLV5/a1iL2SLDm/9z/5s6CuvIb0U/vnt0+s3/dgp++a9nW7wrITKPYjEECMCIwIvgbT+IY1gGkeu0FcyYf3b7m+N4t7VsnNz5Ej93sgGBOh6kBqIIFGxIcwFmB2f8kd/OvpopjUXlCEzfxIMWDnACyHylBYk5EkofKDr3erEri0G6ZNfcv1t/Z03BjQ9W55W9Pzq8sXPjqaE5l4bzog01115e/O5P7/mxezfU12ZmukenmitP5i4akBgXoEzZ0C8hjOnhL986tu7H53paskvUjqo5Orz2V8+7glKMzu4xoZWkTz5JcvMfIgpolpLmCdrsmySrGegAzAo3iRFXURGITObfF7HJ69QYvL/t5NYLNEbCkI2tnZMwEOYUqQbPTfubo6vLz+dFXR68uH52pkoIhmZuzevkEmNI7OKqD53zB2I+F+Q+3ji9dNbj++JzopeVv9s88nfdjVqdgK00OqSxkldoHtYyQ5tUzK0cYgBGhsKoGjQYL41XR4LL5ZGOQVyPUkkqsrbClJbakYXMLqibFuLlx+8kfc/Po4f3y8gcPyh6WP31578mbCbOXUMWDJI3ofcA5gWlYCWI5ANSFeLdoS+KUBGAWLLqBdzI1UYt0Z9YI0gca91jqfCBovBqSnUmI2YFZEO9AvOPXL/ZrX1bjR/vbE+tSZ8bGZj/eBMyAOBFzsXIM4SgniDomqpi3IsFN9EEk+aiaRA0h4D3A3EQfpEoAeA2LXs4YIrKX6n1AzLwpyAwBqvM1PdH0IzmAdYHGfUCC1tS4EesWs/6mze/bsSm/rr77u6CsqW+IyMDpMa/HTEaEw5hQTHlCJY7qGGfieaskximKQyfLlBIACpg0FYAobuymiynDExAI8BgYAoZAwCARpCNIxCAg4BHiMeYxYZhSRAgisUIWxjTWFUg4CoQC/fq+XIhd7oDwX/PBfx/aNP1ezxOBgGYQhvXIGN+306iubc9sWH5+08r9C2ZO7d25ndvuEzg3pRqHNR4sBOIoZGhKVsfUBQO77Z498f6R7dGKB9GqZ58/PCq/dmLz4hkje2Rk+LQkVfd9UmhE+1ZD26T0jgSHd0ibMahH/5ZhTSABs7wyd0rx1bP5i+bIMgMAUS8CAGAGwCGiI7wFMTMS7FiOByHu9yOymqKb3w/Qcv8KTePSqBg0XpATkC4Qi2WAbxptI3lB9seKnpwpgKleJ+q7pre4fWDTi9MbP93YWnkiL1q8qXTzqLorS9+fmRstKqi6vODZkal1t1ZGH27/cHH5+VXDtmR3Xjumw7rxmZ29nI8HF4auPmHH1J6vjy2uLlz+/nBO9MLC6mPT3u+ffDav9/CW1rAZJ6jErTJVoHZZ1GSdW5RdHLNgbAIwAHhF6lOYpufjTEqC2xfnCsqKnxlCyBgCU3Nk7oTNXbGpDTOHDXbLwd1L654efnxi3usjS/Zm9dw/deDVguxeIcGMwIWhd0AoXDCw4fyy6qMzq/ZPrTs5r/JI7sVlI0e01FIdgl+hcSKJV5hbpl69YGdMBsQDODkaNChxomiXlaAvyaFFZFuEqsnUkk6srbGaStTmVE3SQh3OXXsc67spL374v+UGeBfW+UBKABZHjYmqr6NgjQDIWNR41c8pfuCdurjU3qMXapGegNV/wM031vxL3JiBj+WJBUQ5QgghmHFUFHWCpFLeikUP0QeR4ANiB+aWXGmSKw0EL3BOqgSBxQHTgHNwhgBTAqH0vt6k76j+t9zI/r+eGyoDJ2Omw5yICSWYcISIlOooMfGcVRTssmgRBANjIiEcwgQQw4RhTL828wJwCGQKRh45ZRKnpw6Z2ETskqlHYTaeGCgSABgAQ8BjzDDhEKGIEkwJpoRQSmMRD0GUIE4AKsRakBEVERUAc3/GDQJgBCiAU+biDUJGKH7F5JGbZ09cMnLAmqwRk7q065LgStILGkEmADOARnHvZF+6poQNrHvANbdPlw1Zw0+smP+48FC08km0riJa++b9kzsXDm5ZmTMxq3fXH1qn5A0bvGHapF3zZm2ZNXn9tAnrZ4xfmT0yd+TABVnDj2xeVXb74sXTB1u3bh6LbDAhCDNADFGF8BbMW5AQu0m5/ipuQA6AHIDY4mZRA0kD2Qu6AFKCIPo4xc8Ei6basgf2enxq69tTBXXn8qtP5L45MPXdkWmfri/7cndV5YV5t7cO+3Jvbe2dlVVXl1deWlZ5acXTo7lnlv+0blzG9B6BXiExzYq+D4n5Q9OuFYyq2Jfz8XBOzaFp1Qen1p6Yc35h/+9DUrwIXhP1qLxdZm5F9pmMQVUN6JS/Md6OkQlARWCnyCVyXovB7dD0sk2UNKunJbGEkTkFWzOR2gUZWnHmRJPTdnj/ssr7u6tvr48+OFi2deaxnMG7p34/uoNjYIqcKEGfAL87q8PTbePf7BhbtS/78+n51SfzLi8bMTDJnGSiPj11CtijcD6D4DfKiXanR9TFEkkenkuQZU3Wa6rLaguIapAzJVFzKrWkY1MqNjYnpiQtmPlvcSNovC1CzWGQfbZg5+7D5nf/aY430h3xTqrzAHNSg1+vpfUdt6Sxze9PuAFmB+b85jR9tJz9j07TrGLeDEIsutEhyhAhhGKOYoFxsqQTJTMn2IjowXJAsKVQQxiYBlyc5EjxRnqrCe2Aabwpkcg+zGtUTsCClt7l5zbdRgvmRCz7m94x+LHs/3Vp71/HDWIyZjKmPCaUYsITInPEwKhNYC5ZsIuCQqmAEI+xiAkBYKjxbkMBJAomAdkloikkYGfNvUpaQE3zGVO9SmqCId1nCjvEeJkqGBgAAxAQ4hFmiBAgFFOOcI1NgI2ZLg4zATgxJg6iAqL8P+ZGIkgESLTKmUHPsI6pW+dkbZ85YVLXVn1CXj/DCkAchiDPhWWhi9eT1aXDznlTF/zcL6tb2wVDeh2cP6Nw1aKLWwrunznw+cOTaN2b6KfK2spnT+9eurBv+67F89dOyx7fvcuk3t1nDR6w4OcfF48eVjBl7Kn1Kx5dOvHi1sWyK6ffPC5+9+LBjKkTCEEAgAkBzICImBowb8a8FfG2xgW7fxU3UgCkWCNFPMgayBrovKDzIX0iloNU8sqyK9Hj2To3+23hxjdHFrw7kBO9tKx804jozZVvj02vujiv+kpezY1FVdcW1dzJry9eU39v/eeSzXV31r07u/jB/un398+4tG7kscWDzq4YWrx14ot9MysP5lQfnF69J6tq94T647mFuX07xzO3AAlmZhaJS2bxihgyq8lOR4rTmaQafQIfR5GKwIDAQEFT5DjVyjMd48w2LZVzJGNbOrZ1QmomUlpy5kSjy3b04IqaZ4cbHmz7cmdb7YUNFYeWFG2efGblD8dX9CsYlb5jYsdbK4a82ZX1ftfoqn0T6o7mfNg//Vr+qO4+OSCjgJ5zMByvY0FVFzQrIZsj0eLwioKVYDMCHYBCcJxRVRSnoHdzhiA1tyDmNGRogZUWxBT5d7nhXbFCOAge0ZGS1HFE/zGLf56+ptvgqcH0nsDZic4r2pN/yF5pCXYC3v3n3Dj/+PwDbpgKggUJZiSoiMmIcohgSjBPsSwwvSRLksqJdiK5iewDUDhTkmBrzqnhSIfhM5YdGjt7sy+lj2xvHuOGSF4ixvcYktN76Gyq+LEu9kqz6c3UX84Np0dMxpyEKUcI4QgWKVE44hCZQ2ROgVl4TiaYAeIRFgkVcKzDFyQCPqvcJlHr3S40vHf69+39AzsGhnYN/9wjaUzP5FHdk4Z3Cf2UGerbKqGtzxgvEz0GAZpuVYgQQAQwQbEMF8cxxgs8L4tEkBCTERWB8o0Vq8YFUn/MjYBAJdAlFD+xV8bMAV3XZQ9bMKRHhqb4GAqJpGdAmzegx6rRP80f3G/FqOEHF82dN7z/nJ++XzhswP68nNKDO8qP7b93bO/Dy6erK8o/1b6NfqlqqHn39klJ+dVzt48fur5/96WdOw4XrNi9ZMHhguVnt6y/vn/Hy2vnP7182FDxqOpJae2HF1Vvn21cl6+a9E1/LoqojDkj4oyN3DDHXxbdSD6QgiAFQfIj2Yt0btC7QRcfYwjLQcI1kwVrkqadXDn79bGlr/ZMrT4y6+Xm0ZuGBOvPL4gWrYoWr6q5vujF6WlPTkytubsi+mJn9NHm6hvLq64s+VS0Lvpk15fSTQ3FGz+XbI6Wbove2Vh7dnHV/umVO8ZHj06v2jGucveUo1O7do1nQQMO2EQeg0umHpkFDLpku6WVprVyOZNNhoDEgnrexbCMQeGIXTHJgkKJwsR4zpaErSnY1hlbOiNDK6oGFYdl/74ltS+P1JdvrTix4PP1TdEHB6NFW6NlG99dyvt0Z23D1ZWfLi76cnZuw5FJNfvHfdwz7tX2CbcLxnznFYMiCirMxbBHZkFVF1SVgGpJtNjDZlOSqvMJVAYQAJx6nSjoONFK9T6qRog5DRlTsCGFqs3/TW6I3ockL8RG3jANy36rv0OLTsN/npo/a/muXsNmB1v308WlDpqU7wp3j6WK/zpuzE3RjQExCXEcppijWGREL3A6QRBFhYk2KnmwlMBbk4kSAuYG6qRK0J/a/6eJK5dsLBwyfnmrrmOsCW2pnADY1K7b6O8GTKE6H9Z/5caHJB+SvCgWSP9F3CCmR0xCVIhxwxOso0RlJF4R7QI1U6JSYqBEwJhHWMBEpkRAYBFo59TgvKwhmxdnH1w78+K+pXtXTtix+OfN8wZvmT9k58JhOxYM3ZjTPz+7R+7wjJFdw+39Rq9MjAQk1BjgcEBI05A9jnKCKAiiyESRCBLmJcxExAmI8kCa3i782WUKIGBgY7u12TBj1OackTvnjFuXNWRwqm9cZvMZvdsvGdF/2cgfpvTqNDA90jcl6ceMlrN+7Lt6yuij+QsfHNlbeePiy0tn7589+uTmxep3Tz43VEajNZ/rqypfPnpZeud10a23xXcq7t55cvVSaeHp0sKTz65ceHPn2ps7117cuvyp4mntmyfRml+q3704fmiP1+3EsWwxEMIUwlQgesxbkWBvbPP7q7gRQyAlxrgBvQa6OJA9IPtACGApSJlH4IwRl+Ns/vQnu6a/3jE+enFF8eIBc9ubzszudHfN4BO5nZ8cmfjxWl7F+VlVd5Z8KVv36f6aurv59XdWNNxeUX9rebR8w+d7BfW3V366tfLTlWX1Z/Iajs2KHp8VPTKjbvfEyu2TDk7I7OEVwkbqM4sigXgd80rUJ/EhRW5hVlMtluaqMayIKU5jxKZ3CESmyCjIRknlqQlTMzEFkZqMbZ2JtStW21I1qLOqO3fkvizaGH21t/ZaQfTO5ujtTdWXl0VfbK69szBasj5atC56eeGnU9M+HZ1Qt2/Ux12jK/dk31w2rO//JYdlHDIwN0/+JvE+WfQpctjqCNvtIYOcaBTbaEqKTdJ4olAs8yITjET2UFOYmFOwmobVlpwl/d/nhqohzhohphCWfCB4Ee9GvCbbw627DR82OT9r/paew3LH5G7VIj1jd64/4ebrV/q/5MbSNG3fBLyCmIQZo5QwDss8UQQq8YznJSaaqeQhUgKWfECcwDSmhqkSBOqksl8LdR05dW3WnK0jJq9q/d1oyZzYvP3glp1HyM5kog9+w03Cf40bHhPKESJQonDEzIhXL1g4rGAwc9TKM4VSAREeIQZg5klmsn/dvElllw9UFB1/fmPfmzt7X97YXla48tbB+Tf2zrq1f86tvbMvbpl8cvWYPQuHLp/YbWSXxDZexSNTAwERAQMkEo6i2ANuTAnH8wLPC5RjmAmYlwgvY/aVm98P6/uVGxlDl7C2YFTfY6tmF27Ku7BpwfXtyw4uyj64ZPLhZdN3L5i8IWfs+pnjdy2ZdXzjisLt689tW/+o8PjHu9frHxTXlBQ9v1hYUnj8adG12o+vPn+ujkZrP3+uqXr/6v3Thx8fPap+8viXsrKqJ48qyx+8uH395Z0btS8eRaveR2sqox8raiueRqs/1FW+vXv1kldzIgCMCQDldXZOsMWWyiPBAdSCJM9fF92EQQqD5AfZA3on6J2gjwddAKQQFoKCHBCpob3PW7hs0sNNYyt3j/90fO6jVUNPTGx3KKvl5p/D41tJp5f1rL695MHRrNcXZ9cWLf9SXhB9uCZatvrz3WXVV+ZFn66Plq5ouL2s4caST5cX1p+e++VoTvTojNrNIz/vzq7anr1/TEb3eDFBALfCPAYxYBT8Oi5B5PwiC0piWC+HFTmsiBGLrp3PmaSpdllQRZ0qW2TBwUQ31vvBFCG2TGLvRiztOXNIthq275hbfqMg+nLX5+L10dvr6q/kV13Miz5ZXXMrt+byvOi1RZ/O5NQeGvPp8Oja3cPfbxlauSf7xNTug0PG5gYalDmfxPt1optnXllyMJYc54xYFS+PW6h814A1xaVYBWLRK4KkUslFDCFqTiWW1kRtQy0tm4X+vcsUZwNeAykByT4cCwSEeMRrRPYAljnF37rnmNEzN05avMcS7ASc61/iBvGuf8INpwJnBKZHvEx4xnjKc1jPE0WgAkc5ynOCSkUPkRKoPogFHzA3ErxUH2RqmBlCVBdATAum9vth7OIpeTsGj1k4PmddZu8Jkj1ClCDSBWO7X/5b3HAiogxTjqNE5IiBETNPNJEzEVAw2HmmybLKMRFTAWMJQ9ugZ/HkEbePb6t9eu3LmxvVD0++L9pbWbTr3c1NLy6tfnx26cMTC0sP5xbtn3Vr9/QLm7P3Lx2WNzKzfytf2CJaKIoFOCKmHKIEMAZMMKWUY4ynTEAcQ7xABJkIEuaEb7j5XQkcAAFYeDymR/qaGcPPbsorOrL+9oGCp+d3vbi0t/zM9hdXD72+dfL5jRNlV47eLdx//sDmQxtWFJ88+PbGlaqiW5W3r7+7fvXppXPPbl6uevWktupNXX1VQ7S24XNtfW1V7fu3Vc+e/1JWFv1YFa2qqquoeFVS9OTGlTeltxteP41Wvfvy4VX1y0f171+9fVpefP2Kz6NhhCjlMBFMDp+ouIEqRHRi0QlUxXL8X8mNGAbJB7Ib9E5Q4pAhARuDWEkCzqeYIjI1DUhLubgi+9HGkdV7J7zfMu7pqmEvNox+sX38+6M5N1YPOrui997cjOIDY15fnlV/P/9zWX598ZKGu4u/FC+JlixrKFpQeyu39vr8+qvzas/M+rBn7Jt1P1YUDHqfP7Bu67hnK37aPCilr0/xCsgu0rDblqBwPpn6BOrjqV/gEyUxYtA1NyvNbUo7nzPF6wzG2QLNPJrFY5A1SfERgx9MEWzNJNau2NyOs4T0DnX3nvmvSjfVlKypvrbs881V0btrPt9d9vnB4ppbM2suzopenV9zZHzljh9q9/5UuXnAkxU9n68btrp/eEiioYWRehkOKXKiUXFS6tfJCkJBk9LCrkTMLN0utPPo0tz6SLzq05wG1UFljSiBGDdYbUuMaf+Emyfl9x82cVPyDTecGoz1L8Q66JDgFe3J/pTe8UmddXFhZgoAsxPF5wp3/VoIR1IC1gVAcDM1JLsiTXWov+cG8a4mbqzftLF8PRagZqAmoHrgRMIJjOcknkocNvJU4TmeUEoEyluo5CWSj8hBqgtRJUj1QSz5kOAFpgHXjBlCnBKkss/fvFffEbkL1hzL7DMRCdrvuElo4iauMQfZOIPS8o01zt9C8/vK2te1nwbM9JgKmDBCKKNU5qiRETNPrBxWMJgIcou8VydbGCdjrMfYbxJzhva8cWhDxZ0TtU8uRStvf664XPXg8Ksbm9/c2fzm9oaXV1Y+Pr3w/uE59w/PKTs659aeyWfWj1o3tdvILsFUt2RnSIdARIgDRAETIBgIRoQQyjNRlPSIcpgJVJSpIBNeAEp/a81viuAIIE6ms4d13Tpv9KXti5+e33Hv6NoXl/ZWlpx6W3Tq3f3zv5Rfqyi9/OhWYdn1s8+Lr1Q+vFv7vDz67uWn54+q7t355fb1V9cvvb5zvfbV44bKN7XVbxtqP0Y/1US/NERra6pfvHxVVPT5wy+f3r+PVlZGa6qj1VUN7yqqnj/6+PTB+0fFVS/Kql89unvp7JUzxxMDPoHjCKGU6V3eiN7iQ9RAZA0LzYCosZXNv10U9bXN7w+XSf0RN1KMm0SQQiD5QHKDLg4Z3EgNYEuYGCNA41Rrkp4pY7t0vLpy8uMNI6v3Tvi4Lbtu/5xo4fLqw3OrT+ZFb62uODn7zo5RdcUrG0pW1hevqLqRV3V5dvXVOfVXcxsuz/18dW79+ZyawhlVJ6dUHhz/ZtvQ95t+rN48/MOKgVWrh12dmLni//iGJ9qS9MTJk2RN9fLIxyMfTxq50etSrWo7zdLJa2mrGVJscktvs8zk5HBColHnZmI8NSYiNRVbu2BrN6RmcNaI6rIfPbCk8v7mqptLGm4uj94t+HxjedW5nI+FExuu57w9PLbqaNaz9X3LlnV5v3HA64LvS+Z3LV82aFYbx49BJVUhHgIRkxwxm+wUBxQ5YFScjHoF0jNoH9vO39OvtHTwXcKe5gGvw64x/TfcGFtiJaIFM78OoLhfUn7vzt3fRjf37z0pL3vwoPzBw2elT99OmNn4IhzrErDOB0wTnCkgeEV7i3GzNk9esGPVrsKfZ+SH2vbBshtJ8dQQBOpAcgDLARB9WA6A4KVqmLdFgHci0f3b5RvOb75nW9P3bPnm2JCgAXMAVRARKeUFSvWUKBTbeGqkhEeIAmHUKOh8VA4C8yLeK1pTEB9P5IBeaxkbr6Vo6WpCOyTEI74ZZwgg3uVr0dMeaP9rqlj2gezDsh/JPhDjG4ehNI5H+TbMcQJzA3M3/aTxoSliVuAcwDmA2oHagJq/hjYY8zwnCUzkrQ3r1gAAIABJREFUCBUoNYmCKnAyBh0CBUPQICbILKzKNoKcFCsAg1uGzm6cX3Zqy7MrexteX2t4c7Xq+dm35Ude3tv1qmj70xvrys8vKz+14PHJ+eVH5xTvm3xr1+hLW4buyv1u9pBInzR7gh7JCPSkccdlLLrBiFDC8ZwoCjpCeUQY5aUYOoQXAIAQwgj5OjoUABDCiHIIgUfhcgZkrJs86MSK7FfntlRe31t191h12fmqx7dqK8pqP7z4+PrJq7LiFyW3Kx/eq3v5qPbVo+j7l3UvHlbeu/mo8Pjjs8drH9ypune94VnZl9dPo1Xvo9Uf6l8/r3r8sOrZs7pXLxqeP/3y6sWn16+i9XXR6urqtxWfqj5Uvih7du9S9at7j2+efnKr8PiuTR6byiglhOMlc2J6V052AlWo7AaqEp0X+LjfxTXO2AH+29l9fzrzHL5uxdTFKlM+pASIJURdEU5LoVoLaotwRp+od0ocN+fHnjfWTLm1aOCLNcMvTPyubPGImn3zo4WroxfWNJwv+HxtfbR42+fb6+turKq5sqTm0sK6yws+XV3w+cqC6MX50WMzowem1Oyb8MvukRVbh7zc0O/Fql4vl3Z/s7j363m9jvdLWtHSPTRebi6gkI4GJJKqx6kyDss0IPJeQUyQdckWtaOmzu6amts58lPIEhZQhldrF24uMLNsDHFKBBtaI2sfZB+ALN8xe7rL6b64b0X1zbUN1+Y3XJ7bcHFu/YXc+rMz649NrD00pmL7j883DXy5fsCjFb0fLOz+ZHn/soX9CrM6TYmofV2so4kmidhLoZWmOik2E+wzGcN2c1CiqQYyubV3Sc/w8LC1lU1o5fM4VAcTnZwhxFnTiSkNG1KZOSUhsdO5Kw+KSl8Ulz6+c6+k9EHJH3BTdr/8wcNn95/8yg0IGpZ9wHtA9HKG0A8T8odnF2R8n6WFO/QfN2d87rqULkOBWojez5nCSPJjOQhCjJsEag4zezLwcSC6m0KG33PzjTKxMZ2NlxcHMCfmVEJlRpieUhtH3QL9m8AUjATAemYwKQmCHCBCAItBLAaw6CeyH0s+QKrsTM3sP3XemhPz154clbNBdjUH5hKsicAcnDEAgvYPuXGD8G2Y4wTeBSwe+PgmbmIZpRg3duBcQDXgXMDZY+8tEJMpFQUqiFQQKdNxzCwIZp4pFPMALp5G7IawKoUVwYbBisDNQU6fdnf35Vdc2VtZfDz6/kZtxeXqV+eqXhc+Kdr5rHjb01sbHl/Kf3pu6fOzix4dz71/YPK9faNv7hp+bPn3a7Lbj+seSLJRCYAH4BqHfWIMmAClmGOcIAgyYxKhPGUipjwRRMILgJAsCBJHOQAOgEMINXLDEMaaTKf1abMxe8DJZVlPjq1+Vbjp3fV9VaVn3z64+uZx8dvnD989f/Lh2ZOPzx7XvnjyqeLZ/7x5Fq18Xf+y/Nnlsw9OHHhx4WTl9XM1d69UnD9VV3KrtrT4l9vXK4uLqsrvV5aVVz64X1NeGn1f8eXtm2h1dbSmtrryXX3V+48VD98+uvXsztkrhzaWXDi4o2Ch0yAzggmmhOkTwu2o7AROpbIbiAlLf8oN/HNufrfzW+eLNRYjJYDVELElEWsEmxOR4iM6Fy8qCs+tyR78aHfuyUkZG3rEL2zp2NA9fHla/6rdedELm75cWFd3rqD2wqqGK2vqLubXnltUe25B3fl59efm1hfOiZ6Y9WVH9uct46s2jqhYN+jpmt4PV3Z7uCTz8YLMZ7MzS7Pa7e3knZEgDjTTriqXamZBAaVLkMJDSCABWfibLGuCENSJbazy95o0r72/oGdkaEDN9NjCcRrPGfVqmFdaEEN7ZO8PjkHI2ovZ2mh29+Wdy6ovLq87N7PmzNTq01NqTk6rOTK5fvfouh3DP2z+4fma78uXfFe6oMv9vO/uzup84ue09d18ea21QXFseEDtHa9kOOTmJt4v0rBZ5xD5kMWUbORTZTTEK87v4J3Vzjc04u4S8gXdfkX1ccZEYmyOlRZYaUENEV+o04XLD4pKnxfdf3i7pKS47H/HDdYlIMmLZT9wcbq49NzVJ33JvXlzCHir0Zuc0XfsyJwCW7BD4z/De/8ybqgZmIMwM8cUgeMNHKeJfEAR/yYwEUBEWDO747UIL/kQjSdSiDMkAdWoEiJyAKij1/C8yQt3j5uzZezszdOW7JuyaJeW2JkqPqYGgdmpMfAfcGP9yg3wVqBfuWkGzBbjBnOywCSBMpFyCi+oomjieQOlBooFgLDV0Nxpilh1PoHaMDgwZCZYbu3Kr7p9/OXFXa+u7at7fqHy4anXpYeeFu15VrTrRfH2l3c2P7u65vmF/BeFix8dzy3ZN/nCuh9OF/Tfn9dz/ZTOk/s3T/2brMdfuYnVnDABQjHHqCDwMseJmDDKRMwJlJcpEzDGqqLoGPuWGwAATBBCFh6N7hRZMarnwbxRd3bkFe9d/PjMplfXDz29dfrhrYsPi26+fPig6vXL//lQ8eXdy/+pePr5zbPPr540PCt7VHi88vbl6KPSBwd2lO3f8WDfzvJDe+4f3P/49ImigwfXTJ+2csr0olMnn1+9HK2q/PzuXe27d9Ga2v+n8n1NZUXV28f/97PikouHLuxbe69w//yJPxt4yhPMUZ7yitOfQkQ7YubYuncsev4ZN1/vUF+Hgcb/+gsxPpawayy86rygiwddPFISsCmITUGkBED2YtkrmOINitmrykeXZn08vqhwUsu8FGGUm04M6ha1jz8yJvP1tpzo9c3Ra+vfH5lbd35p7blFtWfz/t+z8+rPzK07NbPm6LS6/ZM/b51Yv2F05eofn+f3KVvWtXRxZmle+wdz2xdNSj3V17cz07042TI1bB4bcXbz6tvZWDc7a6PDiQIOyrxPr/PpdWGD1MYsdjLSCWF1xXfhyWkJAyP+7ilpAW9YtSYJpmSiZiBHX+T8IcaNy6pd2La48uyi6lNTq05Mqjw2qerwpKp9E2q2Da/eOPj9mr4vV/a8P7/DvVlt7s9uf3l8i4ODAvsGBI+OaLmwvTanjbezmXZxSt8lWDK9Vg9P7IwmWoyZHmN7lXY1ofFhw6x2vmHJngHpyRkpbX3BtnpXKrWkUXtbam/HmdMSEv8tbqgxAMxFlCA1hoItB/UdtRioA5hTsAQABCxp3/04o8eIudQUAk4DIeF33ESauPmzy9Q/4MZGmMrzip4XLSIfLwt+vWAhWAZQOd4X53drEY73ANGIFCJyEJiXV5OILqC4Wy/ZfKHbj7OpEiSyT9HSx87eOGTicmrwc6YAMDsSPf8aNyzGTey/wtr054xxYwPqBE5DzIV4B+JVxBTMiZKoEyiVOWbX612KXuGohJFCkIOnbXxa0CD5ZOYkyEXAy8j4zq3OrZtXfmJz+enNNWVnozX3v1Rer319ofLZ8TdlB9882PO6aPuzq2uenV/xrHDJo2PzS/ZOKzs0/e6eSWfX/Lx97oBpA9NbaLKEgP2WGwyYYsoo4xtblynlJcrLnKinTMCYOFTVLIqscek34K+jJwAUCj0jnqk90zZm9zu7MvvShpyig/klpzaVXjxUfPnE/RuXXpTdq371/Cs30co3n54/anhcevfg7orzp54cOzC2bVovf/zs7l1XjfhpQ9aErdOn5vQf4JMkr6yfP2rsrWNHo5WVtW/efHj+7FNNTXXl+w8Vzz5WPHxZeqn43N47J7aWnN3zU7d2OopFShgnqC6f059KBDswC5HcwNlRbHLo75LEqHEWuvYH1vz2/MqNHA86D+g1pHixwUeMARLbRCZ4iOxVLH6XtVlKguv8ysnvDuQUz+t4bGigcGKH81N6bxuUmp1smNPOdS1vUEPh8ui11fWFi+rOLqg/M6/hTO6n07Prj0+rPjCxZte4T1uyateNfJs/6PHiHvfmd7gzt82tmWl3p6ffGp98qFf8pRHp50Z12NQ7eUZrbw+v3MUt9vXK3RxCisL5BOqTxSSLKd1hbG8V+7nFYQnS1OaO0WHnwLBveKfO3dp1c8ZFRHMLYm6PnH3ANRDsPZmtjcPsKty48OOZJTUnp1Udy646OqnqYHb1nvE1W4ZVrxv0YlGX50s6P5jVumhqyt0pLS6NDl0ZH3m6tFfp/F47fwjPbu3qZaepMuqZYO4b8kSMokdgAb2QGW/q/Te5h438HJCzWji/96mZAW/bSFog1Fa0RpA+jNV0rLZCcriJmxdF9x//C9wQvQ+oHesCgjOl57D54XY/Id7NjEGq8wJvI3qv0Zvef/xiazCTKEEsfZu7+U+4URFvR5xKOEXgFVVWNJ2siSyOER0CC6Ne1ZLg9KkmH+XdmHmJGACqESnATGEs+fyp/cfN2aZ62wKxEtkH1MEZg2Nnb+wzah4gHW8OAXP869zEcjcxbsyN3DB7LLpBXDPEuRCzI6ZiXkeYqJdEmaMGgfeoBs2glwnmAfQYBVWlrc+t8dRBkRmBk4BfoFN6drh/eMPbqwffXD9Q+/h87bPzL4r2vS07+uHx0Q8Pj1SW768o3vH82rrnFwteX1z1qnDFkxMLindPu7l9SuGacXvyRuT80DHi0okIBBxbqtCUuwFMMWGE4ymjlEeIUk6iTOYEmXIC44TEQNDvcMiEcAA8QhQQAgCEEYBMIM2tDEz1LhyauX/+iNMrJ93as+ja3mVFZ3aXXD7+5O7VioclVS8e1b1+8j8VT6MVTz49f1T3+MGXp2W39+64sWXdtilZYYHzYmguCWNbpU3p1HloWmr/5OYpdkeSahvYpv21w0e+VFbWvHlT+fLVp7ra6sr37yseV74se3Dl6O1T224c2nD94MberSNBp+rU6yimkZadtWDL2EI7LGqIb4YEDVjcb1PFcfBn3Py5NY3c6DVQNGTwEpOfqkGqhLAcxEICEeJFWTNJSkbQfX3NlMcbRpTmtS+Z07psxZDaQwurDy88N6PXwk7upd3iC2d2fbMnu+50bt3J2fUnZzacnNFwfHr94ezq3WOrNo+sXjOycvlPLxf2vT+n862cNtempVyZHLk2MXJzQvKtCS3fLP2hZE6fNT2Ck/4/1u40Jqps3xv/SlaykpWsZGdnZ2Vn71RlV1V2zSWbqt6V4tmpFE+FIoCAIiI8CA4ozjMOiIiKiAPaTogoIirOsyAqDoji3M4Dzji2cx+8hGDUvt38X4B97HPPee7p+3+S9YLwikqRT9bw+/2+cfYRmq6vBSfo4VCPNDjCHi2LP1DGr+d72aQ0G58dRnM1qSQhPC/o6mMRk1V3Rny/CF9PwRrC1iToGgqU0dAxhLUn2WVnY/XyttPlHSeK248VttXPbq8rbN+f/2nbpI6No1+uSH9cktRcFHd3Xuzd4ugbc4J3FvZ8XTno3sqMnaMilvSx7ZiUnGLCsQJKc5pmpSXFOUw+gelpYoe4xdE/cHmRpsL48HGRrkTF2isyFIxMllyx2BhD7CnYngqlGG9kxp+5uf8XDlOAqtgQGJ2/NqLnSMEaQrwHcg4ieak1ErDOzImLQ2nTiBQJqPdPV8XmAGsPAs75P+AGUztiZMJIIm9wGIweg85FiYyAGSOfUQqEhbtMPXjqYGg4I2pY8GOx+yGclYNZOcuTsmYDYid6Ta/EY9FH9D531IDVO06Z1EQsqvi/uSr+d7gxA84KWDtgnIDpAZkekDggY0GsAXN6huMlkZooY9dRjyw5RCpiICBgYUmUXY62mx0EmRGwQGBHICjRuYNTZw9MXJEzYMeSaU/O7+lsvdHZduO3X356eXv/63sH3t7d9+bmrheXq19dqv5wecv7i9Wvz6xvObLybu3yKzsXN2woLpsxIt5rExCgEH0bBdrNTVcPOksYnuowZjGhiFBMeEw4vWjISO6XEhNj53kWAA4A0v1G1c2N38im+eTioT23zh1+uHTqT7uXntu54uaJnfcvHn1x5/K7x3d+abnf9vT+1xcPO98+a3t45+uzR51vn9+rP7hnUdHMfkkxen6gxzWtZ8yclD7Te/We0z99XW5e6eQpswZlF40a++jSpc62ts+tre2trb99+dzW+v7j22cfnjc/vnz85omdTTvLzu5dP3lAcs6g9GifjyVccv8RVl8sojbAWlB3QF34d9/X38WB3bkL/7etzffWdHMjhQODAk0qNmrEFCCGINYFsOBnhAiWtXKIGRD0Pa5Z8WLH9IdlKc1Le9VOCTUUDXi+vfD3M+ve18w/taD/iXn97q0f9+nYwk/1xZ/ri77Wz/16uPBzTUH77qltW3La1k9uXTPh59Lhj5cPbF7S7+ai3tfmx18rirswI/Rm7chfqqdeWTCwLM29PCNi3biEYf9L1DAY7JGm9goMDfqiZJ1fZBNkfqCiy5Tx1Ajd/J5hcxPUNKcUazNnRMcHAwmCNYitvYBrMFBGQlcW50yyy86Gjcs/NpZ3HJ/fVl/Ydmh2W+3s9j35HdUTO9aP7Kga01KS8mhRn+fL+j5ektCyLPFxae+rC2MerR1wZn7S7pyYlh0LR2tyX5kmGsRsv29cfDDFY4k3MSkyGepiciPlwkQ1LyGiV7itTyAYjEyyhCew9gSmRxpRMrGltxqZee7io25umu//u9xgKQLpfIBzI72WPnqhv9dYKgcBNmNRBawV8gpg7P6kMQMnLUOiBjj1GzcRf+ZG+avcIEYmrIlSkyyZFVn2SKKTxSYEfHreb5V9FrtEDYRIDFUY0Y9FPyeHAKsCJkxSes1atldLGA2wFVIPwFZAHLI3CUB9vxGzR89cBYCIJd9f50YBrPKP3HBOyIVDJhwSFyQ2SEyYlQjVcTyVdZxTzypGPkyiJhaLCFhZopmkoNX0A2XtBBkgcGIYzqAR0f6txTNuHdxUs7Jg1pCE3EGhkqlpB9YXPLu65+db+55c2fbi+vaXV7e9uLj55YXq1+c3Pm+suH+4tO3KnpZjVRe2LjmyZl5p3tg41fnd2OFv1gBEIGIQYjDhqQ4hhjA8ZnhMeIQZger790mdPmqs3+HgQPdBDAEAAexqYlB43NMlTv8/wdKJKVsKhzZtnHeqeuGlg1XXT+57cPHk05sXXzdf+3D/5qeWu7++ePTb2+ed7192vnv+8uLpzcUFo6Ijs/3e4szUU+WlFZPH/zhs2P4lJVd37zlRVbV/5eqGLdvbX/7c2d7+5WPbr58+f25vf//6Zeubp68fXnly+Vhz467GbSt/OrBp5vCMeZPG9PT7ZckSSkinFh/krIh3ItoD0jDAKd35rtTzDxucbm66xtbwXU/dXcv73Q/erm8fiD6gU4HJC2QvMPmQScOGSKwPIjEKC5GsEOB5N4e5jJD/yZGKD4fmf9w3/u2Woc3rxhyenXZ4duqj6tyO40vb6he1HSnuPLfi87F5X44Ufjk05+uhWV8PFnw9kP9p17T2rVPaN0z9WJnzfu3Yn1cPf1o66MHy9OYf+94qSbq5sM/bTeOaVwy5WzbmYF7fvXkpV6pmFqVpfc2kj5VmqNaR0VpWpC/RKSXK3AAXP9hKJqn8NE0q7u3LifH194UPDMVGRYREawBZ4oArEyjDoTKEc/VxmF0NG5e3nVrz+fiCjvq53dzszu+onthROfbLlqnPlw36sHbEq9UDz0733yzp2bpz5KN1Ga21017um35jfc7Ph8qnxqrpYXKsXrICMKFncHLvQJZXjhNhPyOapBny49zTE/19FEuc6vWFB0RZQ6IfSDHA0BvoY/+H3CCdF3AK4NzUGZcwcGao32QiRmDRi/hwSJ2MUQOsC+l8k+ZVU3vP7w5TEYC6iexnHUHAOf46NyZIJIY1SqLFJdtUs9ktiQ4WmzEIOS1+i2wXdBRTjEXC2An1Yl6DnBdyXiIFdGEJE+ZU2bV0Vo7Eog/xKpE0wIURvU9y91ywtgaLKjH5/19wYwecE3JuyLoBcQJsgUTCjI6hAs9zVj0XbqKqzNt5osNAwlDV8fEeJSgbzBjaMNQBEEagJjClOaPuHdl1r37b3WNbj25YuGpG1sgkdWSKZ/2i4bVVeQ/OVz29VP380uan5zY+aVr/4Pja6/t+PLupsDI3s2hQzPh43/g+wRG9Q5rFwEHIoq40qC5uIAaQQMggyGLMEA5CwrB6jjcxnA5AgjETE4wunbcg0e8XEeq6ZsbfphMTACwMjLLSiUnavMHRZRP7Hl09/XjlnKadpecObLhybF/z2WNPr555e+dy24Prn1puf3r16OPz+59ePuh89/x+Q92uJfMa1696eGjvk6MHb+3dfmPv7sfH6n8+f7711s3fXrzqbG3r7Ojo7Gj/3Prx98+f21p/efnk4S8vHz67de7u6X13G3ae2VF29eCWnIy+Ewf29zl7KE5V8cUgaoPUjkU37CpTYF1I9H3jxvN96Q2gCuDd/5ob7z9yI/qAWQMWDch+YAxAKRKKQShEIRrErKYzBHhWSg5o1/aUvj36Y+fFJZ0XSzovVXw9W9lav/TV/sIPB+d9bvjx68mSjiOFv5+Y/9vRub8dmfPbodm/183+vabg6968zzunt22Y0lo56W3F2FflI56WZj1c2v/WouSr83t92Drp6fpRJ2b1/nh40ePts2vnDry5uXD+gMCUXhF+iswQJLvlKcnRQwJKgpFJknC2k53qN0zRpPnJ/ty4iCSHMVl1+xWfaPUhawi40oCShZTBtEdSFzftTRVfGhZ/Oja/43BR+8Gijr0Fn7fkfKqa2Fox8fGP2W2bp95flrk2RTw01fdrY2HnpcUdp0ue1Ra2HPzxb2d3Te0dDMPIy1IXxj3NutzkyInRaqwAkyWUE2mbmeCd0TswtmfkgFBUSAs5XEFqjsGWXsiRhp0p3dzcfXX73rN/ws2LlofPHj968vhpy7NX9568LVhURqRwKChIVAGxd4099yeO6T9mERa8gNgAsTBGDXIKY9AYc+TgySt6BLMA9SKdH1AV6TQoeok5wLmiAB8G+P/6LNXNDaRdxbtmwFkhb4O8HVALYI0MZzJKLovR5jKafVarKgl2BjsYFBNm85okI0tZTAmRCOskVMVCBNEHIKcSvV8K7z1qxhotfhTkwomkEb0GuXDG6Ic0HHDOKfOr1JhBkA8HvApF7Y+6xO4JW9wfY5m+q0/tCjBiFcB2hd79waIdsC7A9ECcithwSCwISwwn8TrJoOfDZd5rpmEikQgwEqjq+YDZGJANKs9JANgwVFjswCDN51qbN3ZXSX5hdvK8kX3nje67bGrmkilpY1LUsf08lfOzTu4ofH1tx9sbu64fWt60tWj7wlGFg4OTerlTwmhOL9+y8Rn7VhQVDB/olkQWdtXtQQQQgl27G0Ag4DDiCUNZoWviKsMbWd6ECc8wvEkvr1pYkp2c7NZLLAAchDwh8NsgdBEDv4kb10tbnZO2YcaAXcUjmzbOO1Y1v2lP+bXje+6fPfr4YsOLK6f/dvN86/3L7a8evnp08/3jm1/fPvn6+lFr8+XXPzX+7XLTu4un31449frC2Q/Xfvr86GHnuzedH1p/e/vu1w8ffmtr+72941NbW+vbV6+e3H9+7+rzO2cfnqu9Wld1fveaG4e3Z8QExg0Y4HO6XQ6vRQliwQWIsXuIH+sArAsKPkC931hxf3veVgAfDgQPELomS/yZle7tzHdL9AGdDzpDwBIAcgBZY7AlDuqiIB/CujjE+UVjkGBdT7//et3ml8fXfDlf2nm5rPPyht8vbfr9pw2/X6r4enZlx7GFHUeLvjbM/3q08MvhmV9rZ/xnbX7nwZm/1+Z/2Z3bvnVK25ZpH6pyPqyf8LZidPOC1PdVY4/mBOom+d/uyv1ycknn5cpXdYtubJ55f8+i9gvbK6dkJDhFH8UBibMgMDTomdEvapBqSDbiEAHFvdXpQevcpIj8RH9PszAk6I/yqHqrCiQfVNKhJxvIfYk5VrEqDeuXtp1c21E//+PB2a0HCtoOzOnYW/B1+9Qv1VNfrBr/aOWEG4uH7B7pnxAOto7Tfvup7G+nl7RdWPvp9u7mw+U5qUEXiySIzJgNWZ12BGb0DU5N0MYFlaGqlCChiUFXYWoop1cwJULN7pdpt2msIYDN8djZH8pJauTAP3Pz8N/iBks+wCmcLRqKPruW3m/4PN4cRcQIQGys7Ee8mzEGAHGljlqQPKyYlUP/jBvnf8NN10w/zgqpFfI2QC2QMXBUthgcisXptTsjLLKdY2QMFcoEHbIi8gImDGZZ1sjxCuFVRD1Y1CDnRYJPcMSNLVinRA5Egpc1BYheA4yL6H2QhgPGNmjSomDfMV1JDH+FGxdgXYB1Ac75jRsr4OyAcwE2DLIexPaAREZE4qhekiSLUXTL1O/g3RKjQ0AmMGAxhJxWVeSdDNYDYEbASaAmMqPitLz+sUnhkpOAni4xSZV6KjQ7QVkyNaWyeGjF3Myze+ZfPbTs5pGVl/aUbFswcmyiEmNGIROKktBgzbpi4qA79XsOVq4KKHYEAIEIdvcmdO1uAAGARZASTFkBEx4xAuENhEqI4QlDeSqOzRpWOCnHSjkWAJEQBADblTkDgICAqmdGxHvLp/bfPCtrZ/GwhoqZJzfOb9pZerluy83j++6eOvjk/LEP18+03b/S+ry545fn/9n26uuHZ21Pb39o/qn19sX25sudb559vX+z9drljnu3O9++6Wz72PnuQ8ez550dHb+1tna8fdvx/l3H3961vnryvPnSvQtHmk/tvnFk04V9Fcc2l03NHjC8f6bVZLfafbxJRbwLMFZIFSh0vWd7oOAF1PudOJ4/Cmq+s+afcwP1EVAf8Y2bCGCOBLYgsIaAKQhEPxD8kAYgHwmpxhuDlDqCEYHGnVUtxzd+aFzz9dK6zps7O2/s6Ly2ufNy5dezK780lvzauKjz7OLfjhf+dmTWr3V5/1mb/3tdwe91s387MPPzvvz2HXnvNkx8t37sh/XjWpYNerIya2WCOEEBd6vG/Xp5Xdu5itYLVW2XtrVe2HFi1YwBPtlOAA+Am2Ky53w8AAAgAElEQVQ3h+KsfG5yZFF61MAwmqSHo1TdIBct7KOVDOo9yOcYGvRlxsZYFB8y+aAjGSqDgNyHs8a5HZ6TVcve15e21RW31s5prZndum/Ox53T2zZM+LB29OvK3JMz+x+c3HvnuNil6cqmnOiOKxs7X9R/ulezumBgpJ2lAOgwNLNUQKxbNPhFNtbAlE8cNK13IMXBjw32SLZwI/yuUVHeVJ8yNq2/pgZ1cgAbopEtFRp7qZEDz114/I2bB/8uN0jnRfoIKPiw5OfMofTRC72hLERV3hYFOQUgE2sKAOKKTs+Ly5yJBO2vcvMtG9cMWAugFkitgDND1igKsiK7fE5Fczi8JkkmyISBT+J9BlFmCAsRgxhKzVR0E94DWQULPkR9gHMzxsjsqaXuqCysi2CMASL5AePEoheLKiCWqH7jUkfOYc2B/xE3zu7THycD+gc3CmTdiHEhIhNGEnVGi1lWLJIq04BD8OgYPQI2Fscq9hiH1U5w17hMGwZhDExSDCVj0mYPjnezwM0BMwYuFkTZmLSAYeoArawgfduSEY+b1t9rWPPw5NoLuxaumpo2NGSNd7IhEw5JSKNA5cDwhEDesEyXnocAsITpDvn9jhsOAg4jjuUZTkeohKjUNWMQE0owY9ZJc6dMifapAoYSxyAACEYIAgZCioDC4+w477q8gTvnjdhTPPzIqmmnNhWf2rbs3O6KCweqrx7e8aCx9u1Pja33Lt04W//03pU3LTdfNv/0+taFT0/udL649+XRzfeXmj7fvd758nnn8yfvrl5pOdPUdv9R55evv755/enl89anj//25NH7pw9+fnij5XrTvfN1N45tvVm/5WLNhm2lxfOmTU5NSqHUqJd9iLMg3ol4BfHhUPAg0du9taHfiSN8z433W7aqr3sonxgBuiLJRA2IGtRpUKd1T9XSRQDJDywhZAlByQ9FDen9jCGKMQSxqCG2B0QCzwmlc/Mv7Vt3beeSJ7XL2pqqPp3f+PXSxq8XKj43Lf/UsPBLQ/GvDfO+Hp395fCMz7V5nw9M/1KT/6Wm4NP+/Pa9M95WT3i9cdzLtSPvL8k4PTV0ckpoZS9pdjRtb1rV+bL+0519nR8uPDu9ZdGoJD8PNQGLELAAKDwT4zS4MBgW6Sofl5btlUb6DFnhYqqFHRfpmtU3alx0xECfkh0f69UCxOID1gToTINyX96ZqNo9R9eWvK5b0Voz90PN7A/7C97uyn+5YfyLlVkPF/VvzOu3b0LihSWjb67LbVw2ZkqCdfZAbVqm1lvTSQTwGFgE1qoTKWZYyAQcSpzTaAVg+diBczJ7Jbt0UxL9fW18il3o75H7hlvG9esbH4wzO4LEGIUsfZHc+3/IDaAKkQNQ8ALOjQRfv+Hz0kfMQ7xKzZFd6b2MIcCaowflrPT3ngCFCKTzA+pBOh8UVWLxc64g4O2AdwDq+C5ctWs5AOf4NrfYDNhvr8vUgliDpDP7nIrmcv1gkBSBc7DYyWHNIDg4IiBIAGQxx/NWKiqEKohTsOBDfETXHxmbnts3ey4WfUhQGWMAsAoWVcagAcYWHpUxKr9U747/q9xAtgdgnYC1d9/dUCvgnICGdXEDiRMRmeWMJqNFcVi9TpNPpj4D6+CQTMAPAhdymDVJlCAQAbBg+AOH/RIzNjGibvWshg3FxaN7rykYPTRWHR7vLZmYNmdE3NQBWvXCYfca1rz8qfrd9V2PTlZWzh6UFTRnaMZeCm8AICCARCeriSggc0OSQqpFIhgCACCEECII4R8p3xwEDIIsyxPegHkDZEXIiojqugY/AwD6J/XOyc4yU5aBwCBw3YcpCFgInDwZHu/bUDBk76JR+xeOOLZ62snKOSc2LmzcsqJpx9qL+zbcPrLzRdOhN1dPvbt/7fXjW28eXHt37+rnp82dr1o+37364tSRnzZXNa1b3VC+uqFizeFVZfuXLT+xvvrGwUPvrl9re3T388/P2p48fHL94u1zx+6ePfz4Uv3VI9WXDlZdqtu8eeXCMVmDA/4QInpGHw6ICQk9sF6FvAKoAkUvFDVA1T+JI6jdw4YFz7+wRvu7NXo/1Pu7xdFpSA4BKQB1EUjnxaKKhXBGVKlRo6YIVnDxoh1DPKRv0oZ5eQd+zLu9e8Wd7fOfH1z2sbG8o6n806kVXxpLPh0vaq/L+3Kk4MvhGZ8P5XfU5rfvn9G6O/f99smvt0xsqRz+YM2QGyWpTdNj6scHTuX2PDQ1bk9u/OqxweZDS68dXvnj9PTUSKubQhMAZgT0GEkMsVEmWVNsCCQ5+KXZvXJ7esZHOkb7rVmqIdlC01zShBgtPdwyPCE2GBXD2TQgx0JHKrKkiM5ExeTas3jmw61FzzZPe7Rp0r31Y26VDb+2JPPq7F7nZ8Qdy008uzD75z2LblTlH18+vp+bzfCb0qMcZg4wEOg4bBQ5kXIiR1nMGjkuzmX0sjBZkWf0750d9Gb4HOOifemK1NfGJ9l12THBtNh4jztE5RCxJ2NLFzdPbt99c/vei7/GDRJ9WPIDJgxS1RXIHDF1pT9hFIAGxKuCIw4AyaCmFCw/YPMPQKL/f8LNH5PSv3GDqSxLZn9YuM9slhni4EiExEcYqE9PJQQ4AFiIeFYQeAtD7YRzEkHFQgQSNEhVxHuNnj5T529hTQHAKozBD6kb8W7G6AesPSwybULhWqO391/nxgU51zdurIBaAXUBTul6IIfEiRmzwFtsFqfqsvscRp9MHRyUMXBTEjDqI3SCDWMdAEYArBj4eJIaYVk9fXBL4+ZPD44+O7fjwp7ynctmbVk0beviKZWF2fvLpjw+ta6ted+vT+s7P5z//ODI4fIZyyem7VyUs3nexJGxnkyfvmxyWtXs0fnDknJHpIXJAksQhF3cdJNDIGAhpBCwEDIs37W1AawIOD3iJcTyEBOCieq0jxrYP+QLZzHgGNQd0wkAgcApMCMS/RtnDdu/eEztkpGn1k4/unp6fcWc4xtKGreUntu57mrN5vv1ux811N4/e7y56fijsydeXTn3/srZR/W1TWtL9xUV7Jg+bc3I4Qv7Z85NTZuZnJqXlDK3/5AfR42rWbns7M7qR00NL65dePzTqdunD908uf9O457Lh6pO7159rnbz5tU/et0e2eoBjAHRHoA1Y104kbygq62X90BRA7zv2/IC/hs3wjduvidG993S+6H09wX0fiBqnC0WCipknYyosIIdEQETnhVkhjcKeoui+AjCbqOxj88ztmfkpvyRB+aNOL9m2v0dc5/uKXy1f87HQ0Vth2f9bf+UtgPT2g9O6ziY116T9373tBebJz6sHNNcnn2rbOD5hb1P5IUuzE58sXbs88qccwsGlg7Vhof041LVydkhPQt4BCgAPpGXEOQxMfA8RSDObY8QSchIpsT7Skf1HeKTh/ntwzRHSpgUK3HDA+5eFnFaep+EnvGiS0NyDLKnIGuK6EiwCHLVjPGnl4y9UDKgaWFaQ3HK8cK+J2Ylns2PPZsfe7d0+LPqvF8OLW38cXTlpD4BHchJDe4onRvldfAEcgSxBFGGyAZJoByLQMguxZoFEwRDowO5/ZMTnKYxMVq2Pyw9TJfqFAdo7qG9EjVvSDQHiaU3MsR5A3/m5sHjf/uqmHURUyQUfEjwAeLqlZk3dd4mb2gIkTTAuQGrpI9dMn3xbshHwO7DVBc3HmLRuLAA4K2AdwDq/Fb0+cfqaqWzAs7298wDzgx5G+Etsl6OsNkVUZQwUng2aDVoJl7hGR4CFgAOYR0viaKNcBbMORidr6spHFK1q21q/Oz17qhBWBeBBC8SVMC6iN4HGJuWkD0ib4UuvOdf4gZ2c+OAXT5SK6COP7jpOkwR1ibpHIq9hxpmVW06j8TKBJgx0CQ+YJIcBOsA0ANgw8iGgV9ip6aHzmxd/OXR8c43TZ9bTjw9u/9K7aZjG5bUlM9p3LLg+YVtnx8dbruz9+PtPe33at9f2XVt/8qm6kXX91ec3Vq6cc6YiumZdSunNVQv2FgyeXH+GIlijABhMETd3HTF5lEE+a6sTl6HqB6wIuBEQCXIS5ATEMOyLCtSTnO7xg3JDGpuBAGlpGsGBQHARsnQOF/VzKEHFo0+uHjk6XW5R1ZNO1yef2Rd8YlNS5u2r764e931/Rtv1my5c/TAvZNHnzaduH+ktmH1inUTxi5ITS7sFT/Ybh/eQxmuqP3N9kTeEC8aMmzqMC2QojizowMLRg/ZW7b4yuHdd04fvHF814WayksHK49vW9Gwp3JJYT4hDCNaAGcFnAtSF9aFY50KOBdgnIBTujcv/8iN2n1JLPj+lTXfuAlAKdDFDRQ1ImiY7cFQu1EOt8gOnajX60SbzWIwGXmeN0gST4jPbFYo+wODQzomN969emT0vln96+akHS3q99Pygc1rhzavGXS/YlBL5ZBnG0a0VI28u3botZWDLy7ObFqYemxuTGNRzNmi+LvLB3Tsmf1k3cSGooyCPs7c/r4YHz8wzW8QkWLVYQCsLGcirI7q9LyOQKAa+Fin3s/DJAtbkpU4JqgM9TsGa65J8YFUxZSmyAEOTkvr1a9PklHxYzka2fthS4poizdRac2UkUfmDjlR2O/Y3L71RX1OzOt3blHa3WUZT8oGv9s++eW23Fd7ChuXDp/f329HYFJq6Nqx/X2CGoehyDHhTpvTYjLpBZ4jBkqirLoYi2hGIMouT+7fLyPgjbdLA33W4T5rllce6HNN7p8a0qJ1cgAbY6AY9AYyv+Pm0b/LDRQ8gPdgyY90GhJ8gDj0zrjMMQsXrD7YZ8gsNTo7Y2zJgopjvYfMBdRHpOBf58YGqQNSB+BsXdwgwcGKdqveHCaKZpZxUjZgNQZkvcITFyV6DDgAWIT0vCRJLpbaCedkRC/kVCJFAiaMNQUBG67Fjxo6Zbms9ul6nwKsE4sqYO19huZnjCvmnaH/F9x0pam5IetGrIuhdqPkCncoHrtJMVKFx04GujkSMIgRIm9GSARAAsCKoEpJqtdWNm1IS+Pmzp+bOn9u+NxyrPNDc/ujS0/P1768VPv1yenOV2d/f36i88WJzndnOt+d+/Kw/s3F3c+adt2u29BQtaR2ZcHpDUX15dMv7Vtx/sCa2q0rFStPcFcHAoQQQAgwQhxGAkYiRhxCokFGVA8YCqgEBCPgRMAKmKMIY5ZgiWdTEkJ9E4JOu95s1SEMCUIYAonA9ECPtbkD9y0YeWDhsBOrJh1bPa1+df6RNUX16xY1bFx+ZtvqSzsrruyqurh947nNm/Yvmj8nrV9/uzVB4FNEcYDBkKP6JvRwD7coYxVvcUxyaf+h8+P7j1C1VJdtgBaek9JzVd74usrl5w9UX6zZ0LSn/Oy+8pM7Vx3cvCqzXwImLKJyVxENFBTIO7tOUt8K/LxAiPiX3PzTrc3frfk7N1DyI1FD2C4btQg1pHk0r93udcgR4eYIjyVCtZskquNYr9UyMC5W04sKRmYAAiyYGDSsGx23ZWJc9fjAvmlRx2bFHp8VaiyMbpoXd25B4tkFSSeLk07M63NiXr+T8/seKQxdXpH8YM3gZ+tHtu3MPzM3bV9u0qQ4WaFg0vCepStmsBxkCdJzbLhe1hNqtygsS3lCrJTEK0aNh14GDNXM0/tEjov19VVMOb2CmV5HpmqNpGh0QnBwWqpNDRJLNLIlE3Oy5Ii3C3LVjPGnFo85v3jQuWWDz63I+mnVsLuVoz9sndSxb9rXw7N/2Tv97trRe3J7D1GpA4EZA3rfaTiyZv68MJNBYIjqsqsui1niOAJ4DAImPtYuKRyxsyQ96M+ODcVYxBiJGeaTR/ltQ/2u4lHDEoMJkqwxcgyWQv8dN48fP3v8qKXlacuzN3efvi1YVN59mOJcrCUIBR+gHij4BEccQGZqjhowvmTphuPLNp5YtvFExvglWKcRQxCw7u8PU4zZz7mCgDoB7/oHZf60+B6I9oDUDlkz5GQs2KjOYtdLFkJkjP2y1NOjePWCCUMnR0wEcQAwEEq8JBsVKvYg1EUEFbAKawoCbKbWEOJVSD0l645o8cMgF86ZIwHrwqIX0rBhuctShs+ijm/c6Pxd88C6ZxVzrr/3EP/DYYrrAbsOgPSP5eoqz4FcD8xaOWq2GG2qw6lapDAda2eRyjN+g6BJYjjHyghJABggMEMQYxYnJ0ftKpn66vzOzpenO9+e6vzlfMfjps6P9397fa390enOd1c7P1z58vRk5/PGTw+OdL678PnhsdeXdrfeqPtw9eCTUzueN217fKzsyp7iJ2c3XzxUvqlstp5HhAAIAUKgO2MXQYqxSIhIMIexweZEVA8IBVSCohmwImB4zOsJS1mW0/E8BMBhNQzMSPZ6nT3CzJRlCAAUgkSfvDInfc/CkXvmD6lbMqphbd6x8vzDq2cfLi86XlnSWL38/PaySzsrftqxobFi1YrRwzLDHWlWeVFq8oniuTdWr7pbsbb1QE3nqTO/nzrXef5K57W7v5+9+rKm7sjKJQfLSg6WlRxYNf9A2by6dQsatiw/s3fNqd2rT+6r2lG1Sunh5EQZ8VbAK90BCZwTcE4oeqDo7a61ESK6oflHbv6IjtKA6AdiAIgBoIuEOj8SI5DOi/Uq0bu7FtZ5iODkiK6nPya7X/94v98rSz6L5LXqrCLDE0AJEBn8v92uPgGNA8AAoQUCEwCjA/KOvAFHF2QfnJVcNzP+aEHM4bzIw3mRR2dGHZsdc2xWbP3snseLks4s7n9pxcBrFVkPNo94tnns+x1TOo8tPluUvm5YMFYCCgXV5UWHajfbLXqeIWaeNzNspMOt2BQIoIFSmcU9FTloZL0siDEyk3sFJiUGgjomXbUlOw0TY/0Z4aaRPSOHDxioRIRYS4hYEog5weiKdxkc1fPyzq2acq1s9M3yEbfWDL9TOebRpgnvd0/vqC1o2z3l8+E5DyonVI0OBTggAhCnWMenp+YOG+rSi6osxQd8WpjskFg9h2QO+USS4nM5CJIgCFpNmUEtK+BxY5CpCKP8lhGRSum08alxSWabxtujeUe8LzLt20P4PztMPW958uRxy+OW54+fv7n75N3MRWuJFA75cEDdxBgAnMrZ4wCnRsSNZqQgEnzUElSiMkPpOb6EYaw5CLAZ6zQiBZDgg7wHiRoUVNYc5OwhwIZBoSt4swfknJDaIbVCaoXUDqkTcj0g1wOyPRBjR4wJcxLhJUEQnJQNZ7FXoH7Z5DOYzCwrYSIzjJNSBgABEyOVnFYvS22c6MW8B4teYtQAF4ZEFTA2YtSM3t5zV+9LHJIPiJl3hQA2qbGDK/ad98QMAoz1j802lLSu3l9AFcA5vitLDfuenr8/hP/pWc0KWZlwsiCYbbLdbbW5ZYOTZy0MclPWL4kBWVJF3kKwHgKpa3cDQZSOLcqMP79x0c9N29rvHOh8fbKz9Vxn27XO1qudv1zpbL3W+cu1r68ufnl5/teXFz61NHa+udTx8ETH/fq22zUfru7uuFv7tytb319a/fz00ifnK15c31e3a4VFZrs2NQRDBAGBgGIsEEIx5gkReZ7qDZiXICsCRgSsAXBGwBoAo4OMDnM6wvIYE0KIKFK7RVIcMocxjzEDgFcic4bFritIr8rvd7R0/NGVk46X5h0tm11fNvfQqqLDaxec3Lz83I7VJyuXH1kxv3ZJ4dEVxWfWLbu5fe3rY3t/vdLYeet85+1LnbcvdV678Ouls5/PN30+d7bj8oWHjYfvnT18vX5bQ/WPtatmHiovOL5p4YltK07sWX+sZkdxcTEvWTGVAWfGOs+3CRJ/ZNF9X7n33fr25g1FlbFqgJgYRyw0RAEuwDjSoBgNqcZKPkHqQQjLU16SdAwhlPJmvSgTkB2rpUWqcR5HpMviFKhi0NtFGiYJIoYYgKzk+P/tVRAABEGLyEsAaCxqWF5wZP7IPVN7nS3p3zg3oak44czCxKaSPmeWpJxZknp+Sf/LKwY1l2c/WD/m/pYpb+vmvd4zs62msKVi3J2ysYv7eVQMZAR2V5Q+b24ekTFAQMir4zXKxDvMYYJo5Dg9wUaCgjZjjENyEaDxJNEpFaTHDw+qkSLJUK0TemrZ/rCBwYhJYyaoWrzZ21tQEogpUmcL6EXjxiVFZypm3VqX86Rq/MuNY15tnvBm5/RfDs7/dPTHXw8Wtu+ZdbM8Z15qwIqAlcGxXq+F0vgINTUQEbSIsWGGPhEuVc+KGOgxCGNgRoTio8RFYE+Xqa/HnOV3DvaZFAiyfMapyYHBIW3yiBF+fwxncHMmrxbsfeFSc/P953cfPLt999G9R0/+xM3TlictLU+7uGl++mHmorVE8kA+HIk+bAgAEoYNkTZ/5qCclQ4tkzEEIO/uyhWDgpsYNCSqSPQCTkGit5sb3svKUdQWA1g34r2QC//GjfXP3IRD1oNYBTF2zMiEk6goGfWiqmP9IuuXRK9etFNewoyEGTPLWViOAUBAWKZShCfIiz0Y3o0FFVIF0DAkerDkQzoViR7WEkgdPXfJxvrk4bNC6ZNC6ZMmFa/PmV9FHVGAV4Dw7UG0q/5C9ABeAV2zC7p7/P7gJhzQ8D9fcne9iNsha4ZEjwnPsrwkCDZRsPGMjcNhHIk0SgGDpEmSIlITg3kIBAC68lJ6GumCgQnn1s970bjpP27u/frsSOe7kx9bDv32/nxn2/Xffrn85c2lX99c+fTiQuv9hs9Pz319evbt1f2/XN/7/sqOV+eqOu7s7rizte1qWeu18odNq9qeN1SVF0gi/oMb0s0N4gmmGFOG4XmR00nd3LAiYL9FITNGQCTISogIEBGIEMaYZTAlmIGQQsgC4KBgdB/PiqlJlTNSdhQPql08+tDSSYeX59WXzqkvn3esatGprcvP7yqrXzWvYc3CK9vLW+p3vGjYff/gpmvbV1+qXtG8b/2NnRVXN5ddqV59tXrtzW0b7uysvr53S+Pu6qbazad2r6ldU7izZPzepZMOr5tzdMuyw7uqtlavzxicTXgZcjLkbETyQBr27UbmX6+/V9l4gehB+jBsVAGnYGsilBIB1jhrMqMPcILLIMnhVlOsX8lOi88Z3j9n2ICCMYOm9Q8tHpM8KOQJOqRwSeQREjDhERIxphBQCKaPGepVbAQjwhKBpzwACoY7Z43fmz/4wPS+11YMubIs/VZZ5qWlqRdXpF9amXmxdNDV0qzb5UMfrx/5rHrC69qi1volbUcWfdg760X1lEtLh6fJ0EeACYL0UHRJ/pyJg4ZZCBMlS5luc6oiqyJvZhkDwQaCIm2mmDBLGIN8PImxiEMi1SEBJVbmQhJJV+URQfegoLa0uCQ1fSQrebDo5swByRWpKL7KxUUXNpXc3Tjj540TPlSPa90+uXVvQeuRxR1Hl3Uent++e/b9jbMnx3kkAAgA6fHxqlnOjAmO6hVyszDRpU+PcGoSpxoEK4NtGKR5nQGRVRgYZ9GlhJuGaPYhEbKfBSERJrmE7LhA7qjhkYEoTmfX231aIPbcxeu37z66fffRzeb7zf+wu/mX3Oh8xBQJWDfgfdHpeUOmlslqP0hVQBVi1CCvQL6rr8oL2DDGHPnPuPH8U24AtUMaBjn3N26cmJVZXhYNsk02+k1itCwGjHonx4oI8QgbGNZGeQkTBgAOIlmQYqL6iAYVsU4iRRDJBzgXlnxQcGO9F/LhgLVTezAmY/L8itqKfee3HbtVvLZGVGIBksTwOCBo/0+4wawRE55lqMTzMuVMLHbyxC/r4sOcAUlSeN7FczJDKAAUACMEPxCY4pSWDO3TVFH44mTVf9zc/elJ7ddXxz79fKLz4+X/fHvh9e2DTy7vfXe3vvX+8Z+vHOh89VPny/OtNw603d7/8frOV2fXtd/Y1n6j+u3Z5a1XKx42rf749OSUsf0Y8i1BgSAGQQYCDkOeIEowz7GiqGMFCfMSZHSA0XfnBX5LGUacjDkJEg4ighDqepbCALAQUAgsLEiOEAuHRa7N7VOR22fXvMF7ikfuWzipZkle3arZR9YVn6hefGrL0lPrS85ULbmyvexuzYbmAxvPbVxe+2PB9rk5a6dk/ziif2FG0qz/03tBVlrZ+BEb83KqC2ccqCyt21Jev3ll7ZrCvT9OqVk57ej64hPbVx7eVbVs8UKX24upCTAGSK1EcgPW9i+56a7c+84aQQV8OOBsrNUPOAWZoomlN2B8jBQkvEJYsWj2zBvnTzQc2NhUu7nt2e1n1y/sLFuyZNLAohHJCaotXE/NPOUw5jDDIswhxCPEYzhjwiiHrGcZggjmODacp5Eiu6Ng3L6ZWUcLM2+uGnajdMC9iqE3ywbdWJt1a92wm5Uj71aOfrxx7M9bJ77dPbX9eEnb0ZKvJ5e83ZX3clve0bkZDgB8LNBBoFntfsU3OmOwZpCjZCnNZUhzyz6DaOIYiSCJoIDFEBduV3nGx5Nos5gUZhwW9KR7zBoLYyRmVNAzMiaQk509fmyu2RngLX7REeQMqsejVf44//russc7it5um9a2Padj3/RPdXPa60s+1S/+rW7e6w2TLy4fNzctMpxDikizknsbGTImpVdBVqqbBQP8rhTVqvJEM+nMBBkA6Ou2hWRdOIsjJT4pTM7Segzz2wepBo0BLgSyorUZY0YOHZjtdAdEk6IFYi9cvNp891Hz3Ue379y/d//hv8UNoOHEGEB6PxB8KSMWhNJyER8BOQ8gVs4aSUwalnzE5MeSD0CJmAJ/4sYcovZYwHrgH9zQP3EDaBikHsipkAtHjBOzZlY0S7JNcVj9si5kFn0ib8CIR0hiGCvPWygVEGQBYAE0CVKvxP6S2QcYK2P0M+YA1nu7gCBGzRFII4YIwDoY2d9zUG5s5pSYjMlq7GDAWAExY0n7g5tvlexd3Lj+NTdh3wbEhXWFiEPOATkL5kyYESknmnQ6M0+NDFZENuSUY2y2HzjeTBg75cwcy0NAATAh8AODsjRH2di0U7CwYVAAACAASURBVGtmPW9Y13ZzV/ujvV9eHm5/frT9ZePHx8df3ap5c+vgx4fH/+Pe8TfXDnQ8bOh8fvrjtb0fLm99d77qzdmK9qubXp0qfXKs5HnTqrb7tT8dr4qOdGLU3crNMZgjiGJIMeQZzHOMwHOiTmJ4CVEJsl3h5TJgLd8GQsuIk7s+BSaUEBYjBAEgEHWFXoWJKFphxvS2Lx4TKsvpuXV2xtZZg7bMHrZt7tgdCyftXZZbU1ZwaG3hueqlp9YtOlZWVF9aWLds9p4FuRvyx6yZMrw4q29eWvzYnpEjo/0TE2OKBvcvnzJ+Y1FBzfrVddWrj29ZdXLz0lMbFzVumH9iY8mR6mV7qtdMmTwBc5TRWwBrhJxM9Apgzd2Fwv91/dGI0B3yrQJBBbwbUBfUqZwzFnAqlqIEVyIgMi85Jk6c2Fi/75fn1zvbWj4+vnz1yM4dKxYNio0cHKdlRvuiFJvTIMmipOclgRNZzIoMJ7EsxWhwWrLmdfMChwi2mGW/bEp2yfuKcurmjmhcmHV1+dBrywfcqxh6b92wuxtGPdg0/sGWiS2bJ73cPvnDntyPB/I7Dhe1H5775diCD/sL7lVO3DEl0QGAiwARgv4JvS2CYUjftGRNizSIAQ4N1lx+WWfiiIFBEoY+k9BTdWoS9QokUuJ6uQzZkepgzRUjsUEep4VJ2UFfajA4cfT4QDBRcvgFW4CVwi12T/WqFc21VU/3lnzYmdexe9qvNTN+Ozz305H57Yfmfa6Z9bhi9OnFwzZOSffxaFxaQm+/V0RgVJ+YaWmJ0WY6Jiail2JUeaJQ1s5gEYBYmxznsP5AWS/PxtmMAyJcwwLKiIAzViJeFgwIegf3ShgzbFQgmMDr7YFg7KWfrt+733L/QUvz3fsPHv57uxvIe6Dggzo/NgaH563VEscBJpyVg5B3Y8nXdUuihAbEZk6FvAfQcCR6oaBi3T/lRuniBnQvO6BhiFcRVSEXjlgX5iycaDGYnYrDrhoEn46zsVhEUEeIXRSdomhkWQoBAwALoZ4TYmNTRNkHGDsxapB3E6MGiAXrfRYtZUT+qh7BDCxFQKHrU4R3XQMzsp8YNcA44d+Lvv5/cQOJnjCiwEuyJFkFXmaxi2cCsqRS3oyIBLGdUjvPCwhSACQEwhk4Lta3MXdoY3nBk2Orf7myufXW5vaWfV/fnvrw6MirWzWvb9XcP73pQPn0+WMSJySrV/YufXy84sLmwiOrxjeumdC8r+jDuTUP6xY8rF98/3hpZ+u1ZYUjZD1hCIQAMARThvAsFhkssljkiF6kOj0vSBKhEmINkDEAxgAYM2BtgLUCxgKwCTAmyBggERHhMeEQIgBAgjACgMcgwspFh7P9NDq1n/PH0cFN+WmbZmRsmDFofV5W5YysqjnDt5aM27ts6sHlMw4tL6hbMatuxazapbP2LJy+YdaEVVNGLBw5YPHorMXjhi0eN2zJhFGr8yZvW1S0f/WKhl2bG3ZvOrt3w9Xa9bfqKi/tLj28bv7WlYWrlxYl9ooDEFHZBakRUBnrnIBa/xtudH/mRlCh6AOCl7WGAOdGNJyTvILRNXhI1qkTBz61Pnh4pfbGic0VhWNGJvrzB6X4RM5v1QVVR0jzuaxOgTfwosxxBoRYgRONvEgJidIiRgwd7HTaESEet2ImqI/TtKdwYt3cEadLhl5emnW7bMjT6rEPq0Y/3DyuZWtOy45pL3ZMe7M7t3X/jI6DBe01+V+OFLYfnNV2qOjMj1lrRkf3NBMdABEWU1p8okC4nKEjh/TsGTDw0SIZGeUJ2PQyR2QWSxgqIhvntgdkUeWJl8MpHluGz5HhsQxSbSGBRBCQqlgm9us1eejQxPhkXnJRk9eihiRZ2by2/Hbdxqf7fvywu+DT3mn/eTDvt0MFnw7NbquZ+fVw4aP1Y1t2zFo7PkGjYHZ234BZUCjOzeg9wN8jySkO9jv7KKb4MFnhiFegIgB+vRgX5vIKvMIyQaOUrFiG+t2ZqtzTxIb0TJqmaLIxWguobr8kOSMju7h5/Ne44WwhKPgA68am4KiZlYHkHEAULGrEoGG9FzA2zhqp9Roxfu46ISwOcEpX2DbWaVDw/Z0bIQJyni5uALV/48bZtbtBVEWcirgemLOwgiyabDarOVxPnRzWYyBiKFMuTJJsPK8j+FvdDeII61GDrF6BVMGSBoidGDTA2FlzIDZzas78DWatL+TDARcGsCx5EnThPQFVkKhC3o0lDYr+v3Mj+oDY1eAX9i+5+f7amIYB6oScE3JWxEhUkGWTzSHLitEQLvFuPaeK1ASxHiADInbKWygvYEwB0EGgEJifGr133sRTa2c+PLLi53Plzy+sen9n85s7e+6fr356Zfevr891vr/8/sb+67Urz21bsGfRqLrl49dO7rVoiFY+Lur4yuFPDy9s3ld0t27prfry17eOJgV7EAgYggAABGOWYJEjEiUSJZLASZKgk0ROJyFWB1kjYAyAMQHGCljbt7B2B2StkJEhkRARMREQYgFAGGIIAINAhJ1L8usSvUx/Pzetn3PZ2OjVE3qtnZJWPjl9VU5a2bT+VYVDt5eM3Vsy5eDS/EMrZ9WtmHVoReGR1QsOr15UU7pw28JZh9YsP79z8+X9u8/v3dG0c8vZvdsvHNzT3HTi1slD907VPjtX+6xp15UDaw6UF1Ysyps9fbxsNgGIWYMdUhPkzUiwItEFBPefb2e+Ld0/9EN1/x6KGjEFAXGyBo3wLkjo6NGjzzQefHynofPXJ9dOVm5dOn7RuJSt83OeNtQsHD3EJ+utelFxKKIoI8KzgoWhMmElnkqSaNBRGmYz54wf5/P5AEIcxwoADNR6HCrJPTJ/5LmlI64uH/qwctTLrTmPN459vGXSsx25z3bnvdqd937fjLbags91BZ9r8zqPz22vyW+rm3tsQWbFhMRBAasIQU52ltNoYiBaOnvuoJiQxjOZbjldlYMOvZknNp7oCZBZFKWYI636H3iiUpLu65HmsWeq9knR/j6yoEKQaBLGJwQnZ6SNGzLc6w3qrJpdjREle/Wa8ms1G1r2//jLvtmfD0z/rSb319rcTzUz2vbn/X5yYfO6Uc/3FRb0cc5Ii1g/e0RPRbBhsGHO+DTV2DdM7GXn+3vtA7RwH8+4OcYAQBjLhOwOn07vYFifKIZkaZDmnhTnD4pYwSBaFv2yye9SFItbEi2BQPSFi1eb7z5svvvw9p27/+5hirOFkF4DjAJ1/n4jFwb7TQVMOGC65jZ2Xdz4WEtk5sRF1BHdNRPgH7nh1G/chEMa1s0N38WNAqnazQ2rYNZKqEx1JoNBUiTewiARAT3BZp7KPJUYRsBIRJAFgGJMEBb0NkQtWO8Dog/QcCioWB9BTIGRM8vjB+dDQQXEzjtjoKACNgwQG6DhSPQB1oXEiO+46foHdXc3E/9Fbgg1G83hYS6Py2JRLeaAyxwhiy6OiACaILEwvJ2KBpbjMaYQ8BA4CZw/JOVo6czzG+Y8ql/+8syqJ2eWvr+96fXtnU+u7Hh5fU/HkxOdb853Pm/87dGx3x/Vn984s6li2vY56Ttmpe4vzji+fNit7TOubZ91vWbZ3ZNb1i6YbOIQBAAjCADACBIEBZYYeMYgsJKOSgaRl3SEFyAjQUYGRO7OqGEdgHEA1o6ogmgPxNkhY8KMCbMSIjwABAIMAUAAuIwkM96VEdInKCjNSyYmWgr7RywflVA6vu/ycX2WTkhek5+xpXh43cq8hrVFjZULT6yd31C5+PKudfeO7HnUcPDZmeMfblz61HL/64snHU8f/sfD5g/3b/3twe3Xt6+8vn7h3fWm99dPPD21u2nb8u1LZ5QVTyvIm4gJQRyPRTPkzVC0Ayr/37j5r02YOh8QNSBoxBgFGBencxtlJTE+oeHIzrbXVzvbbxzYNH15Qd+mXfNar9d2vrjS+eL242M1g3sl6CjPsiJhJcRIjF4hokMwhFNe5qlOoFQShdjomJiYGJ3BiACQEMjpFXlq9ZyjC0dfWD7qVtnIp5smPtk47unmSU+3/3+8vXlMU9v+97+SlaxkJSvZ2dlZ2dk7bXbb7M6Vtpw27a9pym0scT7Hmcd5nucBEBkEEQQRFZxFBlEGRQGZQcHpOOtRUQQB51nPxRCiUU/O4fdH8Qz3e+/z3O/zvXmST3YaILtt0r5Yn+n9jnpetv5FRfzbivieqoSPtYlf6xN/rYnpP7XhY1Xs05LIC9mLyjcvnOTTOzTcpuhVSo4VCUmPjo7wuV2UzPWYR5tEv0lh4HGIkpEIUGDgNSjDDCorT9wiN9KsiQg1zfGELvO7J1nkcEpGSNx4s7RgmG/RpMkjh4/TWnySwaMzOXN377xanttdse1D5aavVet/PRn9S+Waj+VRvZXrPjVt6i5Z05g+aUVAuJi/vr1m16bZ4WFKWJgwP8KhnBSqHG3iF/gdYyyqYXqlgxIDRhqIfLLeo5KNDGel1CXwk5z2mHHDh6moFQM7QcOs5lEe7xBPwCxbw7yBK5dv3G/rvN/Wee/e/Y6Ojn+vdsNZg1pZUPT4J0SGT4phJD8WPUh0IIUDSy4suZDCOX/9TnPYFKLx/e9xE/yiAt4IeGMQN4A6IHUh6kCsFXF6TNWsKCkUCpta1LJIgaGaZWTKiYRQBHkMlQSyAPAEIwAx4QGjIRof4J1I6QGMmdX5sdKdvLdqkH8aYMxE5QWMSbSOCCZ6Bm+E7BqHlW5AHVDxn8KNLOtDzSabTqWyqlW+EJ1LI6gRFAE0YC6ESgYqKgjDIsRCwAFgJHDrkqkX8tNvFm9+0rz79cW9zy9u7+so6vwx58XtE31djV+enO5/eqb/WUv/o1O/tFd/vlXWcyG362TG+3P737TsunE4+mrB2gu5UXeq9z65Vjt1uJciAAEgCEMICcYYAp4hKp6VRE5S8gq1klMqECcMlGwY3YCrVxA3zDfnL0YPiIwYDWZlRBQAsABgjDAEQCOi+RGeJRH2YRbol8B4K14aLqdM929bNHLrolFbl4zcHT2hIGl2dVbUpcItbVUHO2oLOxtLX/xY33PzfM/tKx87Wvse3OvtuPv39tb39++8a7/9vrO1p+vem3s339698vfWC6+vNbRW51XuStiXtGJrwqotKRsgxlRjgrwMRQOSLIBVAd7wL3HzDyoTwVVvhQfwHkRdKlM4wqLD6qg/cfh998U3HXX3L+zPSY24WZ/W03qs50bZL3cbey9U9nfcLNyxzWqxM6zEKYzBVi6kWk5lZaiKEJYQQllWIYqzZ8+eMDFClhQiBGt+8J3KiqncMOPitgVt+5a8KI58mL/86ZHIZ8diX5VveH1y489VG3trEj/Vb/y1KbG/dl1/fczHmrjWA4tuFcZcKEgc4RDHBxyzx4+wahRWlbh44g8RHvtgJTfbZZzhMfpNoknAdhUjEcBD4JYFr0GyUuISORfPjLXo5ngdU6yGiUbVRJ00VCCTrdIUl8khSU6rU9a7NEZPYOiY3J3Zl4/v767Y1lud+ktNwteTUZ/K13ysiOo9GfuiIubTj1m75zlWh/P3jm74dKu0Zc+ajNn+mLGO73VkskMxzaVeO8rrF/HcMPswvTKEIQIAbknj1mgNLDWxnJVjx4faIuzGqU7LZIfJgqFHEoc7XDNHTx4eNswfFrh29aeO9u4HD7ru37/f+Q87Uw+7uh8/ftrZ9bjz8cuOZz0JGTlYYYO8DYlOVhcA1AF4l9oxYcbqbIBNjDoMcCFYcgHWCKgV8rY50TtcIxfAoCwjH/qPyRR1Ae53AaS/4AbyLsg5IWtH7CDMmQjVMoKKF3gtzyoxlFliEnkFIRwESoL1lBERUBJIIIAAEkaBxUFACAWiGyk8gOhZnV/tHDMnOjt0yGxA7YCzEo0PKVyMNgwpXNQYSMg+obSPArzjn5SKBTsQrIC3AN4CaAigFsAFifPHnPF/xQ0rGhUqs1Y2GTQaq0qyKqmOxUoIlABaWdEp6Qy8kkNkYFsSgBAWrx47+NTepO76A09P7XrSsuPV5aw3Nw60nspqPJxQdSDqx2Obb53MPJe/vjpz0cn0eVdy17fsWl6ZOvNOyYbnjVmXCyJb9i49fSDy9c26nLQYm0ZAAFCGZQgDAGAwgwGgGEs8qxJ5UaQsTzHlISsAVvPNhM8AGCNgBvwFIQ3OQwVTKl0wq4JYhJAFABIMKQFjBhuSV/4wa6g0wgxHm9FYE57hEiNHhW6Y7N04w79t2ciCDdNPblt9+XDGg7qCh00l3aeOvbzY0Hv7ct/9n74+bO+5d+vljcvPb1151Xr95d2rr9quv22//u7e1de3z7+/feb55apzhZl74uZtX78gLzs1eu0KhhchpwCshEQL4A0wOJUuhv4FMX/uTAURIw2MUEGlG4oeoh6MBTeAotlgL8je3tt1rbej6fVPRTdqNnVeyHp9O+9je1n/0+b+h2d7mosv7M84kbPf5/VDxPIqK+bNRLIDIiEqI0YwWuxhPp/FoBd5arfaBg8OeEJtJhalzx97LHFB7aY5V7MX3d45vztvxYviyOfF0U+Prn9TsbGnPr23LvVDdVJvVfzX+vgv5av6mze+Kln1qDTmRVN26rzA7OHWfamrV88aIyIw1C6nLZ81yiwt9DsCIpnttcwIhFp46DOLISLmALCKjFsWXSrRxjFukXoFOtvrmuNxLPG5AhyxAjDZrJjs0Pm0sknSGvROt3eEzxeevyv76vEDjyq3vy9P6j0e+ali7aeKtX0nY3obkt80ptw8tHKZj1zcO7/vwu6u44nvTmU9qd4a+4N5ip37XkfmeNTLw20zPboIuzTVZTRh5BR4LWECVjsF0Ex5A2HGOuxT3aGTQo0OAgMqcZjZOCLUGSJoPFbXsMDwutqmzs7uW7futLW1tbW1/Vu4GRBhFFxI6VXaxsyP2W9wT4bUgUQHbwkAoqWmwZC3DZsWNW7BRlbrD3am/hE3/F9x88cJwgp5F6AuyDogOwhxxgHc8KKOpxKGEsEajhEw5iCQCDbxjMwgHUd4jDDEDKciCjsQXUDpgaILcFZW56em8OUbc7WeCVjyDCjRclasdANqJxrf4oT91sAMKLr+U7ghvI4XdbLGYNZqrSrJwDMqAhUQmAhr5ZQWXpIYyiFCIGIgZADQYDBvqKc0ZdXlwpTOmu09V3L67uS9vb7/RvWWluKN5btWHUqZuWftD2nzfEmTHAnjrMsDylVDVHFjBh1Y/f22hYMjx5oLN0z6qWLHtZr8hREjlQzGEGCIEMQY4qDoBIeRyDEiz1GeEspDTgCsArJawBoGPJEHqjZmwJkhF1TGC/b19ZDRQaKBWIJYAAAhBAkCf3MokpZ/HzXVPdsvjtDDgBIEFGCMgUx3iosCuqTpvv3rIo6nLzt7cFNrxf72mkP3a490N5U/O9fw/GLz80tnu881tZ2uvddce6e56tbp8jtnTrb/WHvn1InHF+ue/FhxvnjHvvWzNy4csyN+6dH83cuXLSFUhFQDWBkqrIA3wuCKr+j4x0PNn0f7vunXDIToQqIbcYNE0bR3645nN8798vDi83MHX1/a//BM5psbB359drL/Zd3zsweq0+YfWDByx7zxLUeLx40cRwgvqK2YN2BxECBKxEl2j1/WmzQqtUrk8YCSM6IY6xmwddG48pRFVUkzL2ydcyt73qOCVS9L1j0rWvekZP3L40nvalJ7alJ7qhL7qhO+1id+rY7uO7H6RenqnqaMjpNp4xzM9qiIR5eOl2yPdktoms+wL3KWl8LZLv0Cr3WqSzfaIfn1nFfLmTgoExAqcSNcNgtlrJSxssSrEEaZdPN87tku22iV6EIgBIBhGn6sxzXcFzDqHTwvqxWa3G3p5wszO4+lfqhK/lqf+LU+/mN1bG9N4odT6X1X9+9f6d860/qoPP5tbfLjspjX1cmPyhJ6WvbsWzosIAI7BiPUaI5btThMv2iw1YSAFkEzy0wM85sor8RYBDBM1nhF6ldwdgI9PDvMbBxhdzgkndNgD/gC9fWNT5486+joePjwYVdX17+FG6x0A9YKBDcQXEQK+2H2xrGzkwFnx0pXsFTMyF6i8kxZkTZ0ajRA8r9ohLsA5wBc6B+44c2ADwrKugB1Qc4BWSvijITKjKDhBVHHU4kgAUEeI4oghUDCMIQyFkpCBFZBMEGYpWqisAPBCUQPFNxIdLPyYKzwRKYVy64JWOkNvgzAhCDRDVgbEj0jZsSPmB6HlN7/FG4wJ7NUJSlli05nkZQqBokIqBBw8gorJ8qEowizCLMYswgFDzjDrZodyyY37V7/U+mmBzVpj5szn5zLfn39cG97VW9bZXfLvltlm28fS2k9lnq7OPH83rWndiy7Vrjh7flDV4qTSzfPv1qW/ujHozlpMVaVgAHggxo3AFGGBhvYLMKUEI7lGI4iTgCcEnAawOn/sBhmg2ECnBHQEEBNwTEiwBohawSMFhIZETUABEKMIDCrSPT84duixsdO86waZZnuEoZLKIwHPgqGqOF0jxg93rlj2ZiS5CXn89PvlOe0nTx8r6r0TmXJjfLis4UHTufvbcrd3ZS/qy5/e/XBLbUFGaeKs+oKMs4f3dmUl7Y3Ztb6GYHkJeMKtsfXlBXOmTMHcwrEGwBnhKIdUAvgLYC3/iNu/hlx/tSlcmDRyQoWu9l5p/l0z82WnsvHXp/a03ctr//hia/dx3rvlzw6t/vMwbVVm+fezovvu1j+5PLZdUtXSqJaVBgQI0FWAzCPOAXLS4QhBCMMAQKAEizxvECwhMC2peNOpi0+HhdRnxhxKX1q+/7FXbnLHx2K7D687tnRhDdVqT3VKT0nN/RVx39tTOopW/WlMbmnLvlt09Y9q4ZM9nDni5LfXD/65MzBA1Hjl4bLSRGecVoyxSpNtqoXBRzjHdLMwKDvHUo7j3QMYAAIM8smylg4RouRRyH6RGFemCfCZoywaMM47OfxCKM00eebPWHqyOET7FZXiKw/vD318uGMzqNJfTXJXxuTeipiXh6PflOz6fXp7W8u7F0Q4Jt3zvlydfezsjUvjq95dnT1o+I1XaWxV/evOrJuwopwbYAHPhbMdfEZs4aOsSh0COgw8huNdqWkIYyGED0hHpGGKTkngyQALIRYOWpXqG1qg8/tramqffLoaXvb/QftHffu3vm3cMNq/VB0Ad4FGCvkXXrPlPlRe0MDswFjAESndn4POAsje9dsLtB7I1itP1i7+YcxPyi4/4SbEMCbAW8eKIvwLkhdkHNBzoZYA6YyI2gEUZIpJxMsQEghEBDkIZAQCOGIlSdWnpEIIhAxrESE4KqeC4oeSB1E5QNc6IL1+3xjVgDWhpVeLHlB8OfUAQVXaPjcOVG7sCrsP4ibYCPcKMtGURQxFBEwcdhBeTNLJUxYFPRCwAyCBAAKgA6DSQ75YPS0K4cS7xxLulexsft05utrhZ8eVH3prHl5Me/W0U0te1ZXpc0ujpt4PGl64fqI+h0rHp/Oe9CUe7ch59GPRxuLMmeOHswiAAGgTNAhCnGEIoA4RFiEOUxYhiUsD1kF4DSANw7gJtj/ZvWADW7hGwdYMxAmyJkAawSMHrF6AFgACQSAEjB/vPdA0pzM5T/sWzNx01T/ojDdOAPjF4CHBT4BDNehmV7V+om+gzFz6nclnc/bce7gzvrdWyu2bc5Zv2ZP5NKsNQt3RS/aFTM/K3pmVvT0nbGzstfN2LIyIn5GYO1ET8KcoQc2Li7Pzaw6WjBp8lTIilgxCPAhQLADzvqHXNb/rnbzFzFQKIYi3iLJtrFDRlwtL7lTuqvzaHr/jaJfruV/vJ7/qa20p7Wo88yujvptP58/0H+j6NebJz/ev747OdmgVPOcCBALMAcwh1geIIwx5lnCE0QxlEWqVYocAioEdq+ZfCp7bcWGKdVx485tiriTPf9O9vz7+1a05615Upzwtnrzh9rNPVWJvVVxn+sS3h6L/Nyc8ffGLQ+rNk9xkUNJEe11mQ9q0m4die6/W9KweeqqMCGcA7PsykU+W4RdnuSQprilsXaFk0cOkXAA+E3yKLdDxxINRt9R6lHwk1yhE22msSY5jGfGh8jhesmllgMu3xD/CL/H77GYj2RuaD2a2V2yoacyvq8q7kXp2heViT0X9r2/UlC6Ze68gPi4Lu3zleyXx1Y+O7KgO2/Wk8OLH5ZGva5Pf9mQdSln3f7lIyKHaWd9RyaZ8eKA1cWh7ygJoaxNIepYzioKPABeiR+qk4br1SoAtAhKCDkk2arSOqyhR0uOtd29d+vmT/fu3vl3cYNEJ1b5AHUC1sbKAazwTlmydUncAYt/MgruGUGlb9zShOwyovayOj9SfMMNdTCynxqGAM6BhKASUjCf+jNuQgF1QeqC1IU4B2JNiJMJr+YVkky5EJ5qCFEgLDNEhZEaQQfPOihx8KwKIwYilpEIH8SNB4keQCxI9ADOPnRKzOzInYCYg7iBvJOowyB1QOrQeyatTjnM6of8x5Ipqg2O+cmSpOWpiKGaQIeC02OkJVgimGLMEswSTBDEAKgI4gHQQjDVKRXGTr1zNOXZqR1Pz2R/bi//3Fn15UFVX+vRly1775QktexaXrtlwfGkGcdT5tbvivqpYmdrQ/7zm7WdVyozE5boRYZBQR0shCAGACKAWMwKhOMwYRFhCcWsArAqwBmhYAtueP1JyUz3TbjHAOjvD4I7+hbAmiFrBlCEiIUQYAhGevXZ62dmrYnYHzkla9Ho5EmD1wwLnemUhmuwjwIXC7wCGK4jc8OMcRGB9DkTM+ZNTZkZsXHahOixw5cM880d7FgQHrp4eOiCoeY5AXnmYM3MgH68W5zoFleNd+5cN+VY9vqTh7Iqjx4aO3ESZBVIGQp4OxCcgHNAwQmo46+4+VMf6p+dbqBoB0SpkQ3xy5dcKt7fXrLjbs76/rvlX87te9O8s+da4Ye7Zb1tJ37trOnvqv784/6OktSHTdFzgQAAIABJREFUjUd3ro/UsCyHCYRBqy4MMGEYBgLAYWDR8DLPBNXjeQRkDHJjZ17KjW9Mn9OUPPli2tS7uxbe3bXwzs7Fd/evelKc+L4mo7c+/UN10ofK9b1VcR9PZXSVrHtzKuvMvmWzfFx3U2ZXberblozO4mU9dfFPi1bd3rNwsYP1ETDVLo/UCYvCzDNcyoWBQT4l9iiIjWKHggasJhVGMsEajLwqpV9WjbEafCLrYJGbZ/1ajVtrtOuseslk1ZoGW82nDm5pK93cVRjdUx7bWxX/uiKh79L+z3crHp07NHOIPity9PuL+17XbvxQHf20YObjnMmvSxb1NSW/q0t9dHLz07qtb5p3dp7YVJEwLnG0cWW4xSsgn4p1SdzfzDo1ITqOCQ7Ke5V0ps81RK8ZrJMdoui32EN1pmGDhzTUNT7s6r57p/VBx/0HHff/vdoNayGasKCwCG8aAaDW6JkyaXFaZHrhhEVJCtuw8MmrtxY0Tlu1BVAbwLrfcQP+FW74kIEI4oZzQupB1A05B2SNQdwISpVBFLx6nU1UyAxj4amBIXqMfCreo+A8Sl5HCEWYsjIjOqDgBqIXih7AhEDeCbhQvWfSio0FrDaAJS+kDsDZsdILuFBAHWbftDWpR0TrD/9B3BBWSTlREgSZchJBWhbZRVYBgApBFcECgzmWsAxhCCIQ8BDYKPHw2M2C8RYma1H4xbzIjurNry7lvrqU23Pj8Od7x/s7Tva3n+xvq+xvq3pzNvfluUNdjXmPzh97fLXq3oWKnK0xZoklAHAEYQgBgAgRABAEUMGKEidwmGEQYRmecGrAyoCGQNEJqOlPMmZ/KJkBqvszbkAQN5wZMmZE9BBRhDAGIFRmNswfvStq6v7IaTmrp+asnLZr0cSUyUOWDTaNMzFhIvBS4GKBiwNhIhqi4obL/EitNNqgHh8iD5f5wUoSUOEhMgqogF8CYRIYakJjHNzy0YN2RU+oyF5bl7ep4eieproTYyZOgqyElc6BhW/qgsEPj/DPWDMwaPOPtRsk2jCvUigUu5NjLh3a/rRse2v2iv4Lub+dO9jfWt57o/Tvt8v6HtT0tZY9P531qDzxacWWln3JW5fPVULAQoiDfhYQAQAYBrMYiCySKRYJEAlUs0TNQDsFhYlzrxYktmxb2LJ5+oXUybez5rXtWRLEzeOiDe+qt/yBm+r4vtPbnlalfbxWGBdhiZtkfXdx34vG1Fc1Mb+cSXx2aFbHroj+c5m3dq+YY+N9HHKzaKSGzHFK6TNHTnbJOgRCWCQT5JZVKoJlhvAAOETexjEBvWRncAiBWgQ9KtlrCnWZHAa10SYbhoVaLhZue1iW9qR43cfqDR/rk97Vbf5488iD03k7YmeOC5OvV2b3XS98WZ3425mNvccX9ZbN/1Kz5vWxVe/rNvacyeo5v7vn/O6ec9k9pzPe1G89mjA9wiaaCTAxcJQn1CpSmSEShhIAVpaMdw6a6LIPCzF5ZPlvIXaH3jxx9PjzZ889f/qs/f697q4HXf9o/PIvS8V2LHmh6AGCi6j8ABkQ71ZaR01dmR67vSRx1/HdR8+t2VzAW8KR6GS1fqx0D/iFUwej+YYb0QM4J6COv+CGD+LGAakH8R5EHZA1QlYTxI1ZqQy3WV0qjUwYC8fpCNZjFK6XAhrRr1GaOZbHhHIyKzgg7waCD1AXEr2AOgHnYLXhk5dlBiKiidoPOAegTqzwBh84hy1aGJujDB37n63d8LwyuDMlc0RmkEygAIACAiWBAoMFygo8RznCYkgACNNJC8M9011yQAAj1SB2vKU0edL92q2vL+d9aj326Xbxp1vFv7Ye+3qztOdCwcvTB1+dO9J1qvDVjdquq7Wl+9KmjQ8QCFgECAIYIYQwhBhBzGBWyYkSJ3KIEERYRiRUC1gd4KxA4fqTu7k84HFOZUBlwAehYwC88Y/3zoUAxoKpDSCKMMEQKBiwZEJYTvy8Q/ELiuMXlcYvLlm/IGfltPQZw1YNs053K8eY2TARfkeAnYDvCLBj4MDQRZCHxS4Gehjg44CPgjABDFWD0RY41cfHTHPlJU6uz4m6WJp2pXLXxbrDzY2V4ydNg5yMJBfgQoHgAYIPiWGADcpl/Zf5GoXrn3SmJA9S2HmNQS9LhVs3/JizuTNv46P9634uTf7csPuXa0f7blV8etD4qbvx+cX8y4VR57JmXdq9tLV0R/GmdQaCOAAIBBBCjDFCUFYJNr1k1VAeAQqBW6fwWbQSBmNd6tpdkXeOpl7cveJs+szmxPHXMma07VnSvn/1/YNRj44kvCxP+blq08+VCb1VcR8bNr2qTuu/e/zW0U0RDnxiy8z3F/e8O5X8oHD2s/xJ/edieovndO6c0lOReu9Q6tbZE0fqxGEimqAjS/ym2PGDrQSYCLSL3BivO0TgtSwjIqQh2MIRj0TdIuvgWQlCCTMi4Y2SwaIxW1VymCw2ZMe+r93eU5HwS9OmT43J75q29v10rCZ/kzeEJq6MeH7t+PuLeT1NaV+b4vob1vQ3rOpvWNN/eUv/1Z2/3Dz45ae8vsv73jdvfVuX9Kp605OarCNxc0aF8DIC4VY5zKK1KmgIz5lYosPQJbLjXfbBRq3PoHdqdAaFyufynDxR3tXece/2rYcPOh53/RPcPA7i5sHTnxMycrDCGlzRBIIjiBsouInaT1R+wNqU9lGyZ+zYhYme0QuJxoeUbiS6AWNBSg8UvtnayYODshVI9ASnigfmWQZwYwN8KOAcgLqQ4IE0FLAGyGqIoBGVGrNSOcwR6pTUSoRlwqgQ0iI41CAP1SkDOimEYwRMeFbFUitkHYC6AeeghmGQcwI2lCh9YeNWrUzKZ+XBWHRjhYdR+SDvgtTlG7NqxoodCuuY/4IbxzfcWAFv/SturIBav734P4gDqRlSI+JklpdFUSPxopZSHSUaAgQAFACIEIgIiASpeapViiqeigSLCDhFdulw384Vk9aPdQ2VwHANWD1KczB27LWjie+vFLy7cPDd2QMfrxx6f2bfvdLk++VbXp7Lf3q+qONsae7W9WEOLc8gjkECJRAABAFDCAAAQazkJcpQiYoMYjAihFEQGqzXWIDo+CYLLQNWBpwGcBrA/RU31DxQlA1uaTBWRnQBSBFmMYIsBLNGevKTl+esm50fM7cwem5B1MzcNdP2LpuQPmtI/ATPPK9mXAg7VEIBCQUk7KXQTYCbAAsADgz8FAxRwCFKMFwLZrjZNaONMVNcOQlTGw5Gny9Kvl6Z3XG2+Mbp45XHD0dMnYmoFklOwNmB4IGiD4lewAbFQP+F8PBfWQMlD1bYWF702HV1BzN+OrL1fk7819rs7r0rn+RHf2re199a2f+goed66bMz+9+c2/fh/L53zXt+azt9o+ygV+IoABgACABlGcoyWonnMaAQqDEIFfEohzzRaxlqponT/W0VGa+bdrYdirmWNb8lafy1jBkPDix/mB/VmR/dXbj++bENr09seFce11e74VNL5sv6nf0PmpKmeVaO0vVez++7sud17fre2qjuvWNvpfp7i+d9rY17WRr7/OSON2dLrhdurUmaHeVXBVhwYNnE8VallUA9wQ5J4TEYtJRqWJYDwCZSm8AGzGqfVjIxjAoTBebs8iC7PMgiiH5ZuH54S++p3b1VSV+aUj42pvSe3dvffbo+L81AQeXB5M6z+Q/rMnubM18XL+1vXNdfH91XvuJTY+Kn8xm/3snr7zz6a2vhhwvZvecyP1/e21aS/Onq8YotK4fqWbeS+E0Kt4Z6ZEHGgAdAT9CcEeHjfd4ffD6rShYZzuN0VVRUdHU9uHv3zv22O613f/oLbp49evjs6eOHDx93P33d+fznDRn7idIKRSsUf1cqcgHRBYWBAKILCO5/ES6o8ALqINpw3voDoC5AHYiaENUhaoDUBAecgBxACN7EBQQnFOyAMwBWjXitqDba9TqLyOs5aqSimrA8gDJCHpFOclm9ImvliJoQs9rCsQZGcGPegwUvIFbIOZDgQdShdY2bMDdpztodROkBWKt3jYfUAZAhKrVk5OR4ovIPPG9Qk0l0AYUTiI5vLkW/Q+d3nS3rNym/b0vh35anICuzvEEUtQoqSiwjs1iDgQiAFkEtxiIAIoQ2hdIt6yy8oGUYBQQ+NU2aNbYic21+3PSocZaJDjRYBSa5yOrRxrzYCdcKE7orM9tKkm/mRl49uObHnBXtVWkXS5KSFo9wGTgOA4IgxgN720HiQAgQhCzDyWodw1BCKMupGCpDooKcEYsOSEMAawiO1QAmuCQlQ1YGrAypAdKgv2BQOtoCqA3wdkBDAWsCjIahao7lOYwCdm3mmtn5GxafSF+VHz3tcNyM0qS5e1eO2bn0h23zhmya5I4eaVzkVcxwcNNs3CQL870WD5XAcDUcLICAAowz42lObqaXXzlSnzTTl7128omsmOb8lJ8q99ypzf2p9tDdC3VnT9VGTJuFeRmKVsDbgegCnBWIDsBZgcIDFF4geoHoBYo/WAMEN5S8SOkFvAsILiT5sCqMiFaR52aN9p05nHFmX+yLyozXRxMfH1zxtmjt14a0X07v6L9xqP/20S/XSr/eLP907cSThrz+Z9fTlkyy8ljCgEOQRUjJUonjZUrdOg0PgAhAuIbkRk4piJyQPTesKGrk88rkD40ZXYWRjw6tvb9v0a3ts14ciXpdGvf8yLrnxTE9lckfalN6qpN7ajb2nNrxW0dL88F0rwiOJk//8OPeF1XxvQ3xfbVRT/Nnvy1a+HPZqvfl656Vx3VVJD6oTn1Unfr+ZPKnui1nN81IH+9YE271K4kEgENSeM0Wq6zVi0qBEAKASKDXLI3yWMZ7bMNCjB5ZHupwDnN5AmZzQCc2bI95W5/9riq5rz6ltz794/nc3+42VWcnO3hUmr743eX89mNJLyqSP9Wnfarf9POJ9X11G/ua0z9eyv5yO/eXtiNfWg/3XTvYc373z81ZbxuzPpzL/XChoCZjyRSn6OHBYJl41WS8x8wAwEPg0IhayvlCQyNGfa9VawLh4Vdv3Wzrar/Xeb+1/U5bd9s/4KYriJuHT152Pv95Q8bef4obEBTZDLLmT/9h/hKCGyq9gDqJLpxafwC8C1A7ogbMyYjqEDVBagV8aPDzAXgnoA7A26Fgg9QIOZkojErZYtfrjDxVMazMUTXhFAgbCPYq+PEOo1fBukTWTLlQrZVyOpZ3Yt6DeQ/kXET0EqUXMFYsuryjFiyJ3b1iw35N6CjI2YjCMzRi3a7DP3qGLcXCQHr4FxGDgU3ioKX0f8WN+RtuQgBnBdQavELWyPBGXtAqeKWWp2aeNbJQjYCMoRZjFUJaTJyi5BQlE8OZGaKGwKeiG+eMadgf37Q3Omf9mLjJ5rl+bogW/GBBiwPKLbN9BWvHFEeNLVo78kjksLy1gUNxP6Qt8U/wKQ0CpAQSjAGAQdwgADCCGCGMEMtySklDGB4TylA1w+sho4acHotWyH2bqWG0kJG/XXWQ1SNqggNOoSbAmv/ADWsBvA1yOkREglmeIcNc1vQVM/eum1O9PfJYysKyTfOOp8zPi564f/W4bfMCexYP2T7LmzzBFj1Mt8yvnPf/0Wl2MikEjzejETIYrgUTrXiam1sYkBKnevZGReRsWFB7IOXc4YzbVQfu1h9qbSh5cKXl2vkzEdNmYV6DRCvgrUDhBNQKlQ7AB3HjGwjxG3cGTjfeAZl0wY0kH5J8mDcaVWLk9JHXyvZcyt/4vHr7+6rNr0ui+06s72/Y1FcR++vpbf1XCj5fLPzlVtUv908/v1BemrlujEcvwgGvdAZCiaVaKqoYzibyWgzcPMpePKZhy6KiVcN3TrNVrhv2rirpS8u2l6UxTw+v7Tiw5P6ehT0nNvSc2PCmdP3bsrjempSPTVt6G9N6T2/pO3+gs7F4xbjA4qHWjqrMr9dze5qSeqqjv5xK+FIf/6V+w8eGjb0NKe8aUl42pTxr2fSuedPPFTG/Nab1VqXez4spjp4yxsTLALgl0Wc2m5VKDiGzShIIUnNY5vEYn21oiCpgUHrUyoDVNsTmCJiNwwxSQ3bs44qMrpJ1T4qjHh6JflaZ2ffjiYr0BBcHj6XO7bmU03F0w9PjG3uqM3qr0l8cjX9TlfyuYXPPuR0ff8r9pb3ot46yX9pKv94q+nLj8Mu6rb3n9z2tyeiuTL9bmrppms9NgVdC3ztUHpnKLFIQpOYYnUIMkWWryej0elquXmztut/26MG9hx0dzzr/X+Lm99ONCQY1N3nHAG4EV9CNDIpWxBshlYlCL8nGEFmj4xgFIRLDqAmrIiSEY8M0irF2nU9ifRreIYkui4OnBpZ3YOrGghcLXix6ieSD1AGwjur9I6ZFx2WWLI3f+8PMuBkrtybvrFkSexCLXsA5YdBy6M/KTELoHyb2f8UNoFb4e9eG/l7QCQXUCjkzpgaOl5WiyixJDrUYKjImBhkYrGewlmArz3s18ne8YCTEyjESAB4lkzBjRHNe0u3yjDN5aw4njUub75wXoBMdeKwZTneQZWFiZECKGSrFjpTSp4UkTrbMDSh8WqijQM0RnrAIIBTsfkNIMCKYEExYhvK8krA8IjyhalY0Ik6GVItFE+R0kNUD1gAZA2C0kNEDVgcZA2SNf8KoecDKJvgGWSNWhCLeADCHEJF4Ot7vyVwzd+faGQ271tdlRdVtX1m/Y9XxlPlHEmfuXfnD7kWBXQvCts3ypESExozSrw5XLQ8olw1WTHOS8Rb4gwGONaMIG57rFzdO9+TGTSnasuJ0YcbFku2tNQfbGg+3nS599NO5W5d/jJgyE1EZilYg2KDSBagVKp1ACP2GG+8f8WcdYjF4pnYjlRcqPYjT2/WGzUtn3TyRdyk3vbss83XFlndlib0VG3rKYh7lLe9rzOhvLfl8vbj35omHLYUlmVEjHBqZASwAQfNiFiEVx+tEyWsZZKKsDoPhOu5U1rrT25aWRf9QvNJ/ZvP/6m1M6/9x17sTCc+LorrzVjzOX/WpLq2valNPeeKHkxs/NW750rLtU0vmlwtZX24crsqOD2HBiYzVX+9V9Jzf+fnHjL6GuM+Ncf0tm76eSvnYmPLxdPqnH7O+3Nz39e6B31pzPjWnfaxL6WvY+vHM/gfHtu5dFjHGIhkJCLfoh9itKoJDZYkiIBLIQjDSY5notX7vMLkkRYggGjjerhCHmTTn89IelKXfLVhz7+CSG3sWthbEv2w4dDR5nZMFh5Omv7uwr7004UlZ0s8n0z+cTHtWEvuyIulV9aZ3LZl9N3J+aS/q7zzR33miv/1Ef1vZ1+v5PWd2vmve2XNh/9uWnJvFKbtWjZvsUekxGGzgfQZRIlDE0CIJDp3WKKtVWnV5fc3l2zdvddy90373fnfH/z1uoPB/gZtBQdbAge+qE/x+E8EBBTsSrYg3IKoigkaUZK0oqFiiIEQijESImpDvBDrEqJ7oNPhVXJjMO1Wix+oUBSMrOBHnwKIXi76glBcnD4bUDoiOlX3+sUszDtblll/bXXw+Jv2Ya8hCJHg43dBvO1N/Wrrh7X9Io/8X3Px1i8r+uy81ooMw1XO8Ri3Jdr3OY5BdKt5KSQhldARrCXIqxaEhFo8kmRni4DkNBGESs3H2iDMFSffrtt+pTD6bt/xY+sSDcaOSZzmWhotzPew8F7PQxS73cmsD/NaZtk3TbctGyMOtbKgS6ykjMhwDSdC4DgFEECaEZQjHMJSwPGFFRHjCazjJjHkZUQ3i9ZCTB8aIWdO3nSlD0DbrH5PEPwVW2DDVQUwxIhLlJoZ7dics3xczt2pHdGXGyoadUWf2xZZvWXwsdf6R+Kn7lw3du3hw1lxvxnRXcoQ1brQhepRu7XD1Qr8wy8NE2PH4EDTWDKe7mPUR1t1rRpdlrjpTtPXy0e336g52nD7S3nLs4c2zNy+dnThpJuLUULAC3g4VbkDtSOkGgvObsLlvIAbyKTdQDrAGiE6o9CDJC0UXYnU+u3NfbORPxwuv5G27V5j+vGzL27JNfz+R9HP5hu7CtT2NmZ+vFbw+d/DhmdxjWWtGuiUlBjwCFAEOARZCiomCpRJLv/f5lAjqMVgYbq/PWFmXMrc2MaIpaXz3kciv57N+PZ/9+kT886KoJ4VrXhWv+1SX9rEm9cPJjR+qkj82bfnUkvnxTObXizt/u12yJ2qWHoOOuty+G6VdFYkff9z69Vzq+4o1X05t/Fi74UN1Uu+p9K/X9vS3FfR3Hu5/cOi3a7v7mjLeVm9+VZXxum7Pk5r9hXELRuh5F8WTfaF+vcomsCoCVQSyADjUdFrAPdnv8ZtNNqVaZnkzLwQM6jMH0x5W7egoies4svZO7vK7hze8bCwoSVprZ8DOVd8/btrWWhT36NjGn6u2fKjZ8rw04fmJDS9rU961ZPZe2//57uGvbaW/tJX+2lr6W2tJ/4PjfZf2fryS8/7s7o7y1NfnDj4/W1C5bfW6yX4rBxwCHu+1efWSXeKHuqx/c9rVaul4bdXlm9dvtd291Xb37oP/QTI1gJv/c+0mwFu/B9QJqAPytj9k9Gko4H83OXQERciRYMaCjlAVK8pKSSOyRGKQxBCJYZQYqwh2iHSYWZ7iGeRXs14VF6rkvTaXUmFiBQfkQiF1EckP2FDAhDCyn5F9gDEAogVEp3b+YB083eSbzJtGAMYKqQuQkP8+boK/sn0DjQPwDkDtiA7CnI7lZVk2OswWj0nvUItWnrF822b4TqQjHdbBRtlGyXeUGAkYGSJsXzHxUmlqZ1NWd/O2zqbNtyrimg8uKkkZn73UlxwxKGqYtMrPrxui3DhGu32mfcssR8xE6xSf5JNZHYspwgQgDIJ+UAhDzBCOY0WG4TGhhFMghmcEmcoWImoRJyFeA6kMONOA3PJA0mQG7B9kgQNh+j2QMAhyMiQKTCjGhEUo4DBmRs0vSl9buSOmdNPiht3R53MTj6cvKU1ZcDRlzonkaUUxYw8sH7JzQdj2Od706Y74caa1w6XI7+XVI6Rl4Yr5YXSWl10UEBKn2HauGlG2beWZoi1Xy7Z3NOV1ny3tPHfi0Y2z1883D+CGHwSoDYoewDmQwgMEB1B4gOQDkg8EnaEGzBWCuBkowEHJAyUXUDgxNY0PDC/fuqW17Mid4j33CjOelW19c3zz+xObvjRnvatJfVW7pbMy7VZF+k91u3bET5M5QADgMOQwJBAwCHGYUEwoJi5ZwwDgUzKHNyyq2DivcfPcM2kzTm2c8Kll+28X9/Q1ZjwtiXlaGPWyeP3bYwk9Fcm9J1P+fiLp54qNH2o399Sn/b0h7eP5rK+3irYsnuAS8J2KPS9aDjyq2fSqNr7vdPKrslVfTm3qq0vsqU7+0Ljl8+U9v9zO/XLnQN+N3V9v5Hy+vP/X6wUfWvY8Kt/yvvng05q9ZUmLAko0JkQM11IjAaNC9S41pyKAh8Ari8Ps5mFO1wiP/282j9dg8Zvk6l0bX5zKeVGb8aYu5Wl50qPKrW9aioqS1oQQEDfZdbtsw9WDa9oPx746vunnk5ufFMU+Ko17VZf2pmVbz5X9fbfyP94+/OnWkS8/FX+9VfTpxsFfWwt/Pp/de3Fff0f5q7P771Zk9N2ufNJyOHvt1KWjPTMCoYN1YsAojfNYfSFat8tx7vLF+50POh897Oju6nr86H+CG8e/Vyr+AzeADwV86LdzgWMAN6ILsCGA0QNWi6meEbQsr6KiWpIkiqFIoJLBEkOUhGgI+U7g/Fpxiscc0FK/zLs0oi/UpRCNrOCAnAMwNqLyY4UXMCGAOrDkwZIbSy5O7wdEBzgrljxY6QOcQ7SORgrffzeZAnzogBG14Pgm/e8AfCikA6pgOq3ZYRoUKssWkTNwWM9hJQY8AGaODLOZh4XonDxjY5EJg7Ghyr3rplwt29zRmPn4bNaba3teX8lur0u6XhLZkD2nOHb0tlmu+O/lDSNVqROMmdOt6dND4yPsC8INQy2ChSM8RARADDACCAGEIWYZXuBVLKdEmGOoCjE8I8qCzsootYgqEFVCTg2pGQTXo/4IK+SsQejAAasJM+RMiDVAVo95EyAKABmEWYwwAsDAM4vHh1fsSmrOS6/bFXvhUOrVkoya7KiT29dUbVtesXlOSfyEgyuH7V0WOLB8yN5lg7fN9aRMscVPNCVEmOMnmmLG6qLGyPER5m2LvPvX/XB8+4qzJemXj297cDrv8Y9HH/5Y/vjmmevnmyOmzMZUiwQ7oA4kegHnQKIX8C6g9ALpWyi9QPIApQcoXUDpHhC4Ubqg0gUUTii5qGRdPDGiZe+OW0X7O8v2tx1Kf1S0+Vlx0qvSDT1VaX+vz3xZm9lRldnetO9a7Z6E5eNFBmAAeIYwGCMAWEwEhuMJkRhGw2AJghk+S8vuDSXrJp/ftujegdW3dy/69cKej6cz35xIeng48tGhyDdH498fT3pdGvf+eNKro3HPS+Nenkh4Vr7haUXC28b0visFqfN/cPCwJjv69bncDxd33z2y/EVl9M81sR+q499XxL+uSOypT/90cfcvt/K+tuZ9vJ3T33Hs07X8/tbS/tbSNw07nldn9DTvf9uw91jsjJUB0xAV1kEw3W/zqLgQikUI1BiYOGJTSv5Qj8/mcRkG+S36UwXbX5479KZ5Z+/ZHe+atr5q2v33H48dSV5rJmD5KPOFgqjmrMVX9q5oL4h5VrKhPTfy/qHIZ1WbXjRteXthV8/Vg703Cj7ePPL5ZtHXW0Wfrud8vpnz6XrO51t5X1qLei7nPW/e8/xMzqNTuR9v1908titt4biZvkFekdgYMMSmHR7u/+n2ra6H3Z3dXe0dnZ2PHv+PcPN7i+qfhRMpPICGMtrBgnUkoA5AHVBwAsExwJoB3DiB6ABcCGD0kFFjTmZ4NcuJHBUUPM8TyGPAY6ggWM2yespZeTaUJ2MdcriBjgyV/xai8zmoxg4pAAAgAElEQVTdgqBlBRviHZC6oODBkg+JbsCEAD6UyF4iexmdDxAdkX1Y8mBVGCAhSPRCwfPfKhUPeI8MdLKcQPhmM8LbIGfGnI4qTEaDzWocZFCKapaoCJJZpGGQAgEjh8It2uFWnUdiQyk0YTDRqciNm3bjeOr9+oxHZ7e9vrrz1dWsn6/vfnYm/V55/IV9S0pjx2TNdmVEWDKn2nbPd2XN96TP9qwZbR8bKtkoUUDEARQcesUAE8QKVK2WTJSXIeYYXg0Jz4iywmhlJS3iRER5yCkgNX4zxvo97IDaABsCWAvkBiHOijgL4oyI0SJGA4kEEAcAhhBjhBAAFAKvUdwbv/xs0Y5LJdmXS3ZcKd1+9lDK2UMp9XuiT2yeU5o0uXDd2IORI/MjR+VGjcpZO2LfqqFb5ri2zvNkzHWnz3alz3VlLQ07GD28YMPEYztWNB9JPVec1lq7t/PMkc5zZUHcTJ8+n+GNROGEggspfIC6iMIHeRdQeoD011D8aYhBdEDJBUUn4G1Ickl6R+KC2dcLtt/MT3tds/9R0eZHhQmPCmKeHYl9Whz3rjbzeW3Wk8YDj8+VlO9LmhgeSgnAEFCOZzBBEFGGFRiWJ0TPc1qCRljlzXNHl29aUpEw/dKOxY+LY1+Vbfi5OvX5sfjHR9Y/LIx6fGjdm7INPRWpL0piX5YkPD6yrvvwuu7ide1HotuKIh9Xbnx3dt/mBaMtDChLX/7+4qGXTZl3j6x8Xr6utz7x9YnYF8fWPz8W/7oqte/8rl9u5fV3HOnvKul/Ut1383DfjUP9d0u/XM3tadnxoWlbT8O2zxfyTm9ZtGVa2HgzO9YqfsdCl5JxSZyZwzJBSkysks4sGWVecus050r2PTlT8KJ5V8+57DenM1+d3tNz5URperSVBavG2S4eiW3YNv9UxpwrWYvbctbc2buiNXfN4/LkJ7VpL1qy3lzY8+7i/p5Lub2XD328cujL7fwPl3f+1lb48UZOR1VK3/WC/q6q9pNbHzfufn46t6su51Fj/pn9myY71FYMZoe7xg4L3Lp1q729va2t7e7dto4HXf9PcTNgeBh8TEMBH7yJHStCEa/HrJpwKoYTGcIRQjiCRQZRDFgIBIx0lFoVooUyegKGhyiHmvgIn3WE2+53ezmqIYKViG5GMxgwNii4Ga0f8A7AWaHoAJwZCnbAWThDABA9kQdjyfcn1vwJNwOjN6H/B9wI33AjOIAQCnkr5AyY04mSyWS0W3QmDaUiRiIGGhabeKLnUAhPAmb1SJvWL1OPiBwcmOnTHEmefefkls5TmY/O73h+Jevx+S3vrmU9O7O5vSrhxpE1TdtmFUePyl3qz1vmz1vhz18TvmdFePwk91i7wkygCAAPIAGQAEwg5jCnFrV6rY0Xf8cNZUW1ZLJSlYw5iimFnACpfmB+7w/WhAIa+g03VsRZMGfCrB4zMiZqANkgbgCAGCECAAOAisClE4fWHEi/VLbvdEFGU17a2SNbLx7NOpkd1bw/umnXiqqtC0o3TitYPy4n8vucyO8PRo86EDkiJ2rkgTXD96wK7FszrCD2h5KNE0s3Ty/dtqyxYGNTftK1E9tb6w+2nS7uvnb62rnTs2cvZkULI7mR6MFSGOTdROlDggcqfgeNFyg9QOkGChdQOIMTDFDhQpILCHZArVjt0Vvde2KWdJZlth3e+OnswfcnM16WJDw7vO71sYTeum29p/Z2lmXeLcu+emxf4qIpVgUrMhgByHE8wQwCkPumT6TjiAaDVWPDjm1adjh68rV9kdd3LevMj3xREttVEHUvZ2VXQdSTotinh9e/LdvYU7n5xdENT4vjugqj2w9F3j8Uebtg9U/5qzqOx79o3pO+aKyFAfW71784e/BK/qquE7E9TSnvaxJ6Gza/r0p5cWLTy8rUd43b+i7t/eV23i9tRz7dO/prV1V/18mvd4q+XjvYfyPn64VdPbWpbytT+lr2vKjanrdq/Bg96+JAQEdHWGW/VrTzrJ5Sb0iowxCq4kSDQCsPbO1uLnhyKuvtme3PGzKend7792vlx7fHuxQ4bobvxvGUhqzF1akzWtJm39q94qddy1tz1zws3/SoOu1JU+az5qxnzTufn9795vT+t8173p3P6ru+r+fSzt6r+760Hn59btfTpu2/th3/cPnwu/P5L07lPqjc9bD6wKvTR4rj5n/HginfD73feufhg46O++0d99sfP376F9w86X7w5PHD7u5HXY+eP3j2PmHLHiwOgnwI0Xiw7APUDpVurPYBzgZFJ6sfDDgbVvkADYWii9UHBOtIRjsYS94B3Cg9gHew+oBo+x4KTsA7glfAOwANBYwZED3gzFi0YtGEeS3Ly6KkFQWJYxgWY54hPIEUAR5DNWVNCtHEUx2DtRiMccqjQtXhVtU4v8fncBFGiblBRPIB6oSiB0k+JHmh0gNFJxQdUOlEKjdgjYC3E60vmOIF/+zbtNifFCeDdmj/CjfB7O93+zQ+WHKyAEZDqCwoDRq1XpZUGkolhigJlFksYqCn2K3hRzj0w60aF4+G6TmvAOf6tTU7V/9Uvrn91Nbnl3d3NKe9u723986+91d2PG5KvXc89kruyuYd82tSJp1IGFsaM6I49vtD0aO2zvfPG2z0ikSGQASAGzBLQBwilKGSQlYoZF6hVchmXqWnksyrZUGWqUoiPAcZFnIaSE2QHwRYE2AMQfMvpHCBAf8vK+IsmDViRouwBJEAAAGAAIABQEFdCwIAC4COQ1Ezx54p3Xerofj80d2nD29vKco6V7T91IHY83lxLQfWncxccix1dtnmOSWbpufFTihNmVEQP6Fg/bjDiROPJE0qiB93KGF8Ucr08l1rGvKTLh7berMy+8bJPbfqCu6dq75//fKc2YsJp2UkNyv7OTkcMHZAbEThJVp/8CyDdX7GFI5lLxBCAWeFChdWe5DSCUU7HxJACgdg9ENHjC3cuKg1f21nUUxXYeT78qT3JxJeFEf3lCf31We/OLHtycm9j+uO1O5MH+92sgAoCIsAYgjHMpRgwmIsEKwkUEJgyf/P2JvGNpHl/b9HOtKRjnSkUqlUKlXJVtmW7Ti2SSX5V64jy3JuRBCEHRrIdNM0S7M1+05YA4GEkH2Ps+8kAQIhZCf7SiCB7PuesPeEi1rdmmfmP8/cF6bnmZn/M/c+1pFV9gu/SFwf/9bvd7M94dT3TyNON8aefJlyZirv6kzOxf7Ew0OpJ8eyLkznX5kvCloqufnu4e2Pj+/8/OTupyd33zwKWSi9Nf/o1uTDGyP3r42V3pioiLq9f4M7DXKD9g8+jujJvzhcErj45PpyXdhiadD8g6CFB7fflocv1yf80pX228vUX3oyfxsp/dNo2X+MPPzrYNFfX2X++XnKf7RE/1Yf/lt95HJN+K/NqX9+XjRUHBW+f8MWN8EqoO9tZn+zeqvNandz3711p5YTXTi2oSh1sCZttjHpfWvCh7bk2frkN50lTx133Bhwabd9oDyiNe1CbcSh+tB97ZGHWu7u74g9/CrrQn/RtcGHN/sfBo88DpurSXxTmzxXEbP0LGqhPmKpMep9a8KnDsdyV9rnjvTltvQvXblfOvLe1adNl8fPPk1erE4buhdZFXf9woFdD4sKZsZHFmdnpscnxkfH/hU383MzU1MzU7NL/4gbgNVE70ub1xC9LyetN/juEuXNgDICTqb1foAyA6RVeGzafynZa91hQEv/hBu9nyBtcEY06PewCAkyVshY8MTCCiKYWVGiBR3DKllWoAmFIcQQ0BgyGGo4ytNF62U0GASeRZABQAGAnwu/VlL6u2sDVtn9rD4cbyCcB+ItSGEDvNOj/muFBQoyVMhIdC4oyECQoeCMa6yAs/x3uPn/jG6433Oor9D0gKyEWCNmXWhezyt0okItsryCogSCFRiKFBIIMPGUVctt8TZv8zbalWSNjrLz4OBKfXns8b6yuxONMUvPHaONYW9fJv7cm/j+ecxCY/hExa3+4qsdaSdro/Y8CdnxKHhL8fWNWYHr4o+tDtzuvc1DlBmsRUCNIQMA7aQChAzFsKygVOnUerNC6ypo9aLeoHV1Vem1vChQLIdYEXEuiHP6Ixv/3s6HrAdkJESbIWVARAexCCEPvk6fYCduIIDo9xcYAItecXLXpqyIq62Pc0Zaynqq79UVxFSmXGvMuNGeF9qef7s5+8aztEvP0i41ZFyqTDj1KPJQcejee7d/yLvxXdbVHYW3dz6KPlyaeKEqK7jzQfRAhWOkLm+ipXSyq36st/vQwROIKBEnIU5GrAXSMuGtmPdCgjdgPZy/dlhtw1o74+qn8FwHWAnyHoCVAOVCRAviJSLK+w7+VJt2bbjw/Mz9KwsPr/1cHvzpyc0PD4N+fnJnquDm59rMqdLUxWePo48d0SJsZAQKYI7mGZpDEFMYaziWgYAFYKWByw468jj8VH3s2ZbYk68cZ6bzr8znXx5NPTWUeno087wTN2/uB3/FTXn4clXUh4rw95Xh76sjF6ruTpeHzFaFzTUkhR7c5EaA48J3nXnXG5N+ep5xfLTowpunwROFlyYKr8wUBy+V3f3js4Qvbam/dDk+d6f9MlDyy+DD3wZL/jxU9Ne+7L+8TPtrV8Jf2mL/syP+t6bYt0/uzD6++7k1d7mjpCb+ysVvbD9462QabpYlm4vBx93LYlixxddWEBc88ixztil5qTXxbXvyTGPKmxcPy9PvmhgQdHD1RH1yz73gxviT1cF7nt3aUx30fWP4j/UxB1sdJzqyzndkB77Iuz58/85EaeR4afh8TeRcXcRCfczb5oSP7Sk/d6Qtt6ctt6XPVcW+a0h5X5+6UJm4WJX0sSHrbXXqwKPk7KhbLXUV08MDE8MDI319o4MD/4Sb+emJ+bmZ6elZJ26CIlKwQoK8RBt8kegNaDfAerj7HzgTfu9IUJqr/TskWLBoBaw7Fq16644zobla722A9XA6MSCFBbDutM7XqZcOGAmxX32mMCdRCk9alAjvgmgR0wpMGIwpgjFBiEaQJ0TN0q4i56ZRSFqNiyCwCGGndANBvlpug4fW38Nlo83bKls5wUwpLF8LirwVsF6Ak79WhXgPwLkD3gOrrc7JVKiwfZWe+NrF/z9xI/973MiA8/r6+ayHM7RBrJ7mXVlBJwgaJScoaEZBiJJgFcE8hiKFJAXrpea2Wky7fDz8NLSviH0EeMhPVxpxeKA8Yq4t5e2LtMmW6MUXiW+exy51RM+3RE8/ixgtD3lZGNiUfLgqeteTuzsKgtaln1+VdGpV6H7fI2uk1TpGoqGBAAUCAgIsBBQECAIAAE0znCCygpITRIVKrdFqVRpREDiGZRhORVg1YbWEM2DejDgJMGZAuSLOAzISpFwBVgOkAID7F9YAgACA8Pcr57tKCq21eYQGHq8uSuupfzzQVDby7F7n/fjq9FuVaUF1GcHPMm82ZAU3596uz7xRm3alJuVCRcKZ0sif7t89WBZzrNpxqSrjZkNhVE+ZY/RZ/kzr/dnO8smu+qHujquXghERIe0KqBUAGwBlJpwMoAiIERBXQJsBJyFBJiorZ16ls261+O+1rN0n+X7LufowWhsWJM5gO3X6Qsf9qJc5Z/tyzw8XXhwtuDj/8MaH8oiFh2EzD6IXyjN6cuOq4u5ulCQKAJvOg0UsQxiaYhGADMYGgeURkJUk8tR3DalBtbFnasIPN0f/9Npxejzrwlja6cGkYwOOU0OZF6byrs4X3XxTcvv9wzsfy8KXn0YtV8V8qor+VBe33JT0sSlxoT5msTHuTVtm5LFvzATEnfzmWeq5srs/1MXu6U4/Mlp0sS/zzGB24HhB8OKjyE+1icstji/tKcvtyT935y735H/pzf/1dd6fX2f/pTf9zy9T/tKdvPDo6t/6c/82UbrcmDj1KPxDffqH5ryxxwlZ53YeW+W+1ihqMVrnbfX18PSRXO4lBI835860pMy3xC+1Jc+2pH/oK3+aFeXKweCj6+Y7soafRHWkXawO2VcZtLPs8o6a27tLrm4vC/2hMvpQVexPzxJOdqQFvsoN7iu4OfYodKw8ZKoyfK42eqkh/m1T8sdmx8dmx3x13M+tGV/as989c8xXxi9WJS1VJ09Up7+oLhnr7ZobHZgafj01OjT3LztT/4gbZ+3GiRuitQHWHaltSGNnTGt8As4dvua4Fl968lbWqu/O03pfyHkSjf3YjXTOtBqL1q96NwoLYCRKa+fMawAjAcYNMWbMGDBjwLQOMzrCaDGlgJgGEEOIEIQEIRohnmAdx5hFwV2nVrE0hSCBkEZYwFhHETND/N0027zNfkat1UWnE/U040IrvAHjBVgL4K1QYUOiDYlWZ9XQOS+DnEVE3hOrfJzT7kj0+WcbBsv/DDfyP7PGgBkdw+k5TqPkRJHllDQtUkRDES1NGAS0DJE1ghtP+bmKAVazn5b2VWA/Ef7kp793e+9QRdT7l9mf+nIXe9LevHLMd8bMdkTOtsRM1UeNVoa9vn+9Pet0ffKBp9HfFYdsyr3mn3F5fdxJ/ysB1r123UZJWCfx62XlDrs5YJXXerusUzAQAAQhwhhjQgjFMIwgcKLACSzD0rQgiDQjEEogrIYSTIQ3Q8YEKFfISoAyAqwB8O+sof8P3CDwdWUCUBg7r2gEjGph21rfiOsX6kqyuyvy+2sKBmoLX1Vm9zzJ6ClP7ylL6y5Nai6IbC4Mby0IaykIbcy9VZd5rS79al3GjcZ70V2PHAM1uRONxZNN98ebHg23VPV1tDmSMjAlQqJFrASwHmAXivUEQABYC4geMG6Il4nCggUZCzJReJms2+SV39nW7ZPs3xgtG/Se/tbVuyIiEnoq8wcex8zWpMzVJE2Xx35py/vT8/uTj+Kmy1JrY6+XRwef2LTWjWFlUWfidQIlYEg4mhVohsWIQ0AS8Plv/dpyQ2vjT5eH/lh564euuKODGecHHadexx3pjTncn3L6H3HzrvTOpycRnyqi3j+NeF8R+aEudrk5+VNr8lJT/EJz/Ju2zPgz30oUiD+1rT7tfNndHyoidjXE7XuRfrwr+cSrtPOjecFzj6Le1yQuNyQttyR+ak1825LyvjX9U2fG8vP0X7rTf33h+LXb8Wt38p970v7jReqvHSnLTQlvamIWKqOXqhLf1znmy+J7s+9EHf6Dt8Cs8ZTsJleLTlldkDDdXjjT5phtjp9rT5rpyPwwVP00L9bIo6uH1sy0Z49WxvcU3GyJPVl/50DZ5YDy699mnV5bcHlrSfDOh6F7y8IO1EYfa0u+2J1xpSfvau+9a4MPQ8aehE9WRM1Uxy7WJrytT/7QlPqlM+dLZ86bZ0kz5TFTT6Knn0QPPUkYaSmb7utaGHu9MD7wbnbq3cJ/1wifmZlzlopvRDqcpWLAuQPKlXL1w1o7oN0A68kaV63aeeHg5aSbSWVn7+StDDijtXwTGFkkypuQ4PXf4IZ1h8wKwppYQWIFE6FViHDYaWmECcaEwoQmmEaIRpBFkMdIIJgjmACAAKARVjGCC6vQUbQGQz+DuM5dZ1EJBo7jaAUhWlppg6wFMDLkrUhpQwor4Jyr5+5IIQNOgryHMxbDoh0wMqDl/8LNP9qG/P/gxuP3vpWTNUbM6AmjZlg1xykVrKBkGCVFBIJEDEWCOIyMCt6iE3U09hLoje46fx2zVkev1ZGjq4zpgQH9TyKW++59HipaHrm3PJL35pVj8UX8bFvCRGPMaE3kwJPQnvtXn9+70Jz9U2PWgYaMg9Up+0vCdjoubIk+viHy+Ob0q7sKww4/Tg58knk7J+bKzk2+DAEEQ/j7NjNDUQLDqDhWzbEqllULAkNojAihOIrVEs6AWANizYByBVgHoAgADwALAAMAA/89cSCEEECEIEbQyR2DWtiy2p58O7CpJH2staK3uqSxKLW9NHOormS8+WF/Ve6riszu0pS2opiWwqjG/LC6jODy5OvP8qI7H6YPVBeM1BUOVRcO1t4faa0d7XlR9bSO5Q2QqAnvASkjwBpW9KI4CRCDU1kZCzIlehOFBdImgESA1ZiVdJK/QV7r4umvk/zcvTce+eliYkjwvejguqz46rTImpTQidriD51PX9xLbsiIyrpxPuTIXrtBa1YobJIHjQiGmKNZFScYlAIDAQXAntXuT+ICn6VcbEo8/SziQEvUgYH0c+PZFwdSTr6OOzKQfHrAcWY4M3A6//p8UfDS/ZC3D+98LIv49DT6zeO7i+Xhb2tjf25J+dCastSUsNCcsNSemXD2O4kGSWcDOvKv1yYeqYz8ofLu9w3R+9rijnWnnBvMuTlVEr74NOZdddy7uth39TFvn8W9rU9835j4oTXlU4fj586U5S7Hcpfjb2NF75qiZ56GLrcm/bkn70ur43119IfKqLdlkct16cttpcnnDq+RXFd7mHeutpdnhs903Jtpc0y3xM+2J013ZH8YrqsoSDQp8OVDq6daM8erE4dLw/uyr3clnSm/tvN+4PbMk+uyzm3Muby94Pq3xTd2Pbr1Y3XYscaY0y3J59ozLvUU3OgvCRl6GDZWFjldGTdfmzRfm7RQlzxfmzRbnbBQE7/wLHGpLnGiOqW3pnC0u35+uHt+tHdhcnBufPBfcbO4MDczMzcz/3ZyafnvuCEaK2DdodIbUEaksrHSOoB1znE4+9bjJ4IzbyQ+PhOaG5Vbr7fuAKzHV70bJ250PrybP+Q8EetOaC0nuAq8CyECghRGhGAKI0QQognmCGYQpCFwHqdxHQUhgwhHGIGwPKZVhJhoSmKIRcG40kTHsgKrJrSBVtoha4W881gA4wFoCTASUshEY0UKGbBuSOlN1DbAekHegkUfwHvDf1oHd55/jxv2q6acc1gRsSbMuhBGSzEqlhV5RhBoViCEw8jp7sJBoGFoN1GU1UoRQ4nB69w061z4bZKw3cSeXG2OPba+u+TWx97CjwP3fp15/GWyZHm84ONg5sKLtNn2lOnm5OmGxMn66Im6u+N1t6YbQ+ZawqYaQnseXmnOPteSc+3l/TsjlZEzjSlTzelDDZlNjxJP7N3IEvBfi1QQEoRYggWKUtG0hmG0HMtgjCEkmKJoEdNqRGkxawJYC5AGQCUAPAAcBByCHILsP+AGA4AB/J070LkvDRFCEALngyDAIbDR5hl99cyzoqzRtpqF1y0jzU+bS1Jnn9dMt5X31xS03U98lhNRk3WnIu3Wo4TrlemRjQUpLx5n9VcUDFUXjTU+me5unRnsf9HR4+ZhpzgT4SVI6QBS0MIKXm0hvAfhZMx5EM6TEa2sykY4d4C1AKkh1oh6u87NT+vqw4kyYVxdDDab7OvvvdLf29fHKK2VLbePHanOSm1/UHAvKjTpZuAai6SgkMAQmmCaIgQTkeW43/+DNi2Tc/vYcHliWdiBV7mXX6Se6kk5Pph6eiDlZE/cT/0JJ8YyLg6lnR/JujRTEDRfFLxYcvvNg9C3j+6+L4988yR86WnEu7q4n1sdH9sciy2Ji61J77pyYk8FuFEg9eLO16VhbVnnquP2P74dUB6ysz7yYFvcqZeOKwPZN0YKb4+X3Jp8dHumPGSpMmKxKmqpNuZtffyb5sQ3bclvOxxvOxwTNeGfutP/MnzvT69yfm5O+FAb8bk+6rfm+OXysHePI5ebCierCkpjw87t2u7vqbufdGOqPW+6I3W6NWG6I2WiPfvNUE15UdIKFXXp4JrJtuyJWsdkefxoSVhf1rWaW3sfXg7IP78l8+yGtHObMgK35QYGFFz6tuTyD6XX91WFH69PONuRcfVlXvCrwpCB+3fGn0TPVCXM1SRNV8ZNPo2ZqYp/05jyriVtqSF5vCalr65w5lXTm9EXs8PdU4Mvxvq7/gk3i7NT/4ibm1GpRHRHgjtgzFhr5zw2AF5WW3d4rjsEeVmQ1lE6OyAGgLUeK3cdCowPvJtvsgVAVsKCF+I8seAFGDdGZ1dK/oiXieCJsMAyKo4RKcISTDM0w1AUQZBAwGDEEkQjQEPAIsAhQEMgEKKgaDWrULFKDrMsImpCe/C8FkEjhVQI6Vle5F0IbaQFO+TsSLBDzhuwXpD3wqKNqG1YbUWiBau8AWPGohUpvQHtrrbs8Fx9+GvN+P/EjfBvcQMFTyh4Qt4DcRLmTIQzUKyWYUWWETia5QhhEeIg4BEQMdRQ2IVntTynZWgOAHeWbHHXbTQIAe7iLll52l+69YNvU+blhfashRdZv04/WZ4o/jJV8vNo3rv+vDe9ue9e5r9/mf/+ZfaHl6kfe5OW+5K/DDk+DzgWO+LG6yIm6hKW2tLmm+LedCSP1MY8LwtvuB9+at8aBju3qIBzneqr9wOEPMYKgjUMYRAgANCE0BSHMAewACktwBqAVACKACoAFBAUMBIw4iCkACTg6zMB8Ct9EGb+ThyIfn9AwGFEAcBAYNWrTn6/vSA+bLil5tf5weGm8pmu2tnnNf11xR0P0hoL4+pyo6ozI2tzkxrzHZ33M/or7k01PZnvqpt50Tb84nl2Wq5RsnIqGXNGxBog0RDWheaMtCCzopUVrbTCwogWQW1jBC9MmwFWAcBR7ApRZzNKq0zuq3lRVmlsKqVVLVgZrMeAY5Hg5SKf3nfoYUZmWkTY/oAtao4mX8eWICswnMAyBDMQEgA8FdTdEzu7iqJfFYW2Jp/uy734Kv1ET/KRnoTDPXE/9cYfGUg+PZJ2YST90ljOtdmC4IWikMXi0KWSO29Kw9+WRb57Gr1UEf22LuF9i+N9W+pic/JCW8qbrty4s99KFMi8snusKq6nJKgh5UhZyHdPbu+suL2n5s7BxqiTrXFn2xPOPHeceZl1rj/vwkTJ9akHwZOPbk+Vh03XRM80xE83J8+0OWZakj6+zPz5RcabpthPTbG/dSb90hj55sGVvzbGfH4S3p91c76m4E+jPRWpsZutprqCqInWnKl2x2x70nRHyp0TZ3YAACAASURBVHBLxvxAZVlRsqSlT/7gM9qUPlHrmKxIGH8QPlJwqyP2RFPUkcc3d+UFbk09uzHtwtaciwHZZ3dkn9qRczrg/tV95aE/1ceebU2+1J5+7Xl2UF/RndHHkVNV8eNPY8bKo6ar4xfqk2brE6eqYoaexg81Fi0MtL6ffLkw8nx2+OXcWO9/g5vZ2fnpBSdu0p24weLXAgdUeG8+fPv705GQl4naSkSrQlqNBS9Am4nozbutprQ2wJiRwgJ5T6TwgozE6HxE93VYIdMKd4xZjuaVjCDQrJoVTGqNVuBZjDlClAwt0BSDEAUAi6ATNwyCAkUZlGrZVfLQm7WcQiRExEhHkJ5gHkINwwmcHhE9EWxI8IW8FXAWyHvTej+VvFmUN1FaG6BNWLQAxkzUVqe53cod53aeiCRaX6jwhl9nN/5RGs45FvSvelqQNWNBwsIKLJiIYKR5PcNpOU7kOQVHMxwhLEYMBByCIsEmjpHVSr3ACxTFIEgB4M7RW2XTBoO4TRL3WPWn1npe+YOtKunCeINjoi3t83jZp5GS5fGiT8MFHwYLPg7c+zRQ8nmo5PNgwfJAzuf+9OX+1C+DqV8G0z+8TJ1pihuvjZ96Fj9TH73QmvC6PKz9fkhrafS149s0LGQIoDEkGBEInWEJBSCLsICxSBEaQWcPi6YFiFgAWYBFgLVfAxykgkiESIGQgBAPIP37of7hEAAwgAQi6r/iHYAhQAQiJ+N4jJwKm1568eyB72uLs4Zaaz6Mvnwz0D7U8rSrorD1cU7z/YyuR0Vt9/M7H+QN1pQudDUu9XaNtLe21z37ZvO3mCgpzoRoA63yYjXerErGrJnwXrx2pcrVX9D6cio7I1oJJyNiwLQrACzEIiNIepOPu+caUS0LCi+Nzl/nskmrXeei91cqrQCwLK3dsW13cFAoTTFKpSAoWI5nZItEsZiiEY2hSGEOgQBf99Z7sc8L7z68vXe4OOh50pEXyYd6Eg72JBzsdxwdzTo7mnl+KO3ccGbgeO7V6cIbc8W35ktuzz8IWSy9s1R2d6kieqEyerE27k1z8mJz8mxjwmxr8mJXTsLF3e4MyLpxcLo+faAsvDXzbEX4noq7ux9e/+7Jjd2Vt/dXhRyoDj1QG3GoKf5ol+PEYNa5oeyzI/mBo8XXx0tDJyuipmoTpp8lLbWkv2lNe9OcuNQY86Ep5nNLzHLT3eXakOWyW18qo36uSx15mNB1L2GqpexBYnBvbe5wc+5Ee/ZUZ+54R05fc/bk68rHRYnuOvrANq+BOsdobcrE0/jR+3fHim/3ZV0azr/+LOJAybU/ZJzbnHVxR+7lnZlnv0s9tt1xdFvW6e+KruwrDz1eG3WuPvZ8S1Jgd9b1V4Uhr+7delV8a+DhnbHKqOm6+Mm6uPGamJGaxN6azOmemqWh9pmB9rmx3ndz/yweOj83ubA4MzM368TNjeh0InoiwROLNsDIUGEDtGTbcuK7E3eJysro7LtOhsird0FOQoLMmfwAUiPRClgJChbwNZlyIyor5+pLRFlttGlFvY7n/a1WDUUsWtUa2dPAsCZBNIt6geYFmscA8YTGAIgEiwRxBMpGNQTAVS2u9fURKEpJER1DaSlMAUAA0Aoqg9HKiDJkLUj0JRpfyMqQ84K8bN987EZc6Z7TEVqvzUjw/HvCDyjX9bsuBBy8QVTeUClDpQwVMlRYoMIClVaktCKlFdCegJUB44l4LyJ6A9oMaFdaY8GshuJEmlVQDMcwLEPRFELOW5pBUCBYJETPsh5arax1Mas0BCIKIQIgC6Ek8Bs8pG2eK1brhAO+nmc22XJvHqlyXB+uy/jj8NPp7nu/LtR9mSj7ZfLx59GSD/357/vylocLfxkr/DKS//F12qe+9D/2ZS335/38Ov9td+5sY/p4bcJYVexYVexARexwjaMuL6y11GEzKpx/GRohAhAGkEaEAth54dyxIpimaZHQKoAVACkB0UNGArQJEBeAtQBrAFYDLAIkACwAzAPoXJAmANIIshDSv8/jUBDQEH6t9QBIOwvJEMCv2oIIEgQpBGU3l82rfS+eOJSdFFlXVtTdVNXX2TDyvGmmu32ytXGksW6srXnqeVd7RWXYtVub123FmENExKwr5t0hKwFaIqJVdN+EeTsl+nG6dQrjRpW0RWFaR0RvQBkBVgOsBJAFiKU5g0mye8i+elebi7SeVvhy6lWCyzrMWbFgVRjX8C6+rpa1vMaDEbRKtVYlihxDcQzWKmidQGEAVkqq4pgrXSUxTWnXujMvD+Vf6Us/PZh2/Hns3vbIna+SD/Q6DnYnHXidfux12onRvMCpomtTJdcXHoW+rYycLw8bLr4+Wxmx1BA/Wxc9URu52O5Y7Exb6Ej98Pq+I+gnEYKckFODlenT9Zkvi0Ja0889vbPn0c3vCi5uzj29vujC9sc3d1eEHqi+e7g+8nBn7P6X8Qf6Uo4NZpwdybo0nn9ztvjuQmn0wuPYNxUJ7+oSPjQmvG+Ke9ca/aE9arkj7lNd3MeahKmyiMHSu0tteaP1WVW5t5sfJ033Vk32VFeVONqqCntaSl93lT8tTfI0kB83ur8oixmpSZ6oih+6f3vyUUh/XuCL1FNN0Qcq7uy5dzkg5cTG+CObY4/tSD69O/3cjwmHAwrO//jg6uGiS/tKgw41xJxvT7ncFH+6J/d6772g/ge3Bx6HDDwJHawIG66JHKlLGG7MXhqo+zj5fHG0e2a0d2r0n6XR5+fHFxannbiZWFq+EZVJRE8kyETtAyjJOc/i883pbw7dQJwHFjxO3UhZ+/0pWmsDlAtgPaDSQrn4QaWzteyFFBbASURjY02+WPAUXSxekuztql8jSx4Cs9JVs0GW3FjGhWEllQtHWIEREUACxbIYKzBy7uZyFNSJrCgw7iYXP5u3URSUBGsowkJAQygKKpXWkyg9ASdDhQ2wnpCXsWBBvJfesm3XifAbsfcjM6p+PBvptWo35jwA1gJKv+dk6KGzEZRoQQoPoPSEggwETyh4QaUVizYs2pFgI6INcbITUohdAVkzq5ExLRCKIYRghAmCDEY8RgJGagpLCs5i0NlMJqvJ5KFz0bACjQiFMYUJjRCHsbugWOfhvs3Lc71J66fmzn3jl3r5YHtx/JfR+t/mWr5MN/wyV//rVNVvU0+/jJd+HCh435fzx+H8LyP5y8PZy/3Zy/25ywP5nweKl/tL3r8oWGjJmXrmmKlPmX6WPFHrmGrK7XgQ/6omf4PVzCPAIsggRADkCOuulyTtChYzCDgFzgnGLM1oKMYFUVpIuUBmBaBcATECogfEBRAXQOkB0QKiAVgEWAmQAAALnLbskMWIg19bVwwELAQ8ABwACgB5AIhT3xdCDCH6+wEAQAAogtWC4OW+YtPa1Yf27b5y6oTj9q2su2GO2yHBJ0/v+ybAR7YpGNEJMoAEzBgp0ZsSbViwErUvZ9xEq9bSqrWMZr1g3KTyDFDL2wWz/9evH1EBxAHEYkoURJPORdYZrFo3f17vr5K2auUAovIDtAwFO2tca7AFsC42SmFUaSWTUdKrVBqe0QqUkkEWoxB04vvq3PAqx43H4cfbks8P5F3tSjja6zjWnXDgeeKBoZxT/bmnXqYfeZVzcvJ+0OyjkOmHt4bvXR28d3XicchMRfhUZfjIk5CF5oSlNsdiu+Ntd+Zse8pkc8Lc87z0kBMaArJDzo3UFcw2F/SVRr3MD2pIOFpxd3fJ1W9yT6/LO7Ox8OL2osDvSq7ufnz9h5pbOxvDvu+MOfgq8cSg48JYZtBMbsh84d254qjFRzFvKhKWauIW6mPmGqPnW6KXWuPf1iUsN2e9a0gZLg+fqk/qr45PDz10eu+a2Ftnhl82vZ8dmxx60VT9sKeroq4iY4UObbOrxxqyx2rTugpvPEs68TLnwmjx1YHcC6+zzncmn6i8cyA/MCDh6Na7BzaF7P/m7oHt6Wf2hO9aG75rTf6F3eW3jz26cbAy7GhnamB76sXOrMsvCoJeFgf33L/dWxr6ujy8vzJ2sD7zTX/Nx8nn82PdM6OvJ8cG/0e4obUrIe+NNb5YY7dtOr5uzyVG56Py9N97Osy26UciWgBjYo2rvjkaorEGAEZydpSR0htw7pTOzpp8Me/OazwkV8ldI0oK1tdVvVE2+LmKBgrpaKJhGAQARxgIAIspkaIFBHUMZVSyCga7ahQ8TXGE8vGy2NwlJcEChiyCLMYcw7OcCxYkyFuAYAWMO6W1Y4U34r0AI0HGXbJ/+4fDwYkFDUExxd8euinZAxAn+Qec3PrDBUplQQoZKD2B4AEEDyDIUOGNRRtR2SErE4UVsR6QdiW8RPgViNZiRoMIizGFEcEIEwhphHiMRAoLCKoIVtOUSIhACIsJBRECgCEURzMcoRSESLzgZ3TdIK1Y66o1Y+CnYX9aa2kqjF7qKV96Xf6/3z+f7Xnwp/n6Py/U/jr99Ofhkg/9uZ+G8j4N5bzvz/zjQPan/pw/9uUu99379Oreu+78+ebsqbqUqdq48arokarY8br0rtLE17UFAassLAI0ghREGECO4uQVXp5GL5ZwACAMKYxoiggMq6NZV8wYEG1ErASI/vfjAihXSLsi2oBoA8AiIE7icAAyADAQsQQLGAkIchBwADol7ngARYhEiDiAaADpr9HQ75VmhCgECfx7YwsggghHGBZhNaF0LKegGBpRBBKMGIxYABiAFIg2EoWFVtkptQ+t9WNd13EuW1jNBkaznnfdqPIM0FoCVPJWUVqLBRkyBoAFgFiAGIQ5htWKGllr9FOZ1iqN61TSFsFtExJsgLXQLqtV8mbO4CO4WFzcrGazrFNptQrBVSUgALb5Wx+kR3aVZzfmR3cWRIw8jh9/FDlYeHOsOPhV1oWutFOvci9255xrTT3elXm2Pvbo84xLQ8W3xh/fnSqPnK1OmKtLmnmWNFwRMdecMtecMtmYONeRNtuV/vZV3m8zNdl3z+go4Ag6OtpQMNtaMFgeM1ga1p19sT7u0OPgbwvObcw5tT7r1Kask1tyzu4ovBBw78LWR9e2V93e3RJ5pCv+TK/j0lDGzdHckNGCu2MlEVOPo6cqYieqYyZqo6caYmYbE+arEn5uzvzYmjVZEz/2LGGyLTsn6qTv/xI0LPJ21504tLeuqvRVV8Orl3WP7ydLLuQbH91oY05LQWhLTlBXwfWuzPNN8YcLzq8rv/mHR9d3FFzYmnJk3Z0ffK/usF/a4XvlD36RBzfF/bQp4afN8Yc3pR7fWhC4szR43+Pb+2tiTtYnnG1Ju9SWHdSZF9xVcPtlcdjLhzF9VemLr6s/Tj6fH305PdI3OTr0P8IN5LwAJQFGBrz8f609vPHHq5yrH+Kls7fSVm7/iai8Ae1KNPbTd/NV3tsB6/533EDBk9b7cGZfxK5gFCa1QiPSxMBRp3duuLpvyzpP0aqld6yU7ZKWAMBijAFkEOYxoQHwUqtcOEZ21dEIqThOxQkCxay0eLvwHA0BhxCHCU1oQikwZ0IKC1RYAS1ROh9AS1iw0FofQAyANrM6H6Xb6i17L9+ILg5LLtt17NaZm44d+y4TpYwUMhA8Ae/uNBhBgjcWbZTKBrCWCDIluBPWyInunNKECA8AwZjBmKYIw1IsSygaIhpCFkEOQg5CBkIKAMp5U2LCEZqlaIFhRIZV0bSJ47xFpV0l2hSczGArT2wiFXdh72Jv5c9jDZ9nmv/3++d/WWr969umP81VL4+Wfhwq/DSY/3Ew9+3r9A+vM96/ynz3MuPdi5y33bnzbZnT9anj1fHjVZFD5SH9j+/2P41rfxD1oiJz3xZfGgIMAIUQQZhgimOUDK0gmCGYpSmBoUWO1XKCK80ZCeOKaBNiVgDKBChXQFwA0QNiQLQZsxLhJUC0gKgAUQGsAJAFgAaQxViJiYiwAJEAIA+gAJAIsRYRLcJq6MzCIA8gCyD7e1udAoBGkEHI2XukACAQOA0/IQYIObVPAYaAAoBBRI2IBhIXxEhYsFBqO6v3413Xc9pNrHYjp9+oMG9RStsEaZMgbVB6rBPMfliQAFECxDknhiBiGdZF1NqULisJJ2PeSyNv1XjtoHWrGL0fo/MVjH56ebXJc6VaK7GsoOAEo1ZrlVdcPXukNDfpcXZsRWbE84cpvaWJLVnBgw+jBh6Et6RfrIw5Wp1wsirxZFXyqZacaz1F4b3FET1F4S8Kw14Wh/eVRo1UJo7XpCx15n3subfQmT3ekDzenDLSlDTWkrL0qiQr/LSWBndOfzf8LGeyMWugPHL0SfiroqsdaSdrIvY+uLI9//yWnDNbsk9tyz37bdHlXTlntxVc3HH/2vdPgvdXhx1pij3X5bjamxXcm3Orr+DO0IOokcfRI+Wxo5Wx47UJU3VJizWOt7WOpfrU6WfJQzVxs8/vleeG2D0EvYLiaczSxENy3f39N+Vl+ZUVOR4mduX/Evprc1uKInsex7XmXMu9si3vwqacs2vDd7pH7ZIjdnmHBFgubfY4s1Y6sdbj1Hr5mL857MDqpDPb7u5fHbzLJ+HYhuzAb7MuBjy6c+Rp5Mm6+MCmlGtt6cGdWSHduWHdhVEvn6TN91R/nHgxN9IzMdz/P8UNVtoAIwPaHQiWNTsvnQnNtm/6CSs895y6I6/eSWmsWLRQOt/zUUWCvBmpbeD32o0TN6zJFzJGinMReFGgyEa7XJUf3/4w/lSA9/EdlkdpQdHXD1lMAo0Ai5FIaAUmBAB3QUkAWOnpKVC0mlW46yWR4a0rPKzGFRxCKooSaYYhDKYEzBmR0gsKFih40TpfgLSAMrtaA7ReW53DYAAqicJLsgV8f+T20ctxcTnV+0+FUSorFGSgkL/uSfFeULBgpTcRvQExMKLMKiSa1SpEo1KhJZgCAFKYIYimMc1THEcYGmIKAAZCBkIWIQFjBSECIRzGLCYcoVhCeIpWMoyaYVwYxo1lJIYyU9hIoK+GM1NgtVnorc752/LQ3OvKv/3n7F/edf7lXfufF+u/TDz5NFLyx5Gij0P5b/uy3vVlvXmV8eZF+uLzzMXOrLnWjMmG1PHa+Lln0eOVIUNP7vSVR3Y8jHpRkXF+/zYOAwwAjYnTRA8hBiEaIoZh1BSlZBg1y7mwnCvNGinOTDh3wrljzhMxEqCMzmQK0WbCe9CiBdKuX7MqogbIuaTFIiwQSoWJiLASIgVAIiRaRLliyoiJCREjIq4IGxB2QViHsA5hLXT2vIAzKWMB4CBUYKSEgMKQJojFyFkSoiHinKxBRAcpA2IkorSy+pWCaa1gXE+ElbToL7hu0XgGKKVtrOtazugveq7XWTbTam9IaQFWAMR9pRsWCOOi1NowYwZIxWjtrtYAtfyNIG1gXfwE0yq1m5/GaFdoPDlez/NaUanhWUaWTHaLtNLLvHeLX/Slw8UxVx7FX23IvtOUe6cy5crDuHOV6Tfq8kIbiqNeVWX0VWQPVOWO1RfNtT9ael4+1/5wrCFvsCa9tyJprDlrvCVzojVroadw5nnuaItjojM/I+K0hgaB+9cNNWQNP3O8enJ3tCK8/37Qq/zAluSjlWF7S4N23gsMyDm7I+dMQP7FH3ICd+de2p13eU/Bld0lN/Y/CTtSn3C+Le1ye/qV7pzg3nt3+h5E9z+KHXqSNFrhmKxKf9uQO1/pmK5KWmjOfFUR11vrKM28ZZUUsklj0mvUKpFgDCHw97efOr1XdlduXeXRXZFbkR7y1HGtPO5M8e19D27vyr+4OW6/NeGgLf6APXKPNShAPrdhxck1xiOrjbt9VDvtyp/Wm27t9ws/ui7kx9VRRzflBx3IDzp0//bxioiLz+KvNycFtzlCutMjOnOiOktSZrprPk70zo30jg/1/6vP1L+t3Yh2Wr+KaP2QaF3hu/vApfhTN9MPXYq5eCfLtnEf4j0g78GZ11yKe6Dy3g4EC1R6A15GggVw7rTOzpp8AW3ArI4ijMjQN84cGOsse9dXFnpiTfTFDTMv87uqkw8E2Jwiz64cZ2R4ERIjxbrQTIDfqjXedgwQh1lJY9bzqlUWm4HjjYKgF0SBVdCsGnOuUPAAvAx5mdL5IE6GjLtt4xHfb05CZgWgjFp5I1FaABSJIIvSqs27L9jX/UiJ3l9x42x+CxYoWJDghQWZCJ6c6EmzWkJYhuY4mqExYjFR0AKNaAoSBtMcZhiIGYh4jBnnvQIAAyENIYOQkmYMosgSwhGKp4hIUVqa1tOUnmA9RkYCFQD46vmVJuH8ng1vhxr/9mXsy1znf7zp+su7zj8tNn+eqvjj+OPl8Yd/HC3+MJi3PFz4cSDvw6vcty9z3nbnLnXmzLVmzTSmLDRGT1aHjFSE9paFtd4P6yxPvXPxkIolzmY1BAhAQigFJkqAWIhYiFhMBEKpMaXBtI7iVtAKL1rpRSksmJcR6w5pM6SMmJUoQWY0VizIgDYAogO0HhD112gFCYhSY0qDKA0iKkR0iHHFrIRZd8x4YsYTM16EkQnjRRgZ0x6YlniljRW8aUbGZAXEegA1AKoAECDkIWQh5CHiv5aHII+IBiAlJC6E86RVNsHgJ0rrRbcNvGEt5uyY92W16zWeASp5O2/eIEgbtN7bDNZtgtGPCO6INSBK83ssxgLACqLMqbwAVgGso9U2lcdGneUbvWWbYFpFid6MKIt6q85oFzUeDKsRBFFUKDmGojFkMBAp6MIiSYF9jNxaWe0vq9Z4qbf4rNi6Utq80mPnRvuhbavOfL/pzun9BdE3mkrS++sfzL2s+TjSONBYONFRPNKSN9iUNd5ZOPG8YOpFwZvhp5kx53QcOP69z3BLzuCzlN6ysJHK8P6HNwZKrr3IPteSeLwm/ODDoB+yz2xPPbol9dj2jAu70y/uTT//Q9r5nZmBOwtu7HkUfrg67vizxLNNjosdWUHP80Nf3ot8VRw38DBl9JFjqjx1sjx5tCzufde9kfr0zqdJJWm3vCVRxdMsTev1BjfJnWZoQiFBpJUCWWNzq8hPaChOKUu5mR9ytDLx/IM7B5KO+9+7uq3w0ta8C5vST6+L+8nvzm7btR2W81vlQxulbXb1Jouwe7Xx0u5VYSe2hZ8IuHtke9L5PVlXDpUEn34aHlgbfa0p7mZb4u1WR1hLQeJEV837idezI6/HBwf/dUXz3+EGUG5fV6gZCRATZ/Jb9/2FkzdTCit7zoakSr7fErWV0vnuvZSgtu4AnCcUrUDwgoIX4CRKZ2eNPoByQYyWEEY2GWofZA20FC323ou/vD4zdNtst2OqOzsz5pgkIg81Y2RpM8NZFXqZVW22WH/ctGXHqvUCZgnAIqMUaYWn1mhWiAZeoeUUKkHDCS5EMEHeAwpegDIB1p3W+lBq+3dH7xy8mIA4T1bnY7Ru411XIkZiNDbMuwtGX1q0IFYCgvzVcVHpDQUr5C2Q84SsxIhenNKdYVQ0xSoYRqCISCNJFNxEnUAEFtEi4TS0QsA0CzGHsEhoDmH69zBHSVHuWq2f1dsgqtQcL1CUQIhIiIixCiEVgt4ixwPwra98eKvf/+2myIi49LdfZj5OtP2y0Pnbm67fFts+T9cuTz79PFX+ZfLRH0eLv0w+/Dxa8nN/wcfXBR96Ct515y915i22pc3Vh49X3RiquPX8wc2mopD2spTku4FmrQABQM4mOKIpVk8YLUA8QByAHMJK5Mx3kBJRWsyswMwKwslEkIkgE14mvEwEmVZaaJWV0dkh5w4oA2RMkHH9vfvDQ6JClBbTWkRrEeNKOIkInoSXCW8hvJUW7IzCzgg+FG8lrAUzMoBagA2IdiecheGtFGvBtAciRkT0wKmlgURItIDoIGXArARpE6WwcDpfweAnmtdo3NerpPW8YQ2jWYN5H8z7coYNosc3CmmzIG1Qe21Re27SeG5QmlYxKm/CrcC0AWLRmcdhSsWrPCnOCKAAsJrR2TUem1ws2xQmf6KwYM6D03jr3FbqjL6C2oPlNRynFASlqBRFnuVpwhGooBAGgEGARoDGgKMQTSCFAccQNUsLBHMYiTSRXcTvN/slhl5qfprX3/p4rq925lXFYHtRb31We0VCZ1XicGdhRuwFHQ/2b7eMtOX11SU9f3h7sCKs5/61V8VXXuZd6Eo/15p8ujLsUMHF7xzHtiQe2Rp3dEf8iYCEkwGJp3Ykn92edjEg5/q3hcHfPwo/WBlz9Fni+RbH1Y70Wy8yw17lRvcXxPXlR04+cfQWR8w05Yw35/bUZJbmRthkFy93s91mt3jbWEFJs5zBzUXUCRgDCoETe7bXFKc33E+Nv/Sj49q+1MBvyyKPPL67//6t7wuu7ci9/E3Wha0pJ9dHHvQN2uV7eKv1O3+L3axw5ZCPWXk0wP/KgYBTO1aH/LQz5uSejMDDRTdOloWcqQ479yziYl3M1Yac2PHOmvcT/TPDfWMDA+OjE/+zZEq0OdVqsNYH8hZAdJCVaK3V23/PoUtRlyLyD11JWLMr8FBQqslvDxStznwKCl6AdaO0NsbVDig9YrSiShewecPyfP/rxrz5ntzCiIDHyT9MtEd8GM6fepF39Dv7jpUeBhqrEfZ39fBRGfzN7t/6rPSTLNtWbpA0ZgSQntdigHSsIFKMQLEirxJEI6UwI4UHFi2UzgdQRixYAGXasPvKntNRACppte3srQy/7Sdo0UoUFkC0iJMA0UPG7MTNV2cihRXyFsC6A9rEqbxEtaco6g0araeLVhIZWUWvkY1WvdHAqfW00kNpkFWuGpqjAfraEwbACRoFITzGIk0bRdHHy+Kud1GzrECIgDGPEA+/Op37GjW+RnGjVfLz1PrJ2nvJof+5PPllruuXpa5fFtuXZxp+nqr5Mlv9Zebp/zNR+st02efx+58GCz++LvjYW/j+Zf6brtw3HRmzjXfHa4JHakKflwY3FYd2VKQVOMKsnkYAACY0JhyiFIR1wYweUlrCr4BYxESDsPh1ARDZsQAAIABJREFUMQoKAIkAipiRCOdJKyyMysqorIxoZUQrLVo58xokWABtQpw75t0B+YotSEREaxGjQ4wLZs1E4UGUTmB5Uwobo/Jl1L6sypdS2AhnQawnYmTEeCDWC/MWSrDSChutsFGClXAyolcg2sk7L8zLRGFhdT6czld081dJawWDH6f3VZpWi27rFK5rtR4BRPAFlEyUvrx5o+C2iTOu483rBNNavWWb0bpdYfSjFBbMSoi4AChAzANAMK3mVZ4AiwAKRJA5F1/esEph8uf0vkTwwqzEiladebWbvFZnsnIKHcUINMMxDMtzrKjglALDM0QrcqKCEwRWrVFqtGqtXufhKdssVpvF2yp7STo9RxGCgJLBXm6aU4cCshJudtUVTbyqmumr6mstetmQM/LycUrsBbUAdm6WB9vyXlbHt5bc7C0L7SoMfJ57oTv7/Iusi88zLjbEnnxwfXfWmQDHiR1hu/3D92+I+Wlr/PGtCac2J57ZlHxuY9rFLfdu7Sq9s68y8lh97NnW+CtdiUEvHXdeZ9x9nRM5X53dkRPSUxr7usrRVZVxPzNcNqsNWrUoarVas9nDYrH5aFcYaZ42STpRYAgAKy1uMUFn8mODGgqic0KOVCQF1iSdL4s8fC/4h/xr3+ZeCUg7tznikN+1H3x3+ttkVx2LEQGARdCo4Let8r125MfAvd8GH/o+5sz+zMuHCoOOPA4++jTkaHn46brs6NGO2vfjAzNDA6ODQ2Mj4/9T3CCnGBUtAcqNaGyMzgcwrpAxsi4226ZDR4NSAqOKHWUvdLZvkcr2r8nU79ENwlREaPDnxcEvsy3TnWnlqXuLo7+Z64z4Mp4/2Bj3JPNq4L4NVpF1p6k1WsMqndHCcWvcJIlT2s2yj6eNxSyDaAXFEQBZTNSsQhTUNKtGjBZxElZ5My4rsWhFvBcWLNsO3Nx+MBhQRoV59b4zEX7bT0DajDkPVmtDrJkSZEZr/13Ez/t3kW0L5GXEuRPW6C6vlMyyp9GwxuruyqLVbvxGWWfTag00Lyt1bqzoQvMEAAFhDiIOYQpABiEdy7rwvIIQgWA1y2z08/Nw0es4zqRU6ljW2a0RCVIi6G9xX+ft4aFiV8nG9XZ57zerGspyfn3T97cvo78sdX+ea/nbl1e/vml8O3z/14XqX2ae/DJV9svEo8+jD5b7Sz70Fr59nve2K/1tV9xkfUjvk6DOR8EvqpIqCyPvZUavX+OLEMKEpVgtLZgIb8acEbNmzK0g7AqKXUEYE6ZdEdECJH4NLqAS0UZW9BZ0dl7nw2ntrNrOaOysYTWt90MKC6BcAdED2gCIBgAWIAViXAi/ArEGSOkgY8CCB1HKmJcxLxOlhdHaGbWdCN6Y98KCF2I9neMzgDJCxp0I3rTazmh9GY0vUdowb8G8N62ycy5+gutqwXU1rbZzej/BdTXv4se7+ClN/lqPDXp5q0b6RjRvpUU/yHhjhV0hbdFZv9NYtlNaX8G0Ritv0Vu2aNzWsqINUWaAlAByAFAQ8zRnpDizM6XCvMyo7YJhlWBYRQQLpFZgVhZd/Exem3RmH7WrRe0i68yyqyTrjStUWq2oFjVataDgOZ4TRFGh1nKihlVoWIVGEDQ6rdHN7OkhybKnl5fsaTJolRwtMNhVzezYYE+ICGyrKejvLOvvLOvvLs/PvMNSYMd69+d1md1VSS/KI1+UhlQl/b+UvWmMHMWa9xtSSiGFFFIqFAqFMpSpyExFZmVtnVU1WTdLpVL1LXW1enXvdk+73W7vGxhsMDbGxjteMAbjhX3xAtgGGwO22XcOGMxuvBsbDsthOecwL0LnaOYdzZ37oc2cM/POXHGlR6WSqr7Uh/plxPM8//9/3iv3XP3ytjkvbJl1dOP0w2un7Ltp+IEF43fO7Vkz2LhmsLp6qLpupLp5dn37tR07FnbceU3zw0v79q0cPrhy8pMrp766ecHH967+eMea1zYu+uihje/v3vTO7vXvHrjt+KFtJ57f9eg9GypRIBgTpuOorJ+KglwUFPLJQjaTT+cyyYS0OEYe12f0t+3fuf61AzueuWflYxuv3rtu9sHNV+9ZPeXWua1bru7YOn/cgoFqpHwEdA0gQW2mCw1oBJHmSmX+6OQbZ46unDtp3dwJ2xYM7l0x9dC6GQfWzT64bfXF91775vRHFz/9+PKFi2fO/LbLlMYigDOaKBv5LjPsIn4jEkWg+xrLEBUjM8J2KVMbWbBxT1AbASTzP+GGC/n0wcd+/vazP1185YeTjz17/4xtN5S+Ob75+w/vOv3Klg+P3Xlo57Jr++vtGdWTSfU2pIuM5ijhAPiUNxUqcbqYsVMpmXCZyZGOAcQQE+ZQGWJZ0ER+zC8KiRiZpfGz1gzNWz823B29duPg7FVEljWaxVYUt0yOakNAT/5X3BglzYghzyGWSmYquTBKO7KoRCxxawOrKVJ1ZQLjDGESIokwAUBizDVINUg0yBFyKFWMSUIk0T3OJCHFdKoxikLbFhgZCAmMDKh5lPzfYao1Dssp1VEptpULjfnguhlD/8/PX/z1h8/++Y+f/cuPH//89Vv/8uPxf/vpnZ+/OPrz5SO/XHrq5/OHfjrz+J8+2f/9B4/84d093xy///sTd310ZPkXb+84+8Y9L+7bcHT/tleOPd5cqyKkI2xg6mGewTxERg7xcExqpLOcznL4b9DxIb6yTwz1JHcrbqZVpupcNVK3kQVtNGjFdlVjBUAyGskA7F0ZRekK8RQ2MpClNJqEPESigESBOCXilMeE2lRVqaqOKVp+rbxGQ8BCJGLiVnnQTlUdW1VklJEoY1khdiN1a9isELvKVG2sjETdSrfYYafKj1fhBCMxDps1ZFSIapZRv18ZFmG3kekQmQ6Z61a5XpnqIGYZkgyAYmynWmcBESHUE2MtIeZUuV9nqoZ4pOkhYrHw6irsTEZt6ag5jFsK5eZcuSmVj51kxlS+HaRM5VuuJxMp00sx6WHuYG5LFSo/VImc74eZbCGOS3Ec53MZX0nfNSyOONHKBXfV0tlvvfz4t5c/uGfbGkZAf0fxvVf2vvf8fcceWv7Cg4vffmTZU5un7l894eEbxt07v/WueS13zmjaOKm6aqB0XXNqcXu4tCd/U3+0fLC4ZnJl46ymLXPrd17VsnN++4PX9e27ceJTN097ed1V79++9NR9607cs/r4g+veemjtO/tufevA7e8cfWDX9jXFUIWpZJAMvUTkZeIgLHphTqZ805X5fD6fzvqW5BhLijuqhVuXzj22946n7lt759Kpd1w/fP+qmTtvGt04v2fJUGWgGjpMSRGZPK9jT9MERJZObEbthiDsbKpdM2VwxVUTN14zuOOGwV0rhvesnfHYHTefP/7KN2c/vXT65FeXv7h48dJvw40RI7sRGDGgYVibsmLbE2u2H2rsm4NlEYkQGnmaaMROBbAQkFCWBv4n3AipPv7g7W8vnfj21LO/fP7U8QM3rJmRuPDyqu9P7Dj5/IaPj2398JmdB7cu2zhn6Iaeltm10kAhKAkiANABSJtOU7FSDuNasVoJY19IHSKoIUws8itusF3ReAGQEJmljkk3dk6+CZuxk++cvWTrwIybx8YuWBSuuXnHvMW3Y7OoGflfQ2D/Hjd5xNLCDsNM3uHUp3BSc252R6E/kjXFY0Fryk5iZENIAJAIkbFpDcJSJ5JQj/OUaSaF8BjDAERB0FYu/4NSlo4l0SXRmaa5hHiMRp5bCYPupsq4Wjl0RJSQ29bf+IeL7/3bz5d++v17//7Xc//+l5M/XXrhr9+8/MuXx/7yxdFfLh7++dzBn04+/seP9/34wWPfv7/7uw/vO/Pa5t+//8Anr97z+tM7nj5w18P3bwvDEOsc6RbUPURTmOewiJCIkBEhVsAswjwivEB4gRoR5XnKcwgnADAAEDrPq7DdD8dZQQtTdZpoY6lOmmjDshHyCNIQYB9ACaAFoIQkQaxIl0WNpgFJIyOHrYgnq8yrQJaFPORBo8jUsV1CVhGaEZIxtssazwM9ALQBOxWe7mTJDqqasVWFvKSxGLIYiRJkRWSUsFUhTo2pGveaRNBspTq8wnivMMEO+5jXCo0yYLGumlU8pEoTRdhN/RaeaHNyfV5hvEx3MacRYjW28Qx1RYwQsyyiGczy3K4aqkZlBdI8wFlEI2bXrKAelvryld6osS+u9cS1jrixpVitFxtrUbXWEJdThWIiV1TZyE1HiVw5LNVSYTmZjb1kwfUyXpANwyjMFTKZTBhmLJMnlFWK0lLoGgDFUN26/qa7t2/MJq22psL+Bze9deS+l/dtfHzr/IdWDD6+YXT3Tb07r2raMr1y29TqraOVdUOlFf2FpZ2ZZV3h8p7Ckp7cou78jeNL66a1bL2mf/VI06rhxjtmdj66ZOTwzdMOLx19YdXM9+5Y8ubWJW/dveKNe1f+bs/61x7Z9MahHfdtWZ5LSsEYIRzrAjPJLI+7ilomZpQyQ7mJfCYXuO7YZlQ5o64a6dl955qHtiy7d93CTYtG110ztPmGKdcNNUWOQIBJWVOqRScR0kPhVE3ViEhCQ1ypdFu9Nn2oa/HM/luuHdy6ZHDHspEHN95w5nfPf33mo0tnPvn6i8uXL1/+TbjBTiPgMWBFYBSRrIT1kWnXb7nptj03bnz4H+etYEENYIVkGXuN2KsBGv73uGGuqfxz5z754tzbX3327D+defL8S5vWTE09vqH3r6f3XHp16/EDa3+3b8OJx+98c8+WXcvm3NBTHSkFdcXKkjEAqKY1OF5gqWqhVCuWy2Eh46YEtzGxIFGQh0jGY94X0IiIW+2ZevPw1RuZ1wj01LTrNvdPX07dihO2A81sG7x24qwVMmzVjPyvHsx/F49lRJAmMXU8lWQYpQXefvOcvRvnb76qrz9vz2uvbpg7Oq1eiS1OABAQEgDGWMMxZgj7nMfJZGjbHMG0lEnL+gelSqlU6NgCYwahgbHACAIgMA5tWY+L/fV6LSrEGT+Q9NAjO3/547lfvvv0X38+889/+uDHz1/4lx/e/Ou3L/716+f/8uWxXz5/6pczT/586uD/+vSJn07u++aDB/587rHTb97z4sFNZ048c/+OdR1tdUo5JhLqDsQe1NOI57GIxzojkBUQixAr4DHciIiJiItIp1mIFNAsDSlDVhK5Lj/fI4I26reyVJeR7mF+q25WEMtregpgD0AHaAbALrNjriqQh0BPQZ5DosC8Ck9UsRUhERG3wpM1FtR0r4qsGMmy7jUiWQYkA0gDtMq6qjO/1Uh2ML8Vy8Yx4mgs1mhBoxEySsRu/A/cyHSnyg+4Yb+bG5Bh71jCj2aUWarTL0+y8v0saKd+q0h1O2G/Cid4uV5qxRp2xqZpiCQxy2IWYhZypzKmukK0AFCg6aEuKlzVuFs1VJnZETaSmLlEKOFn7HTo5wpemPdzhSAsqlRBeqGdyCfCkuPlHC+0VdbxM34yDNK5RJBxlRdFUSLhScuwpUj6jq9MgxEdwzjKCU4n9nc8c+C+N4/sOrBz+aO3zT9613X7bxl9dNWEh2/sfuC69nuvbbvrqtbtc5q3zmxa2Zdb0pmeX/dmNqrRije5Gkxvjq7urq6dNWHVaNctU7p2Xj24Z9GkfTdMPLRk+MjNU1/ceO0rd9zwyo4b33ho1QsPrX5p3+13b1jSoITBKKUGoZIZSjhpmcjIZCATPqWGKVQqEebCfKA8TnWKIMewtRrNnzK4/sb5q66buXTupEUzxvdWcwZCAHCIcpRXmdVE7RbutfFEGw/q2IqIDG2VjePiUF/r4rlDa6+fdMv1IztWX3fyzWNfn/no4qmPLn1+7uLF39i7sSpADzVR1oM6IDkAbd2pFOrDvVNvvOm2XSvvPDCycFOmNgJoAzCKerL+P+HGTWU+O33im0vvf3/u1W9OPPrjew/de0PzonHm16/e+cO7D557fturu1a8t3/Tqad3PrPlulXDjT1pUnNwe2gnCNQBELpOIVaGFaogSmaL6SjwQi4SiPqQh8iKgZ7WVVVjeYD8poEF6+8+MufGbXHL1IWr76uPvwYgTwRNADk9o4sHZyzHoqjxv8PNlftUWeNFyLIaNg0hsQZaSumX9207/dKeV3etXzAu3rtq/pljj+y5ZclAKUsBkBgqSsbWbXRN0zUtbcp6sfgPSmEACkq5lAZCNObzcTrNMSYQKoNLSiEAY5uNivNaFLVXq30t9VIY9LZVXj6299//+avfn331h8uv//u/Xfj561f/+s3Lf/nqub98cfSXi0+P4ebnUwf/6bMnvv1k77dnH7/wwaOvHd3x5ouPTh8d0LGuQR0TF2KlIU/DaURz2Chio4iMImRFxGLEIswinUeEFyjPcyPHeMhFhEgaAFPDSZmoJ6N+2dDN/A4WdIt0j0iNo04dGzEkIdJTACkABICSykj4VWxGGslAFiJewGbMvUYzVaeqCnkBy7IM21mqGdsVZJZ1t6Z7dWhWNCOGRhmyWJdVkWyTYZeZ7qCqCVsVZJQ0WgB6qNECtipUNVHVxP0ruHHCPpUf78dDVkMPMqsaL0NZE4XxZjRBhP0sGEfddqraZGYgKA65De26iAC0ARAAOlBPYhrqPM+ssvRqlqohmgdQARRgHhtuLVPqz5b7vEIzUxEWAZEJrpKGCqi0rUSQieJytSkqN6ogLyyfGa4pfS5cxqVhOq4KgmSYzuQawgI3RBjmisWiUoozJgS3pTSFoIRpGqyWivsf2vn+S08+vnPVrvVXPXH7NQ8tH3xs1dAT64afWDe87+bBPUsGHl7U+/Civq1z6muGy4t6o/nj4hkt8UA5bA6DxpR37cTxy6dPXjNzZPWU3vVTxt09f2D/skmHV017ZtXM5zdd++Lt1798903H7l727K6NO9Ze36CEsixX+o6TFTLFrAQzXe46lu/lo0o6XbRlwjJd30s1ZEPluFTXMYIG1dubKreuvun+rbfOGRkseNKiHCIJYBLiAhZVZNWBUdXMJuy187BbV1UsskLlSuXqhL7e+TNGb5o/Y8vNCz5769nvLnz6+ekPL5w/dfb8b1/z4zHgsSZiLKs806w7FaAZVJVlvrllaOGau57c+ODzPXPWILcKRPF/wg133FffeParSyd+OP/a1+/t/+fTh9/dvXjFQHLX0p5TT2/++o0H3tt/y+/2rDy+d/XR2+fde333ssF4tOL0RDI0EAFA1wBFyMBE6FQQJpmQpidVyFURW5HG81DEyCoB0gD0tMi0tQwuWrTuobv3vXHvgTdnL9mKRRHxPMBqyrXr5y2+HbKsxvNX0rJE+UrgtFHRjCLkISSuToWO4E3XTHv/hUe/fv/pj57asX5a60t3Lf/Lpy+9/di2BQPNLgI+xWmTS6JLQgysS0IrDbn+ekstiixd5whKoueVqoRhTimLEouSlC0blEsRYgiNyTsdxovJdGdTrblaMhkaHqh/8PYzv/zx1F/+9PH//vnDn79+9Z++fO7nS0f+6cLhP59+4o8nD/zpk/0/fbL/jycPfHfmiY/euPvHL19+6+Vdy2+YnlAWxgQhDrGjYaXhQMNpSHKIRZgXMS8io4yMMjbKulEkRkR4gfEcZVlu5FxVMawYQBsAiY2ine6UDd0i2cuCXiPoMVNdwmujZkXnkc4jiAOgSQAtnYeGqjCnjI0IshwyIsQj6jaqfLeZbEdGjM2Kne8xM13Ub8F2DTtNxG8nfjuSTZpR1kgeGUXmNsmwyyv0O7kekWyjbg0ZMdBDoIfIKOmyis2KLqvcb/XCfjfs9woTkuVJQWnYaOjGdl0TVT3RbuT6neKwmZtAVIcum7nqdsLxXtQrknVkRAApoEmAFCIZneeJERmyYsgKIuEYbnSjaLiNXDXambrTUOdeTO2QuWkqPcwN4fmWl/DTYRjFhWI5X4ijQrkUN5YrtVSYt6TLucm5JYR0XD9IZuO44vkp5SYK+bhcqqaSIWdC11kYxqbhUkyaSvH6G6997pHtbxy4c/viwd0rJx1YP+XIbTOPbpnx9IapT6wefmzZP+5dNrhn+eD2BX2b5vasmT1h4WBvV7mck55LRUq4A01tS2dMXzlrdOW0vs1ze+65fsLuxRMOLJl0ZPWsYxuvem7rwifvuO6Z+1ZtW31tTgmu65wKzpVOJEQUIB0SXefc9cJEIlIqa5q+lIlkKkylQ8f1TVPqus4Z7+5oX7Jw4fCE/qTtEJ0hLDHNYV7UaAR4WXPaoBoH3E7N7UCqRVd1pqrSKzWE1fbW/tmTp65ZdNXJN4/9+OWZyxc+vXD+1JnfqJm6ItFkEXKrGi8C2sD8WqLcA1kWihDynNHQXBu87uadh8PWGf8fuNENfuz5Q19cOP7lJ89998GTP3904NtX7356w9Sbx+ee3DjjnT2r3t674p09K57dftWuZb33L+7cvWxw3dSmmW253nJCEYgAMHRMEdYhxBrEGtQx4yLBnAhbkcZzY45fWFbMhnZoRABYWJaq3XOvW3P/lgefvX71/R1D12MrKrdNGZyxnPtV+N/jJtZYA+YpwqTn2K8+vf/Um09+deKp95/cevf1/S9uX/TT+4cvvLj34XULe0qpkm8mOHGoHphmqLw4nW2vVAfbOsdVa6UgKRByCEkK0SBlQgiHM2XwhLQCaUvGbM51iCAAuoY4JlEqmVYy6Qlb4NlTur668Na//nL60mdP/eUPb/z50tGfLjz1xzNP/HBy//cfP/bjR4/98aPHfvhk/3fnDn/w1gNfnn32jk0L45yLoIZ1inWpQakhD+IU1EOo5yHJIVpALPobbkSJGEXC85SFhKY5zwkrEjLWWQ4gDyAPGyWR7LDDQSPo436Xle61U91C1blVNWQFk4yGFNAkxAGTJZFoZE4F84iYZWyUqaxZqXEy08NUK1NtRrLLTPfLcIKR6sd2m+6OY8kB3e+BRiMySogXsBEzVfNy3cl4vBf1ykw7U3XEYo3kkVHCZgXyGBllYtdk0Gk39Kj8eC8a9OMhpzjIUl1Q1pDdTJPddjTJLU42w0Hqd1O3i7rtsqHbzXeb6TZkRAB5ACmoJzELMc1iGiI9pSGloQSmOWaVuV2lsmJnWhJRpx+1pOPmqNaeqzSqMCeTKSYlYZwxbprSU0EhG5VL1VqtHkVxEKSU8m2pDG5xJgxu6TrLF+JypSZtjzGRyRbKlVo+X6bUSSYiadgUIZvgq4c6Xn30jmN3Lzu27bojd1x1dMuso1tmHds88+kNUw+sHNp148CO67o3zOtYPrVz/vi29lKsqMSAIEA1gG3mtZSbZg30LZk6sHJWz7rZbRtn1PcsGH/optHDq2Y8tWHu/vXzDm2/6c4V8/NKCEIFMzlXhNqYCMw4EULYNkSEECntjB9Eyg9NGQjpSTdpq5StAoSJpkEple8HOqYAaEg3iRnqMoIi0mQVp/twOFHzB4DVCexx2OumXie1akyUk+l6vTru2mmT3n3+wI9fnvri4icXLpw8fe63KcIBzeteHbk1gAPsNA5fu/Hm2/dPuW6jW2gnKoaigGQM9FSyOhHgpCj2/gduNJ4jXpUnr+BGeOrNd57/9vIH59976vsPD59/bsfvX9j56b7Vd86t37eo58Glg89sver4Iysev2X4lknh2onZDSPxxqmNa6a3rJ8/1BanMQAMj/0/x3CDEdQhEpB4kOegGQMW6V4TFCWAM4CE1KvxoAloUpel1sGF19589+o7Dly1dPs1y++avnCzLkv/gRvt79LNNSMGOCBWyE2vEse//OHCpfePffX+wXcPbti/bsrz2+b/+O6jP588curFh9ddM2Ggmk0wKJEWWkYtzLbGcUel0tXY1F6p1grFShg6hBBNM7HuC9Ph3KLU4QbHRBDmW7YgjGOdQowAUKaIMn5bUzlwmSfxxlXzvzr32s/fHh/bwfnzhWd+OHPw+5MHvvvkse8/fuxPn+z/4dMnvjp95MvzL7/x0qNNlQyjGEEEAEJYAk1oSEE9A/VQw1lNz46dcSCLIC8io4iMCPMCZiGmaUwCxkOdJJnISVXBLARAAKgMVU9EE82gn6txdrJXNfTJRKdQdaHqmBUgTgHoAuRREclkk/CqmEfUbSSykcgadepWutsrDMpMH3HaRKovEU9xoxHd7cCyhSX7WNCLzBpzxy5oOSxKMt2ZLA0mS4Nu1Ofk+3W7Bo0yNqvYqkIWQ1bSrRp16lZqnB32mZluGfa5xUGR6cV2Hck68TqscNAvTU2UZshwmLpdyKhR1aKi8cnSoJGoa3oGIAVxAtMs0gMNKaAJAEyEA8Msm06VyzLmEbMrXFWYWzSDUiqqBVHZ9FJhXE6G+WQqk8mE6XRWuQlpSM6EaUohLFd5+UJUjMupdChtZVqO4yYwYYTyVLYQx41BuuC6KT9ZKFfak0Hs2uliLqYIIgAGW+K18wdf27v52F1LH98058At0w9vmnl4w/THlv3j3QvHbV80uP7q8TdMHjdYryYtZ0wMR/SAsVADDACcsBP97fX5o32LZ/aumtlz1/yhRxaP7l8+/Yk1sx5ZPf3g7Yu2LZ8dKUMJQ3BJmUuYQ5hNuEU4p1www0XYwLqwnIytslS4XKpkLubSU6mcqdKG5RuWDyABAHErTWSIrRDZRew3Ir8FOK3AbgNuN0wOAqcbyA7kdGK7DYsaFY22W57YO/DSk499+/npy+c/O3f+08/OfPyfcPPll+fGcHP56+8ufvvTqi0PYiuvGQVsV6Eo03QHYPlkZXjBugfnLN2+eONDo9euB8SjqqrxUFdV3WuEsgxoTjNLwChCM9Z4nqgq88fW/FwmxXPPP37pzFvfnHrx4lu7v393z7ljW95/dMU7e28+eudV+26Z8sjq4QeX9GydVdkyNdo5q7xpKLdppLxutHbrNYNLpvYLrOkaQAAQiLAGkYYg1DVkaLqnGRGUVcBiKBuxatJEGeghICG2YuZVEc8DPWUkavW+q+fdtGP1toMj19wGs9j0AAAgAElEQVRKVONYQM0Vf2LzV69iGmokS4xQ08hNixZ9//kH//yHE5eO7/r+w127l/e8vHPeH088/If3Hr789oNP33vD2qs720MWca3mGWWT1QKVZqycTKVtFXpBrRiHtrIwlTrFAGIAE0JxzAzMGCIU6QYmknHJGNexDjWT6YHktVJYCGQuwe/fuuKvP3z6hzMvf3vq2W9PPv39qcPn33rgX799+fcndp17Y+cvl1+4/NlrX57/+KYbrpWCj1mGEt2GyNSgHHtuAxQAHACc1PQMpCHQkxprgKKARIR4iFgG8wwRoc5TAAoNSeFEUpWQrgBgAJim3ZzNTQqjSabqZLLZTnXbDT1MNVO7BmkeoAQAUkMJ26/5mRZMQ+JUeLrFyHTQRDMP2u1cvwwHmNeuy7qdG6+iIeZ36LLGkh0i7DaCdtNv13lFNyoAN4j0OCMzLmic4pSGEtVRrOrYbdbtOhY1atYxqyBSJrKJJ9qshh4Z9vnxULYyGsSTrHQv9zuZaud+lx0OBuXpQXm6FQ5SNQ4ZNUhK1Kln4kE73Q6QBzRL5yGmSQ1KACgAgpDQtCqMFyFKYhbJTCtXVczzKl3LRM1uEHvJyE8WwjAuRKVCPk6nwiCRSQXZhkw+SGYdLzAsmxkm45aQSiUyqWwhF5USmZyjko6fSmbymXwxmcm7iayp0nYin0hHiVRemLau65zqSZvPmdj5yPbVbx7cue+2hTsXjd+7cmTfyklbr+684/qR64Y7poyrV3NZHeo6FoYZAmRrOAGQ0nRFeCBkKpPND/T1r1py3dJpE7fMn3Lvoml7lk7ftXjk0C1X3bV4asmmijODWYQrYvjUTHChGBOEMJ1KTF1MJWamzi1qSea6hucxpUSQNpMhUxnEPU13IElAloOyorlVza1pqgmoOlAtwG0FTqumOjTVoal2qDqQ24bsZmQ367JSKbe997sTF86c/fzi+QsXT39+6fRvwo2uagAlAUpBWe6csqJ35griVrKNExatva9jeAEgaQBlvml0/LxbeKYde7W/w02O/g03NuHs4KGHL3726u9PHjv/xoPfHH/4wgu3f3Jo7emjm9/bt/q5ndceWD9lz7KBe+Y3bRrM3Ngirq8ZN3enVk+s3L5g8PYb55UDW+hX+h1je/q6LjBLQJYBtACMMs10A1YCOEMSLZXu+c2DC1V+HICORjLELutWDHCCqlp9/MLyuKsAyWlG6e9wEwFRACwPaIOmpzFNUWrfedumn7785Jev3vjixMM/fvLw/UtaXrp79o8n7r/85rbvPt794t4lbz2+5rrx0eSKO1R0a5LWPStD9QYhDF03KWuMipEXpIRdSuYUlQhoBma+oRiiDFGKdKxBBDQdahajKVe6BiVQMwkqh36tmOxqKtx727Kfv3r/D2dePvnG3t9/dOjyiUcvv7v7m48f+fPZx8+/8+g3Fz46tG9fY6WCkY4ggZBgLAGgGrQ05GgoAXACoATASY1kNBZqrEEzQihy0AghDxHP6iJP7YhZBagrAAXENuVpxpNYt4EmMA4t2RJk+h1/nHBbzeQ42dAt0uOY14JEGehZAJWGEqZb8YK6znLYjEmikTe08Uw7T3UYmS4z7BfZPua1i3SPiob8eMhq6KZenSWa7bDb9Nu500xkE0AhVc3Yron8gF0aTtVm8LCXpXq430XtNi7bqVHXeVW3alQ186BDpLtUYUKmPDlTGlW5QcPrZG4bU50yOz5Zmpapzk6Upzm5idzvQryKSJm7zYlcj5NuwSwEmslEHukKaAJoAiEP4wDBBNAUopGb67SSdczzTrIWxu1BWFV+0UtEmUycz5XCMEoGoadSvpcKklkvyDp+ynJ9Q7rctLnlCFuZjsdNm3JTpxxTTpgwpOv4KT8dEm5jZlFLqWyUicpuIq1TBqHGCOpurmxdteDwveue2HrDA8sm3T6vfe3U+orpPYunDQ7UK0oYRGdcJIQbM1XBVgx5AYoCNiMs0kQk/bDc3Nx11dQpN80aXT9n5J4bpu25cdpTGxbuWDg5pMgihFGBmcJGgogEM1zOBKMG5Urnns4czCzMOOYcGxwLThybqQRTWeKESGQhCyGPoKhA1QxUq+a1aX675rdrXpumWjXVqjnNmtOsuS2a26I5LZrTotnNSFZL1b533/ns3NlLn3/++cXPz166fOY34QaQ0C6Op+kOgFPlrqv7Z6/CVoxl1D5xYc/oIkDSnaNLVt15aM3dz7B0G5SV/wY32INUYqI/+NDW85++fPnjZ868et+Xb917+ZWtF57f/PrDi1596IajO+YfvHXGsTvmvLJ97hPL+24fiYZT2o2dweZZHfcsnXHPmkWVBkWhhjWAgIY0jenc8/JusoJFAdAQ8BjoeT3oQG4T4HGpc96m+45uvvdo7+hS2VDXZQxpiM0iFiWAA0BCEY77G27E3+Mmo+lpiJXn5Q8/vu/nrz/78cILX324588ndz+0vGv38u5fTu49/9rtv3/v/rcOrvrqvd37b52zYUbrTRMap1Uykyv55sCNpGBQQwAEhhknUnGQ7ajU20pNikoDMwOzMZGn0JnQKUWYIEgxYhgJHTucMgQdppcbVErq7dXswQc3fn/utfPvHjz95p5vPzt84Z3dF9/ddfn93V+dfPrMB6/Pnz0bQagBiBHVNB0hATSuaSaAEiAPoDEXm0AjaY2FUBSuFA8hyyKe1c0CdSIuI2blEPEANAAUmHiEJhByAZBYL0i3WaXGyaCde81jUyTuN2OzDGkeQA9Axa3YC+rMipEoYrfKU21WrtvIjGPJDpHtU/GIlRlgfoedG5+vzUiWJxGnSZc1J98vEh1u2G8kOgDOY7MRkAiJRpmfkK1OS5Yne9GQHQ7IoMfyu4Q7jskW3Wwkdo2qOk+0OWFfujQprIxmyiMy2y+CLu53Wel+vziSrcxIV2elyzNUfoirdqjHml6QiZaoOpQI2xAJmFmAWAHAATA0TQIgIfQwCSEJRVBnTgXRjOGU0oVmL1kRVsaSGUeFiUQ+kQiVl3JVoLxUIshKN2G5vul4hnSZkIQLnXJMGCZMZwbhQmfG2HthKz8dqnTEpU+4LZykn42CbF4q3zAMBDWOYRyI2QNNWxZNvufmadsXDW6e379wYvt1UwcrDSkIAMaMikAXOTPTjJ0KsipIlomq6naMRcicfJCJezp6Z0wYuHHq8JaFM+++fvreVfM3XT05yTBBCGOGqITURdTGRFDKGRWESp0pwhydS92QuhC6aWLTxEJiYSPTR2YGiQISRWSWkVXV3PoV3PxHqVagWoBdB3Zdk3XNbtbsZk3WNVlHslqpDZx49/SF819cunTp/wduNCNGsgqMEjCK/1f7nHL3HI2GGs829c1duGpnz5Sld+59aWje+mLHLGiVAWn4e9wQt8K8yq+4wbffsfLCyVc+//Cp06/c+/lrO7949c7fv7Ht7PO3fvrM+uP7Vrz+8OLfPbTkzXuuObhy/PYZ5ZEQXdvsbZrZcf/KeQ/ftqIxl0QAEAgNnZiMh8lctdqRi9t1WQQ01ESZJDuBUQY0wk6Np9vTlcHhues233vkxg0PTb9uUxD3Aj2AvIBlBRoxkhVNlLWxtO//jBvE8hqSDdnyay8+99PvP/3DmWPfndz3x093Pbtj1rKh1O/f3P7l23edfe2O44dXn3hy/fuPb3hmy4LHVszcMLlzTi3qClXNMz2CCAAcwVIyk7HsvJvorNbby/WCF1JIGKIE6hRioVMlLNcQFCMIANaAbwoKIQQgadK8EqFNOxqzz+y9/a/ffnDu+BOfvb7n3NuPnH179/Ejt/90+Y1HH9xWjosAAAQx1DAACEGBx57bUI71VgDyAE5oJA1pOBbMhESEjALiecRDzHO6yBGRN1XZUmVMU0ATQOMQSYw9oEkN+dSI3WSLm24zVI17Nauh1Ug06bKMWA4gBTSL8EIi3eImm4lbwU6FJpplod+OxvNUt8gO+KVRVZjI/S6R6ktXpqTKo8xv0+0mke4ykp2JeKKV7kZGhcgawDkAQ+60+eFgXJsTxqNBfsgLJ9jJXjfdLxJdRDYRp4naTUw1m8lxXmFCpjwSVqaky6NeYdBK95upPjsc9IsjifK0ZGlaojjiF4a43arhPCQ5mazn4r5cqUd6VaT7AHAAxuzBTIQ8ZsS6UURGBGkW0oyhyl6mZqmYGklCFeNKmIFlJaT0pe0plVSJjCmVsJWwlZDqyomGGZgwyk1hKzeRtr0ktxzCBeUmEzKVj/1s0U6Ehh1Q4XCpVDKbL0QJXwlGEABEA5W0WDy1856Vc++/ZcGyucOTe9uU4AAACCnUHUCCsfCisXRGkqizZBP1qkyVZaIUpOK2WtuciUMrrpq5etbIbQtnrZo3mnctKYSwfeHlDS/ibkY4SVclfC/NDY8bPhc+Nz1mKSptKm1dOohbGpMaUxpPI1FEVgWZVU00AlkDTh24zX8rpz7GGmD/yppfiYNktVKbMIabzz///MLFM7/1MoXt6pi9Fvabqr3Xjiy8NaqPAiSzlYG7H3tpxe37Ji/YqNsVQBrGMnw1q/x/4EZBInVGVq5acOHUqxc/OHT6lbvPvXTHpVfv+OrNO//04cOfv7b906O3fnx4/fFHlh+5beruxR33Xt20oNm9qim4dXbvng2LH92+oR7nEQAUwYQlc4lUrdLU2toXxm1I5AENoayybA+gRUDyuqoja8wlKy63Trt62ba12w7csPbB7tEbo/pkoqoAB4DkxlTg/yduiFkC0Eyl4leeP/b9xfe/OXXkx9OP//DxQ6eOrF82lL5nacf3Hz707YcPvvPkqld3L3n/wNrTT255b9e6XddPmhKrutQbXVpyqI01gVHoOFSDBMBIpetRpRZVQjedkgmLCKwhBDSCsEWZEoYyhdD1MatxrAFJdZfrHtfTlj7QHJ166/Dpt598++h9rx/e/tmbj3z88gOfvnXgqmlDgjENAIzGmloIQY6w/TfcQBcgF2Cl6QmNZCDPQ15AIsKiOLYWAGkI9aTO81QUhF0y3TJhoQYl0ASEEmEFoAmxMpyS21C3ko3Cr1iZmgpbuaroIgLYA8DENOunmoOw00w1E9VIVZOT70/EE93CoB0OetFIsjTNyU000+NldrwXDatoyMr2saBdNHR78ZAM+2RDr5Xo1GkZaCmsx5ZZb6pfXSxPSecGk/lBO9XtFSbITI/ht3HVwp06U82G3ybTXV40mC6P5KozkvGInRsv0j1mut8OB71o2C+OpEpT0vFkFU7QrUaA0gAHwqvFjYOFUq8hYwCtX3EjIHQwyQivpuEUQB6RJTfTrNJNllcy7AIijk4cwhzKXMYdZthCKFP6lu2Zjmc63hXo/IoeIZXpeGMHH245hAmkU4gJJlxIT6VybjI0bJ8Kx5BKugnbUUo5UjAdAQJB5PGZA83rFs9dvejqciGkuq4TBrGh6Q7kOcDy0G7SZE2TNeTWsWrCThXJMrYiZuWSDeV6rX3K4MR5Eycunz9nydxZoedzbjLLo06KyjQxPSJsw7KlrRwn7ThZ286YMuCWosLWDYm4xKYHuafxQOM5JCvIboJWHZg1YNeBUwNOE3DrwK0DpwnIGpA1zalr7pWCzpVCslquDbz77qmz5y6dv3jhzLnPzl08+Ztwg6yKruokaNXMkh31Ldq4e+O9R+qD81sHr7llx4FcbSLAvj72m91GwAr/BTdUVQBWGrF0RhYsnHru5ItnTzx++rV7Tr+4+cLLt15+/bbzr2z54PDa44+vOnHoljd333j41in7bu5/YvXwoo7M0vGVp7etOnTXxpXXzHKoDgGQjOb8RDkf1av1SqXFCcqQZQHLQVkFKIVUnQStgOYBaaBelToVgBwk8tnKwLQFt95635FVWx+v9c8nXk1X1f8ONzlA0rqIAZS+X3j64IGvTr/9zakjP5w68M2H9//h+L17Vg8MltCpF279p7P73j204uSxTW88tPizJzZ8vGftsxvmLxtXnFUJxuetliR3MWAa4AhiAFzKGqSyCU9ZKk4Wcl4252UDSxmYjKU3GURPOjLjKoaxSajNGAaAQOAbRDGctvRpfU33bb7x7DvPvPH0fa8dvuvcu08+/egdjaXcWM6TBqCmIYwNDV5xjQHQAtAG0AXQAcgd83bQaAhpiHgBixibMTaKiIaanqIihnoS4pQhS65f4yJGyAeaiXQ1ZsqHqW/5sUxWzERZJEp+vln4ZSojRAKgCYgDy6nYibqVbqFejaq61dCdiCcF8agqTLLDoXR5VqYy24tGjaBPhoPZyoxUeaqR7jFy/aLQ70QT4vqcRDheOm0YRRjmGS71ti+qVmaE+aFsYUgG4xLFIRn2uJkemeg0VZvptwuvzfDbZKYnURxKl0cTxWEnP8HK9o0N3VVhYqI4kilP8wvDKjdoN/ToogygAjjBZCmZ6zBkDJEDAAeaQFjpegqTtCErACqAfeZWTL9ReFUzUREq1lmAmYepq1OpU0moRahFmMmEw4QcK27ahnTHejem4zEhdWZgynXKCRNj78eIQwzJpTJVUvoZyw2YcGwVmJa0bdtTruAEI82XvL2pMjyhnxKqaZAYjkZtjSWRUwEsArIGZB3IOrDr0G1Gqo5UE3aq1KtSWTTsQlxu7hk3cM3c+XNnzDGFjTCFOteI0HQD6EzDFOoE64wxyajDmc25w4XDTMWkR+0kdUMsQ2gVkCwjp4bcNijbgWwBbjNQdaDqmmrWVDNQdc2p/yfWqGboNo/hBo/h5vjpM2cunzt/8fTZk2cvfPqbcKO7NUDyAGc0s4RlVRY6B2auXLp595YHjqy8fa8MWwFJErcKWB6QEBjF/4Qb52+4wVSfMrX3sw+PffbOY2dev/uz5zedfWHDhZc3nn1p8yfH1r/35No3Hr352buufWzt8P2LOnbOb5vbnFrU3/jMXRs3XD+nnPIgADrUGpRXyRdqpUo1rqRTBWZmkBFqoghESZPVK0IEccW5BosiH2tUszQSeSNZ65++fMM9z4wsvA2wPPyvuMmP4QbSEGLl+4X9e3dd/vSNb04d+e7kvm8/fPDbd+5765EbFw2m7lvZd/zwyhOHV506tuH4Ize9fe+iFzbOPrp62j2zOu6a13t9VzS5qipKN+AVb4rQthNcYKBxRASmLpd5P6zk4yjIWJRjTUMaIAi5hhlIN++nXG4gAAjULIIpBIEgDIKWUvqpXXf+7ugjxx7b/vHrhzbdPN8x2VjyAQCaBpCum2NOGBoUGpQacgCyAZRjOZMAe5qeHhuKY14kZolaZSJinUXEiDHLIz2LSciMWMgKNYoI+xBJoFGg6RrmRHjcyVKZwsJnMsQ8wDxAZEz64FJeIDxidoWpGvdaRbLDzU1IxqOJaNQJh/1oWliZly7PltkhKzOYLE1LVWY6xWEjP0DTXUF5tGviqnRuMJ3sc3ido5jBaEr/irbavGI0nC8Om357EA/Jhu5EOKBS49ygw0l1mn47U80i2aEKA3485BUHVTTk5CfYufF2brzKD3rRUBBPdnODXn4wKA7JoBOO7RDjBOEFYuSQ7o3hBhOf8VBnaQ37AHm6KDK7gnie2iU3bDETVczTmCYwVZg6mNqE2ZRJyizCLcolNSQT9t+XsH0mHJ0JTA2dCcqvfIEakjAT6QxhSrhtJ0KVjqQfBtlISI8JKR3fdjzGOGXckrZ0FcQEQKzpJuQBtCLNrgBZBVYN2C3A7QRqHFTjUNCNk7046NQTrUhWIM+LRDldaGrrHu6aMEXnjs4dzCRiEnGJDUlMm1qSmhJjrmOuY4MQQZmkQnGZ4iokTg7bEbJLUFahU9ecNk12ANkGnDpwa0A1AdWkjZVbA05Ns2uaU4P235WsIatSrg0cf+/M6XNfnL34+anzn525eOo34QaQHEu1a2YFGGPeNyE0IiNda5+48NoV29duP7h0814r7IBWifh1QHP/A24k0vHAhNaP3n3m4zf3nHn97k+e33jqhXWnX7zl+KGbTjyz5ncHVx17YNFT264+tGXWnuWDt81pntnc0BN5iyb3N2Z8ogGOcZRK54NkW7WxrbFWjmJbJggPiF1EsnzFkcdrgrICSIZ41Wrv3N4pS5r65lI3hiyNeIiMHJZxsjKQrQ1juwJF6b/FDUA+JkEqFT/y8AOff/zaN6eOfPvJo3/46KFLr2774ODa1/cumdZibLmh/sHTa56/96oLxzYdv2/hngUd986o3z5c2bWwf9Vg6abB8vzecqyEiRECgGjaWMKcpBwBjSHqMBmqZBRkMsp3uMEwJhAhoOkQcay7XChDEAjRFY9fIAkyddjZGB948M63n3v87ece722pEAwBABjrY5M6CCkAWKdKg0JDlobkFdZAAZAFkKPpKYDTGs4gWiCixO2qcKqGXcU0Z6ma6TRqKABAYj0UVsWwYg0JDTGAqIYZJBwzExEBEAWQAE0HyIBYAk0AaGM9ifQkonnqNoqgzfDbrFRXojiciqep3IidHU6VZoWVeV401UwPynCiikeDyjQjGsRBe6Y2Y+Ks29LhhHxmQqh6FK1xGM0bXt/bvKBcnBzFI5bfGsRDVqYzGfYlUl1ecpyX7pKJTu42G0H72MUtKA0HpRE/HnYLgzIcsMMBJxwvs+NVfigVj6TiYSfdTawqogVEc1BPMyumogCgCQCFSGJdacgCQCCW88IOoRoBDriqZisTZNgMSQCJN2aPr3PFRELIpCkDw/KF9EwnYbmB6SSE9JhwqCG56XLT5ZbipsuETbilU4GpgalBDUm5xIQjYjBTWSojvazOnTHZp+GmiVBCZU0vJEIBgKhMQOYAJLAb46AGZAUmO4Bq1fxuGPRrfi9wu4DTAex2YDVrTsvYSUf3alAU7LBebhkkVlrTTQ1zgCjAFDKOhYWFhblpWQnTUJzZhJiYCERMRG3EPGyGyIqgVdJkVbOagNUMrHZgtQJZA3YF2I3ArQKnBuwqkFUgK0A2AlnVZE2zf321GpFVqtQH3z1x9sz5r859/sXpC2fOfv7bejeAFjSjBK0KMIoaL9JEjXqNACuAPTNdaxlcsHDt/Su3Hpy6+M5U4wigOU3EUFY0I9J4nrgVLIuABJouEaVtHdXXXnzkwzcf+fDFrR89u/70i7d8+uzqd5+++Y0nbnpt/4pjDy7Zf9vs3WtH77quZ9k/VmqKpAgUEFgYpaUshbm2xqYJ47pG+gfq5XJSJaSluJ3FVm7sdANIDnt1YBQB8lmqvvvI+6u37tv68NG+qYsB8YkTA93X7bLGQ6AHSJahWdZ+jbLTrAiYEeAFQBsQzUGsbDvzxGN7vzl7/Luzz15+76FLb++8+PLWCy/e+d7BVftuG11/TXXt3Hj36r7X77/muVun7Lq25dYJuduH4h3Ta6snRIv78mtmd84aaA4Ew7/6GRMNUogw0BDQGCKSigbXL+ejQjKlTOGZlsOFwy1DZwhoY8G7OoQUIQQAQwhrwGZ6tZC597Z1bxw9GKXUr3m5Y8Eq8IrPl0YBIBqyEFEQ2wAKoPEx+z5MQ6hnNRRoKEB6VucRs8qGXaVGLOyqClrcRLMhKpgUEM4iHGCqMJMQc6BhoCGIKcRj+ZkIQB1iDrGpIQtiBbECwIR6mqtGM9FsqLqT7lG5QS8/KV2a7uUnJ6KpyXhmEM9wo1E7P+JGIyoeSdZn04Zuvzx54pwt+eKkMNkfuuPKwYCF4v7aNT31q5WsR9FQVB0hsurluh3VnMl0u15brT7HSXUKr5m6dR60O/l+tzjBi4dUPDh2pRLJbhF0yex4KzNghwNeNJSMJ7phH7NrkOQQDXWe11lWQw7QOICGhoSGLKj7zIqpLEM9DWloppoTcZ+T70Q8D0igEYVYAhFHQxxhg3KFidCpSbnNhDIsX8jAtJOWk2KGS7lDuU25zQyXm97YR9xS3FLMcHVqQswgZogIzG3hZrmTZk6Wq5xIFEVQZG6ByBBgAYit8QCKHJQxdCqaagKqBagO4I0DqhuoXqB6NdWtqW7N/X8pe9MYOYqs7/dIIYUUUkihUCgUylCmIjOVtVd3VpWybtYtlapV6mr16m4v7e7HxivYBrOZzcYGYxtsY4MXMB7MYrPvm9nNPiwzMKyzsNqYbRZmuc9c5loINAwv9P2Q3cbMC/PySH+Vqrs/VKnU/euz/M85Iyg1Dbw+nB4k2UFsmiRoinSTOiEWHpGTcQ23XWobYhkibSGSa5Kack25Q4WhMkVUDlsdWEfYNLDbjb1e5PaD0wdOewou/5vsOjh1ZBrINJBpJo/Yjuut0VdeO3jw8J/eO/zR24feef/jQz8JNzzoBhGBiIjXxLqe9HdMuU+lm0jkADTz610zTpt54kVePAo8/DHcYMq62/UnH73p1Wdvev2JXW88uvl3j2369aPrX3low3P3rH3mjnUP7Tv35q0nXnvB/B0nD50+HGcpeBSnlaiH4WB3z+jg9LFp08eHZ7SqcRikbKmUtIWdo3aIdYycBglayK6DjkW2HQ8uWX7+rkprzqIVm9btuNkN28xEVr4JxHXCvqA2k/rNH8WNLGMaGJO/9YZ9f3jnxU/feSTBzftPXfbugR1vPLDphTtWP3rdaffsWnTLxtHr1wxdfUrr8oXVraPh9vHKZQsam+ZUNy9uXHHu3BULpnW6KsmnOAKBkCJUYIoBEtefZjIOy624FhWKYTpTL0f1chzlw5TtKcY5oRShBDoWZxQg2RLQiqurTjspY+wfwA1KcCMRMYQFk4t7sQJsAbERDTDNTW4vp/nEvG9S3VLXmIwoD6koS6uunaalG9KKqEwdi5vEyw2IAMKAKSYSEQlYY2KSZV2IpKSpW36XdJtOZtAvzgiKY9looR/OTUeLsvEJ2fiEIFrkRfO8aJ4fz8u1T5Slmen6guF5F+bDsUJuZiUzs54fC0RXb7y4VV1gy3oYzqg1F+p0O1ue0ajPj8JZmczQsuXbB2ecrVM91GmKoEeHI6Y804vGvGjMLTdAVyMAACAASURBVM12CjPs7IjOjbjhmFMcNR2zUpXxTDTuh7OU16aqSkSZWRWmQkxdQAqwREQhogE7iASYF4msUB0z09DFwUxtti70UTsGlkE8oCrLVTbpH1PuUK4pswhThE6JKSbshERM2Ew4XBqhXKE8QiUTttKBNlll0tzyqDCEa2alqJWido65oQgi5kVEh0jmkcwhVUC6ghLW+F3gt8HvgWAAgiEIhiflTwd/OvjDKDUC3iDKTMfZEfDaOGizTIs4EXM6pMkpL2sHOR3kVJDnfk64We2ktfaV8oX0mPSo9KlME5nBKkRWBdk1ZJrItMD0gN0GuxtME0z9B/Q93DSQaSCnge1qvWvsldfen8TNwfd+Km6QqmKnAVYNrIg4DWRVgGaABsCzKtOgTsyDBjV11dkPrIjdxr/jxomAZxFzgdB6I3rovmt/9fSNrz+++7WHN//6kY0vP3jByw9d+OzdFzx+6/p7rz5370VLLjtnzoYF7YVdBYPBMFb2U72Nrun90wfbg81qPSqEgbIsxgShjEkqfazyoCNkGqDrICNgRRBhz9yzR5etRSIvgtry1dvmLl8LIJHMZ+KRdZff3p5zJnHi/4wbrTNXXXHZx2++8Ic3H/zw5es+emnPX17e98HTu994YNNL96x9/q41T9644t6d825eN7z39Pbek1s/W1TfOKOwqi+1clp20/GN3avnbj7n+GYpIzBwNHl1iQIiAJJwIyxFucA00KaUyRb8IGvcrB8U09liOpt2fU87tlSc0OQ4EyeEAJKUEgCKcFTISUbhh3EjEbYQcQjzpwIcBVgC0YBtTNOE5THNIhJgmmaibJmGm+pWdp2KMqFFwjooLzFRYbIkdJFKlzCNqABMp46CE5TcrsMMEQFYIqyT8wmAba7L0omZriqvZacHTGYkKM1xO8ZT5Xnp6sJsvDiIF/rRfC+a50Zzs62ldjQnU1/QGDzDy41k8zMrHWNRcazoDcSF0TA9JFg5FbTrjXn58kgUjx83fl5cHksFvZu23HnmuVeZXJ8M2irbK3MDVjjslGaY8kwTznAKI6Yw4hRG3HDU6ZjpdMx0S7NTlXEvnGWl+4VpMivmdsxUiKgLSAIWgAVgCUgjmiayRFVEdY0HLR2O+NUxL5ptdfZTt4Zlnog01wVhZZj0pE4J5XFpKNcJd5InmEpCZYKeY8WUodKhQlNhc2m4crkVcB1QFVCVprrA3BLzqsStIl0BFSKnikwN+3UUNFHQBUEX+N3gtiHoh2BgEjr+EPjD4A2DN4yCYfAGUHY6ys0Avw+l+mm2hzhVauW4DpTtW8ZXJuAmRU2O2hllMtoJlA6ECpj0qfSJTGOZm8SNNTVLaDfBboHTAtMAU/uenBokZ6+d2uQSXqeOnDqya0RHtdbYy6+9/97hP717+KO3Dr136JOfhhvAAfVbNOgGK6KmKbIt5taJEwENqF0GlsOqJFKtcu/x2KmLQh/SMTZ1pCpIlbl3DG4wrUThXbdc+cvHr3/jiT2vPrzl1Ycueun+C1564MIn71j7yM3r7rzy3D3rlmw9ffyc0eb0SmAoNkJlnSDKlaOwmk8VbWkLQgUhHBOOCSUcUxvxFKgy6BoyDZpuYbcOPDd+ysZZS8/HMg883RxefMb6KxDPlLvHV6zfc+Udz9RHTkSq/B9wQ1hKqWDLRes/+M2zH75x7we/2vfhi1d++tK1nzx/5duPbXvx7vMP3HDaQ1efeODqZU9ds/yx7Ysfumju9af2rukP5oV0WZfeeEJjx6qxPZvP7muEioDAk3feGEIUUNbxGuU4LpQdrjihnFBJqZGKEyIok4wrLhxlJcQRlBGEOaEIgBMqGScYC8owoGNY873oBmGFsIWpoSIg3EdEJwdtAWtEPMJSmKYAu4ANIh6mGcvU3VS3l25LXU/KN4ACwnJCd1ARUGG4dAkVU7iZuk6HKCYCE4WIxtRF1ABSTBW5LlMZSqeug26d6g+Ko6Yw6k01p4N4oR8d51bmmMp4UF/oVY/L1heGjePd/Ei2YzQsjxdyM8L89GzQF5gWJQUl41J5ehTN6m4tXnHSpXE4W4vaOefsOXnFZTrV9sszVL5fZPtkYVCHI05phglnmOJ0t3OGF8404Sy7OMMuzjDhLL805oWz7dw0FbS5XRemznUZUTephQPmgAUgJXVV2jUgaeAlpzTDj8dp0NbhjExjbro+JoI6YgFQQ7hHhREqEMqTli91oHSg7JTlpLXJaJNJsioTFE1QNH7BdnPaZJ0glE6GSkO4ZsKRli+djHQy3AqYlaW6QJ2Qmog4MdYx2DFym8jrQl4XCloQdIHfAr8FXmvK9tIHfh94/eD1gzcIXj8KBsHthcwIys0CfwjSgyTbS0zM7KK0A9vxHeNbblq6OeZ1MFNkyuPSZtJQaaj0qQwS3BCrhKwysiKwqpO7Lu3mVGjz47hJiOPUkV1DOsaqUmuNvfzaB+8d/vO7hz/+H+BGpNvUb2GngXQMvAQ0ney7aU0/cXzZ+Wdv3Lf5qvuvuOXZ7Tc97cWjQLPwHW5Kk7hhGcRcwKyzo3DT3suee+T6N5685pWHtr78wEW/3H/B8/euP3DL+fuvv+DmXSt3nb9k48ljpw41enJGE6KZMsIxynd1YJRvcUtSzjDmmHBCCWGYaiTSoCuTfHVqxG8Qt3bcii1x/0IgLuKpas/4aWsvW3DahitueeyU86/o6BqT+W6sox/DDRYhYSkh3HPPWvH+G88ceuXO91+89vAvdr/72LYPn9710fNXvvvU9pfuv+CpW8966oYVz11/xnN7Tn1ky4Lrzxw4dzA1HtJTB9KXnTX9igsW3Lx7w1ArSljDEdiUFowppzJRrqOv0WrFjawTWEwIQiWlrlLGshylFOecUsGYVlIrJbkwWtvKmkILAkDHsOYY3CAKiAMSkxcviUW5T0WAqQYkAPGkhJzkPskVOsA2gEbY5bLkBE3H7+IqwjSPSZawHGEZRA1hLpc+ZWqKMnjyVTGhTFJuqPAJD4DoyTWdVpGKgtCx8po61eMXp5vCiOmY5ZZmB9F4UJ3nR3NMNG4qY6Yy7kVz8/WFqercoDw7XZqdr4x7maEgO+S4LW03ME5jnDa6Vsj2DPWdtOm86xqVMU462t0nNNtLhN3I1+eIdFvkemXnwBRupptwuh/OCsqznY6ZVmG6zs90iqNuOGY6Zjn5YZ0ZEKYpTUPoCqIuIA6IAWZABCIOkyHhHYBMghsnGsem5UTjhe7jy+0TTHmA2mUsUpi6gCXCAhNJqEW5w6UnlC+Uz6WndFrZGW1y2uRtt6BNznKy0k5LJytNxnLzJhUG2bKXCi0nzZQnrBS30lRlscwhWUxWqSDTANNMjC3gtsDrBq81pe7vNOmy60WmjbxeMN2QGoLsTPCHID1E8gPExJi7lGvOpeCKCU2kQSqFZECkodKh0lBpiPSJCrBMYZklOsQ6OWYdIR2jqcgFnBic6g/IriInRvakQEdgRUiF/46bjw//JNxgXQdeBhXzXE+1/8TTLrx25w1PbLzynpWb9q7esu/K236+4Iyt/1ffko7uBdipI7v2w7ihLhCRzeav3nXJU/v3vvb41S89sOUX9274xX3rnrnzggeuX33X1eddv/2cHauXrlsy+/h2rW6URahmlhauEkZyVwojmRKEMYQ5xhwTQiimFlGFpJAGsgQiBBGC7Jy5bN1/nbwuVxsG6nml9va9+7dedfdJa7bF/fMBG+C5/4Qb3kFYinOzfMniQ68//e5Ltx38xdXvPbfzk2d/9vHPd7//88sO/fyyd5/d8dsntrxy3wW/vHXlM3tOuX/jvFvOnXnxcfHSpn3uWHTV+vlXXrTkwZsvG+2vSwIUQGJIK9ksl/sbzd5GV2+jKy6UC2664Kd8y1aMac5zgZf2jKOkoJRTKjlTQkjOGaWSC0bYFFmO1b/jZtJ6AxyQxNShwiPcICIBC0ASkEpyH8pTlKcwDRA2gBzABtOs1FUTtBy/i8kKIkESAWFiKHUIUQiRY14UMCKUSqkCyxS4ygKWgASTaa7yVKSFjiy3oYO23zlsiiNOYcQUZ5pw1K2M+9EcNxo3lTEnHHPD8Vx9gVuaXWgs8EujQTRbZ/t1utcJ2squA/IQOAQFFi9P711227VPDzSP93Qjn+4L0n3CaRQbx/FUWxb6ZTioS9PtcLrTOWKKI0HnzKA0qvMjKj+i8zPtwixTHHUKs+zsiM4MCNMlvSa3p3CDGRAGRDCZA+wBcomMZKZHFaapjll2NJ7vPjHTWpSqjwfV6aloyAu7mJVPUrAp4ihCLUKtpHyDicSTpRyLME2YJtTCzGLKp8rnViDtJAjKapNRdspyctLJc6eD6A6sQqwjYuokaIPTAqcNTvsY6LTAb4HbBW4T3C4wXWC6kOlKXH/YtMBpotQgyk4HfwjSwyQ/QEwNc5cxxZkQXDBuEWGQzCCZYU6am0A4aeakqZ0hOoNVFqsc1iHWJawr2I6wHSE7Qk4VmSrY0Y+oCnYV2TFKzj1ZEVgVJP8NN4d+Km6SifDkzhTzWwvO2rZiw7VeNJCJh51ia9EZlwTVYWLXaNCkQSv5A/4ebuxJ3CAiAz9z+SUbH73zqpcevvL5ezY9e+faZ+++4Inb196399zbfrb62q1nbT37+FULZ4w3SkXBDFNGBbZKC24oUZQIiikBnJyO45hgTDG1iM5jEycnXLDXQE4MMmzMWH7e9hvXbL2uMbQw7hu/5q4nxpauRjLLvCo1FRBZpMIfww2iecJSjNkL544fev3pt395y7vP73n7mW1/eWnvJ8/+7OAT2956/JI3n7rkt09sef2hC1+9+/xn9pxyz4Vz7lw3fvlJ7eW9wblz4+suXnLd9tP3Xba2t17kGCQGT9DQdZrlcjuuDzS7m5W44KZzJigGaUcohrGizGgVuDrwbNe2HEsarYzWtlKUEIKJFEpwRTDFmCKU2I8RoKnCDSJJUoCSG9sweZSSMMNkQIXBVAMIQBLhyWtThBpMPUL9xD0MSGMaSF3VXkPoiLCkopzFxEPIQohjTDEiADAVWyGMqZDGpMrSzgPigDiTAVcZwgNulSxT10HL7xxyO6fbhWk6O6QLw6Y8y4vGvOq4F435lXE3HEtX59vFGWHrBKc001Rm6XCazg/4pWHtNQH5BAcIbAJmRs+yZ+5/s7++sFoYyaf73KCt3C6vNMzTLVUcUOGQDkd057DOD9m5IZOb5hWmq+w0lRtW+Rm6OEvnZ+rcDJ2eplL90m3977hBVHCZA2wwzZlcXxDNlvkhUZwRNI/Pt09yquM6HAniGeXWnLAx3c3Vhc4y6TORnH21purEmjKduAGZMFy6XHpCBdIKhE4xHVDlEe5gqjCVlGulA9vNWU7OMh06qMggYm5M3Tr1GjTVBtMDpg9MD5g2mO5J3HhNME1wG2Ca6KicLmSa2DSR3UBBH8pMB38IMiM0N0BMTfuVwM9nvFTaSwVBwU5XZKYhsw3mFYSfkX5e+AXhdzC3g5mQmhKSeaxCrEsJbrAdIV0GXQa78p9wk7BGR2BVQJaR7Ky1xl56/YN3Pvjz2x98/Lv3D733yb/h5uP3//DHjxLcfHBsqVjHwEKW6SVuF+BUsWvB8at2tcdXMBNRXVq1eV/YNQerCrA8cRsgQ9AxNrUp3NSpHQFLJbhxvdQlmzbcf8uVzz+w5+k7Nz9929qf33HBE7esvffqlbftWnXV5hUXrVi0Ys60aVGHS4mvjOtktZWhVGMkCJaM8KRgIAmZwo3CKg9WGXiI7DqIEDkx9evExHH/wnO37tt27X3brr3vjPVXmFIbqyIQj5iIOFWkI2w3kK5/HzclEJ1AM5j5jFlzZ8889Oun3/zFzW89v/t3T13y64c2Hnxi20cv7P7ghV2/e3Lri/vXPn/byudvPufx3ctvOX/8pvPHd548sKSdWTW/eefuVQ/fculpi6YHFiMAmpGSb2qdhWal0gjLUbbY6acDy6S1F2iHIkwRCrRtLJlPB9VyGFfCKCyWO4rFbCbte5VSmVFGKSOEwuQ5bQyAv59PEUAUJdENkkk7HEBgaoSVE1aGcjdpkye3apKfArYw9RBxANvJwW+EAypCbepepiWsWFoxYVkACcAIEQRTAJjKpxAAolz56bLl5AAoAGcyYDJLWMBUKE1NBV2mc9ALR+zCNJXp17lBE04PotmpaCxbGeuIxtOFmbnyuM4MRN1L7M4htzzdjaZ7lWkdzXGd7QYScB4iMBjU7J4Tn7rvt5X0YDWcUcwO+alerhvMblDTUIUBKxzWncO6MM3KDljpfjs9YLJDKtWvsoM6P2IXZ+jCdCs3rFKDKugTbkt6TTZZuzmKGwlEE56Vpm7ne+zOIZkbFIVhKxx147lW54juHMrWR8PmWD4ezEftMG4rk+dWQLiNqEREYKoIt5l0j0Y0yTYZyh0uXa4CIg3VgXTzys0JneLSMGEzYZj0hM5KvyKDmPk1YmJsx8g0kd8Lfj+YHjDJuEAT3CZym+A2wG18rxNkmthpYtMEXUdBH0oPgdeH0gMs30dMTGWKSyOFVkILaZhKUatIrCLVAXMC4WZlUFSpkkxHMlMV6SrINKg8sorYLmO7jHQJVCeoEOzJM5CTlJk8PxshXUVHH60IVAVkCYlirTX60uvvv3P4L28f/v3vDh1+75OPv4ebP378wR//8MnHH//+wz/8+fCfPrtwcr1WBTs1UDHSdWy6ko54sbV4+Xl7moOLhSmfv3WvX+4F4rGgwbMtUCWwIuRUkSohVZ7EDQ2AOETYQulVK894+sDdB+7ac+DmLY/fdOGBfWsevmbVA1eee9uOs69cf/LGMxYvH5/WDLMWpZwKpXxlpQnVCHFCJCWCEjZZJ0YEI4qIhWUB2THoOgm6QdeRrrNUizg14AXm1ouN0TMvvHrznrvXXX77wMJzVKGNdAWbmPhNkHWsm8huJMQBOwKrDKIALACiKZMDva0Xn7n73VfueOPpne++uOvgC5e/++yON5+65LcHNr7x8IZf3XP+Mzed+fg1p922cf5N6+ftO2/B6rld81qFi06Zc/Xmc1YsnOkwwjGmAIrS0A+aUbW7Vm9V62GQ7fTTWcdzpaWZ0Ez4SmeMlwuCzlw2KoVxVIkr5ahUroRhJQyzQSpwPa2UYFwwIbig+Ni21NHOFAFggDjCCiV2GyQBSUQcLnPaLVFmEoceJgoTlSRchHrJST5CA0QMgAVgYRJwWXK8plARZQVCA4QtAApAEKaA8PcEiYeRIhBMpJVdYSqkMmROTfhdzOsy4QzmtnR2MFOZlSoMF0ozisURJaJmPNeoWqM+p96YS3kYN49Ll4Zy1WGdb+lSjy73UhMhliLYkzgVp/u3rrvJEnEhM5hKDdSbi03QnwlHg9Is7nXLVK/ODercoEr1WEHbTvWaXDLCPqizQyozYOWG7OKIlRsSQVtleoXfJLII2ALggDgmAhEJxOJebMJeme6idiyCbrc0Mx2PC79dbByXi2f7YX+tPbd3ZElr4LjugbnpsEGEAcwwszBTgAhgypRJPDWYKsySZMomzCbcRsxC3MJcU2mY8rgOhJ0SdoZIj8gAyzRWBWSVsVPFpo69JFdqJRlTYqWbimgaPyC7CbqJTAucLrDq4DRIqgu7NVB5oDZQjZmmwqHCUO4S7hFuEJVEKGo5VHvUDqiTYn5RZCrIyoCVA6sAVidYnWCFYIVgVabOlsSgq6CryZlsZJWRKmNVwsmjLGFZQjLEoljrmvnK64cPffi3gx/85a33Pjn44R9/GDcf/f7Ph//42YU79ia4IaaO7Br2WiRog9UAVqFed0dz/vKV2+Lu2Wecf1kmHuJ+HUQBeJ6lm2CVp3BT4l5tEjfUxlwxKc8+Z8Xjj9z18J17Hrpx64HrL3r02rUP71n1wO6Vt11y5u4LTtqwYuHS8Wn1MC8opYRz4XDhYaoQFoQqSiXBlH0PNxrLArJroOvAIxARyBhZMZIRyJDoiHt1YpU6usaWn797+42Pn3PpzfHIiTTVRHYNZAPrLqybYNWmjMUlEDngKaCaMNndavz88Zt/+9Itv3pi+2+f2/72czt+98zW3zx+8euPXvja/et/eefqp69b8eiVp96348S9a+fvXnncWeOtVl63Qrc/7ihqqSk1QnX66VZcn9EzMKNnoBXXo2yx4AZZxwuUbYSyuTRCBZaTNX4+SBcy2c5cvpjN5dOZXCqdT2cKmWxYKJaKHYVM1jdGSyUYJxgDwPd9NyjBDQIOSAFKxp0nr3oTFnCZkyrDhIuJBGAADGGJsIWwAiQR1oS4mLjJBRiEDaEpLiuUh0yETBYI8wFxAAKYHAOaSSEgCAhGkvOMciJhR8yORaqpsm2RbotMn1uamarMUl63kHEtnnvqsq1b1l7fFc44YfoZ7epoOduzcM7KBcetajTGs8WeQjwt35jOgjjqmQsgKQ4IqKH4uJl9p1AaFgrDbtCbyQ9nw1n11tJ8NEeYbun3WOl+nRnQ6V6d6tGpHp3u1Zk+Ozeg80NWdkDnpplwhi5Mk+m2zvepVItaIRA7wQ3CHDC3c3URxDyIZaohU01u6txtWkG3TreL1Vn5aLqfb2XCdqHSNuma0FlEFVCJqCTCpspQZZjlCjtIJO20dDLSzionp0xRmTy308wOmOVT5VJpiHASYeFjESCZQjKPVIh0hE0duw10bLr0Pf0Qbpwm9npJapAEfcg0kamToMFSdepVkEpjFRArYDrNrTRXKS4CJlwqNVUWkRoLjbgGrkEYpPzv4yYEKwRV+nfcWFWwIqSOsqaEVQnLEMsQyRCLf8PNX9967w8HP/jLT8INyDKoCHQdmyaym6DqSNWIrjcHF6/ccMXqjVcRK1TZLmSVgQays+eY6Ob7uGGScn76ipMP3H/bA7ftfuD6ix/Zt+Ghq9Y8sPvsey4/66Ytp+86f9m6UxecMDpY68xxQjGilFmMG0wVJpJSTakkiPwobnSD+C1iWkjHWNeoV2emjmUoggaxK9StVXoXLl9/1erL7+xZsPoY3BwT3XyHG5tQ0ahXH92/9/UXbnjxsUtffXLL757Z9usnt7z+yKZXHtrw8r0XPH/bqieuPf3BXSffu/Pky8+evfHEkeXTGxWbagwBJ4bReljqimqDrfbY4Mj4tBnD7b5GuRoG2bQ2ntQ2l5oJm0svMaU6biYIAj/wjOto21JKK8vYju962tK+66WCwDhGCkEpxegn4AZN4QYpRBxMXduUHDdkwgfgAAwTjYkDIBC2MLEJ9Qj1MHaSvVPJClFMUpTnhdXBZBqRxO+HJ8tGxxSqEWAAgkAwlrJ0RTlV6TZUumVle2S6G6uqCLpNYSgoDqeyA+lUX7M+76T5689fvOnu7fvP/q81oYpv2XnfH98+8uyjv50zeroX1C0vtoKam21KUdA03ymiyG4OdB2PUMBFRekGF1Un6Inq84rxXOG0uGlJv61SfTozoDMDycpBlerR2X6dGVDpPisz6BRGdG5QBN0yaHG3TuTRu3cMEAVEgTpIZLhbtbJdVqopTJ2bmjSNcmNc6CrhuUKlZ2z+iqWnrGm2ZyKqEJVcB5ZfSPhip4p2qijsQGhfaF/olNApqTPSzko7L03uGNx4THnM8pkOuE4dg5scUiHoxGJX/2Gs/JicJthd2G1jrxucOthV7MUsXeOZKnEK1MkzkxMmL52s0GmhAi496aS4dqkyRNpYJksnDAjzHW6SHCphjVWZXERnRZNfqhKaVPid5JREIW6OvPz6wUMf/u29w395670/vHf4Tz8NNyIEFYGsgoxA1bFpEdNFdA3xzNyla9Zs3puuTiNOFXiepZrYxGBFyImRKuHv4wZRQRg95eRlD9594303X75/36aHrl13/89W3Xf5GXftPOOGzafuXLNk7cnzFs0ajAs5RigCzLiWKkW5g4kiRFEi/lN0YzWQ00BWHUQJeAnriOgqVmUki8SJkOwE4tOgEfYuzHTNRU79R3HDAsQcTEWlXLzv9t2vPXfjS49tf/Xxi3/9xKWvH9jy6kObfnX/hS/ddcHPb1p5YM9p9+486fYtJ207bcbKue2xZpgRWGOoBqavXhvtGxgdGB4bHJnZO9jXaNU6yjnje1InOVRiBbMoN0IZoYxUtrK0spRUUgjBuRTCUsrRthRCK8vWWknJGWeU4v8Y3SBkIawR1ghpwN9J6Q5tytIqEmoAKYQtQAqAI6wxcQj1KUsxnqY0mIQOaAAbYUN5iqsMFe6U3w8f8+IJbiaNP4QYqYqWqVpBQ6W6RNCkpsGSBSa0aDL9HaWZltXoasy//vKHd5+z564Lb3142/4TmouWtk5444HfTByZ+M3zh3dtv2X2rOVdzdEo7K0XezlYBVoMcM63YgCFcUrbdWnFqXy/n+3HrMydJrObzOmSfttK96tMv/Db1GkKryWDtvTbwu0WXltl+mWql5kmlhUsQkQDQHIyDUxwgwTiPhYZoC6igTTVVKEnHfZwFZqgPnbc6ftufuidQ59+9IfPtl12NVcuIpxwiwiNqICp55gprtxJC58VCCsldFrorLAzwkkzJ8V0wHTAdSCctHTzyi8SmXSg00gVkCqBriTtZ3Dq4DT+B1J1sBpg1UHXkB0TN6ZBzIOI2Hlip5nOcDstdFpYKaECrnyufaZdahlmB9zNCa9InTzWWaSyoPKgiqDCKZWPUfg9yUnQgAxBhsmVVCS+w83BD/763uE/v/nuxz8VN9iOk9AOZASiClYD6wZSVWaqQJxp889auXlfujYDkJGFXuDFH8YNsREVmJITlx1/3+377r5hxz3XXLh/z3l3X3bmPTvPuGP7in2bTt1+7pLzTp4/f9ZAlM9SQgCwkMa4HUIFmEiEBSGc/gfc6AZYNWTVsVPHVgwyxKrCvToSBWJXRLopMl3YqYIogBXRdPeP4ob6iLmYiFw2uPW6ba89d+OrT13+2hOXvP7Ypa8+vOWVBze/tP+iF+9ceWZOXQAAIABJREFU98yNqx/cfdpd25bfeNGyHWfOOX20u5V3NAabknohP9RqdceNvkZroNndrjfjQhhYjiCUAtJMKDpZgZKEKsoVZYJQRimjTHAuuBBcSCEtpWyt00Eq8HxtacE5Z5wz9p+TqUnWYI2wjbANWAOyAClCA8ozwuqwTIWJbMIaAAnIAqwxNVSkhSpI3cFljooMwgYg6Wcpyn1hpZgwmPLv4wam3gkGIBhrIfOOXzOZpgoaVMdIhMA6gGSBFrTb0qaLkI7+9rLnHnzz3i133X7ONTecsuuulXuHdWtRNP7Jsx9NfDbxj4//tW39VbPaCx6/84V7dz8wHo974JREGYHExMXYQ9gFZKSu+rkermtc15muU93gpiWDXhH0MtMiuslNS3otbrqY3WCmJYMeEbSZaSDegXkeEReQSApSSciGiAKsETVUZqUuCSuUOtQmarZGL7vilt9/euTLrya+/Grim4mJd9//8JzV5zOlE/giwglXhCsqHemkJtMoJ6NMVpm8ZQqWKVheUXl54eWEk2Y6mBzUVj5VPlEpojLESjrQEbIjZNeQU4NjNvYfK2T/oBrItEA3wWog0yB+nQY16lWo6cAqICqgKmBWkPiYhQ6EDqhyqeVRHQgvr1KhDELqFLHKIJlFMg+qCDIBShlkBKoMqhNUEvIcI9l5lDtT6gTRiUQ+bk57+dV3Dx3+y3uHPn3r3Y/fe//3PzW6QXYtabOBSm6/1ZCMmKkCcXWhe/6KLcvO2+3GI8CLkyYfJ4bvcFMG6gHRmElMydIli+659do7r9t259Xr79l97m3bT7vt0lNv2XrK1RtOuvicRStPnDt3pL+cy1BMECJCuQlu0FHcEPZjuMGmhZwGMS2W6iZOA3gBeJHaVWpHRJeJHVmdPfG0pa05ZwaNMRAhyPoP4aYAxMfcR4R7rr3vys2vPnvT68/87NXHL33lkUtefnDLr/Zf/OK9m164ff2T+1btv/z0W7cs333uwktXzF06rSsyUmNkOA+DVFwsRdliOZ0veqlA2cmeUIGpJDSBC8eEoUl7NMeEYUIwpoRwxqUQUggppJJSSaUtLYWkhGKECSaM0v8DbpBCSEES4xAHTXadLIRdwD7lBSdIBr5dAAVYJwkXYI2Zx2VOOqFlypYpc5Enk0s2BSKaSY9LlzA1VbhBx7z8ZHSDsRIi6/ixm21KL8YyBJoBcIDmqRULXecqZqzse62RrsW7T9nx3g0v7Jx+7quX3n/5zDXDqr5/821vPfqbzz/4ctuaywajkUf3PjLx2cSzex87qbUoTVKCBknGl8k1o3gagATsFkrDTEVUxdSqU91kTouZFnFaRDeF2/193LRF0M1Mg1pVaoWEBYAEADmaGyIskhzTsjs4T2Osi51dy046943X3////vH1xMTEZ//44o9//PSrr776+l9fffjxR8Ojo04qiwjlythBjitDha1MhnCbCmeyLitcJj0mPaZ8qjxqeVQlcqlyqXSpdKlKUytHdIHYpUmfi10DO/4x3PyYsNcNdhN0Hdk1bGLsVIgTUtNBVIpaPrOOiapMRpqM8HLSz6tUqDMllS4LLyQqi3gKiRwSBSQ7QYYgSyBLICsgSyALoDKgcqByoAr/jp4ENLITRBFEEUQmbg6+/Oq7B9//83vv//HNdz74ybjhRRAlsGrINLHThXQDWXWsa0B8r9RHrBLz6kvP3z3vnJ2gY+w1QP8wbgi3CKVLlyy66+arb997yR1Xrbtr18qbLznlxs0nXbfxpF3nL7loxYIzjh8fHeotpFIYEYwpE7ZUwWQyRRWl/zGZElWQVRBVkBFxGqrYk4lnFhtjzeGly1bvXLvz9pWX3LTuZ/duvu7R487eYZWHk87U93CTdKaIj0UKYWEpuXvbuhefvP6VJ3f/8sGLX7z/4hf3b/7l3ZtfuHPjs7esO3DNuXdtP/3Gi066dMXcC06YOdqMCloYxoxQgeWlTTpMFzIm0FwxTAlgioik3BaKY5rMLnBMGSYUEYYJxZQSSinjXHAuGOOJOBcIJV7eo24X8n9IprCewo2NqYuph4gB7GCaQSSNaY7JinJioSPCskBMEvscnY0mwudWTpmS7cW2qQqZR1gDkohYhGkyNbF5bIyDACbLN4hTZrRTsoOY6zLQLGAX8w7ECoh2YNrBZBRkerO5foeVYlp697qfv3HJA69tuOPB5bsW+e3ljeMuXLzmy4++fOymA/NbcwezrY8PvP3S3sf2nrPLx4YgCSAo80486bynnv5td3scwKI0w2WJy4hZMbVqxKoTq0HsFjXd3HRJt8mcJtV1ZjeE1xJei9s1rmNulQgLAPGpUjcCQFJ4BFsIOAIuuNvXM3rj9ff899+++Pabia/++e1nnx35/PPPJya+nZj41+dH/v7ZP/522113/teCBUobyqVQBlMBiCYeP0wVphamFqaaME24JlwT4RBpqPKSP3uuA2YFVPnf4SaJbiYvu1Zh0hT2v8n+IU1G93WwYrAikJ1I5ngQBVGL2hlmp7gOuO1z2+dOIEwgTEalOqxMycqUVCoUpkCtDJEpLDI4wY3oQCIEWQJRARmBLIFMgwxABiDTILOgsiDzoPKgOkEVQRZBFkEUJsWDuDH4yitvvf/+nw4e/OTttz84eOijn4Qb6jVAx6Bi5DRw0maTMbbqxIqQ6CB2BKIz1RhfdN7u8tCJIMugq8fihumjuFGE0qVLFia4uX3PBbddvvLGLcv3XbjkmvVLdq5efMGp805dODajvyfjBQgwwYwyRalOrOJcGMYU/g+lYquO3S5sN4lpFLsWLFm969JrH9l5/WObr7x381X3rd15+9I1uwaPP6/Uv1gUekCUfhQ3NCAyg7AQXOzYvPr5R/e+dOCKZ++96Bf3XfzC3Zuev2PTs7dd9MyN6x7es+r2rafuXX/ijnMWnT1/pLucCQTXnEsmBVW2dF3L9S3jW8ZVti2UpDxZGEoR4ZgKwgRhU7ihnDLBhRAyYQ0hlBBCCCWEYowJoZQyjAlCCKHJMu2P4QYTB2ONsI2JISygPE1YgGlAZZnwEHAKcIpbVS/bVqYGxAXiArYBKQABIABLzAyVGT/TzBfbqUyT8QyABOCISEwVwmyqZoyO1m6mrEAUYylkSuqQihxgD8AmIgSS5bpugnbi5REqxuDUZXTNCRuP3P2b58/e+7vN9149dl4n2JEoHLjx0YMvvHfh4jWnthfuv/D6/RtvuGjB6thEFEnOPQBar/X/9dMvDzz80vy5KwTPCFEQssxVRGUVixjLGtFd1G0zu8GdBtV1ImNi1ZjT5E6DWVUqQypymNgANGFN0mlDQBhRkjmFVLR21UUfvvf7iW8njvz3kf/n079NfDsx8c3XX31xZOLbr/7XV0e+/PxvExNffTvxr703XF9vdilttONbJpA6sJysmiwPJz2pvOXmlZdXfkF5eRkUrKCo/II0WWb5RDiIWZPJlM5jHWJdAT1VlP2f4kZWwaohp451jGQntjpS1Z6e0cXMSXM7xW2fae+oqPaoEzAnzZw0sXzMDWIGc5+ILBY5PIUbJI7iJgQZgPS+I853uDmWNTkQOeBpxP1ao/+VV353+P0/HDz00Ttvv//vuPnTJx/+6Y+/P4qbDduvpU4ZWWVQFWTXkN2YLMfaTawbyKoxt4GtCGSIdJWmunihl6S6kamDjrFbx3aEdYV7NWqFQF1ENCKcCX76aSfdefOevZev27f97Ju2n7lv87JrLzxh56p521YtPnvxrMXj06YP9nqOQYgkk5gIC0TkVHQjGeFJ6kERwZgRZogVIh2DFWPTAlpEVp2YhhvNPHvLjZt+tj9VHfErA7rY/V8nX+RVh2nQQE4VsC8KfVg3kdVAVh10DHYVdAVkCCIPPAfYIkwraa1bdcozD17z8uN7fvHA1lce3PHiPVufu2XjMzdueGLf2gd2r7x5y6l71i7deOrcZbPa7ajocG4JlU0VjZ0T3FDCKKYUUYopw4wRxjCjmDLCKKIECEGEYcYJp5gSRDAmGBOMJoWmRCansTHGUzdvEPkx381kqRhZCNuEepSnqcgQ6iPiCh0Lp0F4GUgGsw4qy8KpBWEfkUVE/cnNOMQGagNWAAKwI6wwU+wulNomqDGRQUQjohLzDkLkaJfqGNwQhBhCPBmYAOQAMoQVCQ+pKBEeJhPnUseBqTvIdMvK8+tveW/bQ6+uvfXxVdfOTHfneWbe4IJP3/zz43vuXz96RoT8q0+75Lmbn2x1tgTRnDkAlFPnZzuuO/KXr1557q20iQQNAq9OWYHLyOQGEI+AllR+iKiY6TrTDSJjIqtMN6RpSrdBRcH2qkIGyZsniCQrXCmiDMuB7uEH73rkn0e+mvjXxDdf/mvim4mJf/1r4uuvJr7+58TXX058/eXEN59PfPP5xNef//Orzz//4siWSy5WSnOhtBNQrrXJKZ1ROid1TupMMiclTUaYlDRZ4Walm1NeXgdFJx2abMXkIjsbC7dErBxSBZSYSOzaj7Lmx4XsOqgqiBJSJWpHRHeoIDrw3OvHLT2dcEsHeapsqjQRijkudXxgErgCIoAILFzMXUQdIrJE5DHLJRfKgIeTjWkZIhkgaaaIcwxuRB5UCLIAPAMig1UeyRRQ3WgOPv/cy4fe/fj3n/z54DsfHDr44U/CDbbjqVpsHelGkkwhXcd2jNRk3wqZOg6ayCSRQhW7daSrk7jRHUBdRBQiXFjyzDNOueOmK6+97IK9287Zt+XUqzYsvmbD8TtWHnfpyuPPPmF00fi0kYFe47hJHQMTkbgzk144xmzqlwNRhDGmiGgkskjHyDSJ1wYrpn4bO3VgYdg9b+7Jm5ojJ1E7wipctvrysD0P2xGoEtJVEnT9CG4KwPOANaG2FOq8s058cv+eXz5yxbP3XPzS/u0v3LnlmRs3PHndBQeuOf/eXefcsGn57vOWrF06e+FQq15IK0oFk66bt3SWModi/oO4Sb6TPCGIHNWP4mbKTIwxAcAIYTwJoB/GDcZ20pbC2CEsoCLDRJaKnNCxcruYVcMsJKJMRImIULoNnWoKUyWyAMk6LqwBW4BtlGzzBUlYNsg2s50toYoAHBONcFJk/S7AOXYwHSEGk8SxANmIpBDNYprHNI9pgbCQyYpSlXq+NV4Zun35tr/sfeGl1TfedeK2FX0nNNKN0d45bz7/9jsPvnZWe3En6M1zV7315G9PX3gWAiqorXlAQQx2TX/hkRcfuPlhT6SNyDiyaHREWQHAlX47VR0HlMIiolZMrTqRVSIiasVc14SOha4IVSBEIUQppnjqs8uZYM2K1b/+xWtH/vrZl3//x1f/OPLNF59//fmRSdB88/nEt19MfPvFJG6++fzLLz+bmPj6Vy//YnzOuJSaUkmT31KiMDmaRjlEOFQ6VBksNBaaCIdKwyxf2ClpctLN60xV+hXqdCTRDbIj9D9nzeTtaRWBCJEqEV2mVlEH1WdefHPzzquUl2bKCYplncox48kgg6QixmdBjrppYvlEuYhpIJqwgPIsEXkiikSGSIYgQuBFoGkQPhIGhAvCB5ECmQGZA5kDWQSeAZFFMotEAEQD1VSYoWnjL7/4+qF3P/zDJ58efPfwwXcP/yTcUK+RhA/IbiDdBFUHGePkaoqMQFZATg2qT84ETOHGKjM3plYRiEFEIcIcY69eecZtN+y+Zufaq7eeuefCZbvWzN99/sKLzxzbdNaC0xfNmjdrsL/d1pZBiGLMCVWMG8oNoRbCHCGKUbL5hfmW8b2cZUKqS8lnjXQTrBr1uolpAMlgHTWGls0/7eIgGgKWWnTWpeWeBUhHwLI01QRRwgk3rdoxuClN4cYm1OZMrjz1hEfv2v3cA5c9efuFL9y99ee3bnzyugsOXLPmwT2r79p55t4LT9q5evGaJbMWDHVXMoFkjHOlnZwyRcpdSn4YNxjwZIyDKZ4M5jHBNMENOqp/ww2axA3GhFB2dDL7+7ihAAwntRuQAAphm7CAyRxXHcyKraBbug1qRdSqElFCLIdFqIKm9OvCxFSFiKWBJscbUphmAXuAHEQCJku2X/cyXV62QUWGUDPV1jlq9juWOMk7SdpeGuEAkQDhFCbZqUgnpLwwPuvENx55deLV/554/q9PnLL7jqWX7F1zRTVdz5rShjM3TRz8/NWrDsxL9aRBbjh5/a6Lr6qk65I4NnUZ8FoQvfjA839780+rFp+VERmOFALBaNpy6oSXgXZytwvxkMiIqioW5eRsMVURkyXlRIwHGHGMCEUYAziM9tVrey/b/dFbhya+npj48p+f/+2vE//8YuLbr/555K8TX38+8fXnE98cmcTNZIzz5VdffTYx8eW/vvp8//57G40mxpQQSYgiVBPqEOYQZhNhqDRUGWoZxC3ELcwszCzCNRE2kYZKl5siczqoXcQ6RKoEqgRWNbnpin6ywIoSpy+oClYlrIpEZkw6fun1g79+58Oh0bmAqZ3OCuPKIEhVqyKdVR2hyBZ4kJWZ0A9rqc66dktMZhExmPqYpTHLAcsDLwAvgMihH8ZNAVQnsACYT1QOMwOIEabTucoJi5a/9et33n/ngz99/Onhdz84+NZ7Pwk3xG2AVQWV4KYBMgYZJ/kU+u7Adm2Sr3aSTDWQFR2LGyAKME1lgrVrzrnx2p1XXbrmqi1n7Fq7eMfKOTtWzll/ysx1px130rxpo8N9zUZTSI3wv+MGY0EI51SkHTdr/GKQzWZCJ4ioXQYdg10HWQNZBRkT0yBOgzhxEA33jZ95/FmXmHLff518Ubo+i2e6gOeJ3wAeHoOb6Dvc8E7gBSAuoYZRfsaJix68ddcz9+587JYNz96x+ambNjx27XmPXHXu/t0rb9+x4pr1y7avWrjqhNF507rzns0pY0wy5QmniKlNfhw3BJHvohsgyZc/hpsklkEoyaEQIZRxiTH5Pm7Q0WGCKYOfSHrYiDjJvyyqKjrVUkEX0zG3a9SqYtFBZIlaETc1FTR1uiX9BrUixPJAAkAG0SxhRcBBciCF8A433VJOVagiYQHCcqr8cWx+h7/bZAoSkIVJgHCASDpZIUhVhcgS4dl8obn5rIuf23rPP2597feXP3X9vA2Xn37J+OD8nz/2ypLZJ92z4fqHzt+7rrWsBObk0VPuv+Wxvv97WIDSyJYgbBBLeue8+fCLl5y6LkvdTlXQ1EMghOiQOgaSJlYMtIB5iYgKYiFiHZiHVISE54QsCJmiRCJAGMAIvnRsxsO33vSvv/+//+sfR776+98//+uf/3Xkvye+/XLi2y++/eK/J74+MvH1kUncfPPlxNf/nPj6q4lv/jkx8eWRI59+880Xn/39r5fv3FXIlyjVjp23dFHpYpJMCTsj7IA7Hnc85gRUB/T/p+zNY6M60r/fkkoqqaSSSqVS6eiUTut0t06vtul2q622Wq32bbkt73ihcb94A2P2nbBDWAJJIGFJAmQjyYSQfU9mssxkZrJOEgJJgITNrDaYnZjX8rWv3R373D+OTSDJ3Pt7rUfm+Ig/kLA/fpbv93msReXchrmGuQ0xDTE74gZSPFD4Ac8FYhxQwkBG/uesgb8J8MJQhpASRMKPuOH0Rg79fG5gyHzquReoIomiUim13BwjEtFD+chugzYbcRrCmyu9Qd0TUrUchDVM7Jg4ETEgMQBxAeqFYhySQcAckOmAOQBzAuYG3Au4VUnlAuaGzMDciYlKiOJx55aXVC9duPzkzx0nf+64eO7C2ZNnOo6e/J8VUzICZQRqMWiLAXUMN1ocyijUYsgWh7YY0KKjCY4eA2oE6lGohpESpHoEKzmjuIF4XCB3w9qVT+/avPOBpbvvn799ZcvD9zRsWZJeM3P8mjnpmU01EyrLooVRxhWIGEIUE0GohqlERMFEFVyzS0ckL+jRHSoVhAhEdMDcQEaQkbBkfoAXACVM7HEkw5AHmDPWvuThiTPXLrzvaWekxnJ1YWcM6dH/jptcQAxCHQSzuVNb3nnh0X+9+chH+9Z/+tKmT55b8+FTy//6+LK3dy59aev8p9ZN37qsdWFrdUNF3CYoRhhiCjDHigtYpzERxVbdhCnFzPoSQ4IgRqOUoRQzipll9UaI/BE3EGEAbpsGICaMC4kJ/dNiCtypKh6dN0mINIjtiOcqriJhxIkMMz3KnTGmR7kzzuwx7ogJV5H0JW05pYorgZUwwD7EAogFMAtgHsI8jFk+ogFIfKo9Ju2FQgYItQNIAcAA4LH67o5dX4BAKCCUt3GDSQ4R+UQJYR5AzAOQwpFM4MCGUEv2tePfbnrj3kkrymO1knt14nx73d7jT/zzvvjMJAk0JprffeHvX77z3YL0kohWIIEIUqPCHe357vSHu16anpyoQ+4gDpU4AGCM5wpbFGA3IH7EAogFIckF2A9JDmZ5mHooc0vpp0SBACqENpQl33hmd++F032XLvRfvpTpuW723zIHfsn0Xs72XTUzt8zsLTPTaw73mtkBc3jQzGbMTNbMDppmX3/fpf7eq6aZ7Tp/YeWKtU5ngHOHKnMVmSOkj0s3l24mnVTqVOrC6eV2L7e5mRyzMigOojgg0xE3kHBD4Qc8B/BcIEJAFgAl9H8Qaggo+UANQzWElADiHswMlzfy8/HzN28NnDp/sXpiWrrcmt/vKggxt0EMB3E5WI7XHYv6YjHp9kvDbzcCXDgpdVLmIsyNmQcyD2BewH2Ae+AfccP8gPkBdSPuRswJsSBYuB2eyuKSaU2tq5es7vip48ThExfOdJ7vOHvm+P8MN0AJEVeC+SuwMwGUKFCiUI0iGQNqIZBRqMXGyqhCa2vpn+FGA1gAiAujkfvvW71z24Zt6xc8umH25nvSmxdOeHBxw6rp1avmpGc019ZVlUUiUcolJgIiijDHWLFYQ5lNSqfL7ta4sCZTjKlM8SKRA0QIyEKgRpEjgWQMiBAUYcBzAfVBEdByk03zN23c/VYw2QKUIBABpEexM/5fcUP9kLgJdWBEZrSk3/zL9n++seODvWs/2bv24z0r//r4knd3LnrzsUX7Hpr7+Nr2h5a1zG+tbKgqUhjBGCPCAGJE8wEsMBbEatbcjRuCKILYynEoZozw/3/cjKY2CABImZDSTpn4HW4gIBAyBAVEEiENYR1hfVTmhyRANsRzLNxgJcT0qOpJKO6E9CWFEae2KJERpselt9wZqHUEamz+Ss1TojoTQo9Lo8SZU22Mq7G5KoReJB1xm5GQjigVXgCFJV0Z24ZzV2UHgUBQQqhBpEPkgsSLaA5ieZDlQOrFwuMUuWWsoBr4D69+/cCmt1ujkxRszzUKK8M1X2x99+bLh56dsG5OoKHMX7py1sbLh25+8dJX97WvL3XFJ+Ym69zR8x98++1f3tvStsSDhARCYhsCHGEdIDu3FULiRyyIWAAQP8BeSPyY5mLqpcwlVQ9GFAJQmJv70OoV+z9+7+qJQ93HDg9cu2gO9A73XRu40TXUe9EcvG5mfjEzPWbmlpntM7P9ZnbQzGRHhoZHMkMDvZfNkd7MQE92sM8cMb/+8rtU/WQEBeMuxl1MuKkwqGIw6RjdSS4dRBq/qYo1F9e9QvdR6SPSj6UfKjmjSjklDNQwEPn/hxG0jAVI5Fm4Mbzhwz+f6ekdGjbNp57bW1CU0PP8WiCH2HXidmqREPUaaiDXVRjJiRQWV9RW1KQDwRhEAiIFYg1RJ7Ikf9wDqANSO6R2SB2AGYB5APMA5gPMB7AdUgciOsaKruiJSHRqKrVgypRVi5ad/On4iSPHuk6fPXfy1LmTp/6nuJHhWiPeQn3lllAaaXEgIkCNArXQgg7Qboupo0AtsHADlQDVw1jxAyQBFhCTZEnxQw+u3755zYOrZm1dM2393Nr1c6o3zq9fOqVs2YwJ7ZOqqsqS+flhQhVEFIhGlbcIK5hIymxC2DTFhgDAACqUu115hj9K9fCo8FGNARmFahTKCBRhqASxLGCOKMD23PjEact31M9Yh/WI5VkHMvJfcUM8ABuYOCDAbenUa89s/eT17X97/t6Pnl31tyfveWfn/Lcemf/q9nnPPzhz5+rWB+9pXDilelJNsWCYMkq4CogQ7jDi+u9wQzC9nexYOQ6G5PaXCFqs+Q03AI4GwtbLUb8SF1J3eoQiMcYI3ZbkWK4lCiFHSMNYx8SBsf02biDWEfervoTiiWOZT/VCxZMQ7oRwJ7iRILYoViNYjTJHsT6uxhuZFIi1ap4y3VuhecqEXkzUGJVxaZQb4+o0V6nDW+LwJBQtiLA+KswF+A/ZFoGAw7FT3BC5IHZD7AbEA6kPUi8SbpcMNzkrNoxrfSe1+f3puxqC9R4lnyPdT/M2liz44p4X9tVuWBSYVOYuWTNz41+f/Pv1gz0DP/V99tSHW5qXpdyxrc2Ljuz7YGN61iNzV22ZuzZH+BCghiOCiYGpH7EA5iHEggB7ATIg8RMWICyHMpciDAwJBqgsGt39wIav/vrGz19+0nP+5MDVzr5rnT0XO3qvnjYHr5jDv4wMXjMzPSNDPWamdyQzMJIZymaGM4Pm8FBmoPeyOdxjmn0DfT0Dff29Pf0v7Xs3WljOhYcLD1e8THEz6bKKKa47qeakmsE0F7e5he5VnTnSCGjuoGLkMz2AVR8UfiACo9+fqiV1CfyfRHDUVSD8mLsJcxqu0I8/njRN81fTPHHm/MzFixzBPGbYRa5bBHwi6AMKBSonuk013MUVtc2TZyWTtQ57gAsXwhrAElIH5B4oPIAbY7gxAHONsob6AfWN7nsgmt3mjYej6bLKWakJ85uals6ef+LIsZM/He86ffbsiY5zJ+/Obi50dl28ePH8uYvnui6fudizceseogWgmg9kxChqDVTNY4FaoEahjCM9DngYyjhQx3IcPQbtcagXAS0OlEJolVRKiOgRLHIBtgEsMKVV1aU7Hr5v66blG5dN27xiyuoZ1WtmVN47s2pBY2JR2/jWVFlpIp6Tk4PGWnDoAAAgAElEQVQwRZgiRBGiyNokQiWhGqUKJVyhTBCqMtWue4QtD3IfUMLWhR3AgoDlYz2GtIjlmcIyzIwYYL5wWdvyh1/0xhqoqwioYSBCSMbgqMfEUi6Ex+5MGQDrmOgAoJaJ9S8/vfWj13a899z69/esfmf34tcfmffq9jkvb53z3P3TH13ZfN/C9MzGilR1MSGYUIa5BJhLX5gIOyF8dBZ+N26w1c3BjCCCALamyJasEd7RuwEQQ4gBxBhThAnG1HqjSN3lzpHSzhgnhCJE4G/9WqtVrFoLtKClpoEKQDaInUgEZW6p9CeJFqF6TBgJqseIFtXHVUp/hTCSxBYnaoxqccUo1XPGB6JNuZG0O5iSngqmFzM9objK9dwae06VEah2j6vQjBjhHmBtz4F/3ImBbxMHQhvCBsIuiA2AXYj4MPNhrE+ubn9w4rIXJz+4b+J68x9dHzzwcoB4I0ooHarZUrtke9XS2a6aCDBCJHdZw7L9L399YN9/Ptr+5gvLHt3RsuTh1NzViZS5/9ThJ1/76bl3zY6e1zbvsWEbJzrjHkicWASJCCEWANgNkAGJj/AAFXmEGIIZGBICUCI/f8uyhf967fmOrz+5euLQ5Y4jPV0nM7cujfRdGeztHLx1ITtwxczcGBnqGRnqGcn0jWQGspnBzFAmOzRgmr19vedNs88c7rt65aI5Yt64emvrQ7s16VOlX7GKKdVFVSdV7UTVVSPXCuuSlO4J6p6Q7gtLI0htfihcgLmBGAfUfKCG/ow14+74/GesGSXUOCj8WHgIdziMwIEDP2UyZmfXxV9N88W3Xo+WJLhht4XyiNsuIwFbYX5+WdIIhwEhdpe3uWXqzBnzprbNLimpdRhBRCTAElA74AbgLkANSA1AXYDdEdQgihcgTqmMhqJNNXXT6uun11bPnphaPHPGiZ9/OnX0aOeZ02eOHz9z8u5WcWfX5Yvd1zq7Lnd1X+vq7nlg+1PUZuGmkIUnhiauxjl1wEhCewLpUSDyLYMGUKJQLURqFKlRICKAR4AsAloC2UuAiGI9zhxxgHSABMYo3VDx8P3Ldz286oHl7evnp+9flJ6Tii2dUjp3UvGcxoqZTTXliaiqcAghQhgjTAmjVCDMIebYOvfHFIKwwoTTZjgcOcKWh2UAygIoo5YpHqjW1p8QlGEow0iGAcvBekQGKgPFrVuf/yS3qBVgD3EmoIxBLQG1+OiM3xaFahhQL8A6ojomKiF0Uqr2lb/sevuFx956bsubeza89eTKNx675+Wtc/ZtmfmXTdN3rGpdOy89vaW2rDTBVRVgCjADRFCbmwjdylwopoxYlRTBECOIMMQYIgQxhggjQhC2xlIQIAAhghhjijFFCGNECGGMitENfhAhSITQdd3NmCqEzrkkREB4O78Y3bBlEQdiHSAJkAaQDrABWZjoCcVbKVxlSI0CEgQkAFjI5q92BGrs48YLZzHmYcTymRbTfRXOceM94Yl50SZvJK2Pq1E85aqv0jauJpRoI1rUCFQYgTJFD1PFD4C1SdO6IfxH4jAIFAQlRjpCToQMCB0YaDZoa47W7l68+aun3z/9+pfm/u7P1u+5P9G6vnjyCwu3PL7wwb2bnp5WNrnYGY2xYAR5/r3tDfPwjYvvH9jZunRprPbtRRtahOfEw89eeeL158a3f7n60V3Ni0uNAgIwE3am52LmJiwX0RyAXBZuMAsQnieUACU6ApgAFHE5Vk1t/GDP9iMfv9Hx7b+vnf7pVtfJ3u7Tw7cuD/ddHurpzvZdNgevjwxeyw7eyAxezwzeyAzeyA72ZDI3+wcv/GpeHcpevdXb2d9/dWSkr+fm1SOHDk+ckJaqzrlNKIZ05ir2HERU3RPSjIB05qnOHOnMtRkB3RXQjDzVkYu5jrgTMicgOuBeaAtDLQxEAPBxgN/2BOSC0Uayf9QrcJsyVigh5CyyBDKA+yG1E2H3BcIHDv7wv2/1mGamr//W6Qun123eqOd4tByvDOTqkYjIy7PlB3NiUXcwoNn1UCiYbkjNnTljevuM8rLxuu5DWEVUR9wFiANQD2BewNyAOgDRAFYAVRBXAUSUsmBuTn1F2fR0w8yJE2an6uZOmrh6yfzvD35zsfP0ieNHznYcP9Vx91m7c11Xu7qvdXZdvnjxalf3jQe3PUVteVDNh84EjzTm1K8CzgqgxIAagbYolFGoJaAsgmoUqRGsFmA1gmUhkjEgi4AshvYyoFi4iQGkAcQUlc+ePmn7g8t3bFq8YXHrkvaq5VMrptVGFjYVL2qtWNI+YVpjdVFhUBEUY8Q5Z4RQQghhhIrRaz6YI0QIpgpX7sKNGoZaIVDDQM0Hli5ThoAMWQsNsR7FehSwIPeUNM/fOmfN0+FkO6ABoMagLQFtCSBjo00oJQSoG2AbohoinBCSTtW89Nyu1/bueu25rS8/sf7l3Stf3rFw7+ZZeze171nf9vCyxpWzG5obKooSMaKogHBAFcik4vBzaRBMKSYEWyobPEYZZH1GY8+3RTe3lcSEEIwJhHgUPYggRAhhBDOMqCJ0p8MnpVNRDMZ1TFQI2VhFQyCkEHGEFUxsCOsAa6O4QU5A8rAak95KIz/lCNQpzhKiRCDNI0pE6DHdVay7i6UzzmUBU/KpCHFboXQXe0I1OdGJ3kjKHqgSrmLmiElfUrji4aJ0IFpn98YUPQiQgrBy92we3FXiAY6giqGGoY6gDQEbAUo+8ZTZCx6YtfrIh/8xT1z7esfLu8um/WPapm+WPf5i+9pXNjx++VDXMw8+nY7UzitIbx2/6K0lu7557M2vHnll/65XX5yz5tG6qfPs4b9PX9WxdvdGd/z5qhlrorUBpEgkMFEAIJgZhOWOTtaQC5Icawav6mEhPAQxClFAU+bUl726de2Bd/ae+OrvV0/8cOvc0VtdxzM3u369dXHoZuevvZeyvd2ZvkvDA1eHM9dHMjfM7C9m9peR4esDmQtZ89qIeSMzfG3E7DHNvuGh3p7rl17Y+5f8/LAQkjKVcl3oPkhUaQQx0wjTqXBy6RKam0uDCjvmOlEMIr1Y8QBmAO4BMgDUfMBz78aN/7cQOUDkgLs8TUGghIAWBTwIRBCpAUB1SIThzvnh0I+9vb/09t74pefKtZuX3vrbW+X11Y5xPldB2BkpVAP5WiDgiYSNPL+0KU6njOTn1FeXt05qmJRqKAhHOdcB5ACpAOuAugF1A+oCzAGoDVIFjQrjscftrCgpmtxQN6spNb8pPTedaquvWrl49oEDn3d2njx+7PCpjmMnT/z8O9xcvhM3D2x7YjS7scV5QVN++j6UmwaOMiCLoOXOkDEgY1CNQJEPeR7keUjJR7IQyEIgY9CRADKC7YVEzweQAUSchm35PTMe2rRsw4oZ9y5sXdhasbAxOT9dvHRy1eIp1XNbq5vqSosKg3ZdMsYIIYwQjBDGhAlNqE5MFQgpBIgTLoU0dNdduLGMCHcHVMNQFkA1bOGGuZLUUdS+dGf15LVYi1m4AVp8FDcyOoYbHVKJMMOENEwYv++Zx15+7tFXnnno+UdX7X1k2fOb5+65b+oz61ofX938wKKJS6bVpeuSsViEcAUQDqgKqMp1D1PshLAx3GCMMBkNYj3gsbBeYkzI3bixyiuLMpQKqeqK0AjmgmsOu1fTDEUxGLcTclt0NzoIR1hgohHmJMxFmGHdt8PUxWWIq2GhhqUedbjihiuu2yOKDAiRo8qAwxnJyU2EgiWBQMIwClSZqzvCmqNANyJOX8ydW+wNlngCSde4Yl9+0p+fDETKPePi44JFXn8EIv5Hm/gfcCMQVBFUIVAgUDDgOhB+qCbdhQ2R0l2z1rTYo9VA3Zpbt690ztZY0/trHh/84dI/H31zz7T7P5q7+/1pOz5a+5feL88NHeg+9PzHjzQt3lLV9sbUlWv8yf0Lt67zFD9XPWdP47Ii7vcyl036DH8UUxdhuZjmAewCyGUNqjAPSEdEyjxBJYXIQUldNP+xFXP+/eLuI/98++LhL6+f+O5Gx8GB7pODV079P5c7sjfPD908N3Src7jvsjlwzRzqMTM9I4M3MoNXBwYvDGQuZoavDI/cMId7hjM9w0O9w5n+S90X7rlnKeMK5ZIqDsyk4sihqqE4A0L3MdXAXEdUIioxsxFhx8KBVTdSPEC4AfeMbn7gli0g989w4x/NdKyp+e1kRwkBNg4q+VgGINEg5m5Pzs8/HTbNbG/PtZ6eywODvac7T61Yu0oadt3vZYZBDZficRvB3NxQICfX7XXpHkMGPI6KRLw1na6prvd6Ata2WcwMgB2AOADRAdEAUSDhlrNY120lxfGpTan2dH17qmZeY8O8SRNbqsuXLZi1f//n5891HDt6qOPk0RPHf/o9bjq7r5zv7L548UpX97UHtj1BtTyohoCM02BjIHUfymsEjmqgJuBvxIlCGYFKPhTjAPcDEYCW3EhGoDMGZIg4QkT3WkrxcEHggfuWP7RpxcoFU+9dOHl+a+XcdOnSqdULm6uWtE2Y21JfVxoP5nhURRBCMcaUEAQhRkSRDlVzYaIgxAjhKpe6ajN0t93uv40bYKn1/ogbNQxEPpIRpEbU3EoAdKMg5Y81Cl8FUKNAKwJaHKhRoEaRjAKRD6gLEBskKkSEEJKeWLv36UdefHr7vicfeGbbimceXvTMpplPrJ28e1XTo8vSG+bUL5hclR6fjEYLMBOAcEAUgBhiEmKOMSWY0D/EbdDcTnawldogjKwkh1BCGCGMM0Wquk1z2jSnw+5WFR1jxpiqSUMIm6I4GbcTKhHiEFIwdjsPQoawQqhOuZNyg3KDcDflhlR8gtkJVghSGNEEs6vcoTCdIIYhxZAQxDhRFCoFEYxYIycMIUWIY6JSpnNhKKpbUd26Pc/uDHi94aJ4eSQSV7iNjh6iulMHhO7ADYWA3w4AOARURzKHGj7mFAA3BZMPVrQ/kWh/vXzBE5HmNe6ypaG6lYnWdl/F2sLW1+rW7SldMvhZt9lpmhfNn1754pXlOx6bdM/Hyx6do0cPr31m47iaNPZvq5w9L94Y4H4IKAACExdhuYQFAPbeiRtFD6tanuA6gZhDWOjSV09tePfxLd+8+/yZrz/sPvTplZ++uHXmh77zh3vPHxm62jF88/yvPZ2/3ro43Nud6b2c7b2S6b081Nc9nL3S19/Z33c+k7mSHbrR13upr/dadrCvv6/3q6++NgwvVzSbkQsw90cSiGtEdRHFwMKBqASjx9cVRCUgEjIdcifgBuBuwH2jmx9u2x1ve5GsuAs3t2McYOOACCAlgJgBsapII1oYO3n0Z9PM9t+6MdB3Y2CgZ2Cw76XXX8wJ5upej7+wMD+RiFWVl6eqU40TGpsmpGpLy4ujAbdeGi+ckm6Y0ticiCelNDBWMLFBrAOiQ6IBLACiEBHCmKKIZCKWrqtsT9e31lW2VJZOr6+enaqbXFu5ZN6M/fs/7zx/6sTxI6c6jv0eN2e7uv8MN2HkLKPBZm/1GmBMBGo54AmgJKAsAmoUaFFoiyAtjGW+dSwCjm5yCEFnBNgC2JGLbQ4AISaoenzJzh0PbHtgzcoF09Yunr6gtWZOumJp+4R5jdULW1NtqcpYOCAogQAgRDhTGKEEY0q4Ih1M6BBRhJiq6DZFt0vdaTN03ctlzt24+ZPA9jhQwoAFkCwEIoxkIVQj0JqpWamNGgVqFMoIEPmAuADRARYQEUppc7pu754dzz+x+bmdG556aOmTmxc8cd+MnauaHlue3n5Pau3MmrnN5Q3VyUgkjCiHFm4ggUQARDCmFN/u3VCCiIUYfLt9AxAEEAJobZYghFqOcEVRVcWmKjbd5nQZPr8v4LC7pbQzpmBEOZNSOhlVFMXBuY0QBWMOIbubOBQhS00vEBIQcYwYAogASCFiEFOICIDW3+YICYQUjFWMdcb8mhbx+YrC4eJotLaiqr2lbeHs+QvnLJozfW5724y21umN6db0xOZEvCQSigb8QYUpBBFO+d26m9veAAwBGYvf/oUAEIYEAogAohM1ruXtaln6esual6oXPhVvm0zGRQBPIveiQP2aQHproHVfzdofnv7syDs/9hy88fnTH51+5+BPz/3joxW7p9via/zVjyWmtbKCB0tmbqq/Jxd7FKjl+xIYG4TlEh6ExAeQGxAfZHlYBKkSYMLHmA0jQgDwCjattvSZTSv+te+xo/98uWv/B5d/+Metk9/0nf6u7+z3Q5eOmzfODl8/l712Pnvt/NCNC8M9l0Z6r470XTPNnv6+rt6es9mha2b21lD/tYHeG78O9t/qudnX1z9jznyqSKG7qXRIT4DZfZDrRLqEM6B5wzZ/WHEFhO6jmgtxHTIdMPsYbryA547a97j3z8L350G91ggcQIUQGSmI11fXnTz841BvT3/PlV/7e3pvXjazQydO/jx37uxkRVldU2PTzOntC+ZMnzd9xuwpM2Y0T22qS49PpquTTbUVU9MN05tbUuPrA7lhSgQAGGIVEYmICjGDiFDG3W53LBJuaqhtrKtoGl82uba8vb6yrbqsrbK0pbp88Zxp337zxYWus6c6jp09c6rj5PE/4ubS+c4LXRcud168+sC2J6gWgGoYaAkabC1ofNiWWCpj86m/EWkVgFtjqQhQwlAJIhnCMgzVEFCCwFY4hpsc4vASTQMIMIVMqK/esmntpnuXrlw4Y/09s5fPalk5s2X17MkrZ05uKC3KddgUQhgmlFCCGUZE4VwwLoTkwoaJAAAjxBTFpqu6LnW7dErpYqoPq7dxE/0T3KgFUC1AshDJKCB+aiSgGgEiDFgQqBGrHgRqBKgRKCOQBwExANEB5hARznlbc8O+PY/8Zef9e7bfu2vz4t33z921rn3H8sYdSxoeWphaPa16VrqsvjIRCgUhoZAKxCRADDOJqSCEUUyp1cFBBCOMIEIAccIE5YJyRkbnVowwwRVN2qS06brDMNyG4bXrhtPh9npy3a4cRbERwi1hjhA23eZiVOFcZ0xauEGIQ+tCGyAIMYQ4QgxBCsem1BBAAgD/TW4MJAJuTvJ1pTjgq48XzkxVr5w55aGVi5/dev/7e5/+9N03fvr2q3PHDt+80Nl37Urv1cs3uy9c7+6+efnq1e5L3ecvHv3xp2OHfv78k0833/dAWSIJAYQAQ4jvGJNZqQ2Go23s34dQnQgzRhW70CUg99a0721dtWf8vNX+impgjwLRoETeWfDo2zO37YrNeaZ2zYKi6fNqFmyZ/VAqWPPQlHXvrX/uhRkPPt2wogZ6HihsqUE5RcB+//hFLeH6iFrAgMTISVgu5fmQ+AFyA+yGLA+JIBa5mDoxUTEiGEAbJdWxgnVzJr/z+H0H33/q3JdvXTrwYe+xz/s6vu47+W3mwk/ZSycyl09mLp3JXDk7fO2C2XPJ7L1m9l3P9F26de10z9VTmb4rZqbXHOodGeg1MwODfX0DAwOfffUfbzCEmHAGCgCmjlDUFUno+XGZG5G+sC0nbB8XcQYKnYFCxQgSzQO5AbkBhQ9wL2C+Mda4/z9x4xkLF+AuQByYuTFxIKQ47Tl1VROmpBt//m7/4M3r2d6b5kBvf8+V4f7e/ls333jl5alTp6RbmpqmtbVOb21qTTc0VKUnlE2qK5lUk5zTkpqWHj85VduWTk1uSFcmyz1OL7Z+PUECRzuJ1GHX49FIqrp0Sro2PT7ZVJWcla6d15SaVlfZWJpIJYvmzpj6zddfXOg6e/rU8XNnT5/qOPE73Fzo7L54vquz60J358Wr9299fBQ3ahENtiZmPFXY8lhi6uPh2g1G4SzubSCeWqgnAY8AFoIijGQEWrs29DiQEWAvBNo4YvcRmw0QKHXRmK5fs/yeNUsWrVo0d/XC2Svntt+7cObCqY2tdZUBw271OXXVZpMOQgQASDCmcM65Ykn+ACQYc0qFLu26arMpuqI4meK9CzeWuPl2qBGgRgAPALWAuZNACUM1DHgA61GoRoBi4SY6ihs1AnlgFDeIQ0RUVZnR1vTiM48+88j6Jx5a+cjGhY/eN2fH6ratS9JbF014cF7diraK6ank+LL4uLwciAkkHDEJMCNCp0KO9m6sZg0mjDCFCSlUu9SdNofT5tBVm8oVlSu61A2H4bQbTqfhdnv9/lyvJ9fpcNt1wzC8imIjmCGIIUAQEsE1m2ZQqjCmUiIwFqO4QaO4wZhjzDFmlphw1JMFgI6hAwM7AgYG4xRcGjTaaxMrp03auKD9yU0rP9j7+I//eq/r0Ne954+ZNy+YAz1m/y9mX89w381s7/VM382R/j5zOGOaWTObHRnM3LrxS3ZwKDsweOVi91uvvhkJRcZuYJHbfBkzN6DfBbRE0pgAwpiiY0QcWFmVmv7CvA3PT15xX6JpogjEkN0L2NJ4yxMt6zYWzWj31oxDfgN5VjWv+WrfZ/0/XD/26n/2tG98Z/HONZFJb8986Ov1L9SQ4D2Fk2ZHGirscRvQCNQJy6UihIgfIANgF2C5SAkQJYCoHWKBMcMIc4wjPveU6uSzm+Z/+uKW43/fe/6rN28c+scvR/71y5HP+zoODJw/Mth1NHPxdOby2ezl84Pd5/q7zt7q7Ljeefz6hRO3rpwZ6LmY7bs23N8zMtA7PNg/PDTY19fX2z+wfN0G6fJo/jysao5Q1BUtVnIiSDUA05CiM92ruPJUd8AZKGS6HzAdcAcUHsC9oyI67gbcAMwNmBtw92/osd4wN2AGYE7AnIA7IHMg6kBYY8zhMoKlicppjVOnpicd3b/f7O3N9lzP3ryW6bnee+li37Ur3//ny/bJzeWVZYmSongiGosXFMXCZYlIqjLRlipvrk22TahoS1VOqa+ZMnFCc/2EZCzuMzxjSlTMKDXsejQcrErGGyqTzTWlrbWlk+vK2usrpk2obKstT5ckKuPRmVMnf/nFZ53nz57qOHHuzNmOEyd/h5vO8xcvnOs8fwdu8qAaxu7xLDSloHGbv2ZTvGVXovXRksZtifSD7vh8JdCMbKVQiWFZRBzFWC+GWhzaiy0lDpBBYs8hmg0R5HDKBXNmbly7esPKZfcuXXzP7Gnz2lrmtbVMKEvaBVcI0Th325265sCYIUQ5UwgmjFBCGETUUhgTohDMdFW3KZoUNiHsVLixkodkwehOM+0O4lisUSPUXQKIH4gwccQB9QMeIM44EGGgRCxlIFAiQLmNGycgGkAcYWLT5Lzpk195dueeHet2b16+fcPC7etmb1s5ZfM96c3z6zfNHr9kcunU+kR1aSwnxwcQBphBogBIMFMpUwmmZLR6wowwXbX5Xb5wIGSXuqE7Dd2pS/033Dhduqbrut0w3D5fjsedY9cNm+aw6wa18hpLYQwwo4qi6ARzShVCOMbcSmfgaIJDxnIKq1IbPR7OIdAQcGEQUnBxjmxKhpe31T62Zv7z29bt//DVY199fP3k95lrZ8zeK2bfVbP38kjv6G9sc/CWmekzzSHTzIxkBjIDfb09N03TNIdHhgYyN679YppmNmM+smMXGWWcdXUP3+GlusvAObotDGFmdxDNFi6IxvOja9sWbmu7Z1t67o4JM9cVT4ojW4IYQaDMjNRtb161qXr+BGcyyPOd2Jv0lT40d/PBV77OHrpx8KmPn5m6cXvtwnXx1sOPvRcDtmk55RvKZzT7Sr3QToFOaS4TQURzADIANgDLQUqA6vmQ2gEWmAjr/8hj0yqi+TuWTf7b42u+f2f3iX++ePHb97u/+6D7u7/fPPJl/5nDA53HMhdPZy6dG+g8/UvHsQuHDnYc+Lr71JGey6eHbl3O9F7N9F7L9t4c6e8bGeof7OvLZjMDmcz+H38sqqhEjIeTSebyEbsH2VxI9whf0IjEfdGEEY5Kb9AZiBBpACwAkVC4oPDcQZPb4RoT13nuZo0DMh0yG2I2xh0YCakYpfGKmS3T50+dMXVCw+mDB7M3rvacO33t1InM9StXOo5fP3/21KEf2iY1eNxOoTCMIcFAMORQScirJwtzUyXR6enKuS2pqRMqW2oqm2qrqxOJSCBg12yCC86ZYbcVRcITKpKTqpINZfHG8sSMVNX0VGUqGasrKmwqT06qSJbHo9NaWz//7N8WaM6ePnPy+O+ymwvnznd3nus823XxQmf3ldu4gY5SFm4LT9oqogtYcCYPtgdLlpW1bCtq3BpNPRBILrUFWrFWDngc8DhQi6FeCWQx1IuhLUL0AOYSYRwKB2a2T1m5ZNG6VctXLpq/ctH8pXNmjU8WOxUhKdWFcEibLnWFS0qEdUFNUE6wpeInCDOEOSGCMUWXdk2RKpdC6FTxYBlAsgDIQqjHAS8AMgZEGKgR7CoGagRqt6XPkbttb1YBFQVqFCgRqBYiGYEiAIgTYImIAgCSUmy6d+mO+1c+uXXNIxsXb7tv4UP3zt6yfMqDi9L3z6lZ016+YFKyfUJxRTKqaXIMNwJRBVEFjg6ViMKEz/CG8vK9hkcKySnHEEshvYbH43TbpW5TNF3quqY7dKfTabhcHr8/1+8LGE6PIiQh7DevJsQYM0K4FRaGICSWGBKMqW8gtGyT1m1NQADgEGgY5AiU8CmNxaGFjeWbF7fve2TDJ6/t+eajV691fN/TeWzw2rmR3ktm/3Vz4IY50GMO3jKHB0xzwBwZMkeGRoYHR4aHhocz2WzWNM1MJts/MDQ4NPyraWaGzZ7ewa7uG8XFlYRwCDAACEFMCLcubf62hQtaRtPRD4SJLu37tj3V9e+D597811sL73ti4uy1sdq/LtnyVMvix1uXvLp4y5urdm5J3zM/PmlqtEEBUsMGB0qZv/Tth1+78tmp469/s3fhtsen3Ls62frmske2TpjX7k/uSM2fH6pyAS6QAyOHUIKIeADUIfUA7ATUAMwBiIREIVRlVHDKHYoaNmyLGpP7Hlzw2Ytbv3p95+EP9579z3sX9n986cdPb5042HvqUO+po9ePHe4+9P35g5gLHvwAACAASURBVAe6fvj+ws+HB653D/R0Z3qvDffdNPt7zME+c7B/ZKjfNEcG+vuGMpnzF7sf2/O0OxTyFxYSXccOjwzHlECEewK2YETNCeh5oVh5TUldOhwvJdIAiEFqg8wJqB0KF+QGYE5A7YA6wG9aXg8gTsAMyA3IHIjpWOiIqgBRAJBddRQGIq0TmhZNmzUz3TS5pvbwp58OXOzqPXfq8tHDt852XDp+5MaZjmPffDV1UopTrCjUcMhQwBWP5JXEQ+VFBdWJgoayWGN5vLmyuLkymS5PpEoSqWSiriQZyQ/Eo5HyZNH4ssT4ZLwuGUuXxJsqilLFhZNK4k1liXRpUbok0VCaGJ+IJ6ORytKynw4fOXfm/KmTHcd+Pnq649TvcdN5qet817kx3OyiWh5U8oGepIGmnNoNyN8CnQ1Qr1VyG52R6cHKdeGajdHajQUV9/pj8+W4VmKfAGUV0MYDJQlkEsoodRQQxUkYj0Yj965ctmjurEVzZ61aunjB7OllxXGPblMY04TQValLXaq64JJShVKVUkExwQghhC3WWNmNENLCjcIl5zYiXFi1cBOFtjhyFPO8OmiLAxGB9jhQI9AW+y+4Cd+Nm8gYbuwACUgEgMgw9M0bVj62ec0TD616eO28LffOu3/FjI2Lmu+bm1o/s3rllLL56eKp9cWlRRGbTSJMIeEAMYAoIgITxihnhArKdanbpa4wYdVWggm71N0Ol0OzSyGlkDZFs0ldqprNplv1lNvl13Xj9pVeNGYNx5gRIigRhAhKOP4T3IxWK7dZIyBwc1zoFKl43tyG4i1Lpj6zZdW7z27/5oNXOr775MLRb3u7T/Zf78z2XTOHekaXLWT6zeHBETMzbGaGzawV2ZFMdmQ4MzJsmuZg1uwfHB7ImlnTHBgxewZGrtzo3737WSntlCqWhQpjOrYS7O7xOIQQQowgBdiF+Ftrt5ufHzP/ceTWM3/reuSVG8++n33va/Pz40N/PTDw4Q+Zfx7t/cdPryzf0RZvqCisCzhj42QknWhdP3XDF3v/ffnLc08u2rqqbm56XOk9Za3bpyzb2bZiWbyhGNkTPI8ADoEqlSBlPoidiPsAM7DqA9ZsBXNIRqeHCuNuqTSWhLcvaX7n8fX/3Lfj+w9f7PjyvY6vPuz46qOuH768fPTALx0/95w5eevs6VudZ/u7u4euXxvu6xnu7zEHe83BPnOozxzsN4f6zaGBob5eM5vJZDK9fb3ffH+gcXqbI8fPHHbmD4hQBOkuwASSOrbpVHcYgfzU5Pa6xsmRRJk0comwA6wAJBB3AKt/zHRA7YBZVZUHUA/kXsAMayCNqERMYqoQygUVsfyC+pKKqQ3pOU2tsyc1Tquv3//RB91Hfrj886Hun37sOXPyyrEjPWdOnj347aq5s0LjPNFIoDwZS9WVTUlXt6VrJk+snDyhNF0Rb65MTK4umVJTOrm6tLkyOakskSpLVCTj4yuSDTWl6ZqSdEUiVRpvLIu3ViRayotaK4qby4sby5LpsuKaRDweCvodzrLi0sM/Hjl7+typk6ePHz1x5tTp3xdTnd0Xx3Bz6YFtu6mWC5UgdCRZuCW3fj1wp4CsBGoJ0kqQLCWeSUpohi+xJFK5Llq1Pr94haNgLs+Zgt3NQFYBWQZEjOqFTPFyribi8WWL5s+b2T5vZvv8WdNqK8sMXROU6lLqUmrSJhUpuMqooIRTqnCmYIgs3Q2h1tV3wZiUqq5LuxRSMIVSSbiBlTwkI1CLARkXoYn+0nnEVwV4BGhxoEaALTbWyoncMSkPATmKG6gWjuEmPIobyAFmEOJwIHfbpnt3P7xu14PL7l8xY+PyGfcunrx69sRV06tXT61Y3lI6t6G4rS6RiIaklIgwOPYzjzCnVDDKOWGcckE5xdSS81FMDd3wON2GbkghBRMqVzRFSkWqipTSZrc7DcNtOD1S6lZqc5s4v+GGKpQIMlq5/BE3EAFI4Ghv2M1QWdDZVhFdM2Pirg0L3//LI1/9dd/hz98/d/irXzqP9l07P9hz6df+m2amzxwZMkcywyNDIyPZEXM4a45kTNOKrDnyq2n+appZ0/zVNIdGzMFhc2DEHDTNAdPszZi3BoYPfn/EZfjGvJoQIYyxNdon1oO1+BQhiBBiCOUQng/Illj9SyVt2/X4i/m1b8SbzqzceXzlzt4n3+vevO/y9tc7H31z4K1ve94/MHKs58LRniM/XP3k3R8+fffHlx5554PnPrl66Jc3dr41s2Zm3BULKrlJo3BiXvH/8hfVyfwE9xvELYhLl/kE20eN8ljFioEVAwkdcxvhkjGFUaEJ6dW10rB72ZTqXevm79t+70cv7t7/4Ss//PPdnz7/6JfTP9/q7Bi8ejF789pwz42Rvl6zv9/MDI7t9xs0s4NmZsAcGjAH+82B/v+754ZpZgf6+wYG+gcG+/e+ss+V41M8BrY7RCgsQ2EtP+SPx72FEa7riLJERVVD65R0S1tx2Xh/IEKFDrEgXAdEBUQCegduqAdQN+ReQGyAaIjZ8KhAjKuqDPtzmmtq5jQ3z0qnp9bXz0k3TJ9Q9683Xjn25acnv/7izHdfXzh0sOObz7t+3H/sy39tXrlkQlVJqqY8napsbKhqqq9sqE7WlMSqE5FUWTxdkWiuLJ5cXTK5uqS1KtlUkUiXJcaXxOorEw3VyVRlIlUSSxUXpoujjSWxlvJEc1liUknRhGS8rjhRXBjx6naCcXE8+f2BQ2dOnT/dcebk8Y5zZ87/OW4udF/sunT5gW07qc0P1QDQ4yLSEkpvhL4UsJUCmYAyAZQ4EEkgq4gxUQanemMLA8XLAslV/sRKe2wx8TVDvRrwKFbDRLg4V5NF8WmTm5cvnr9kwZzKsmJD1xRObapi13Wpaqo6yhpCmCXhJ5hauCGEUaYSqiALN9Kuq7rKFU4FIQqmdqTkImllMTE9OiWSWsUCKcCjUE9YN3f+O24KxnAThmoY34EbiChCOBGLbt245omH1z12/5KNy6atXdy+fE7jkqm1SydXrGgtW9ZcMreheEptcSwcEEJARABmVvceE4UxhWDKCBNMcMIsVTEnzKZoPsPrNTwOza5yxWoeSyEFV6Sq6brdMFwul8dhdylCYkzh6OYtcmcxRYmghI/2jyFGiCLE7sSNZR/gEBgMJXP1+fWJLfMbn9yw4O09D+3/8JVj//ngzPf/vnTiQO+ljoGe7mzfjexg73B2cHg4kxnODGYzQ8PZIdMcHIvMGGV+Nc3hsYesaQ6a5sCI2W+aA6Y5aJrDI+bq1fdyLqy1ypZkEfzhwyIOg8gJYAyQhwIlz46r3EYCn0SbHtejL4Sr30y2vFc17ZVY099q5h5Z+ljn9lcvvfQv83hPzyWzb9D89NPOg19fOXaw599/Pfrz/qtf/uP4+29/s3nTno2rH1kyY3XMiKZCZWvrZsV4LgEUAaYLvyp8jBlM8SKqIWEfPWIHR11pGBHBhFNRBAL1Rfmbl818Y8/2Hz99//LJH/ounTF7r5r9N8zBXjPTP4oVK7KD5kjGHBka3SuaGTAH+0f6+4b7+4b7+0wz29fTc6vn5uDgwImO4+XjK4xAjsj1y3BYBALc57GH83NjUXd+nuLQDb+3vKpqSlv7lLb2hnRzpDAuFB0RAbAARBklDnMAZgDiAsQJsB0gFRKNKk5CVYgwZTzH464rSc5uTC9smTR30sSptVWz0xPa66re+8ueHz756ODfP/jxnx//8MlHX//1re8+eu/jl/6yZt70tvSExok1qZryqvKiimS8IhGtSEQrE4X1ZfEJJbFUSSxdEp9UVjSprKixtKihLF4WD5clCqqKC8cXR8YnCuqLCtLF0eZkLJWIphKxuni0LBqJh0MBr1fhHAAQKyz67psfznR0njl1vuPEmd/j5tyFrj/gxgvlOKAW0PxUoGENzKkDehKoYytE9VIgS4FMIr2ce1N6eKonvtBbvDSnbLXIn4qc4wEvQCKPcIciZGVpcsHs6UsWzJrUUON12SnBimCaVCmlqiqFonKuUMoJYaMGaIgIxhQTRgXlklAFYU6pqiq6ptgUJhjhhAhEdSRykCyAthhQ47ZYeyS1hgVSQMSQUTrax/kvuIGjuIncgZtcQOwAKRAzjElNVenmdct2bV61475FG5dNW7Fg8qKZ6QWt1QtbypdNLlvaWj63ITm5JhEJ+CilACCAKEAMYU6YZFRgRDhhKlc45QQRiokUqqEbbofLZTfsUpdClUK1KZqmSMGFrukOh2EYbsNw2zQHZ4rV+LBYA60SaTTB4YQwgqk1rkKI3IkbCBAAAAOgM1Scq88aH3tkUdOrW5Z88Mzmr9977tTXH3T9+Fn30a9/OXdk4Pq5TO/VX/tv/jo0ipvscHYwOzw4MnInazKm+atpjpjmiGmO/TlimiMZMzuYzQwMZ4ZM81fT/KWn58svvxRCjB6KgMB6uLOGGstxIAYgn4sCgJqhWAzkeqj/O960x1O0t6DiXuHfEy5/OZraZo++WNT84ZQVBzc/+83ejz//onP3KwcaZ+x4cMeH7/3tzNPPfPnM3m+2P/nJE69+tX7XWy99cPCzb8+sWratKp5qLWqM2wvDtrCCdYFtCDAACCYSYA6ZihUdqxrmKiLM8sQIym1c/F8FgU3L53/xwZtXzh41B3rMbL851GuaA+bwgDkyZFrdq+xgNpvJZjPDw5nsSCY7MjQ8nBkZHrorwckMDff3ZXpv9d68dv3yxcGBvi0P3R+ORbVgQA0H1VBADfj0gM8fDQWjIfc4t91pi8Ui46sqm5smzZ45Jz0x7XH5IcKW/w5gFRANEB0QByAGwHaAdYAkIjbCbBgzhLBDt5cm4jMmTZg2obK9tmLOpPrpqapZ6dqWquSLO7f+682XPn7l+c/ffe3zd1/79xsv/f3l53fft7o9VZUoDMcLw7FIOB4NJ2PRqpKiVHVpY11FU21FurK4viRWkyickIimktGGZLQ+WVgWzy9LhCsTBeOLI/WJSKo4MikZay2NT4hHUolYZSwaDQR8dkMK1aqjCwti+7/+/kxH59nTnR0nzpw70/V73HRd6u68cP433Og+KHOALMC5lZ6aRTB3PDCSQI1ALYIdcWhPAFsCqDGgxqBMYGcV8zXwQLM9Np/mToKOCsDDWORQYddt9nT9+IVzppUWR3XJOcNSCl2XiqIQSlWpCaEwJgjlhDDLLgQA5JQxQinhhApMBMSMEEURmsJVTjnFDOM7cKPFgBqXhZPDtStYoAGoceQqAzIOROSOZYP/FTdIDWMZRiIXEB0gBWHOGG9tati0evGOjUu3rpl739L2JbNb5k1tmNtUuaC5bPmUyqWt5bNTxU2V8Xy/QbB13owjomCiMKZadnCrVmKEEYQZoVJIh2Z32hyG7rRL3Wrc6FLXVZsiFF3T7Xan02noukNRNEo4QtjaTHx7nAwhwYgSzAlhBBEI0R9wgxHEEAAKQcQlp1fHty5sfP2he/717AMH3t1z7LM3Ln7/ybWjX/3ScaC/+9hwz0Wz//pwf8/IUN/I8NDISHbYHMmMjOYyY2WUmTXNYXPENIfH3lmvM8Mjg9nsQCY7kB0eHDYz/f19ppkpKyuhlAAAMEaMUev5T3IcABQMI5S2S9cqxbsK2TYRYyV1bPFF5lJte7DopfiEjWpwOpSrPNH3l2769o1P9x8bnHn/O6m5T65/7LMVD3xwz4a3t73w/dqnP5358BvzHntr2dPvP/7+t2/9/ad7V+2uiKYnJVqnVrXHfDGfzGNYxUhwxY6ZJIoGCKPS5soLRouK0+nmFctW79qx84Vnnvv6n/+41nnazPRbY7ihvlv/++aV/5e1945t40r/fg8wwAEOcIDBweBgMAMSQwmUbUm2KemOQF5iMNwBSahXK+Jrube4JY6d4sRJnB5vkk3fbMomzqYnjmM7sWMnrnEvcq9yUbV6WWoJXhLkMDNz/xjKcfIr+97ffY0HAkTrD0MmP/OU7/N9ErExy9INM50xUhkjpVu6bmUylnEnDCtjmhnL1C1DtwzdyuhWKpmKjll6OhOPDfV2W6Z+/PAvLfNm0YI8nO8WZU+eX86VC/NK8icXT5HyxJxcR/4Ud8HkXL9cPLu5edGcOQG/4hAliCmDeYB4gESAHABLALkBckF2MoMkW8OJEMtTXvF6F85qum/uPXOrtdmVgRWR+sUzqpZF6meWa+88/+Qnb7z08Wsbfvjkgx8//2jHJ3/f9O6bjy2Z2xRWvdOneEs8qr+0TFNry0Izqsqbaiqb6yqaa8oby7QazV+lehs1X1PQ16R5a7XSCk2uCMqVwdIarbRBkxsDcpNa2qR6mwL+Jk0p83qnu92U5RDEtp+Bt1Q9eexc+43bHTd7brS1d9zq/gNueu/GzYbX32KlyYxYCPMU4A7w6lwwuYyZUgacXiAWo1zfb1fKbQ0L7wdCEEhlaMo9jKsCusKAl7FYyPEutyTNaa6vrdIkkWUA4Dmc55YEkRJCeFHgeZHlOIgxgybswSGCEAqUEswihO9uFfPUQVlKMGERwZgi1gVpISPIQPQDQRVK5xbXr+WKI0AMMDkhIChZZc3/J9wwHEScKDpXr1z6wuNrXnlq9YtrFz39wLxViyPL5jYun1lh4+ahOeX3NgSaw76pbgljDBHGRESsCDHFmGJECEt5jqcsl62kWE4SnLbixi3l5jhcIhV4jnfwdpvc4RQlSXK5XLlOp8RT0S4t7eoSTsjnIIN/G079HjcMtI31IGQgA4CAYYNa8uLKli9eXL33g2fObn772k+fdR7ZOnxub7TtcKLrXGbkpjV+24j1mYlRKx2zjJRl6YZl2m0a4w5oTMs0TcvULeOuUwR3/DSNmGHEM5mYrsfT6XgyGdvw5+coT5gJWw0AAITQTmomshy7/Q8BBErJpObJkysBnAnQKlb8e0X9hzMi79bN+OHe+/csXH1sxRNP5fs/m7X8kzXr3nrmzc9+7git+KBhzRf3v7R/xfO7X/ri2ufH4t9cMrZ0WT8MWB+cGX7i68NbT/X9fKTnxWc/+/ydHTs/+3nrB98e2X70zMFz509dPXPmyrYf93y6ecueo8ePnb9wvu1G263OntsDsfG4mTasjKnH45ZpGulUIjaeTMTTqaSuJ+1fQ8Yy0tmDDEY6+4vQ0zZ0rUzG1I2MDaKUpafMeDwTG7f0lBmPJcdGMvHx8cG+d959a2rAj/IkmMOTSU5Wos58yavKgaC3uDhfLsp3S8IUl7MqpC2e3RKpqw+qGuYESEQGCxPEkQByA5yLyBQGSwzkMeYlMdcnlzbVVS+dG1keqVlUF1rcGF4eqZ5TrS2P1EfKtWcfXPnSugdfeGTVBy89+/azj7+5fu1Lj6yaXx1uCqsN5cG6ynBDdUVDdUVNRbg8GNAUf8ArywV58pRcX2Hen+TCWrW0KeRvCvpqAiVlgeIyraRcK6oKFNeqxTWKp8brqZSnVXtLyuUSedIkB6Eo65qCAYO9pdqp4+c7bvZ23Oy5fu3WrT8cfum+3dPb39d9u6tn4HZP/8CLr//Vzm5QngZoKSyoAg4FTgoBUQa0AIgeIMrA5Ye5fkbyAkEGnAx4BTg0IAaBEIAuDYpe1jGNUElyipHG6uKCXCfFPMHuHFFyCva7kBcFQinCGEyYF9iSfgihyHMEY5jdKyIQUZYVBSpxmCOIsIjFmCIiIZoP+SLAe4EYEuSFct2TgjwPiEEgBgG1L5kqE4LjO6wpBmIJEEqzlvd8iV1MQW4qgyQAMERcrsv9xNoHX3zyoZeeXPXUmvnr7pt5/4KGpbOqlkZC980qe2R+1ZrZFfPr1DrNm+8SORazhFLBhVmegSxCBCGWJzxPKMGsbdwncHyeyz3FPdktufNc7hyHy4aRrbtxiZJTlCQpJyfHLUkugXdSKlIq8rwDI3KnnrprOMUhiO9UWNBeS8ga6zEMAG6BXdQQfPfJldvefOLoJxuu7nj/5t6veo7/MHphf/zGSb3/ihXtsmJ9+liPER8yk1FLT5hGKpPRdUPPmEbGMg3LNCzTNDOmpZtGyjKSViZpZeJmOmqko1YqaqajWeLo0UwqalnJ/oHOtusXZs1unjtv5rLli9eufXjlyuULFixobm4Oh8KyLOfl5TmdTlEQBZFHFC1fPuephXMf0sI/PvpU+8efD2zb/lRt7VKf7/zGT/q/+X7wy21LC+RzH315dsv2TZ9+9/dt52oe+Mgb+Ysy6+2nNl779qz1wpaeV/cPfXbd+OhqfOuA+eyO1sc2/vTOtrMfbj7fcdsyE1asN5aJGqlxPZUwLcuKp42kaY3EEwnT+NWy0oap64ZpmpZpZXQ9nUjoaT0ei8djcfsTkUzE48m4buh6Jp0y0mlLz1iGbmWSRjquJ23QZIyUrif1dOLXpN24iZnxmJVM/BobT4wOWInYWG+nlYodP3ZQqyuXigvz/SXh5qqKe6rqI3ULFs9auHhm84zKyIzKoFLqnT6lJqgunRlZEmmeWd9AqYg5EWIeIA5AHiCRQRKDJQY5GCggxIu8yy97I7V1CyPNC5qqFjeGV0Yq18xrWB6pag77l7U0RCq1B5fNW//QigeXzVv/4H3L5zUvaq5Z2FRVocjNNaFgwK8oXln2FBZMys1xijxHCeYwQgCwEDgJLsmTyrxFTUGlKeiv1bxlSkmZKlcE5BqttFHzNqreGp9cWVqiFuSXut0SRzEzIexkMADI7w22nrjQeauv42ZP29WbN/9w+OV2T0dff3fP7Y7u/p6Ogf7nX38HOwoh72F4H5RCgFMA50cuDfAlgLhxnhc4vDBHhZLCCDIUvVhSoUMBRAYOLetTIcis5AGI8yvqvFmRGRVlk0SeQOiknEg5jsWEEMpT+4HHIMhkzxkCBgKEGEoghyFCtlUDCxElrFPgJA5xPKbU9tzEAqZuJE5lhFJAy8XilaU1zwtFSwCtYIQKwAUADQBRBYLP9sFhJJlxycDpAcJUkOMFkhc4ZCDIUPQiUYZcAYMkiEQAoN+nvvDM+peeXbfuoSVPPLzwwRX3LG7RHl5W/9DSuqURbeXsskdXRO5tqQz6PBLPYsgwDESIRYgAgBDinA63S8whmEAGYogoy4lUtAV+uc4cSZREKlBCOZajhNodHEmUHKJTFBwiL/JU5KlIqUg5AaHsUScIbcUwySY4iGWyvWHEQAwgAhAxENo3dCUOPro08s3b67e/+9TVHe9f+v69Wwe+u31y9+jFo9G2U4nOi78Od1ixASs+bMZHzKRdT6VMK21aumkZpqUbZtq00qYt8LOSppk0jISp33X/JHuiIG4fRUnE+9P6aDw+0N9/q3+gOxaPxuOxoaGhkZGxvr6B9vb2S5cutZ468cuBPT/t+H7rlk07tm89fujAuYMHz+7ee/vUWb2nb+jSlV82f/f+hg03jp2whkaHzl+++svhkbZbv47H4uPJ09dG3t3cWqCt8jX95alPujYesb65bK3+x+knvj35510nX9138pWfjz3xzf5VH+wO3v/el8dGRxNWIq4nE2YqbaZ0K21YKcNKmabd505bRtJIJzOplJFOm7pu6MZdYd4VejqZ0VNGRjcN3TIzE6FbmbSlJ39NxvVETI9F07HRTGwsExuzErFMbCQVHUzFhjLx0VRsaHyoe6Dn1muvvxyuKmuaOWPx8kXzFs5atnzR3DmROS0zZkcaFs1uXjxzxrzGqoX11cuaGlY0NS5oaFB9foeYvYCEMAWQQEQpn0eIxADMIuIvKm2prZ9XVze7Mjy/OrSsMbSkTlvSGFoWqVowo7y5WmuZUbF0Ucu9i1pmzWqob6gIlytyaYErl4oOVsqhgkvgXSIVeUywfXaIENYh8nk5kuwpCCv+2lCgVlMr/N6wVw6VFlUopWFfUZm3pFLxNqj+WsVfJstq4bTpTpeTZFkDGQQRa+PG69XOnL5843p3+62emzc6r1658Tvc9PW09/d1ZXEzOPTs6+9g5zTIF0FBQY4QFEJQ0JBTZfhihhagHC/MCTCSCmgpIB5APFDwQqfCOFRG0rI+nmJJFjd+dVakuamirNDp4BESWVYkhOcIT3lK6Z3taDBhgwkRQBggCFgMMcYQIgayCAsckSgnUcwLmPKYEsxhVsS8GzunQdEHSIgvXF5S9pzgWcYIDVBqAFwIUA3lVqDcEJRUIMqATgf8dEYqhnne33AjylCUkSgjroBBEsNwCHJlocrnnnri+afXPrN+1XNP3/fg/ZGHltcvnaWtmBt+/IGZj94XaaryF+c7ckViG6AjCJHtSczylJMcopvnBBZhe/jNEypS0S6m7uiJKaF2c0ekooMXnbzDyTvsiThPRcoJHMdzHJ/FDfgNNxARhDgECTPhE3w3bhgIIAPcAn7yvtlb3ntu+7tPnf/+nWu7Nt78ZWvvqX3DF49F21rjHZcyQ+1WtM+MDRrxYSM5aqTHrUzCyiJGN6y0YSZNK2laSctKmVbSMJOGkchk4paZtIyklUlYmYSlJyw9YVdYyXivrg/qqZFYrC+RGLOsjGWZhmEYtmhH13VdNzL6r3ry13Q8nYzFx/6ZiSczsUQiGjOSacu0rIwZHRnt6+4x0rplWZaeSSYSZsawLCuTsaJx67ufzj78wjfvfHvrmY9vlra83/D49rf3j3xyduSHrvFfoumjcXPH7eSbh7qqnv72rd0dw2krmTaTaStt/DZZ+zXblsrolp4ykikjabNIt7LdmYye/lVP2l9NPW3qScuwc5qMZeiWrlt60kokzUTcSsasRCwTj6bHR5LRoWR0KDnWn4wOJKMD8eHbscHO+HB3cqw3OdY7PtAx1HPj6C97V61YumBOy72L5s5puWfxgtkL57UsXzx39j118yP1c2dUt1SFZ1eEFlaXL6mumFtVNruxocTjIZhFENvls/2kgQymhPdNk5srq+fX17eUheeVBZc3Vi5vCC2uCcyvVufVaS01oRmVWmNtqKmpujlSjN9aSQAAIABJREFUF6oMFPuK3IUuKnGYQpZH1EWJg2KRYoFyDkHKy5laPM3n9wYCalVluKayrKosGFL8SrHHN71Q8UzT5BL/1HzFk6+VeMJeOVxa+qeiYu/kAo+UyyPCMsj+9GbfilncqGdOX75xvfO/wE13R19vV3dP+x9ww1A/FEPclCYypZ4R/IAWMaIH8B4gKbahH3SqyKlmvThFlZFCQNSA6GeEEiJ5GMT5/Uqksa6lrtpfOCWX4wQWcwjzHBF4nmWJbTdh44ax3e4wxBgCAFiMCeEYhAFkMefkaA5heQxZu5hCkGUQD+kkKBYBQWGEakl+IND0RqH2hFC0VChaxDhrAacBTgGiCnNDKC8IcxTgLAViMXAUgxwfkHx34abYxg0ArMDnNjfNfPqJx556fM1zTz34wrOrV6+MrF0ZWTmvYvWi+ifXzFsys8Lj5lkICGI4BDkWswhDiDAiAi+JYi5HeBaxtp2NPZ+yU5gch8stuSXBSQm1KykHLzp40W4bi1TkqcBTnnIC5XhCKCH097ghCBGIWIQImrANZRicxQ0DGQghYiAD3CJ+YuWs7z/csOOD505tfuvmvi9u/rL19sm9QxePjF49Ebt1LtV/wxjtSY/1ZmJDmfiwmYwaetzIJA0zNRFZ3JhW0prIbjKZuGUkLSNp6QlLj09EwsrEM+lhKzNipqPp5Eg6ETUyScvMZHQ9ndbTaV3XbUXynaaQbum6ldbNlG6m9EwylU4k9GTS1HXLstLJVDKeyOi6ZVp6Kp2Ix+PxVDxpXbkxduTM8A+/DLSs+gS5W9R5b3931fp5wNozZu2JWrvHzB+6khtPDTz62bHtF2Mx3UrrZiZjGaY9U7t7rmYYVsbI6hjTZlZalLbMtGXov/tqTNzP1FNWOmElE0YiZsRjmVg0E49mYiPp6GBytD8x3Bsf7IkNdMcGuuNDXeP97dHem+P97fHh7uTo7fhw93hf5/XzrY+tvr+pprKprqoyrGmK1ydPU3ye+gotUlc+d0b1oqbqZZH6VTObVjU3Lm2qXxRpDqlqrsOBIYIMRLanNYA84eVpxZGquiWRyKKGutkVofnloaU1ZffWhxZUay3lyoywv7FcbajUwkHF55e9/pJJhW7qoJhDkGUgyyCKiIPDPIEEQxYTkZ/imepTlUBI04IBVfX7fXKJp3BSriSJNMfBT3XnlE4r8BdPVUuLgl45IBd586fki6ITEw4ilD15zDAAMmDCY/vf4qa3q/2PuJE8jFDM8H4ypdETXl2grYCOAKAykmRApwOnBgQNiAHoCiEpBKgCOB8QVMYRAmIACH6GL+ZcRQhTxe9vrq1adE9jTUDxF07J4SkLIcGYcnzWSgoiJnuvDbOEZVmMMYIQEsJhlgKIASJEzKGiC2HWlrshhBnIMkhkaD4jlgIxAPgql//BqgV/12a95W/c4L9ng1u5j/PMBoL979QYl4bygow7AEQfoCXApQDJZ7sU34UbJ2BYt7tw7ux5Tz/x+BNrV697ZPm6tUtXLW9es+SeJ1fPf3TlnOYa1eMWBRbyLHRQVqSEJ4RgzCKWsJRyIstSCO0LmRBDxLEcz/ECxzt5h11MiVQgmBBM7BdFKvIcb/8MT3nK8ZTjOUJZlmMxdwc3DET2Qhljuzhnezcoi5tswQURhgwADgLvn1Oz5f0Xf/7Hy0e/ev3mvi+u7/+u+/jugfOHhi4djV4/He+5nBq8mRzqyET79djgr4kxIz1u2sTJJDNGwjCTdyU4v8dNJmHpcTP9W1j6uKUPW+kBIzmkJ4aSsaF4bDgZH0+nkmbGMAzLMIxMJpPJ6Gk9lUwnk8mEqet6Imkk05ZhGmk9GYun4gmbDYl4PB6LG3rGMq10MpVKJk3Tiif0aMyIxqwfdl2ec+9rvupH6+//4Plvr755aPjlQ32P77z88Hcn1n1zdMOW1i+O3B4yrETayqQzGd0wbcoZpmWYlmlLo9OmkTaNVBYx9rgt25xKWplkNmvTE5aeyMSjRjxqJsbNxLgVHzfjUTMeNWJRPTacHh9KjQ0khntjA93jfZ3R2+3jt9ujPTeinW2j7Vf/2XEt1nMz3tse722P3e64dvLYqkXzPHnuqW5pkiTwBBHECAQV5Ije6e4KRW6pCi1pql7WVLO4vmJuVaipItRYWab5vLmCiCFkERI53iVKQb9SHy5rqa5qqaycV12+pL5qSVXZ7KCyqDq0oDoUKVNrA77akFpTpvm9Ja4cB+U5zLH2EwrzLCsSVmBZgSVOHlECWYw4IkhO1yS35HaJksgSbHum2B6ULEaUsg6RegrdJZ4psmfK9LxciXLEvrKYDebO6dfsxj/z73Bzu7Oj93Z3V1dHd19vx+DQc2/8DUseKJZARyBPWVK94FWlaT12VzKiH7sVIMiMuxZINcBRBsQQoAFAFEBVRgwBQQOCCgQfQ4toTjFLBE1RmmvK58+onlkdrlYVT56bIIgRohxlWWL7KiCEWZZQyvM8zxGOxSxhKSE8Y1uCY466cnmnE2GEWUQIJoQgliIuFzlk5NIYVwVgNVp0b2DmG0rkFSXyStXS97Q5ryozX5xesdbpX4Im1QEhAKgfCAqQNCYnBHJUIPmBwwfE0gncTGGQk4HclMmeeXPmP/fU+qcff/ihBxY/uGrhw6vmr1k659EVC+Y2VBS6RAKBSPAkh5gr8jmiSDDGEFFCeSpixNpFrD2QwhDZYj+e4yXBmefKpja2FY5dZAkcT1mOJ5QndII1vC2wtidTd3CTpQzEELITO+K2pzoGDAQMhBBhjAAABIJ6Tf74L4/v++qtg1+8fuXnz67u2dRx5Mfbp/f2nTs4fPn4eMf5/6f3Wqz3enr0djrap8eGjETUSMUMPW7ocV2PG2bSsOKWlbCshGnGDSNu6jFTj1mZuKXHzHTMSI+b9nZVatxKRc1Evx7r0mM9ZnxQjw0mooOZeMwyTUvPWMad9MIyLMu4k2nYCxJ3vjVMy7KMu37ehpRpZr8dj8Z/TViDvfHt21ufefmbmiV/8TQ/W7L8vdK1X5Ss/dyz6j3lvjf/17r3v9pzeThm6WnL1O2bUIZlmJaRsTK6lUmbetLU7yLLRFVoJKJ2/JoYM+Jjv8ZH7TBio0Zs1IqP2WHGRozxYWN8OBXtS471JkZ6YoOdsd5b0e7ro53XRm5dGbx+cfDa+f4rZ/uvnB26en6k7eLotYsjbRd7zp9+bPliicUcBCKLBBYV5oqqXFg61a3I+ZWqHKnUFtSXL6wPz68Jza0ONYbVlvqq5qoKVS72uN2lhQWa1xdWlBllZS3VVZHyUGNAaQkFljVU3VsdnhnwzS7X5lSGmsu0moBSGVCDqr+wYApLWIgRYjEiLOYJ5+SpiycODlNMJZGIAqYUcRziCOJYyKI78vWJQ0QQIsZ+x2GCCMUchzHOmlIzACCGuVOTwN/WceG/x01PR/vtnq6uro6u3ttZ3Lg8UJQZwT81dH/lgteKKx6CrjIg+KDkA1QGjkpYMId673X4ljnk+VxhBLlqAA0CGgBUBbyfoR4ht5ijYkhVmiqCkapgc4XWWKYpskfkCMFYoJRyfFbNx3KUE3jewVOBcpSwHCUCRsT+FCFCqCRQB8cSiFnAcZDjMCYUcW4kylDSgFQGhEr6fy0pqXs2R10lepcV1zxV2vis2vJyeOHrSssGT/Va0bsQTaoDjhAQQ0AKAZcGJHtodTduRAYSzzR54fxFz65/8rn16x5Zs2zN/QvXPbhs9ZIFDeHQ1BxJYLFI2ByBlyhPWdZBefs/hSeUpyKEE7cuEWu79hFMeI4XqSAJTreUy3M8h4nt7EdZzs5rKMvRu3BDOT47CEfsb7hhEIQsY9uOMBPav+xlGGw/Y2zcIAawEBS7+RceWrT7i7d2f/Lq2e0bz/34edv+rR3Hd/W07uk/f+ifN07HOi/8q+tSargzPXpbHx+wXRR+TcaMVOzXdMww4oYVN8343bgx0rE7rPk1lf18msmolRy1UsOZ8Y5MtNOKDyZHbw90XBvt6crEY3o8nkmm9LSuZ3RbFpgyM7rd1dEz6WQqmUikkykzY5gZQ0+l7X6NaZqpVCqZTGYyGV3X4/F4Op1MxMatZMrSrWh//PjJrsde3cb67/Xc/4X36T3ys/uLHt0cWPPRvKc2nrsRtUzLShuWnrL0tJXR74qUlWVN6q5EJm6lY0Z8xIgPGfHhTGzQjA0Z4wPG+GAm2m/FR634iBUbscYHzbF+fbgnNdAV72+P9bWP99+K9t4c6W4bbr8y0Hbh9uUzty+23r7Y2nuhte98a9/51oFzrQPnWgfPtQ6ca7126MBLj6yRc5xFOY6QtyjkL26pL1s8q3HJnMb5zVWzG8vnNpTPrQ/NrQ4urA/f21Q1qzo0szrUGFarVF+dps6qqZxdW90UDpX7SptC2uzK8MxwoCWozC8LLKrS5pcFmoNqJBRsCGplfr8iy57CqU6nxLIEcxTzFPMUcQRTjhU4zBNEMOJYxHE2ayDB0H6FspgniLKIw5BDkCDIIftmGkMgJAgSePeNn6ykM1tJ3bX6z8B/l920d/Z193R1dXX19nUMDj3/5rtZ3Ij+aeFVpdXrSEEE8IGsqxbnBUI18T4wre6F4vrn5KonPWWPiPJCxlEFeDvByeKG8o6Q4q8Lq80VWl3QXxdWQ4p3suSkhKWEsJjlCM9xgj2FoRxPWUpZyrN2sgkZwCAEMUGYgywHOApYFnAEUA6yBCNOQkIRFBUgaDCnzulfUVL3NOeZB8QqPCVCps1x+pdPr1xX2visEvmzv/nFwvJHeXkxdM8AYhhIYeAM2H43E7iZxGCBgURRtBXLVq575OEnH33o0QfvW7Viwf33zq8JhTzuyTxmHYSf4nTnOXJEwnOYcJhgiDHCHCaEJXbXGNnuGRDZO5mS4JQEp92joSzHYWJnrPZk6g5xbNzYvRuO/Ke4wQyDAYMYJjsFZyBC2Sk4tFciIYQcRhxiOAgWzQhvfv/lbe9vOPbd+6e+/+jSz19fP7St/djOnjN7h64ej946+8/288mhjuRIZ3qsV48NGvGR7BM+FTWMuGlmw55D3Y0bKzV+JxcwE1ErMWKlR/VouzHWYcX6Yr0321oPt7UeHeq4YRm6NZGe/GpZ6eyauXGnl2LrdCf6KoZpZuyvppm502wxDD0aHbVMPROLGtFoYng8FrP2nhuf3PiCtPhL6YE9dMUuMvfTSbNeq1nx6qWrQ/p4ykokrETcSias1EQkE1YiZiXjVjJmpeJWKmYlY1YiasbHjNioHu3LRG+nx3rTY93p0dvpka70SE9quFMf7tGHOvWBrlT/rXj3jVjnlejNyyM3zg/cuNB742xf27meK6c7L5y4eebI9RO/XDuyr+3w/htHf+k8frjrxJHuE0e6jh/uPnqk++iRQ5u+fnv943X+0uagsmJW04KmqsUtDXNmVCyM1MysCzWWKzPK/I0hX61W2hT2zq7S5lYHm8rUGtVbo3qbywKzq8MzK4MzQkqFr7hJ888q12aXa7NC6uygMq9MWVAZalCValUt8ytKkTw5J49yPEsoR0VMKMuLLC8ijoMsizgWcSxk8e+CsIhjMc9hkSKeQJ6dCAxFFokEiQSJLHIQ7CCIYgbDPzpT/843lgGA8XqVM6cv/oabq21/wE33H3DD5nigKGN3qLjqocmBVUAoB3wI5lQChwpEjSmY5witL6h+TlLWOH0rpofXTg+vdZbeC8RyIAYZUWGoR8wpprwj6PdVat5ZteEazVul+SsCfs9kN88RjBADGFGUHKJL5CXK8QQTgljKciLhWQZmLxURRAjDQAAh4DhACRApcPAMpZjwTlb0IIcfCAEghATvIrlhPVc8F/Ah4KgGjmo0qZmXFzv9K6aEHimueaq08bnplY9Lyn2cZx6QyoB9hiGLGw+ieQzmGUgqK2ofXL1m9X0r19y3/JHV9y1bNCfSWJcrSDm8K5e6cniXW8jNFd0S7xI5kUWsPWOyfYgxwhhhyMAsbrK7C1ldH2U57vdh48aei/OE8pTnqWDjhsXcf4Ubu1MzocS5GzeYAYzAcTxGCIAqf8nHrz7z9VvPH/j6b8e3fHB+12fXftly88gP3ad2D10+/M8brf+8ecbu4Oij3cb4gBEfNuIjZiJqJKJW5j/HjWlHMssau/Qw48NWrDfZfzU9dMOK9yf7bl5vPdR28tBY1w0jHrOSCUvXDcNIG2bKNO0dq0QyblPGNDMZPa3rqYyetvcDUqlkKpW0iZNOJ9PppGUZeka3rEy0v9NKxqxEIhYzT7WbpQvelZZscaw5yq8+Ia3arT60ZemzX40M61Ysbo6PmbERy66DYmNWfMyKjZqxESM6ZIwPmtFhY3z417HB9Gh/cvB2cqBrvOfav3quxLqu/qvr0njnlWjnxWj7pWj7hX/evBC9cS5648LY9bMj184OX20dvtTaf/lE54Vj7ReO3jp/5Mbpg1dP7Lt0aPf5fTvP7t5+Ytvm1u1bz+/afmn3zis/77z804+Xd+68tGvn0W83ffryn2eG1OagsixS31ITmttQURdWakL+ikBpddDbVKW21GqRSnV2tbqwMTSnWptVGZhZHmgOK3Wqt1opbgh4Z5Yp86pDzUGlUfU2BXyzQsqcsDo7qERCSrWihnyKKns9+dMoxwMAIWIFyQ0gRoRnBQlTfiKdYRmMspUUIZCwiCOIp4jnIE+QSKGDQ04OSRRJHONgAY8ABwEHAY+gyCIHQZRlMMxq5SYEnHf5xv4BN903b7b/ETf9nf0DPf09Xbe7+/onWsVTGaGIkVRPxZrC0IOMqx6I5YxUDsQAkMrZ0pVS+fPu8mdI8TI0uUUsXTo9vLaoYh0tmguIAjgf6/Jjzi2KLkUuqdS8NZqvVvOVKaVBv6zIRS6HSDDmqeD3KYpf8cv+okJPYV5+npTj4CgHoYSRhBgHZkTCOCmTIwK3BPIk4J2ONC83s6501j1lVVU1LHWzDi+bGwJigMqzp1Y+zBY2AyEE3Q3AWQnEciDVorx7uKIFTv/KScFH8sOP5YcfmxJ6xKkuJZ5mIGlA8CLJT9xezE8BiEOYa5oRWb502QMrVzyx9qEH71/RUF0uCQJleYFIEpcrUbdEcxycJBInz4kYYoI5FrOQgQzDYIRYzGKMOUxso2K7jLL3vzmWsx1F7YaOPbHiCc1iCBPCEhYTFhNbUmwvRt1BCYTsXf54DGAY5u7+HEAMgzhCGQBYyLAMoBAsba7a+fl7P3785v6v3z723btX9n5948jW64e29Z0/EL3VOtR2YvTG6X91XUr239JHu/Vonz7er8cGM/FhPTGSSUfNzLhlxMzMeCZtH5McN5NjdhjJUTMxaiZGjfiIGR/WRztTg9czQzdjXRd/He4YuHr6+M4tycFuK2HjJmkaujmR4KQsy/zdVsSdfYmMael2/P51M5UxDFsxkxw34/F/xcyOmDVt1tuOBducD54Btd/lrjpUvPjT2Ws/7O0d77p4YazjerSzbdzu2t66MnLrynhnW6znZrT96mjHlWj7Vfv14ZuXh69fHL5+Yej66cG2k0PXWkeut45cPzNw5XjP+SMdrfu6Th/sOrXv5tHd1w7uuHHk565T+zqP77t2ZOfN1v2n939/au/WM/u2Hd+16diOTQe3fvHDxnd+3Pjern98sO/zfxz59qvWrVtat245/u2mQ19+sfWdvz42f25LSJtTGW4OBcr9JRWKXBPylwfkunKlqUqrCyu1QW9j2D+zKjC7JtgU9jeF/U1BX6PmbVDlGZocCStzKtRGVW7SvJGQ33Z+mFUWiAT8tUpppappPtUluAjm7DcJoRLhXQARgAnDcpBwkOMQ5RAliBIGYwazkCWQEMQRyBFIOcgTKHBQ5KCDgxIHnRzjJEBkgchCFwUiy4gEu3jsoAyL/osEJ5vm2Li53tbefqv71q2O63842tvfOTDQM9jT1dfdN9g5MPzMG1ncIHdwcui+HOU+JqeRkWqZnFoglTHuOuK9X9AeF5SH4JTZQKyC7hmivNgdeMAduB9KFYBXsOTHdJIo5am+0tqQWql5qzRfSJE1v6zIRW5JpISVHE65RFYVtTJcVh0urwyFKjQ15PcFij11Skl5sdvrpgUiKpDQn7zivGZ57X3lK2bLi5tLls5U5zWHairLWE4izmKSqwHeL3hnyfWPcsURwAeAMwyEEHCWAz4ExDLgqIbuJs4z36XcP63ssZK6p6eUP+zWVtDiCJRURpCxsxjxkxlMKe+cMeOexQsXrbh3ycolSxqrq0umTmURdvFuJ3WLJEfkcp0010lzeSJymGLIsojYGQ1kIMa23TK27dBZxPLZ8ZPAZ5OgCdywnO3mxxPK/Z/CDUAYsRBAFiJbZVzhL3n3xfVbP3p97xdvH/rm7XM7/3Ft/6YrBzbdOrr99tl9Ha27R9pORtvPJW5fSw20p0e69LFec3zAiA+nE8OZ9JiNG0OP/lvcmOO3rWiXFe1K3L5ijXX/q+PiuX3bY11t1viIlYhZ6YSVSRuGoZtW0rL0/wQ3WbjYrLmzpmSYtg4ok9QzummYetxMxlLx8fbu0ZPtprrsE6C9iSM7QPUmaeGO/Mjb/+uBt1pPXm7d/9Plw3uuHt3Tdnxf2/F910/sv3nql86zR25fPHGr9fCt1sPtp4+0nz5yq/XwzVOHb5w8dP3EL23Hdl89svPK4R+vHtnZduyntmM/tR3ddfXwj1cO/HB5//dnf/r22LbPjm/9rHX7V6d3fH3ihy+O//jV3s0f7ftu4y9bPt399Yc/f/X3nz7/+6a/vfrd397Y/M7rW999+8cP3/v54427Pvpw6zt//erVv7y0elVLWTDk8ZSXFofk4j/J00J+uUyVa8JKpC40q7GiqUqrDngrlKKw1xOU8xuC/saQb0aWOPIMTW7SSiNBbyTobdJKmwLeJs3fHFSaNKVWKS3zykpxaXFBMZlwQWIgS/hcTCUGcwzmsrghBBLW7tRgXsC8wAoiFkUs8EigkKcMzzE8YUSOcXCMgzBOAhw2bjAjcUDAQGCRRJGDY1gEbF3uf/Hn3+BmsGNosHvoP+KGkQKSf1Gu+gAunAscdYCGgBjCnhZ3xXpn8DGudDnMuwfwZYCG8OR7nP6lxdWPs1ObgKhCsRTRyQ5XvuLzV4cD5Yq3IuAN+ksCvhJFLp7idjkFmp/nVnzesqBWX1VeX1VeXx5qKA/WhtU6zdfgn9qsTl1U43/03sYX1y1Y/2DzvCY5/H/TeQ3TW6ryF8zwLmqpuKexhuVETCdD6gGCT/TN8jetE0pnAaoCQQM0wLgqGLEcCCFAQ4APMWI1mtQsFC1w+pZNCT08reqRHHUJygkBzgOFaZifBFnB5Z4yZ868+1asXLpoYUNVVb47T6Q8Zekk11RJmMwTiSdOkeaINIfD/ETtiyEDGQYiiFjMspjFaGIyhfBv4ydCKaH2YQaCCWdPozjeNqmwg8X/E9wwE6xhAIIAIQYTiO2fy+PJyrnNX7/3yp7P3zr41Runfvjgyt4vrx3c3Hbou1tHt3ee+nng8tHhtlPR9nPx7ivJvpv6UKcV7bViQ3p8UE+NmPZlpXTUSI9ZevbKkpkatZKjZnLESoxYiREzPmzGh/VojxXrNca6Yp2Xfh3uiHdduXRgZ9fpo5nBHmt8xEolrEw6o+uptJ7M/De4+S3NsUw9G5ZuWUZaz1iWlYhHk/GoZWa6B+LfH+mVI69h7TVU8TET/DvWXneF1i1Z+87un/bt2/b1/i2fHNr26dHtXx3/8ZuTu749vXvL+f0/XDr448Vfdl46uMuOi7/svLB/1/l9O8/t237qp83Hdnx5cOsnB777+MDmjQc2b9z/7Uf7Nn34w4ev79j45va/v775r3/+9u0N2977y48fvblj45tbP3z1q7+9uPnvr2z76PWv39nw9Tsbvnnn5Y9fefbjV57/8M/PfLjh2c9e2fD1G6998eor7z/zzKuPrl3SUF/uK1WnTwvKxWG/rzasReorm2pClSFlRrUWqS2bURFoCClNZWqkQotUatUBb13QPyOsNIX9M4KlDZrcoJY0qCWRsL9Blav9JdWKXKd6q1VfmVdWi4snudwOwTWhMmcZRIjoRpwTEp4hPMNRhuMgIQyLGRYBjBDPY17APG8H4nlIOYbnGJ5jBMKIhBGzeQ0QMOAxEAngWcCzUKRI4CDBE/60/2PcdI30dPbfwQ2SpjJCESAyVzw7v+Ixl/oQ47oH4ACQaiVtlXf2q87QI6hwFpNbB8Qw4DRGqqLF8zzV67ji2UAMAK4Y0nzRPVWWvaGAElLksFIS8HpUr0cp9RROynXnOEo8BeGgWh4KhDV/UJFD/uIqzVsX9s8Ilz7QEnp6eeNzq1uWt4TCfrcqiy218rpVjY8srVw1P3Tf/MoVi2Y01FdDzFF3kaukghG9QnGTXL1KKG4CgsqIAUAVKIUZMXQngBAGfMgO4pkrKcuF0rmMqAIyFYke1lGAiCC5Jy1cuHDlimWNNTXTJ+djiHlC86Q8lzhJ5HMFTuKJgycSZQUWcbYmETGIAQzDQIwwYQmLJ45JMQgjbBdNdMJti9zpE2NiA8h+8S7csOwEa/43cAMn7h/YrMEMgCxkCWQxgAgAlmFCfvndF5/Y8dEr+z9/9fC3b5/dubHtwDdXf/n2+qFtfWf39p0/0H/pyEjbqeits7Guy8m+m+ZojxUbSMX608lhIz1ms+bf4iY5dtuKD+qj3bHuy5mh9lTv9fbjey/t3RHvbMsM37YSMSuTMtKpVCql64aRnYn/HjS/weWuyG5ap+OxmGVawwM9Q/3duq5fvTX4zBtbkfse5HkITH4ITHoIuBZMUZc/+/LH27du+f6Ld/d8++EvWz8+uuPzE7u+OvXzN2f2fHfhwPeXD+28cnjXlcO7rhz++fKhny4d3HXhwI/n9v54du8PJ3ZuOvz9Z3u++fuPn72z7aPXN7370udvPvePV5/65JWEQmxIAAAgAElEQVT1X735/DdvvvDpy+s/euGxjS+u++SlJz956clP/7L+gw2PfvqX9Z++/vR7L6z923MPv/f8Y288sfq1J9a8vPaBDQ/d/8qja157fO3Lax98ctnSB+bMmt/Y0BAKVQe1mnCoOhRsqquKNNZWlgUqw4GKkKr5ZbnA7XE7vQVurWRa2FdUpflrQv66sNIQ8tdqpbVqca1a3KCWNGneGkWu9BdX+OUq1Rf2exWPxzNpMoc5FnN3cAMQYUU3ohKkIqQCpDykFFEOcizkMEMwQ4hdXkFKEc8jnkcCRQLNEocnQCCAx7+FMIEbgUM8Bzk2e77of4ib9pH/iBsgFgFOhnn1bu3hqdXPif41pHiJS1tdGnnBN/cVzn8vcISBoAExCDgF8AEmt8YdWs3Jc4FDA1wJchQ5JpVMLypVFb/mk4PeYqWk0F9SoMie6VNy8ydJfm+Rpno1tTSgFAWVoupw6axGbVEkvLgpsGZe2b33+CNVcnOtb+GsigeWz1z7wJxHV8157bnVmz95/fyJPV3tl7/5bnOupxRQN8A5QPRid0jyRnBeGAgKlDRAfYyoAM4HqB8IAUYMQkeIEYOMoAFeA2IVmtSMJtUBXgG0mHXJxJkPWZo7Kb+lpaWmutLtkmy7T4mXHLzEYspxokAlnjoI5hFkbWnThLqXgQy00xbb9nTiqAtrC2ps5ZRNGRs3ZMLrz37lbtzg/x3cMBNeVb/HDQSYIA4zGDOQhRACkCcKDyyIfPXG+r2fvnTwq9eOfvfOpd2fX9r9+eX93/Sf29fTusdW4oxebx2/dSHZc80Y6rCifanxvlR8MJMaNdJjVvqfZmrUSv/T0qNWcjQbid9nN7EBKxMzYn2p4U4r2mMOd45dO315//aRy6fj3Tes8RHbzVdPJ42s1OZu0KTvhKEnTD1p3dHgZZJGKp5JxGLDg8noaHvb5fYbV06dOvXnv7wrqzMBkgFbAUg9zpnDirU+dfaGF9767MO/fvn+n3d/+97BbRtP7Pri3P7Nlw9/f/3ETx1n9nWfO9h55kDnmQOdZw52nP6lvfXAzZP7rh/f13Zs74WDO87u//7kz5uP7Phq/+Z/7Pz8vc0fvPbF2xt2fvru3q8/OvDNxp3/eGfz31758o0XPn356Y9eeOzrN5/5xyvrvnht/aevPvHOU6tfe/y+19atem714qdXLV63bP7qBS33zWleNqtpXmNVnaZqXjlSV1NTXl5dVhbSAl65pKR42tTCyQLP8RzLE0yQ/WwALsIW5UjefHd1SK0MKZWav0ItrVBKKpSiWlVu1LwzNH+t5q1SfRWqP+T3+Yo8k6UcnlCGgQiTLGsgCyDGgoQFCVEH5EUkCEgUkMgjkWKBYIEgnke8gEURO51YcrKSZAfDcwwlDGXB72MCQxzks90fxGIG/Z/GDcwJAjGEp87Lr3ja2/yqNv/dsqXvBxa84Wl8EhdFAFUArzAODQgqoCpwhJzqMsG/CLorgFDK5nidhb4CT6miKKpX/lOpx+uZXOqZ5CsunD4ld2p+rqqU+L3TNKWoIig3VHpnzQjcOyu0dFZwYbMSqZg2t9G7bH7Vww/MfuG5tZ9sfOfQgZ03rp4ZH+rMxEdNPT4ei/5j02aSNxXmeNipKhBkwHtxrgZ4L6ClSFIBkQH1QlFhBD8jKAzvZwQFiip0BKAzBPhy4KgBjnIgqNDhZV0lWJwEWU72+SORSHGRB0HGZo3bmYchRhATlvLUwXECRizDwKyXAsyePUAQ2UyxHTTsERWHiV0u2eRiEWvnMnYX2U5q7PKKw4TcjRvb0vDf4AYACAH8HW4QYFlIEIAIQBYiBgAMGbU4/60nl+777OXj3/31yKY3L+7+9MreLy/t+7r37M9dJ3f1ntk3dOlotK01dutCovuqPnDLGOtKRm8n4wOZ5EgmNZrNaP5b3KRiA5YeS0f7jGivFe3RB26lui7fPLyr68T+4atn0v1dVixqj6gmVHx/ZI1ppLJK3zsllZE204nsDuTI4Gjn9cutx04c/eXpp58u8HgBdEjuMr9/eSj4cEVwTdGUGqUkvGrxkrdefPTLD57/9sMNOz57/cCWD07+9PnFg1uvn9jZde5A3+Ujw22nRq63jt44eydGrp8bajvbe/n47UvHei4e7bl4tPvc4Vun9l85vOvcvu/P/Lzl0oEdVw7sOPvTd8e///Lwd5/u//LDXR+/vefzv257f8PW9/686e3n3n/u4TeevP+ltcseXzFn7bI5qxY2L2quaarSKlSvvyi/MNcpCbTEM61gSv7UgsL8/HxRFDnKEcLatQgEgEVQZHGB5AwUF9WpakMwUB5QQgF/SPVqvuI/eaeFvJ5KRa7VShtD/lrNX6H6gz5v6dRpbqdEMGs/8BAmtiAPQBYwCPFOLLqy2Q3PI5HHIsUih0WCRQ47HNjhxJKEJQk7HdghIlFEopDFio0YDgPKMtkgkOcg5RiOII7FlCAWw/8D2U3v0N24QZPLAQ0wrhmif01hzfPaovfLl39U0vS8qN4LC2qBqAKHCiWNEVUgaoxUJipLJG0Zyq8Hghfn+IV8b95UWVFUtbRElafJhZNKCvNKPVMKJ7mm5rs0VfbJU8pCclO9MnOGMmuGMr/Zv3imsnimsmpJ+drVzW+89tiunzZ1dN9IJOOJZCIajaaSSXsHJp6xPvnhZ+SeDhz5ILeUcXoBVwxFPyBFgCtGTgVwMiP4cI6GJBWKCsP7APUC6mV4HxBU4KgGQiUQQoxTQ5IfiVMRzcVUDIRCs2e3+H1egXICxzup0yXksIgQTO0lJowJhGjCnS67yQ4ZaLeHEYMmFr/Q73FjZzfkDm7uEOfOX5FsJfX/BzcsYghmCAIIAWg/fSAAIguXN6lb/vrYkU1vHvjiLxd+/qTtwDeX93zVc/LHzhM7e8/sG7l8bPzG6Xj7+WT3Zb3vRmaoPTHWk4z164nhTGrUSI78N7ix7GIq2pdJjcVHu634oBntTvZcswZuDpw+eG3v9q6TB6M3rugj/VYibum6lTFM4z+kNkYqG3ZVlUkZqbgeiyb+ORwb6h/v6x69fun6sQPff/7hS88+Icsyx4mQ4QvzApHK+5c0rG1W54bygxUlyqL6yg2PLPrgL2vee/mBf7y5bvNHL+76+s0D2/5+bNenp/dtOn9wy41Tu2+27uk4e6D7wqHey8f7r54cbGsdbGsduHq692pr/5XWwWtnhq+fG75+bujamf7Lp64d3t12ZM+lAztP/7T11PZvT23/9uiWLw989dGeT9767u1nv3r1iY0b1v7lkaXP3D/3kUX3LGwMLWyqmF0fqgsrf/J6ivJzcpycSFlKME8pxizhKC+ILOEwIYIoCiJfVOTxeuWA3x/y+ytVtSEYnBHQKhVF8cqKT1a8xarXo8qFf5ILQl5Pub+4zF8c9hUpssczOU8SRYzvvCUYiFgAEEAsQCyAGFEH5B2AcIDjGMplB088i3iMeBZSCnn+t6CUoRzDcZCn0E5wOMJwLENZSFnIE4ZjIeUgRxiMIYsRIQhj5r/r3fjPnL5wF25+f2eqv2NooHuku6u/u3eoY/Cu7CZXA1RlchuxZz72zM8NPlg845nc0P2ooJZxBxlJYZzKxMlwjcmpcPqXuEP3o8JGQGUkeWleiSu/yO9XFG+JIntK8t2eKbnF090Fk5yF+U5NLfaVTqqq8M6JhOY0B2c2KHOb1QeWVD+2JvLi08u3fPteZ9fFpBGPG3o0lU4Y1q+WlcoYacOMpzPjaeuzHw/gSaXAUQQkL8rVGN6HpACgpdnshpeRpDB8KSN4GcELBT8U/IzgY3gvw/sZRxhQDfABKGnQ4QfcFEhzqTTJ51fmzZ3dUF1ROq3QSTkIAIeJJEgOUaKcMMEayDD2QqTtL8NAiOyB1ITlVXaDwd7PtIspgll7M/MOYuyqicUYI0QwRzBHMGu/wiI8IeH5zTkUQsww8DeNA2Nf4rXP4CIGYAhYxNiBbPBlzToZ4J/CvfH4vB8+evb79586se1vl/d+fv7HT2/s39Z9bE9/66HopdPx6+eTHRdT3Zf0vovpwauJsa5ErD+dGM4kR4zkqJEcsVLR/wY3enzI0seT0T4rE7Pig8neG1ZsKHbj4pmdW64e2tN3+Uy8/7YVj1m6bum6qafvKqaSE1vmSUtPWKnxXxNjyehAtL9zsLOt5/r5zstnOy+eOv3T9/u++fSpB5b5PAUAgCmT8p18DgaEA7SATM6DoioVzg+XrZ7Z8NTKlseW1b2xfsm7L9z3yeuPbXrv2W0b/7zj09d2ffnW7m/e/emrd/Zsem//lo1Hdnx+8udNZ/ZtOf/L9xcPbW87te/K8b1Xjuy+cmT3teO7r5/ce/PkvhsndnefO3jr5J6ze77bv+njnZ++u/3jv25579XPXn/+s1effuPJVRseWrJ+5Zz7ZtfNawg1hv1Kcd6ffNPU0qneoikFk5wOgVCCCEEcx4pOB2JZzHGcKGKOwxzndOdMLixQVEXTAiEtEFSUsKJWBtRyRdW8pcXTppYUT/OVFvlLixXZ45cLFXmqKk/zeibL0ydPdec4eIoRst1bbL9Oxj6zw2SJg6iDIRRgAlgWEJYhmCGY4RBDICAQsBgQwnCEoTZi7ODsEZWdxTAcCykLKYE8AQRDSiBhAUIAIYgxRH88s/FH3Jw5d72tvb2989atW3/ETW9nf2/PQFd3X2fvwK2BofVv/BVJBUD0AKGUcYWBGAJiGIgh4NRwfiXMCwGHDzj9MFfFOSoU/YDzMWIIuxvytNWCdxF0VwPqhbxHnFJaUFJaIsslnsJSzxR56qRp+a6CSWLhZLHYI3nl3GDA01CrRJqCkUbtsQcXv/j0Qw+vWvjqi0+0XT4ZjQ4YViZlWf8yzZhlxS0rZqaTViZh6knLSlvW3z7bTtx+QIphbpgRQ4BTsbuWFNQBwQ8EH3IFAFcEnT5GkAEtYgQvcijIoTCCn+F9gPcCwWsb/TGiF0leLHkI766sqG2qrmyqDIW8njyRsBBgyFDCSqJEWIr/X9rOO6aN7dv3W9rSlra0pdFoNBp5ZGswMh1i4BkZWZa5Fkb0VBJeSEJIgySUECAhjUB677333nty0nul9957jrmWLxblwLw/xpDklPu77777RksjxwbHcWZ/Zq211/ouTBFCEUwkfTo0IltHCCGEklpNMJK8EsSxnKAQGJrGCFNS2TG252hYimYpmqEoimAJDBSmKSQVIiOCIEGQxojGGAOEAEIAI4AQQFLvLYAQIgZAGYAsAAyEDIS0NKKXYBpjyg4mCAFCAGOEIUEgYarh0uGV149lvbu1t/T5hS83TtS+fNT+/sP3zwWWgnJbaYWtsrC//utg64fB7m99lgabpWPA2vVHb9ewzSz2Se1RZtFmFm3ff+x/Wzvt0LF1i73dw9Yu0dolWjpE6YHVbG2t76yraqmq6Gyss5q7BnttgzabzdrTZ7P09fX095pt1i5rT5u5s66zqaKtrrix/GvZt1dfX9558/Dys1un7l08cPHgpmPbVm/OTI0KCnRkaAoCamRYJwHAgdAcRCyAThSlc3KM1PnGRgSkRIdlz52wfv6kLcnR2xdP37N01qHVC09vXXJpb/aF3VmXDqy5cnj9pYNrz+5bfXbf6kvHNtw8s/P26X33zh5+ePHIw4tH7p8/8ODCgSdXDz27cfjZjcMvbhx5eGHP5UMbzuxefXpX1oG16WvT5qUviJsZPX5ieGB4kN7g7+umEpQC56ySy+WMjGNYlqIZQjHSjgChWYqSsUTG0nKOlnOYoRBNBBeVPtBoMAXqDHqN1k+tVru7ujkqBY7lKIpACAnBCgWvVnvp9TpjgF6v02r9fByVCo5l8E9JEymuBxAChO24QViq7sOMDNGsPSXMUIihEEsQSxBHMM9IueGf3BkKMMQeOjEEMATQBNAYUBhQGNAEMgTSBFAYUkQqTQb/nLvRaDQFBQVVVTWVlZXV1dVVVb8GU431Lc2NbfUNTTWtLT/hxhPItEAwAlkAkBkArwcKPXI0ALkG8H6A10KFDsl1iNVCVkc5RvI+s1wC02R+85AqArD+mPdRuPm5+WjU3l4+Xu4+nq5qd5WHi+Cq4jxcZT5qhVajNBnVWo1q9szx67LTV2amLFo4d0POqldPHzXWVlksPQOiaBke7uzv/10cNovDvw/bbGJ/r2iziYM2UTx49i7nagSMBvJGIAvCjhNU+vkqQzxyMAGZDjsEAF6LBH/AawCnAayvPZiS6RGvh7wfkGsArwW8H+D9kFxD5D4s7xYaFDklInxahCkyQKNx4XkaUQTQBHMMy1AsTWiaEGJP0NhdCIwRIZgQimCKEJoiLE2xAACKEJ6TMRRNEKYQRSEKQ0wAwZBQkKKQdNtjWZpjaZ5glmCGIjRN2bPNI6MzMYYYQ2KXIIP2bn9pYh0ADAAUAAQCIuWJMSAYEgQpaSYMJiwmMkIYDIHGhc9ZPP38/hX3Tue8u7Hzw9X9BbfPtb593f0pz5Jf1ltWYasu6WvIG+z4MmgusJkbbZauAWvXH73ff2rF7PkrbuzEsfOla9jaNWztkqqTh22WoV6LzfLd8r2zt+f7gK1Xcm3+6Osd7O8dGLD+0W/p6+2246a5vK2usPTb89zXd17cOXPj9K7jO1asS4tNmGKcaPQJ9hvjqeBkGLIIsAjQALAQyDGUBp+zAHAQKDBwZbDWURboLsQFeCeGaTOnBGbHRayZN35t/IS1CVFr5ketS47enB67c1X8njXz96xZuGfdgv0bUg5tTj+zZ+35/ZsuH9x68eCmc/vXnNmbdXbfqvMHVl8+mnP9xMarx9af3LViV07i2vS4pfFTFswYFz0pUq/XurqoHJUKXs5RNCEESfl/2j55kFAMoViK5mhGxmKWJhxDyTlaISMcg2iCGZqRyyRlSmmOvDQhRypmIYRgQghFMSzDy3lB6eDgqHRwVNIM83MUMzIk0H7fs8vTIQwQxjRHGBlmWMxIBX40ZmnMEcQRxBE4QhbE0T8bZIhkP3Bjt5EnKQwpghgK0f8V3FT93+EGCnqkCoIOoYAPBDIDEAxArgWsWlqlgNdCmRayWswHyNUxXqbFzsbFnGYOVIYBTkcEjeChdVP7urm5qN1dxriq3J0EZ0eZk5J1d+Z91Q7+fiq9zj00SLt144o9O9YmzIlJT5l/4vD+548flBcX1dfXNrS0ltY3FNTVlbQ0lrU3FjdVlzWUV9SXV9RVVTW1bN57knPRA8YXsDogMyn85gZEr/OfuIL2mABkOiQYkGCAch2U6wCvA6wWMP6A0QHOAGR6KPeHCi2QawEvzQjXEN6bEzxDgsKnRITFjguJDjUEat3dHTmWRgQDCmOGohiKItL4JGSPdmhKwg/GGBNCRnIuhBCskHEqB6Wc5RnCMJhlEEdBlkEKBgksUjLIkYYqCqgIUCEgAEADRCSxH3sLL0URigF2NUYi9fUDYK+tQpKgFyIEEgIwAZiBhIMMAxgGcAyQUYAngCdAIEBJgJwnSg7RCVETLh9Yf+90zrubWwoe7y17dqz29bWmD4878z6aS/LNVcWW+lJbW3lfd63N3GLrae+3dA5au0f6MHtE2y+4GbXh3u4R9NhxI9q+i7Yesd8iKeeJg1IftiQlMyAODwwP9Q0PS2GUdbjfMmjr7re22cyNtu56a3ulpbn4e31eZ+XnuvxnuS+uvblz5tyeDbtWpqXPnBIVoPWWMywADAACBlqBDlY7RmhcDS4ybxa7UcCFACcEPAnQstCkoif4CDEG19lB3gkR2oUTdCtmhWfOCsuIC0mfHbIsfuya1Clbl8XtzllwZPOyk9tXn9+z7sL+9Wf3ZJ/aueLkzsxTu5Ztz4rftmrerpzEvRvStmenLF0QPWN8QGiARu3mxLGMffqXpJpC2XccKZoQ6VphabtxDOEYiucoOUd4luJZImMRRUYmG0tN2CPQkUBD04gQKHm0UrMKIZgiEP3UrwQBtEfz4G9xg2kOUjSkKEjZgynEYMRgyGBAYyg5LPaIiYIMBRkK0OQfDNsBRGFIYcRQ8L/k3fzf4UaNVUbKc5zMLxapIgFvhEoj4LVApgFyf8BrgcwfyvwRr6ccg1Xa2drIFQrdAspzKpCbAKullFrlGJ2rl49KpfJwcXZTKZ0c5I4KTiWwbk68zxil1tdZo1YtmDf13Kn9G9cuj5sWtXJp2t4dW/du335k375jR44ePXZi9+GjO48e3XP6xN5Th3ce2XPs3OHjZw+fOH3kwrVrCanLaUENOTVg/JAixMOUFjZ7pz5qNeM1SdJFh4IRyPyhEIBVwdgpnDiNxaqxUBEMWD2Q+QPeD/D+QK4DMi1gfTCv5gTP4KDwqIjQGeNDpoYHhAdotGqVwFMEA4og6cohGEmJYYZmWYblZXKW4WhqNMtLJElwCtM8wysYgcEsARQFGRbxLOYJYGggY5EDj5147MQhJwaqKMjznMByDEUTu9aYPYKC0hy4Ecl4yZkCGAMaAxYDFgEOjdzeAeAA4AHiAeEBzQGGBSwHeA7IWcDLoZICJNTXb2PqnPO7Up9dWPn2Wlbug03FTw9Vvr7Q8PlRS8H79rL8rtpyc3OttbNJ0qaTFDD/K7gZ6u0ctHaMdF11i31msd8iDlhG5P76xKE++xC44RE5K3FAFPtHzCYOWsQBs2j7fcjaNmBuGDTXij0NYk/90Peagc7KobaK30s/Fv52/eq+dVnx0VONPmM1TlE61+SJxi0pMw5nJW1LnZEZE7JwrH+0zjXIldWw0JsGngR4EKCmgd4Bh6llUf6qaQHu0QEukw3O0YEuM8PU8ydpk6caUqebVsyLykmO3ZoRv2PFgh0rE7Yun7dl+eytK+asSZuWPndc2ryJ65cnbMlZlDx3slHr4cjTtHQdQERRhOM4lmVohqZoimYYiqVplqFZmmIYiqEITWGawixNeBazNCAY0YSWczTPSVWihKEplqFYBtOUxBRCU5giiBq58TA0YWhMEUTwL5V18KdCu3/CDaGkfgVIYUgRSCO7MWQUMVKIBCgMyEjoRP2Ioew2+phgSGFEE0gwQP+YKv5v4MYT8GrsaGR9o9VhS2h1jB03Mi1SGYBgkNqp7bhRBgm+0zxNKZTHVOgYCVgDYDSUg1al1jl7qB0cHJxVTioHwUEuE3hWKchcVAovd6WPWqX2dMjMSLx84eS2zesyFielJi1ImDN79bJlyQkJixKTkpMXLVi0KGFx6oKM1ITFC+YmzlmUlpCYHDcvYXrG0sUh4ydh1hHzXlCmJaqxPmHLAqZtdAtKwS7jgMwAZAbAGwGnR6owTjNNaYh3CUxRBSQz6plAEQo4nTRNHAp6KNcBzhfJPFjBLSQ4IioidGqEKSpIF2HUGLQeziqepjHDYJYlDE0IlqqHaZ7lFZwg8Eo5p5AxHMewHEPTFMYIQAAoKOOQi5y488SZw0o5cXSgVSrWUUE4BWHlhOYx4RBmEWIgZCCQE8AToJC8ERo4s8CDB2oBubLAlQUeLPTkwBgOqnmg5oG3Avg7A60T0KqAVgn8BKDhgZoBagq4YuCKgQsCKgBUADhB4ASBEkIeUDygPGlmvJ/zgVUzXl5a+fhk8vurK/MebC95fqLqw8363JeNJV9ba0o7WxrMnc3W7y227839PW0Dlo4hu7fyXbSZR+wHcUZbGf7o7Rqy53q+i31mccAiDlr/sFmGBqySrMwfA7Y/BmzDQ32iOGDf9h7qk8S6hvp7hmzdA70d4pBV7P9d7O0Qra2itU3sbRGtzaKlwVrzxVrx/t9LXjd/uvfl1vGru1bsWRK3YcGkg5mzb+1e+erM9uenNj05svbRodVXtqQdXDpr/bxJaZNN0wxeJmdGw0E1DdQM8GWBlod6JQryoCdo+akGVUyAarLeYbxWMTNUM2+8YVF0SHpseMbMiMUzQ1NjQ1LjQpctiIqfGhQ70Th7atiMySEBOi+eIwgCSkrXUTTDMBRFY2mOCMajvbcUy1DSFSN1RVIYsTRiKKn8GzEUGYmwaJ5jFDzNc4RlsFQLwdCYoTBLE9b+KiOX0RxLGBrin7oHfsYN+Ak3EAOIMcXacSN5N5RU3YchjRGDEUPs2RyajJYaj4bjowZH9h4AwSM/hiD5n8BNU1OLHTft7SO48YYKPesbrYvKYXymA1YPHQIBqyHuwcQzQkIPYLVQpkPyAFoVyXpFQ4cIwAcBRg9YP8pB6+jp7+TqJQiCo4NSqRAUMk7OsQ5ymbNKcHdx8HBVqpT8pvVZTx/fO7BnZ86q5UsWp06PnrpoQWLy3HlJ8fGJC5ISk1Lmp6TMS0mMT5wXvyA2KXnmrJkTJ443xc2aGhAURDgFEbwQr6Fcx/mELfOJXMaop9lDPy5AkvKjvKKdAheNiViuGZ/jPT7byZjB+szCqlAgzQgXDNDBAGUaCTfBQeETw4KjQgLGBmpDA3wD9d5qTxXP0zSNpLQtwYgiFEUYhmI5mmcIxxCWITRDEXokfYYAYCDPI3dHyktJezhQjnIik2Gaw1igsZwAmRTnUMCZA14C8HMEJk8Y/r/wVD0zL1S5aJLXkmi/zBjtsmn+mxYEb1oQvG1h8I7EoF3JIXtTwvYtCt+7OGRjkm5tonbtfO3a+dp1Cdo1c7VZsT7Lp6qTwpULQoTZBm6yDw53AiYF0LNAQwEVAC4YKQFwJ2DtLMOr05lPjyZ/uLQy9872oidHK99er/32rKHkU3N1QUdLpbmzztrVaPve3G9uHbB0DP+Mmz6z2GfHjWTSS1IXlWQSboYl72awVxyyiVLcJNqGh21Scc0fAzZJ6WpooHeozzLUZxm2mYd7u3taayzttf3dTUOWFtHSJlqaB7/XD3RWDjTm9tV8tJa96i78rfH9rby7xx8d23B1e8bLM1u+XN9fdPdI0d0jpQ+OVz87XfX4RN7NQ6/O7bl3cOOptWmbFsakTjJOM3iEenIGR6ITkE4BdQLUCVCvhAO3F00AACAASURBVEZnHOxBwtTMBK0yyuA6zeQTG+I7I9gnJkg9Lcg7JkQTE66dYPIN1Ll7uws8R+zXAEESayiKxoRILigmhGJYTAimKExRhKaJPTXHUTIO0gTLGMnBscc19t4lhuJZWiFjBJ6Ry2ieY+QyRi6j5ZzEI3vSh2cpnqU4FtEE4hEfR4qh4F9xg0ZxI3k6AOORIlBoNwqN+Du/2J9w8yf0ACK9D4bU/ytumv4WN4DX0eop+uj1tHo6YPRIFQpYLXEPVRnnUuoJQG4ArN9I/jUAKYIBH2TP8si0tFLr4OqncnIX5AqlQhB4nuc4OccpFXInpeDsKDgpBaWCnz931rVL5y+cOX1w754De/bmrMpatXTZyrT0lWnpyzOWLVmSmZaRnpK+KC09ecmSBevXpKUujImeHJQwb2pwRAijEIjgBjhP4hzuFZrhEpiCHMcCPgjwwUAWCOShQBHGaeM9w1e6hS1XGZc6mZa5BK1SmdLl/nHYKRTweiA3QMEAeA3mPTkHD5MpaGyYaVKoIdKoCQ3QhBj9tBovR5WMZqB0L5HJaCeVo5wXWIrnaIEmrN3TxQijkUo7DCiAacAwgGYgYSCkAWAg4DBwYIGrHGhcgEkLpwRTcyfzi2aqMue47Mk0HFgacCgz6NDS0AMZ4XsWhe5ING2bH7Ahzm/jLM3m2b7b5/runKvZM0+7f57/3gT9iRXjj60af2zlxONZE06snngye8Kp7PGnsseeWxt5dm3oyVWG/Yu9t8Ur10xnMieh5DAU7g5MKmDggTcBM/zIyczxd7cmPDuw9NvlnQW3j5U9vVr94UFt7vP68netDV+6WgutnbW27sb+780DljbR2iX2dou230Xb73aZGFuP2Gu2mxRk9ZuH+s2Dfd8lG+o3S1IVomizj20YsoqiTRRt4mDvH/2WoYHe4f5eu/aoZH0Wsb9H7O8R+yWi/T5sabd11vY0lpmrc231udbKt78XPmvLfdT+7VF77sPmz3fr395oeHe98f2N1o+3Wj/eaPlwvfn9taY3VxrfXit4cPbrrTNvLh18fGL71V2rjqxO3JQ4ZeXM0HlB3jMMzuO8WYMD8mWADwP8eWBQIZ0DNqhIoBtrcmdM7ozRgzWpZab/JYTp3P9No/JQsdTIti8iiNDUSJEnkfJ4mKJpVsbK5IhQCBOE7f3WmGYIyxGOwyyNWBrLGCLnMM9ChkI0wSw94j4QJLkzHEM4BrM0kXNYxiCWQrT9JSy9xFD2dQ5HcQP/CTdkFDcIj3TU2bvrILHjBtG/mP3z/KAMAvbLGtmfxAhghKifqPffx01jw5+9G7mB9orSTVlHeU4HrJG4TwScjnhEaCcvF/SzkNIEOB3k/KFMDzg9kBkAHwjkJsAboVxPK7WCi8ZR5SrneQe5QiHjeY5TyHilQq5yEFSCoFTIPVxceZZNmp/w4rcnb1++unHl6tmTp25duXL+2PGzR46eOHL08MFDe/fu3b1n+4EDO04d23Vod07W0rlzZ0SkJsWNnxjJKR0phTOgnbAqxCs0w8mYBBShQGYC8jAgCwLCWKicIOgXjYnMFgxpxGM2pZ7nEJDpGZ6lDk9n1ZMBHwBkBiA3AF6D5WqZyivAGDg2zBQVbowwacIC/cKC/HU6Xxc3Qa4gGANCAW9vV2OAwUftqxKcVQoXB14lyASeYWmCJVeUoQDPAAcaKwiUYcAToGKhtxMJ1MomBKuS4rRLFurXLzXtyg7fnR28Zakua8GYjDjVrHB6Zggz3cTFGGUxRiHW5DQ3zHVhpPsckxAfJE8I5haGcCkh3OIQPj1EkR7qmBDgEB/ovCDIbWGwe2KY+6KxnkunqFfEeG9ZqNudpj+y3HB6teHCOv3VjbrLGzQX1vgeW6ZZH6fcPMtpoRFHe4CdMzXPts9/f3DZ11MbCy7tK7t3uvLZ1eoPd2rzHjVVvGyv+WDrrO7rahz43jzU0yZaOkVrt9j7u2j73c6FPstIKqdHtFnEfklR9E/E6Rnq75EywX9Izs6QVRzuHe639Pd2S+8zbLP80WsetHzv7+noM7f3m9v7za19XU3W1prf68vaqwpbyvNay7+1l39pzHveUfzCXP7eXPHWXPHWXP6mq+Rle97jxk93W7/e/1701Fr5pqf0RcuXO00fbrZ8uVfx4kbxk6u5d898vH7s1YX9j09svbkn++LWJSdWLziZM//IyjmbF45fNF4TreWDXXCAEukdcYAzZXJngsdwoWpZuK8w3t95osFreoQ+RD/GSWAwAghBIgUR0vIekfKXulMQoQDCmKIRoSCW0vcEEmIXeWAZQBDAENIEsTRkCGIoWiGjBZ5I+WNBxjjIGUcFLfCYZ0dqeSlJgwbzLGZpiTv2HPOolNXfBFMIQCThBhMaUZJJQJEiKYwZgqVgajSeIj8iJvgn1ozgBo7ihuD/J9w01DU2NbXUNdRLuFm9Wyrz8wEyPes7zT9qHXaJBpwJMHoomLBzqO+k5UrjfCAzAJkesFriYAK0FglBgA8EgknKjHAqnaDy5TgFxzCCXMFxLEMzHMsKcoWDIMh5nmNZlaMTL+OdVU7RUVMOHzz04tnzp789vnLh/J3LV+5cvnL76vVbN27evnnr5o0r1y+duXr+8N0rR3esTZ05xZQyPyZ25lRIMFGokEKNHU2OhgRnYzJWjQeMEQrjsNNkwEdgt+ne49apx62lvROgKgbwE6EyWq5L9grNcAtMJO4TgUwP5HrkoMNyL0ZwMZoCg4z+oQGaMKNvuElrMvrpdBqNxlOlYggBMp4EBPiNCw8JMQUFGYODjSEmvUnt5uGpctT5uuv9XDycaRcl9nYjnirg5w4CtHhcMBcb7Zo4V7t0kWllRljaAmPCNE1MmFNshEv8OM/oAMUkfy4u1Hn2VJ+46dq46YYZ0aaY6JC46eNT5sesSJ+VumDcltVxm1ZEZ6eG7lwRvWPplHXzw7clTsmeOnZ97ORlE8Lijf6rYibEB+kyYyIypobMDfOdF65eEOGWOsk9K1a9LVF7ZJnxbE7A8ZVjLq31ub5Bd2GF36F4931x7meTDPdWT3m3K/nz0VVlV3fVPjpd8/xyzdsbbYUvLPW5/9FcZm2tGuioG+5pEa2d9n1uS6edNf1Wsc8q9llFm0W0WYdtUlbYIvZbxD67SIUUdg3Zuv/otSd0hm3f/+jtsvW0Wrsbbea2/p6OIUu3JKbXZ26xdtRbWmp62+stTdVdNcWt5XlNJV+bSr62lea2l337vSb3e803c02epT7f2ljYU5fXVfm5veRtd8XHzpLXnSWvu0rfdBS/avz2qP7z/YYvD8qeXat4cavixa2S367k3Tv74drhN5f2v7qw++7BNc9Ob31ydMP5jSkHl8XtTJ2ydIp+ilYY6ydEGdymBnpNCXCPNrjPDtUkTzGlzYiYEqSdPt7k5sjB0eVNCEBSjSUeLSCH0mx7hO3LezRjQiQj2F7U+3cmNT1KZ45GLA1/tA78MMRS0n4QpDDA6Bf9BwgBAPYS0BHvhlAcoTkofTZMJFjAkWAKjuDjT/aDL3819MPgiP0nuMnPz6+srKyoqJCg8y9xMwbwvkCmY7ynaietpdynQWEc4IOxYzh2iVSPz3QwzrcLobP+WDACxg87BjNek2iPCVBugDINp9IqVD4cp5CxrIxjWYamKcLQDC/jBblC2tOR8wqO5TiWdVY5hQaHLMlIO3H86MO7t57dv/vkzq2716/fuHL52tXLd25cfXz/2stH1x9ePXpid056QvSiBTNmxEYThmUc3QDrCmQ6hW62R3Aa6z0d8GFAFgoUYwE/VqFL0kzc6BayCrvHAmES4CKAbCzxnOlsXORsTKa8ogFvBHIDFPyxQs0o3YyBRpNRGxLgG2r0CTVqTAEanb/GV+MhONC8nHh4CHq9r0GvDTTox4VHTIwcNz4sLNRkNBm0JoOPyTAmOMAzIlgdNdZrUogsfrrz8jTD6mVBaYn6mTHqqHGuk8JcxwW5xozVzJngnxRtzIwNW/K/g1ZMC926eNrKZdGZq2esWpO4dvOK3Qd2Xbhy+dnrp7kF7yuq3peVPnr36tiDGxvvXlh76dDSg2vidy+J2504bff86emRpqVR4Rvnxx1fs+LslvVb0pKWz4vNnBOdOWvS0rjwzBlB6dG61EmaReNVp7N1h5eojqSpLq/S3Fqtv5DmezLe/cQ8j3urgu7njH+3b2HtnZ3tLy82vrhW/+JB86fXPdVFlvrS3ubK/vbawa6mIXOraOkSbWbRZhkR37TaH9usw71SQCSxxizlcaSczqC1c8DSMWBpH7C0DVo6Bnpabd2NlvZaS0uNtbXW1lZva2/oba2zNFeZ6yvswldVRR3l+W2luW2luR3l+d1VReaaoq6aws7awq6awt/ris31Rb/XFXZX53VUfO6q+tpR9qmj/GN31Zeu8k9Nha8bcp815b9o/vas4cOjype3i59czb9/7vPNE28uHXx+dtfT0zveXNj36vyue4fWXt6+9HjOwo0JExPH+c8bp0uYqJ8TqZsR7BMbrEmcEJAZN371/JgFU8OTZ032UztjqbobI0jTABNE0ZjQmFCIUJjQmKIxxWCawQw7YpJ0nqRrRUubzX+yvzIFjJbYcZRk9idHdpGkEkE7F35KE//ADRjFDftPuIGjuMH4L2cEMPr5/LeU+f+FGyQEsj4ztBPXUR7TocN4IDNBuQkKwe4RS4SABYAPBHIjYLVYYQCMljiHO+pn85po5BAAOV9GqZEJXhzD8yzHMBQlbfNRhGVZmUzGcTKGYRmG5TgZx3EMw7As4+HhNnHS2MWpiaeOHrxy/vT927ceP3rw8MG9u7eu3rp8+ub5o89vnb12cueaJQnxM6MiIkMwyzFOXpDzAKxW5jPNPWixQjcPCuMAawLyscQ5xiciWzNhnaBLBsJEIAsDXDBgg6HDBF4brwpIZjVxQAgGcgNU+GNBzTl5GYwGo8EvyOAdEqAODvAx6n20Wh9vjadCYJxdeX9/tcGg0et8Q0yGqHGh4cHGEKN/RJA+MkgXEeQXMyEgcc74RQkTF8YFr18+LTEuYHyQc5DeYWywelqUcWZ0yPSo4BmTQrMWz9uTvWTvqsUHVqYczVp0edOyx6e2fHhz4s2ns+8+3fn07UVRSX5tfV1LW2NbR5UoNrc0Pc39fPTdb5seXl5+7WDi0ZwZmxeG5MzQrIjynOxLEsI8kifpXl8/Ym0s7awq7qqpLHz75vrJEzuysrISE1YkzMpOnLt50bSVM9Urpym2zHM+t0J3PVt3Id3tXIpwfYnj8fnMoTnshQyfT4cTGu7tb350teW3F+1vPncWfO2q+GapK7E0lFmbKmztdWJPh9jXI1qllI0dNKLNKtp67Q5Or1nsNQ/3mkc2yDuHrJ0DlrZ+c0tfV6Otq87W2WDrrLW2VVmayrsqC3+vLJKsu6Kwszy3ozSvvfRrS+GX1uLPbSVfOsq+dVfmm2uKLPWl1sby3+tK22uL26sK26sKO6qLOqqL2ipyW8q+tlfmtZV9biv73Fn5raPsU0PB69qvz+u/Pa/98Ljixa3CR5fzH1wseHjp291zry8dfnxyx/Nze5+c3HH30Maru1afWp++M332yrhxyZOMC6NNqTPDl86ZuGzO+JVzo9YsjNmQErsueeba1Lk56QuNOl+KxoggQDBkGEAoTDOYoqTKJ0QIpmnCMoT7QRnMMkhSybNr5f1kozV1o+p5IwZ5BnI05OhR3IBfcSNldpDUjf1rLPMrbhChWEL9hBt7TDTi3dirKv5i6JezVMo+avAv9j+OGxPrM0M7YS3lEQsV4wAbCBXB2HmcS2iGwrAQ8CYgNwJGixQGwGop9wiVYbbMdwqU6wGrZhw0rNydoTiOYaTKSUwQIYRhaI7jWJZjGJZlOY7jpcoFhqEZluI4mucZf43XxMjgtMXJu3dtO3Xy6KXzp25cPHn74vFnN8/cv3jk9P7NOcsXx0yfRvMCETwA6wF4Pe0R5WhY4GhYQHvNQKpJjDrO2ZhhmLJ1TMhy2mMGkIUCzgT4UMAHAz6Uco9xNKTI/edD1VjABwBeSwRv3tVbZ9AFGHxMek+T3tOoH6PXemo0arWPp6NK4ewi+Pt7m0y64CD/yAhDeIhep3UJClCHBflOitDNmGJKnjdxSXJM8uzxMyYYg3Rjpo01LZ4bu2RhfPqC+dlLM48fPPz07r2SL5+tHS19nQ2NeS8r3txofH/DUvRgqOVVv+V1n+1Tn628r7exr7fbYm5vqCvKz31o+f6h4MvBzy/XfH22/Nml+fcPzbiyKXpfim7TLMfMKGZOII4z0QFuYNvKGGtbgShazG0NNotZHBbFIXHI0lf2Nf/a8TM7s5ZmzQ/PmqvLnqPZnOCzP8nrxGKXy8tUd7NVJ5Pw4Xno8DzmYobmxY55ZRf2dz76zfz2S9OHN62FH8xVhZa6EktdibWxfLCzSbR0DfV0Dlq6hq3m4d6eX3DT2zPcax62fh+2fh+ydg5bOgbNbYPm1kFzS19ng62lytpUYW0stzSU9dSVmGsK2os/dRR9bC/80FbwvjX/3ag1fXvdkve2Lf9jZ/Gn76W55orcnooCc3VhZ3VRa0V+Y8m3huIvTcXfmkq+NhR9rit431b6tanofXPhx9bij435bys+PC5+/aDk9b2CJ1fy7l/4eufs51unP1w/8ezsvhv71p/avOLmoS1H1mZsXDRr1bzotGkRcyMCYoN0M8J0idPCM+ZGZSVNX7sobmtG/N6VyfuzFu1ekbwne8nWrIwQoz/NEEQwIASxLKApJFUDUxSmKczQhKUJxxKOIay0ncT8+SxjfhjP4BG+YDmLFCwWOCxwSMEiBYt4BsoZIKNHJWZGvJ4fuMF/l6n9gRuAAESYsITi4GiqWOqEGZ0EheBfXZU/ey6joIH/ePy3cVPf1NT0N8EUb6A9ozWR2cR9BpCPBawJO47jfGOdQ5bIDUn2Rio7bvwo9wilfgajHg9kWsCqWaUfyztTmKYJkaZkYQwJwTRNMQzDMCxNMyzL0TRDCCFE2jok0m0DI8DQSKUSNBp1cJAxdtqUzNSFW7KX7t+48si2nMvH9h7btzstPZNXeSHOBTCegNdjVYRcM8srKE0dsszTtEQTnmWM3mqK2e5kSMGqidKICKgIgoIJyIxIOUFpSHE0LEIuUYAPALw/FrwV7r5+Oq1epzbq3P9N56bXumo1rt4+HmpvL2dnlbOzSqfThIUFmAL9AgI8TUbPfwtwCTG5z401ZWfGrUibMX2CIVjnHh2mz0iYlZWcuSIpa+2STYe3n/7tzoea0naLeUjsF209FnHYZu0o+fb85Ls7G0tfbWvL29tTdWSg68qg5aHY+1G0lon9beJAp62rqLnsXkv56dJ3q2s+ZjR8TM67Fv3iUMjDTYEnUly2z6IzxoLV0+mFkdjgBmaMU5bn3bCaK0TRIop9w+LA8PCgODw40G+zms3mtoYvr+/eubBr24q4zJn69fO0xzJ1p5e6HUggF5cylzLpE0nUzhnU0fm+z7cn1Vw91fzofvXL+w25L79X5Frqiix1JT11Jdam6r6Oxv7u1n5z+0BP95DVMiyNOrD1ibbeYat52DqqQN4x+L21v7upv6txoKPB1lJlbSjrqS3uqS4wV+Z1lX3tKvnYnv+2I/dN29dXLZ9fNH5+LlnTlxe175/Uffit4dOLxs/Pm768avz8vOHTi7pPz2u/vq7+8qrq8+vqL6/qv71vzH/fmP++Pvd1R8nnlsK3rfnvWvPf1H9+VvLi9reHV749uFT0+Eru3TNvrxx+dGLnpd05B7MXb0qdnZUQs2lxfGJUWKTO2+TtYlQ7BXq7TTBoZ40PSouPXpY0PSs1Lid11uYlCQey005tWnlmW86hdSt2Zi8LDfBnaIIJRhSFZRxkGMzShKUpjqV5luY5SibtKFFExhKekc6YZ7H9zP4Mmp9xA2W03XgG8vSoaB7gaSBJ6sloyNFwNARjKERLmm5/9W5G00sIAEQIQyh2pIUKj7BjdBjd37gqPzFo5I//6vgfxg1UGCmPqb6RObTnbKScDBgTkAUh1Ti3sOVyQzLgTYAPBKwWCQGA9SNuIU4Bs1jvcYD3hzJfmUrL8s4EEYKQVAuLMcCS7gtFKIqiKFoq/aeokdl9FKIZxLBIkjrEUhk3ggyFnQWZxl0ZpPUM0alnRUVOjZpgConEnArxasrFCFgd4E2sV4w6JMMYszUodmfQ9J0hsbv0k9bzPrOQEAF5E2ANkNdDuQEwOshHKA2pKmMGdpsCeCPg/bGDD++u9tX6+Pt7GvxdDVpnf1+Vr9p5jNptjFrt4uwxxkttNAYEhwT4aVQ+3nxIsHvMVN3yjKjYqf7hQa5TxmmSZo3LTJyxMnluVnLyvo27n9582VVnHbKKVrPY0dr/7+bBwQFRHOwXB80Nlc+e3Vn/8vaSqo9re6q29bUcEK1XxL7fROv7AXOeaK0XBzoGLRWdDY++vlpb9H5pQ+6i+vdzv12LeH5AfzPb+0iCYu8sJsUA0sPQLAOcqMNpc/Tm5k/iYEf/gPk/+i3W/l7bwMAfoiiNjxsW+4dFW0dHzdvnd07syNqxZNretPCDadqDScp9CeRkKnU0iWyfjnbF8bdyIorO5NTeO1H25Er1+8cdRR/NlXk91UXmmiJzbWlPQ6WtvcnW1dJv7v7D0vMn3IijuDG3D3Y197fX97XU9jZVWGpLzJUF5vJv3aVfOoo+tua+bvryovXz8+aPT5rePal/+6D29YOaV/drXt2vfn2//Omtsqe3K57dKX92p+zp7dLfbpU8uVn45Ebh09sFz+4Uv7xf+f63hi8vm3PfNH172fj1RXvBm+ZvL5o/P2v69LT69d28+xfeXzv+5vKRt5cP/XZq55Vdq49kp2xJm7ty7pSU6PB5E4LCtF6+AidgyGPgyBAfR0Wwv9/UsSGxU8JTF0xdvyxpR3banuz0fdkZ+1en712Zvj9n+bZVS4L0fjSFMcGIoQjPQZZGNME0ISxFWJqwFKbtJXCIIaMGf7K/hlF2s4OGAXIGyBmJMkBGjTyggYz+2buRto3sSnq/LvY/4QZjhhBWGtoBIPoTbuA/uSy/ggaM2P8n3NTWtDb9Ekw5BFNu0Zqxaxz0i1WGxYw6DqvGQ2WEZ8QqRUAKkAUC3ghYf6w0AtYPO5ncTPNY73FApoWcD6fyY1gVhoQghNBPFQB2cU0sTewlhNA0ZS/OJHa/z/4VIennIcGIIYglkIGAACBQBENI0TwgPBY0tEcwkOmBzIgcInlNnHfwMkPUBuPkTYZJG9wMqViIhJwJC8GA9QecFin0gNUCWZhSn+YUuAS7RQN5IJDrsIOPzNXL20+t1brrtc56jaOfWqn2VLl7unh6qd3dfHx9tAEBAQaDVqtxMgW5T4vRzZzpPzZMFT9bn7l4Qtr8yKSZkRsyk55fu9ReUSwOW8U+s83S1WsxDwwMSF/y4HD/0HBPX29daeG1R7dXvb6XVvFpZVvJanPdNov5iq3/zcBgibW3ttfW2Wvrbmwp/JJ37fmLDeUV2xuqc4o/xH99OPXl+chrm3QnFvucTdZtilQl67g4DTtD73Jiw/JBc8eQzTY8LA4M2UftDkjVu0O23kGrNGzJYrPWlJfcOX1ke9qcXSnjLuZM2BbH75pN7Y0nBxPJ0WTZxRXqd4enVj/YWPjgRPHz27Uff2speN9Z+u33qgJzTYm5rtzaUm9tb7R1dw5azEMSbvr7xX6baLWI1h7RahZ7ukVz2x8dTX0ttbbGKnNlgbksr6vkc2fhx/b8901fXtS9fVz16l7NyzvVL25WP71Z/tvV0sdXix5cKrh3Ie/u+fy75/PvXSq4e6ng/uXCB1eKHl4tfnSt+Mn1kic3y57ernp1r+HDk5ZPz5o/Pq1/+6D65Z2q57fKf7te/uhy2cNL+bdPvj67+9HhjfcOrr+wNfNodtL2tFnrF05dOXdK0uTgKIPPv3kqFRjSI1LyNIICQ7s7CD4uTt5uQqjJL376xLT4mIw5U9NnTsmYMTlt2qRtmalr05MMGi+CEcIQUhhxDKCkMhbwN0Yhu9E/G/7b3DDgKMQzUgwFBRYKLFCMQEc2mrsh4EfDpNThi+Gfdqb+ETfM6L74yCDvn6ezwL/aLyix20gq+lf7z49/gZv6+sbGppaahsaa1pbqtq7Vuw5hwQvyvoDTY+VYzbgc7cRNkQlHTbG7fCJWKQ3J6vFrFAGpgDUBmQmwAVgZChgdcgxxMSXQ6nGA8QGMJyP4UIwDghgjhEbx8SPJjRDCDMNiSTgDAowhoRAmACFAKHvhAsYIE4wxwggSCGgEGASUHIsApFkHwntA3hcQD+RgkjQoAGeiXSc765N8QzI1oUsZt2hAdIDWYcEEWC1g/bDSAHg9kIU6GNKdTEuxWzTgTVCuIw4+Mme1WuOt0brptM5ajdJHLXh5CO4eTh5enmovX42PVqvVaLXqIJM2IX5CUuK4yMgxifND01ImpCdPWpEed/7ozrqSr0OWnkHL92Fb12B/+9BA95Bo+UO02gYt/95r7rK0DQ71WC01Bbk379/IfnIj/f2jlG+/zc97k/ry5fLiqvPdlq+2wdZBsc823FvdVPT83dmnrzY2NO+vr855/2zGm7sxj89FHc8x7ErUZoc7rovwTNAokoyaxLCgdzfviDbRZhmy2cTefrF3SOwfFgdFcUgcHBYHBsQ+s2hp6f/eKw6IolhVkH9kffbGhMnHl0SdyjDumSsciOcuZCrPL3E6lizcXmcovpZZeO9I3qMrpc/v1H581lLwsbui0Fxbaq6vsDTXWtqabF1tAz3mYatF7LXah8ZZLaLVKlp7RItZ/N4x2N5sa6qx1le0F3/rKPzcnv++Nfd165eXDe9/q3xxr+Tx9eKHl4sfXix6cKng3rlvt858vn7yw5Vj7y4d+Xrz9LdbZ3Jvn82/e77o4dXSJ9cqNxNENQAAIABJREFUn9+pfnmn7s39+rcPmj4+bP3ypO3zk4a398qeXMq/e/rj1cMfLh14f3Hv+4t7n53edmtf1oUtGWc3pe1bPn9TatzqhOhV8dFLZkdNC9WrBQbbW11HyQBphDGEEAAKQ4GnPVRydyXvKXA6d9VEo27W+NDs1MTMpHg/tat9LWMEKfxjxYKR1Y0BpDCisV3hQRJ5YCkkaVlxFGb/vP9t925YCnDUL+lhlvwZMfRIQ5O94R9L8c6fVvjf4waMsuYvwIBgpOP3x3nEsUE/WCM9/z+Lm5qG5vqm9uqGlprmzurWnjU7jhG5D+J8Ea9HQgjlGq3QLvAMXekfvc0484Bp9mHjrEPOQauIUyzgxgJ2LOTGQn4slEc6GhayvtFQ0EOZN+XgjRkBSjnun76dEdYgqePeLlL1N6iVdvQQkja0KIqiCIYAAsAQAgCEmOFctJD3gQo95AOgLBAJIYAzElUk6zEZKYJp9wlQHggFExSMUGEAcgOQ6wDvD2Q65BQl0y5UGlIpt2mADYSsjlb6y519Pf00nmqVp1pQ+8jV3oKbO+/szLu4CM4qwWTQ6TRqH0/nKRNDY2PGTRhnnB8/dfvWrJSkuMUp865cPNXYUG3rtfTZegcH+sShYXF4cGi4r3/Q2jtgtgyZrUPWXtFmG+yzWs21lXlleY9un1355Ori+2em3zobdeLg2OrqE0PDxe2dhbZ+c4+189PXhx8/n8kv2DnQe7o0N7HyW9KnJ/NvHp9+eN2UI1lTNs302jrTZ1GIe7iH/GBWjrmm4/fmXptV/GNYHBTFP0RxSBwQB/vFgT6xr3+wv7e+t65moLbZ1twvWns6Gs7t2pgza9yNjQnXVo2/nRV0NUNzcdGY6xnaW0sNT9dFfTu6JO/aga+3zuQ9ulLy4l7VpxeNBZ9aywrbKkq7a6vMTXXW9ua+rpaB721D5jbR0iFavw+ZzX/0WESLZbinZ+j77/2dbbaWht7G6tbCL21FnzuKPrblvWn6+KzmzYPy57dLn14vfnQt/96Fr7fOfbl5+uutc7l37Pb5xqnCB5dqXt5pfHe/4e2Dutd3al/drX1zp/nLw7bcJ42f7pY8vZB372T+/VO5d45/vHbw0/WDdw7lXNm17Pr+Ved3Lj25JWVfdvzalCkZsyZuXZaUnTxn6bwZBrULT2H081hrADFCkiYRyzBSZa40ywIAIGVpZAytdnOeO3P67Nhpai8PAIDkkwMEMU0BCABBiCYAQ4AgxbOYoaRGJMLRAAKZs4BoQslZwjFSwoVwDICA8CwgSKqvYwSecZBDmlACDzBELE3kHO3AQ5oABGVOSgCBTOUgldsRjpEyxAzHSiLBEEJsp+UP3EAoEZWwrBIieiSYgn+GxA82/Yig7E9KC++HQ4PAz87Qnxn397jx1fjkFeRWVJWXV5ZVVldUVP061q66obmuua2ysaW6pbumpWfNjmOUXI04H8TroNwA5UHIcTzlMZ3TLlAaM52DVvlH79RO2a6J3OisW0o7xQFmPGDGIcVEQTefVk8Bch3gvWlHX8I6AkgAQJJqnXSMUuavWqejfpz0X47swyV+ovGI/AIAECCacvAGtBug1YDRAcaAeBOgdJA3YmUoYLRIMEHBCOQBQK4HvDQRXAcc9NAplNHECYYUB/0iyiUaMIGI1TGCjldpPDR+bmond7XCy5v3Ustd3WROTjI3Z4VG7az381K7OoQadSGB+gCdJj01ce+urXNmx2akLzp9+mRlZXn/wMDA4ICtv39YHBlOPTg4IPb1i1abaLWJvX1i/5AoDg0N9VnNlQUv3z888OXxxo7SPb0th2qKN/ZZb7e3PhDFloGB77a+ruLip/dub2ioOSD2neyoyix5N/fNrbhbx2Iv7F24d+WE7DghZyafFKGYGeRy49ieQbO11zI0OCTaBsXe4SHbsG1g2PbHgE3sHxB7hwf6B76L5lax0yraenrNbx4/3Je97MDSuXc2zz+eoj+Z6HFqgePlRW53lupuZhifZEV/ObQi99Lez9eP5967WPz0VsW7p3W575uK81rKirtqKs0NtdbWeltbfX97/WB7w3Bng9jdMvC9u/+7uf+7eaC7u6+z09ba2ttUZ22o6irL7yr+2l74rvnbi/r3j6tf3614cav8+c2Sx1cLH10uuH8x/8HFksdXy367Xv70Rvmza+XPrlW9vFn3+k79m9v1b+7Wvb5V9/pO3dvbJU8v5D85W/D4dOGTM/kPTn68cfDF2e2Pj2+8fTD7/PaMExuSdyyPy1owPitpYvaiyelzIzYvW7B+afLM8aFaN5UkXi8pE2GEwcgmDsbEficHAAFIEMYIQwAwQgAAiqIEQdDpdCaTSalyxBhTNM0r5NJS5xwUmKEABIRjeCclgIBzFADBmKUlDS2AESPwANmViKQGBczSnEqAFGEEXhJwwCwNEHQc40bxLCPwrFIBIKAVMoARxbGIEACkOy6WOwjSMG5Wxmn8NBwv+9Py+RNuGNYRIkbahfqrTwIlUX07aDBEIxy208ee8ZF+ZvQ3fy70+c9zN/8CNzWNtXUtDZVNjdWtbTWtXWt2HiIKTyTzksaEA5kByIyANwFhLHKegj1myHSJbiErdFFb9RO3eRiWyzwTWNdZnHq2QpdAeU0EMi2QqWmVhnAqAMmPj/vPn+/P3PnpWwQjpeL2qSoQYIQBQJBwjEqDFBqo0EOZAQuhlPN4wBmhzIiEIEBrocIEBSPgDYDXA14PZP5A5o9cglntNFVQqsqUxmvnY8cJgAlArI4W/GWOPq7evi6eTq6eCg817+7BOzlzKpXM1UnwcBH0fl4eLkJwoC7MZJgXF3Pm5JFFSQkJ8bM3bVx79+7twsL8sorywuKi0vKyuvrGivL6yoqGqqqaitry8vqi8vqCsrrC0tqivIKv+d8+Vhd/enb78OdHu97fXdZWtKWrYuNAzwmx75al+5E4VPng/ulXL249uHPw49uDlvbT/V17vlctrX4/+9HJsPPbQi7umrF3mWFrMpUzF6RMhmmxjvcvrmup/VJSmltSVZZfU5pXW1ZYV15UW1lWXVdW2VRR2lZa3lZU2/w6v+hrXu3Du283Ltm8JWXJ1S0rbmyccTbT53AytXceODwfHkvkzi5SP8iZ8vHwik9nd3y6cujr7VNFj6+UvbpX/fFFQ/6npuK8zqrS77UVPQ3VlqZqa1NVb2NVX3NVf2tdX3u7raPD1t5ua239j+Zma2O9taHGWldprio0l3/rKHjX/PlZ3bsH1a9uVb64UfH8esXTa6W/XSl9fLns6dWq5zdqXt6qeXmr+sX1ute3qp5fq3hyqezRubJHF8ofny9/fLHk8bmvD06+uLz70alNT85seXJq8+2D2dd2rbi+e+WZjYv3rZi7IWlK6nTT/Cj9svixG5ZMX5UcvWBqeJBWraQxAoBAQGNEEAQAYIQhRARTAECO4yGECGGM8c+LEUEIAGAYRqFQBAcHq1QqAABEEGNMMwyhaZmgwAwFAHBSe0jlc5ihJEEJgCCiCSvIJSRJrQOsIAcQUDzLOsilpiRG4AEEgpuT4O7srddKW0WIJgAB3tmRlnOsIPcz6KfOnJG6NMNbq2FkHABA7iA4qFSCozJm+jQHR+WfVtNfcKOEiB4Jpuxey6+Vgb/Q45fF97Ob80Ov9h/sl7eyv8G/wk1TRX1LbXVTtZQqXrNzPxFcEe+GeF+o0CLBAAQjEExAbgJCBHAcC1UTsVs0r4n3MmZqw9b6ha4ZY8xU6ZMdDQtp78lApgWcmnb0JZwKADLimPyU/x45fvZ0fs5S2ff7/+Ld/PJvQjRkVFDmDQU9Fkwyz2ildhZWhiO5CTuEAEaHhCAgD5C0b4AQABR6INeTMZFOpniPiCVKYzKtng75EEDrEetPK/xkjj5OXmond5Wzu9zVg3d2kSmVnNKBd1EJ7k6C3s/LZ4xKp/WKnhS5Z/vGs6eOjosIXrF8yaaNa/ft23P48MEjx46eOHXy1JnTp06duXD++rmzV8+cOXfqzPET546cOHfg+Nn9J87su3v38rlT+47uWrl33exnV5eVvsq2VG6x1m+xtu3v/X5eFPNbG15lrViwekXK5rVJ35ufDffc7qnd1pK7qD039eRa9eGVmuOrw45lGfeky7LngMSJYOls55N7k25c3nvs1J6j548duXLy8NWTB68dP3z15JHL545evHjs7NXjp26eOH1v+9bTa1cdzlq0ZXX8qlM5G54czLmzPfpIunAoFR1IBrsTwO4EcmG59rcdc17sXfLu5Kb3F3Z/u3Gs4MH50qfXK98+rP/6prngc3tZfldlkbm2zFJfYakrt9SV9zaU25qq+1qbe1tabM3NvU0N1vo6a321tbbCWlPWU5lnLv3cVfC27cuzxg8P6l7fqXx2vfTxxfKnF0ufnC9+dLb40dmSx+ekx4UPThc/OpN759inK/vfX9zz4dLeD5f2vj2/68XZ7U8v7HhwZvPNwzmXdy87s2XxsZzE/cvn7sqYtWxGWMJY3exw//mTApJigjLmjEuZGRYd5u/tyEmiZAQAgWVYikj5FgAAxhghMuLd2KOGETVYhBFmGVbBywVBEASBoigIIUVTFE0hjAAAiGCaZRDBkGC5owOvcgAASJMJAASSQISkViPdEKXgi3AM7+y4ICN1TspCN4235L9oAvTbDu5ds32zWudHyzkPra+fUb9sXbbkLk2OnXbuyqX4pIVqjW9MXGzc3DmZK1fMWzDfX69PSV0k43k7HEd8nH/EDfhLJPXXm/sPmcifOfKDOBAS+CPxhX6x0VT0T3/Hv8BNXVNJfWtldXNFTVtddXtrzq69RHCGvCsSfKCghYIe2HMfRqAwASEYqMKBQxgUImnXGJV/kjpwqacxQ6Vf6GJKYjVTAK8FrCcRfDCrlNJzGJO/xJn/4oBAGqOEf9qsghgjliYyjpMrlDTvBBmVlLtBCpPCN9bduJCoxgJZIJQHAdofCSbAGwCnA7weCEagMAC5nnhEKANmq0yJrDYWqSKBzAgYf8hqaYWf3NlX6ebh6KL8P6y9eWzbxrr3P8AAAwwwAEEQBEFCAiWBki1bDiVdCtSPEKiXkARJtrzEdqITx47teI2T2Imd2Nn3fd9XZ3ecfd+XtumS7m2aNm32JmmSntPl9rxFcQ7uPRf39vcHLdfZ2nPvfQcDW5YomqI4Hz7PM8/zHcklOLMEh4OzWBjRKrgcdk3xym5J9eUqsrumKr1u9bK5s6Z2drQ2N9W1tba0d7R2TGibPLlr5szpU6ZMGjeufdrUuZM6Z3e0d43vGNfRObZzypiuyaO7JjW3t42Y2DasrTa6aWHl1ROd311f+OdPOn/5ev4v36z/r1/O/OOX9797/NHe7ZvqKyuWzZn804P3f/3p9f98uvvxu5Puvz6msxzvmqnvmlXYM7dkWUtOV5ofGWPHDQvOaR85pWP0hM6OzplT2mZOGDO7tWVO86g5DaNmNbZMb2qZ2tzaNWHc6NldzYtbh3dNrZ/Uu3jF6XXzDy2pPro0uager2lDmyaSJc1oUT17cEHqjc0TDi0Y/caWWe/sXPTxgfWfndj2xdmeW68f+/rdi08+ffvp9ff/8uWn/3r785/u3vi/97785eubf390698e3/v74wd/++brvz26/8vDO7/cv/XL3S9/vn3951uffnf96nfX3vrLx6//+cOLT9479/DNY1+d23vtePe141s/Prrhg0Nr+/t7B1a/u3/VO70rruxecmnb/Ivd8y5snXtm48xjqyfvW9qxZd6YnlVde1Z2rpvRuKht2Ozm0s6qZHNRqDaupnW5oTA8ua583IiSdCIYyrWINLQQRACwUpjFiEBghvx4lgEAsgzbDxpCqP5L0RSlBwBghGiK6h/MCCGWYwEANMOwHCs67ACAUFgfUT8SADBj3pxQWAcQZOXmEIbmLAIAgGJowS4yHDdI8Wl6yOKwcXaRsPT67Vv3Hj3kDwUhwbmKr7VrwoTpU5xybnVzgxwMjGiqX9u9eWvProAe4mxWwjJLVq0IhLTFK5e3TezYd+jgqXNnZ8yZnSgomNA50SqK/XfugWMqs4jzs7h5CWzQgEmr30rAMqDJTCT3WTcIQQYCGgAKAApCGkIqE3Z/Fj2Z//WHuPni0dOb9755HjdYUqEYAHwAsApgg32aVYIBxCiwxaGYgJYkFouY7LSoNDr1MXa9kfGVAyEIuEHEKiPaBgCB0HSYf3P2MMYmfQaaOYQQiqJommYYmqEwzzF2ySbl5LhyZZfsHeRT/IoyyJOja6oe0uOJlBKK03YftqlACELBcKh1Sn4H4y4DvAEtMcBo2J7AUj60GuYCNaZLhaQoLZeyagVyFwIxYtZ8QVahrYqYrYiubFES7ZLgkHhRZDmOsQhWye6Qc7NddiGket2SWF9beer4oWWL502bPKG+rrq5qa6puW5k3Yjq6qqRI2saG+ubmpoa6sfUVreMqBpZUzOiobGmuaWqqXloc+PgqrTePip/YmPo0MaRVw40fH6u8drJof/5eOFPj9b8+uu7j++d/PW/nrx+4VR+NHr2SO9PX3/0b08u/vrj8b98OPvKjpJaHZxcWXBixdBt05KLmoMTyj1VhjQ2HR87Yvjw0nT1iPqqhqbKUSPTLZXp0en06NI/jSmrGFNeNSZd1zxy/MiutVPXb565rHfpvHd6l51a17huorJ9hn/rlOy17Y75DUJdFA5RwLwm/ejqjt1zRp1bO/nK1tkf7F3+6aH114533zi39+6bJx998JpJnO+/+uRfb13/6c4X//fujV++/vLvj+78cv/WL/dv/e3erV/uffXznRs/ffnp95+//92nb3/z/qVHV889euf0o3dOfvP2ibuX9392Ytt7+9e+uWfxazvmnt8y6+ymaWc2Tj+7acaZjdNPb5h2Yu3k42smHV3VeWh5R++i1h2zmzZOrl4xYfisMWUzxpZ1jEzUFasVUc/wmFwZ8w8zfC0lkeq4VpOvp6Oa5hYdDOYwwADQGe10cwS4JTvKBGXMlTNM3FAUzTAsAJBn2dLC4pxsN8xY4hhjlmVpmkYIUTRtlxwcz5nDWsrOGjV2zMGjR/5UOfzNq++MbmuNJuLDq0eMnzghPbwiHI38qXJ4KKzXNtQ3jW7p3rmjoLgIIBiKRTbt2r55945xkztZ0cLZxbXdm6ubGwTJ3tIxbmxnx8xF8yfNnrF4zUpPwI8oInncqzasU7Tg+q2bj589/c77781fvMiIRXNlOT0sLdrEl8VuXsQNfolb8Dwj/rDjjDA2AwGHoIAQB4G5837oDNwt9CvK7+HmwaMbj57cvvfozr2nD+9++5dZKzdgMQcKucimAmsQWDRoj+KsYpxVDMUE4HXAaUAMAzEKOAMwBhQStGso762i88pxdgEQgkDwEtGLKLEfNyzLOp1OSZKcTqcsy4FAQFEUv9+vKIqiKKqqBoNBTdNCoZCuh+JRPZmIJPLjRiIRMqKqboSMaCQaTSZihflxTQ2GjahHCSPWBTgZUIMAr0uhRm3wVDYvDcwpKt4gWYX2UC0jlyN7FAg64EOADwFLGNqjKCsJbGZxpgF5DbI+SvDZclRBclkdFpsk2Oy8wDMsQwucVbK7JJvVZuVURXY6rCWFiTMnjxw/dnBSV/uC+bNnTJ/c0d7aMqqhvq66buSIMaObJnZMGDOqvaVp3OhRra1jR7ePH9M+rq6lqby+Jl49VK0d4qlIsG0VwuwmYUo12jJN+PHGhJ+frPqvf5z67s+nf/31/pLFXRV/St398r1//PXGv317/m8Pdv781eI3dhaubhff3F16ZmPx2k5t0djwxCqtJt/f1TC8q3n0yD/VjW6aWDOydVTrhKa28c3jW8e0t46b0NE1acr0abMXTJu/c9H6C1u3vb1v9Zv7Oi/uHHpgpbp5hmvNRNfmyeEJpZ60YvsXGlkBGBzIWTmladv8sceWt19cP+XtHfM/2Lfiw4Nrrx3vvnXpwIO3zzz58LWnn7z53fX3vv/iox9ufPzDjY9/unn959tf/PTVZz/dvPbzres/3/r0py8/+u7Tt7957/KDt8/def34rUuHvjy//+b53lvnem+c2vnhgQ1v7V56cevMU+u6Dixp3TWnYduMkVun1WyaMmLj5KoNkyo3TKpc01WxdFzZ7MaCrkpj3BBt9GC1vixYEnYl/z9xaDSvMj9QHpbLQnJFVC3TvEmfW5UsVgwpAGw0lcWzNIIYAHO1BoGmWIJrKiokm91uFSW7AwDgcmXb7VJOjocQKjvLAyEM+Px7duwsG1w6KNcTVFUtqNXX17e1tS1ZsqSgoICi6cVLlxw8fGjTls2iw85w7NTp0/bu6z115vTWbd3tEzpWr13TNn7c8ZMn5sybu//ggWUrluthvWvypKnTpx0+eiQU1gGCE6dO3tnbs2bThiOnTgRCGgAgnipYs2nDqg3r2iZ2rNqwrn1S5yDFlx5RiSli1mHyopXhOYplHNkummWsdhvCGBEs2m0UTb1g1/TjBgGAGVbM4GZg8AVBQBCkASAA0AAyZoeIhYhDmCe0DWHO1Ns3t8FEoNlslvOxrJ/jFKtVdTg0u0PlBZlmnAQLyAxIP2vj/AFuHj786pvHd+89unvv6ZO73/44Y8VWLMpQ8AFeBVadZBdZtVp3bJwUHk3lpoEQATYD2MJAMACrAyYMuChgI4AJQTEO7AYQVGjxE9GHKDGj54NdLlc4HNZ1XVVVTdMMw4hGo7qu67oeyjStrwV1LaCH1JAeUkMhJRgK6OFIPL+opLhlVNOIirTi8ytKUPKoiHURSYMWDdCqPVgXLJnC5A4FrAGFKODCxFmkDu50hhsod3EfbgS9L3Jsip+KOnJEkUWHjJcIXluOKjicFrtVdPCiyPEcw9AMz1odNqciyxxD5WQ5FJ8nJ8sxYfyYK29cPHyod+eOratWLl0wf/aSxfNXLF+8eNG8ObOnz5o5fd7sRfNmL1owb/HShYuWLZ43b9bEzvEjRtcnxtcbXaNCG+YmT25N33qttWfBoDPrlF/uTv3Pv2+5eWvRf/361g8/v1kyRNm4dc6PP372X//+xa//fuXhtYX/8XTV3bca777V8NHJoae7Y+umq3NbI+NrYvVlkYWTxq+at2jelPlrl26ZO33p4gUrFy9ctmLRknVLV3SvXr93045jOw6c233gzZ6dl7bOe333uGPrE6umsJvn8LsW5c5tluqjzgDLuJHVDkUakKAzd/LomjVzRu9fMu7Mms4r3XOu7lnybu/Kjw9v/PLs7vtXjj55/+K3H7/x3adv/+Wzd/987eq31977y/WPvr/+4V+uvf/j9ff/euOjv9744IfPrj794LV7V07fvHTk5sWD10/3fHps2ydHu68d3frJ4c3v9q5+Y8eiC1tmHFvVsXN2/ZqOoYtbUnPqEzNqopNHGNNqo9NqY5OqjLFlanUstywoFipCviJEFcFjQ9GAbdb4yg3zO8bXlAzW5ZKQV3UImsvmEwUny4R93vENDaOqR8hOycoy/ryckOJPxWJ2QegYO7YgnuhoGzd39pygqs6aNae9fcLChYt9PmVI+TCLRaQIfezQ4cKClBE2mhoaG+rqd+3a1d3d3dzcvHr16tLysr37ejsmTli7fh0nCKLDvmLVyhmzZk6fOWNIeuisObPnLZhfWzdy2YrlQU07dOTwsOEVGONEfrJzUtfa9ety8zwQI2euO1GY0qORkBGmOZYTLYhgmmN9agAgJNhFTBFMEYplAACm5kPfwrgImoGhvky8DGX6Vm74PdxQz/o4JmsYjDiKclK0m2HzON7LC37Bqoj2oEMKyd6EVVQxkQDgARQI5XJIIUUtMSIjDaM+Eq1L5jcXFY9OpRoNoyKoFQuCh6ZE9BvX+kJkf4CbJw/vP3r49dcPHt1/8v3tx3+dvmwHsWmAD2IpCShVzp9oVC3Lb1gXq14VKl/Aekfg3GKAc5CUxI4UoDTARgEdhmICCAawhoBFA4IPstmQWAHscyBlWdY0LRaN1dTUxOPxQCAQCAT+lE53dXV1dnYahpEqSI0fPz4ejxcVppYvmT8sXXbg0P6OyZONeP62vfvGjOt4652337369thRjWWDS0VRcg4Kss4AIE7sMABvWAMjw+l5xFUCeAPwEWTPh2I8yxgVKJmIpXwkxgCvIzEKeB1adSCoKDsKeBXwGhbDiFMYm8I5ZNZq4ywcJzAsR7MMzTKcwNlFi2QXbXabRXKINlGwWrigqsycMeWtN1+78sbFo0f279y2adf2zb17tvfs6t66ae3alSt2de/ctmn7tk3dW9dv3Lph7e6tq1ct7GypjY6uCsxqDXUvKjizLf3+kRG3LzV8/9H4n29P/ebr6b/8+/Z//Hru6vXV1aODn9w+9Pf/+vQf/3n1P/5+7Jfv1v3l1qT7H9dfvzL0jaOxnvXyypnetlptzsT6rSvmH+zefGDbrt7Nu3u39Bzavvfknt4zvXsu7tv5+r4dV/Zuf2N39+s7ut/Yse6NbbOPr6rdNU/fNj9nyzzrkk6mfTipirJ2CETAiUAWoUIDGw3puK6uXjBu3ZTak6smnls/5fiqrte3L7x2bNOXZ3bevth799Lhe2+cePD2uUfvXnr07mv3r1668+bFm6+fe/DOpYfvXHj4zoVHVy8+fOfC11fO3Lp47Iuz+z8/ueez47s+Pbbt02PbPjm65b39667sXHph85xT66ceXtG+c07jus6KRS2FU6qj44ZozUX+xpS3JjEorUspRYh6GN1FNCdRneT/KGIilF1oyAsmN797dt+M1tqpo6p3Ll9wfPuWaWNb5nZ0bF25snlE9dolS3u272wf0xoKBBbNm7tqyZI1K1YOcuds2bBx2+YtU7sm7e/dt2De/BUrVk2aNGXlytWKotbUNmCMBU7Yu2v3tq3dtdU1K5YtX7t6zZgxYxYtWhQOh1taWrx+X9fkSQ1NjZ2TugCCNMs0VwBYAAAgAElEQVRooZDX63U6nTabTZKknJwcj8fj8Xji8fjChQt5nieECIIAAFAUxZQWRaSv1snsiOABf2YW+DFlH56tw362JrsvaQ0i9NIAaD9uKJrHhOnLu+lbZ5UgxEiiP2YMM8LVxcXjCwvbDKPOMOqj0aZ4fFRhYVsyOToYHG61hgGQALDyvKbrNSUl7T4l7fUPc7kLJVciVy4aJBcqgeJEfm35kFEeWceYy1iTfYk8f4ibB48efPP1gyf3H//15jd/m7ZsL7aFAa9jexGwpPSKJdGaNXp6qTZ4fji9PDfeSclDgUUX1CpJq+flSouvGllSgAkDwZx4DkKLH3FuRIkZ3ACv11tcXLxv377Lly8fO3Zs+PDhlZWVH3744b179x4+fLhly5ampqYffvhh9+7dgwcXP3l0r6N97NnzZ5atWRMyopffeXfpyjU///LLieNHayqHBRRF1yOs6CaiLHgTgPEDVhf81eH0XOIqA3wE8AYUE4A3XOFmpagTO5JIjAI2BC0RwIWAoAM+gNwxwAcBryGL3o8bxiKyAscJDMtSDEOzDCtwNlFw8Bwn8Kxo5UVR4DnGauHCutbYULt926bjxw5evnD67KmjJ44eOHf62JXXzr/9xuUjBw4e2LP3cO/B4/sOnjy4/9TBPZuXTx9bHR0/MjivQ9++pODM9vT7R+vuvNb2r59M/fnuor9+v+Hx91vuPd19+Nz0CbPLvnp87t9/vfEfv37wb7+c+vn77u/uzH/wWceNq41Xz6aP705uW5uaN7Vi9cLpPZvXHt+763Rv7+ne3vP7979+pPfkjtWX9q569/DqayfXXT+++sPeBa9vnHR6xajuKfndM4zu2dq66Z7pzWw6ArwC4AAQIGGByAAPA2QCrAgQl2SpKAuvmVa/fVbj/iXtl7cv+OTYxvf3r31//9q7F/d9dW7vzXP7b148fPPSsS8vHL1+9sgnJw99eKz3gyO7Pzy656NjPZ+e3Hf91P5rJ3o/Orrz/UPbPj687b19m97ctebytqXnNy88vX72kRVT9i+esHNOy8ZptcvGD53VkD+hwmguUiqj7iEhKV+x5CvW/IA1XxHzFTEREJOqI6469IAjGfFyBFQPjV84squjsWrPuuWrZk+rLMxfOXtWZ8uYsSMbu1rHT2htH1aenj1zzvKlK3bt2Nk1sbOuusbKCzOnTps7c1b18MoRlVWFBamZM2dv3Lh548bNLle2rkdomsEIl6QKC5L5TknyynKuO4emaY7jKIoyJ8J5QWA5TnI5AQCcRaBpun/qo3+CFUIoCIJhGGaiPMMwCCGapgEAGbjgZwUf8IuPX8majGmTwc3L016guTpQBjcQ4QHxFwIBwzE5/kGpoFrp91XIclpVq5OJcUPKp6UKOlS1uiC/Paw38ZwBgETTmhasjcdaw8Yoh6swVx5qscUgcgNgBdDmkMIFRQ3lQ1sGyTrBvKmgYxoWf4ybpw8ePf76m6+//vb+459vfvP3act6sRgBvAGshdiZjtVuUEsXi8HxnNw4KDLNl5xq1Rs5dYScmqAUdHljEwP5UwS5FnAxIEQBHwK8Ci1+LHgQJQJoWnQgNzc3nU5/9dVXH3zwwe3btzs6Ovbs2XPlypVhw4bV1dX9+uuva9euvXv37r/++ONbb115583LM2dM/vLmje7du9WQ/sXd+6Pb2tvGj7t/787bb1wOaaFoNJkla4C2I6sCeBWwOucfEUrPodxDgCUBhAi0xgEfcelNSmoiEpPQEgNMCAoGYENA0IHDYJRyKEWARUcWHbJ+WlQYMYcWrAzPshzFMISmCUMzHGuxCnaO4ziOFQTeZhMFC2fqXotWfnBRcvaMyYf27zl57OCxgz2nju4/cbh3/54dF04fP3344NkjR187dfqts2evnj95aNuqWe3pURX+KaOUtTONg+tLr+wf+dWlzu8/WfzL3W0/fXP47Strj51YtmHr9EOnuv/2n3/+j1+/++HHT/7xt4//9t2F727tvHV1ydWTXcd21HUvH7p8VvnJgxvPHN57+cShK6eOXDlx8M3jvW8e3371xKZPzq155/CM89saj60uO7g41jNH2zbJt749b11nYGqtszJCjGzgYYGIAQcBCxADaAJYDFgCWYIoCADGwGHFk5vLl7ZXds8de3brgvcPb3xn76p39q66fXHvnQu9t8/vu3lu/43T+66d2PfBkd1X9+98u3f75Z3rL29f99qO9Vd2b3qrZ/NbPZtf37X20vZV57cuP71x4fG1c4+unn1oxYx9SybtmDNu8/TmuaNKZ9QXTqyKjikPjUwpwyK5RZqUVMSozxr12aL/Yov47GFZDOUKwWze72IZAtxOHgNQljKmto+mIJjU0rRi7uyGYcOGFZcsmjln4+r1mhLU1FB+sshhd9XWNMRiCYtFtAoiAMApSQ6bnaEZjLDAC00NzQvmLRwxogYAQCiGYVgEEUaIIoSmKIxwfw7qb9VDAJgT4QBCQtP9qRsmawb6Nf3vpSiKYRgAQL98+m+aMhmFh2eexy8oP7yAGzCwaPv3cIMomsOEBv2LygMCAUOQaBNURR4sWmMAygDkYqwKlqQeHlNaNtOItCXzO4tLprmyyjEJ+pWa4pJpAbWOE6KKWhPNH6eF6zlLGKJsgCSWV3xKQTxRKbkCGLMQmotKY/Oc/SFuHjx+8PDB19/ef/zXm9/8feqyXmyLAD4ChHySU2VUrZP0TiimAZWgnSOsSuOggi65ZLJSMj3HaM/R29XUzEHGRFaugrYk4EOAD0Crgi0yoq0Z3ECbzZZOpz/99NMrV648ffp0wYIFb7311uXLl2VZXrx48WeffdbW1nb9+vXp06dfv37t3u0bDfXVPb17rt+82b2r571r1ydMmnr0+LHLly68cem84vPnerw+LQqICNhB2BUFliivVGvls0h2ObAmgRCDYgJaYi69WUlNxLZ8aIkBNgSFCGB1IBiMr1yKNdHeMuSIIYtuhooJJ1GcQHMMzRKKNsVMaI4VBF7keZ5lGY5jrVbBahU4jmFZWuBZiiCf7B42dPDkzraNa5YdPbDn7IlDJ4/uvXjq0KmDe0/s6z3Z23tyT+/ZfT0HNq1YOrW+q9mY32FsmJvsXTPk7M7694913npj4YP3u988sm7Xunm7Nq9Ys3LRG1cu3fjys48/fued14+fO7T+wv4Vl3rmn9s+8/jmyQfXT9q3dsqetdPOHFx34sCaE72rTvauOtWz/OTuRSe2zzi2tXP3sqo9S8p7lhTvX5a/f3Fs63R1UZM4Ic2UBoGRC3wCkAgQEGQBoQFDQS4jz48QNCv3AYAAI5AM5U5qKF83p3Xn4q6Tm+e/vX/tJye6b13ouX/5wL1L+2+f33fjVM+1Yz3vH9x5dd+2t/duu7x93cXuNee3rDq/ZdW5zSvObFx2fM3Cw6vmHFg2o3fJtN7FU3sWT9o1r3PD1JYlY6tm1g9uHWI0l4ZGFqojkoF0zFcWlgu07HjAGfkXSZcdqtsiO1gnRwkUohEgpqo3BgAAm8CqsgcCIDslJSfXwjAsoWyC6LI7+1JCMQUAZDmL6VbQNEMwMcclgggCiDHOdrkH5coMw8JMwj4hfTPfBGMz05YQghCiKAoAQNE0RdMMy5orzPVj6DncmPNZIJMLQwgxccNy7LOkQBl8gN9TmXkpbvr384pUkudx84xpw7K0R/EUJozGoDoSIQUAF0IKwxia1lRQOFn2VvmVmtKymXp4TJ48vKBwciI5kRfiEHmN+Fg9OsriiAMgQZztyIoGQ0PjqZqsHJ1mzNw6BCGGfdYNVH5/IvzPD+49fnDvwdePHzz+8ebjX6Yu34ttBhDCQEzR3hotvYT9lwZoKQGUgYQiIg3Jjk5Q0/MHJSZznpGse6RLa/fHp7mNdpJVBqwG4BRoVYg1L4MbiBDmeb6mpuby5ctffPHFDz/8sHDhwkWLFt28efPzzz//7rvvVq5c2dXVdfHiRU3Tli9fevWt18rLisqGlK7euHHF2g0l6Ypc2T956pTWsaMHF+YrfkVRgrmKDlknmxsBfACKcdZfrZTOwK4yIMQAF4GWJBQT2eEWtWgScaSQmABsGFlikNWhYLBKOifVxqvDsZREgg4ZPxG8mLUThqMYiqIxoSDpW3SM5TkLy7I0w9AMw7AMyzIsywg8axMFq8DSFGYonC1ZY4ZWVz10/ozO7RuXH9vXfaRn6+kDe88dOHB8V8/pnp4zPd2962dPH1swZ3xkYWd42WRjxZT4mulFG2enu+e19C5a0Lt03eXek7tWbz3ec3TDsnWbVqw8vH3rhjlTd8ybvHfhtENLZx1ZufDE2tVntnZf2LPpyM7OAzub9nU37u9uPrC15cCmlt2rG7Yvrdm7qmHT3PTCcfEJlYHapJT0kkEM4AEQELBRIJej3ZxNIHYCLAgIGPAQmMVDACKACUAYQgQRAhyFyuLB2eNHrp834dCG+W/sXffxie57rx24c6H37vm9t073fHFyz7Ujuz48uOO93m1Xe7Ze2rb+7ObVJzcsPbpm4aGV8/YtnbVr/pTuORN3L5iydfaEdZPGLB0/cm7T8K6qotHFRm1crc4PDouppYY3pXkSanbE79Q8YiDLki3QDo4SKMxgaBYfmEFOisIAAAShue4bQ6j+uRZREM08No6zsIIVICxK2QBAiAgmtHn197EGQipTQ2NOD9M0izHpWxa13zmCCGW8JCqTgEMoAiA05Qv6tGYGlByhTDwFm3VVEAAIEe6rpcSEPGeb/FZ99KzM1UAr5pW4gfBVps2rcAMhBQAFAM0xPkOrTpdOkuU0AE4AJFHK1/SGwUOmhowmAHMYTo8mWgsHd8Xyx+UXTciRh2AqIIixoqFTkqUdOcoQVtTd3kIjXhuODQ/qgwllg5ka+/6v65/AzcNbTx7cfvDg/oMnf7n5+K9Tl+/Cdh0IOrBEKXm4XDQdZ6WhrQRwCSgkkCXF+uuU0nlSqIM4KrElTTurs7QOt9HBK7XQEQd8AIoKEU3rhpi4EQShqqpqxowZK1euXLZsWWlpaSgUqqurmzlzZnl5eSwaSyQSPp8vGo16vbJkE/SQqqiKW5bjqWI9ltCNaJY7O6yHBrldmhp0ZeWauAGcDCwaEOO0XOktnIKcpUCIAdYAfAwI8exwi1o8uQ83nIGscciFoSWCs1JSbBTjHwbFKOQ0yCqUxU9YB6ZZQuM+LX0MCUE0RbMsx7Cm9CDLsKy5SKvpTzlEgaYwwZAhyJSstrJEU9w1w5Kja4fMn9S+fuHCzYuX7V+/8eyebad2rzrcPfXY9o7jO9uO7RhzdNv4o92dx7tnn96y9J3dey5v3PF2z8HDazde3L9/z7qV+zYsO7Vr7Wt71ry2c8Vr3Usvblh0YuWCg0sX7Vu8tHfprAMbRu9Zm96yePCa2YWLu6IzxujjRyiN5YMG65ZQLiXRgAGABoDDQKSxxNESS9lomicsDVkEOAA4BC0UEQE0VyPvl0Ex01MIBMBppcvz9UVTxh7asuRE99LXdq+8e3n/7fN7757fe+ds763TPV+e2HvtyK6PDux4f9/2S9vWn9m06uiahfuXzd6zcNq2OV0bp41fO2nsygmj5o8e0VVVMqY02pjSa5JadVQdFlEKgjlRJSuUa/dLfK6VkVhioRBLIGXaWgMT7Pt0ERCEiBBKECyg71Vo4QQKEwAAw3BW0QEABAhjhgUAIkJjwpiWDiG0mWXab5UQQhiaQQhhTACALMsBAFiaMbchGBPcZ9qgjB3BsKzpFqGMfgr6LR/eTBvD2MwSJBhkMstMG6f/YzwLjsxkUT+DnmXK838+KxPxquLIfk2/jDNllqMyEDAQcJKoF8Vbq9KzsrJSNKfanUktXBMK1ylahdUeBcBKMWrIGFlS3hXNb8nzDUEkDyB31qAiPd6cSk/ML2sPJxvD8VpZLaa5XAA5AGkATfVjnEnRBv8Ebh598eThlw8e3nnw9OnNJ/86dcU25NCARQNWg/Kl3fkd0FYAxQIoxCAfgUKU5FTJhXM532gkpCFXBpgSLrdRVEdL+hicXQx4FYoKseYhymLiBkJotVqTyWQkElFVNScnx0y30XXd6XQmEgmv1+vxeEKhUKoglZ3t8uZla5qiBgMhw/AGgo4czyCf4pHzZNkT0UMhLeTJ83mUMObdgEj0oAJgjVHycGXwdMozDEnFQIgBPga4aJY+KlDYhe0FyBoHbBgJMWhOk4sxm9HEeIcBIQoYDbIKLSqYtSOKxhTGxMQNIBjRFGEYhmHNRXoZmqEpilBUptQUAoIhxxC7hbWwhEKAIMBRkEDAYuARubAsJwNaRTzZOnzIuOriWW1lcycULpycWjZj8Oo5w9fPa964YMK2BZNOrZjRM3XUjmnNG6bW7F09bs/qUTtX1m5dOGT7vMHbZ6W6p6Q2Tshf3ZZaOqpwbn3xjJGFrWVqU0quNKRChTOyiCJAFwUsGFgI4DFgCWQIovtWuccQYpZYGCSYy4hQRECY6VtxHGFoigxBDCENAQMACwEDAMAIOAR6aCq8atb43rXzTm1e9N7BTV+d2X377J47Z/bePt3z1fG9nx3e+VHvtnd7tl7avuHUppUHVszfMW/qhqnty9tHzW+pndFYMS6dai6JVkWDQ3VfqZZXqOYUKFkxv+QVmSyestGYJ5AZgJiBoOkfQcCsDiB0/yYCZ2Vp3nzJXOwJQNT3QQihBStAfWFLhAhNsQj1LROFITJ3RwgxlSRN+wSAjJn3QjNpwrAMHDAJ/fJmUhBBAKFZYQwgJIRknKYMJl4UlxkgapUh0atwA/5Z3DAsJrQZKoaQhpDFUHRL0XxjVCI6KhZvjBY0JApbQpEqqyMMkAMAK4AioWWvOjiSaPCqg2lWAYAHQKR5BTM+2hLErA+QLIidAAkAMBDzABDQxxqcqRIBAIA/xM31J48+f/Dw1oOnj24/+X7aii3YHgRCENqjfLDaW9QJbUloSwIhaubsUnK1XDyHyqkBXBFgCwGJUFIF761zxzsoTxkQgtAaIFYZUoI5IQ8hslgsqqpGo9FwOKxp2p/S6SHlQwzDqKqqSiQSsVisvb1d0zSv11teXlpYEMvNcZYNKd3e0zO2fWJxelhBcWn7hI7RLc2tLU1dEztXrFyr6vmsS6Wzw4D2AjFJ+2qDQ+bzgUZ60AhkKwVCIeCTTn2MkpqEbQWZUHEYsBoQdGBPOmKtnFINrFHAapBVKDGAaTsiNCIYE2iul4gxpCjC0AyhKExIv8FMm+WiBLEMxVCEYIggwAjQBDEE0RhYGERjwCDIIEQByGHi5BgnR2QH8bmw6iG6wsY0MRn2pMJqaTgwTMuqC7vby7XR5Uo6Zisx2PI4NzRGVyaYYQY1VMODA7hAJhE31uzYb0EuCkgYiAgIEPAQsCYkzLKWzJwpNIUjMYGIJkggSCCYw5iBCAMIAUKQ4D4FM4gBpBDmEBIg4BBkADT9CSAwuCFdtHvN3FPbVp7YuODDI9s+Odr96dEdnx7d9dGhnVf3brm8fd35rWvPdK8/uGH59oUzl08eN2d03YSa9Kjy1MjC6PC4no6opbqSr+b+H1lS7KxEIw4BEzEDUzVeyLR/rn4HQYQBxIQwGJF+qwAA2O8ZYYpBptti0hORzBxwX8qKWQ6OMcEImySiKAZjCkJEEQr0eU8EAABhn1UycA7I9LEQxoSmMkFhjBCG6DfpTYz73tWHA9PVGiC00u9uvCDbmSkXBP3H+0rcgAEJ+i/g5hlnCmKSYTSBgLNbQv6cUpsQZbggxSmYeBDJxVQegHYABICcAFhYq+bxlVgkA+JsgJwQZwHggFiGWAbQBZALk1yArADQALGZzO3nv8A/KGJ4/PDa08c3Hj689eDJw3tPf5y9fCuxBCAfBKwmKJVZkVbGVwmEOOCjUMwHtnwkD5VSHWywGggGsiWhNQY4g5HTkjGGVSqBNQw4hVj9mBYzc2MwOzu7rKxM07RJkyYtWrRo9+7dixcvrq+vP3v27KxZs6ZPn37q1Kk1a9bMmjVr5crl3ZvXjahK1zfW7T969OqHn+w9cmzuwiXXv/j80MH9xw8fePONK1ff/bCtaw7t8EPBD4QQEItYZbS/ZFG0drMxYpO3YIEQGE+yR7ojk73502hPGjAaEMPAqgEmFzp0IKVssQ4mUAusMcBqgFWIRQFEhIRFmGQ8cXNIImJKnBKCn28ZIxpjQp7pdF8nZiUORQhFME2QKUhAZVZ5NxfYIBCwCLAIsNicJQJsZuUPAgENAYP6Oo0ABQGBgMGQxsjsFIIUggRBguDA5Azz+DKLPRKMKIypvmjwSwb2wIz1/jpgAABwilzdsKKtS2ad3r3uYs+GC3vWX9iz4WLPxvM9m8/s2nC0e83+jSu7Vy5cPGPShKba2qElw4sS5clIygglQqqu5KkeyS1yAt0X9CUAkBfkmp61D14wGMCA4ffsW1+Qg4LPfpyBG7+YmI/70/D7LYaB/fkdPHPEA/fwQt3Q84AY+NQfhYIheOH0/HaS+pEEXzhbCA34pBATisnYgzBztDQAAgQOBHIAyAEwD0AZID8iKqI0QocIo3PWhCsv7Q3UZMsVbnmYVx0Z0BpkpVbTWhVllE+u9coVslya44mJjgAruBCmM1h/5lD9iu/Tzz66defLW3e+vHPv5u27Xz2Hm+tPH3/18OGtB4+/uf/kx9nLtxEhgLggscWsSrUUambkSugoho5iaCsEQpRSK8X8MTivBFAyEDQghACv0/JQyRjN+CqAxQCcatoLpolF04woirquG4axY8eOy5cvf/DBB7t37z579uyjR48uXbp0/vz5q1evHjp06PDhwzt3bu/evC5VEIsnY4dOnJg4ZXpb1+TqusZVa1b/KT2kuCBRUlhcXVOvhBJmiSZgFcAZUBrKq2Pk1LxwxfpITbdRuVlPrw0NXamUzCfZaUAFoT0KnQbgvcAWAo5iMdpJK7VAjAE+BFgFC35ArAAzEJnOBYSm4AeCODP7MLB+vd9nf+nz8IXWf7m8+C6MMWWCCRMTXiYkzFsnRoigDNT6XsUv7v+3CzEzY/Ji65+v7T+Yl94hAQBmkR5CGEGIEZAEpjiiTWyqXDJl7LJpbatmdayeO2nNvMnLZnbO7mqdMr6luXZ4eUl+WFVyXTY7z7I0JghCAFiCzbUbCQIUgsSkJEE0TdE0TdM09Wx7BdZf+XlfcZ77x9iLrBlImf6OwavG+P8MN+BF3Ax89lW4GYiWgd7US7jc/zEz/+NF3LCY0KAvLI0AxAiyBDsY4mNoLStnaJZclafUqfqYcHxionh68dB5ZRWLlFCLqo/1BZvc3mpZbQjHJ8ZSUyPxrmRsZn50ZmH+9PLBM9JDJ5WVjY0nKkJ6ASY0Mh2BZ+8E/bi5efvGS3DzzcMvHj+++eDhnQePn/TjBvJBZDEEX2VerN2XmuIvmebJ72SVWiDmU2q1JTqKyOWA15EjgexxwBvIWWTTm2m5AggRwKmUqGLa0Y8bl8sVi8VCoVBbW9vYsWM7Ozvr6uqam5vb2tqqq6vr6+tLS0vz8/Nra2vDYT0e1RV/nuR0lAwdygqiR1FlRXVIkhZUvR63S3IqStDuVjDvJlIIWFQghoHVgLYk5Rkm6W1KyfxwepUxfJ0/NT+cXpUXn0LlDkdSyqz2Qq5CIA22Gu2UrxpYY4DXAOfHggyIBfQLoA34PhGELyXI7/DlpaMdPZuaMXDjVw7730bPbzddkIlEvgp2/Tt/ZifPgu/5fzHwsHF/euhvWjAChUKyq35ofnNFcVvt0AlNIyY0jRgzclhtujBdnFB9eYNynE6b1SEKLruY7bS5JbtLEm0CZ7NykihINkESLQ5RsFt40Vzph2VZlmUYhmEYOtNehZtXnc/fxc1z/VXWTX9V0StP/Qus+SeA9BLT5CU7fRE0/S+8+rt6eXs5bvrEbhAmrCjKPjkW1iqjRlNx2eTU4Mn5xV3x1IRocrwRa9WjY/ToGIrVCa1hohJak9ylRrwtNXhyMtU1uHDW4PwZRYnOVLwtGWsI6+V+n5Gd7c8Uu/YfaD9unsm7uX331nO4ufH48e2vH979+vG3957+NGv5towzFWI8Q9yxcVp6brx+VbJxjVI+yxoebY20SckORhkBxAQSE9ASBXwESyVWrYmWhwHBeA43AACn01lcXKzreiwaG5SXFwqFEomEWTMVDAYNw/D5fH6/P1WQ8npl2ZNVVlqoh0PZshxJFAT0cDSZcufmKIpP19SAoqhqyJatINaFLApgZZytQ7sGBBXwGhTjVE5a8NVb1bGOYLtWtjRSscqXmmlTW7BzCBTykTQYutJWo52Sq4AYB0IIsD7M5QHMAUj6YqgDz9/LvvXnhu7v3myfeVf/OHnumectkYw9MtB1e+kwe9WxvRR/z21v7pgQQtM0k1n3i+OFXK8iufOk7FxZlv0+2Z/nVmW3ruQWGcHSWKi8wBhWHKsoTpblR5LhYDjol3Ozs7Mkp93msFtdDrvLaXc57HabRbKJDrtVsok2URAFnmNptm9er8+0eY4vr8LKfxM34MXx+zLiDHAeQT+nXvz5cuT8b1r//eOPMffi869oz+KGZHBjmkqIojl3thrWy4vzm8tLOhIFrfGC1lj+2GhyzDM9MdqINofCdZo+MpocU1zWmV80Xg83BgO1vty0JCZ4VqWICyMBQuplh9h3kn2K/w9LNO/fe3T/3pM/333611nLt5u4gRYDOwoo9xBarhBDo+TCKdqw+drwRUrFQn/5XFEfi6TBgAkDKgS4KJWTtmpNVF4F4J/DDYQQ2u12sxozmUxmKr91VVUNw+gvBw8EAsFgUFH8ijdXUWTJJdmzshKFJbxdUlRNUQOeXLeuqX6vz+dXpVwVCzlIDADBC8RBwJYLRC8wy0oFA9sKiSttVUY7tQkeY5qSP08rWazkz7X6W6A4hHhG2CLjqbwKIMagEAKsjNjcDG76BNAG3mr+X7UXcdP/ZKECuTwAACAASURBVGZi4vffP8B7z3CkHxnmuDXZwXGc1Wq12+1Op9PlckmSlJWV1V+2VlJSkk6nhw8fXlZWVlZWVlpaWlpaOnjw4JKSkuLi4qLiwdFkYSSR0iMxLaTruh6NhsOaqgzKCnicSq6k5ErKIKficXndUo5klUTBYRetVoE3lyekGYoi5lwyQ9M0TdEUTVGmfCwmfUv9vMR1eh6vf2S7/TN8f+bc/R50/gmD5X/Dmn6j57dZKfSsXfDP7ebZ++DAQxqAG9yPG4gw6AMOpmlRtPgkUZNsYacr4syOZuXGc+R82V/kV0sD2hA1lPYFBnuVEo835XRHRUnnLSqhPRBKhHgwyoJABIAFgDZlHp6fp+v7UBhC5FP8n1z7+Obtr14hQPHwzqPHX997+KAfN9gagLwKOA0IBrBEgRCDtgIqr8ISapai7XLpHH/5wsCQeZ5EFy+PQGIBFAqQvdiqtdDycMAbgFUpMYAZm2ndYIyzsrLMcu9IJKJpmt/v93q9qqrG4/FQKGQ+0HVdUZRwWI+ENVX1hQ09kkyKUlauEigpTwc1TQ9piajhk71eXyBX0WmHH9tUZFcB5wCiC9llZFeAJQD4IOAjyJIijiFEGs7LzU5tYp4xPZA/3x+f4wi2s0qTMz6B8gwD1ugrcNN39f4OAf7o+n7J9v/MNn1WDcGEEJrpszo4nhMsgmi3OSRJcjn7Aa3reiQSicfj+fn5qYJUTU1NbW1tXV1dY2Njc3PzqFGjWlpaWlpaOjs7x40b19jYWFlZWVpaatqVZmm+pmnBYFBVVUVRfD6fLMuePJkXHVKuL8vj5a02huUEQRAFjmMpSRRsAmfhGIGlBZbmWZqjKYYidF8whqEZhmU500ZiOY5lOZphaJohFEVRNEVTNM0wDNPPmpe6Tq9ize9Q5r+Dm4HQ+W9R5n+CG9j/6zfc9A9LPOAwnj3MPz5++Cwrn8MNRShuIG4AgGYdAwQcACxCVogECHkAOQDYjJwNDSEPkYCQBSIBQg5ADiIBYTGzAYsgixCDMdWXyjTwaAcE2Ptx89WtL18mr/Xw7oMnD+8+enT3yXe3v/3rjBXbsVWBvApYBfAhIMagLQltBdCego5CKJWygVHWUEegdJ4xfFmgYKqkjeLlGuJK20NjabkS8AZgA8SqZGamAAAgJycnFouZE+GGYRiGkZ+f3z9sVFXVdT0cDgeDwUjE8OZlVwwrX7VmZXVDg6KFRraMWbBk+Yia6tqaERPHt9bVjhxeWRNNpYkoAyoLcIOAkA1FN7IOgqIfCgHABwGrA8YAdBRyBbSrknWPpBxVFrlFjs7wJmbYwm05qS4qLw2tESRogPEgNhuYeQQvXgEvfvPPXty/f9H3myEIIbOOhuM4IdOsVqsoipJTkrJcWbk5Hq/sVwNqSAuFdd0wkqlUMpXKLywsKC4qKh08uLy8PJ3+U8WwP6XTf0qnhw0bNmzYsIqKiuGZVlRYVJgqLCgoSCQS5qk2ZT2ys7NNsSFJklwul2nv2O12a6ZZLBbzeHie5ziBMBzNi5zFxnACxXA0w3IcZxF4K88JLMMxFMdQHENzLM2zDMvQHCcwHM8wHMUwFMVgiiKExoRQNEso2nyMsZkjRxDGr6LMf9d1+u/g5lWDdiBE/vmfALwQn/kn+AQzs34YQgJhf6D6uZDzbyMYQAihuTGFEAUhBQE1QI+GZK7YftygAbhhMrKeoA9DgEDAQsA+G7oiABAIKQCpATJ9L2xgrpSDzCyb307Cy04v8Cn+T659evP2ra9u3bx15/atO7efw82DB4+/ufvw8d0nP9z+9q8zVmzDVgUKfuwwoBgGQhjwYVMdHYoJaC/COSOQs5LzN7qNDrfemhNuk6MTciIdjlAr460CvAEYhVgURFn7cSPLciQSMSM15k9N02KxmN/vNyM4Pp/PdLI0TfXLOTNnTL7/4N6iFSt29R7YuGPXqXMXz1+8sHzZkvOnT1w4d/7wkROdMxaLchhwMskOY5sfCoMAJwPOCy0hbIsgMQaFGLIWAqoPOpAv5AfVOkOtvG9kdnSCXDyJzhsKLQYSgn24IVxG/ewPbmL9BOn/EyFk+ghmBMQc2E6nMysry1QnGJSXJ8uyoijBYDAcDsdisUQiYZokhcVFyYL8+Mt6JB4zYtFwNKIbRsgIh4ywbhh6xDABrSiKLMs5OTkul8vhcJhiCP3NbreLomiiJCsrS5Ikm80miqLdbjdfEgRBzLRniCNYJHceK4gUywuiZHdmC6LdJGR/cJdlGZ5jBYETeI7jOIZhaZajWY5iOIrhaJajWZ7hBEzRhGIIzVIMSzEcxbCEZgnNDlyZY2D739s4/1Pc/M/bq/by7JMZEPSNXso0FgZaFiCjzpkhCDaphCCDEIeRgJGVIhJFJIIdGIkICqapAoCZ7PMsbojwG25+m+AylQ5pMw94YF7SAIsJAgD7jC9zA4jgCwF1M3PrBavNNNzgH+Dm+uc3vv3+h2/+/MO9xz88+uFvc1buQJwbsDISNWjR+nTwuBDgTOjEAJ8CQjG0FBOpjM+tkNQGjzHem+zKjnaw/mrAhftwk7FuIITZ2dmGYfQHhk2Xql9bywSNGdAJh/VkzGhuGnnoyMHNO3asXLdxy+6ezinTJ0+dMq5t7NhRjaOammtqG/R4KesMANYDOB9gfFjUIa8BWoG8jgRTZjAM+ThxlADWAESFQgxZE4A3sFTE+qs4pYpyl0KLjniVWBXMuACkBoaKMcaCIPSHQgghg/LyrFar0+kclJcXi8Y0TVMUxTCMeDwuy7KqqkWFRX6/P5lMxmKxosKiZDLZFx2PxUzbLWa2aCwajRqGYeqNaaGQ7JU9XnmQz2t2j1fOleUcOc+d5zF7tifX7Fm5OVm5OdnZ2dnZ2VmZ5so0t9ttWi79uJEkKTs72+12OxwOURQdDsdA7mRlZZmgcTqdbrdbkiRRFG12ibOIDCdwFtFql0wDhxNEXrDwgoWmGY4XzHNis9lomuI4TnQ4ISaE4Sx2J8XyCFOIUIRmCcPRnIApBhGKs9gAxBTDQYTNohYIoVkoYKo0MAwDIWQYBmNsvmQqk/8/it38Dij6xo/ZzP/Qv1Hfqox92/TfZiDCfYnLuK8Suq8y82UOD0SIxkTMOCxWQrIwdmGSQ0guw/gJyWVZf25uAgAWITsANEVLABCacUpSUFFSilIcjzWogaGaVhGLNhSmWiPGyBx3kqF9CEkICbAvnIcBQIQIAFCc4CIUBzEZEO8xD8dU83vmEz139l58nNH1pSmKwhgTghiWslg5jmcEgRVtgivLYUYGI5FoIpG/cPGi16+8cff+vc9vfHH9i89v373zbN7N46cPHz29eefBF3e++eL+n2cs28w6A4xLA1Q2oD2ADSCrju1RJEYAqwGiAi4B+CTgY0iIU7YUm10myMMtSq0tNIrOG9bnTFkURFv7v9Hs7Ox4PB6LxcLhcCQSMQzDNHDMG7WpJaooSiAQUFVFU/1B1V82pNSrqlkeORSN5cg+LRTSNFUL+DU1GNR056AgsXig4MPOCGBDkDWwJUE7B/O5ac5TQRwlgDEArUMhhqxxbE9QWUXIHgVcCFgMJKVwVgl2JAEfhLxCLApms0CflDTCmLKKtlAoVFBQYAKx/4FZhJGbm+t2uxOJhBn1MDni9XpDoZCiKDk5OaFQyDRnTIsmEokUFBQEAgF5QBuUl2fuJzs72yPn5ch5OXJeP2VMsrwUN+5X48Zut9tsNrvdbtpWdrvdYrHwPM+ybFZWltvtNn03j8fjdrs5zjRMGIZheJ43rRuLxWKz2ZyubKtoE0U7oRmKYUXJxXACoVnOIrKCVRTtvGDpm7umCMOYdaw2RGiGt1IsjynG7sqhWJ5iOERownAAYYgIphhMaIYTaIbtjxZjjM2J8f6L2wx4o0yNNZ0RfPh/iptnsABfVr7QTx+QMWBh32NEMzYACMK8YMlFiAWAEMKhTOVE/96RqcoOEQCUaNPUYKkWSmtahd8/JC+vVFGGh0J1Yb3JMJqi0RbDaJDlckK8hJIBYBGyDRqUKC1tjUUbEvFRhQXtqfz2woKOguT4aGR01BhVXNheXDTOk5sCkMvcIAkAmFACABhhDgAMEM5wxvyMph9nrjA1sDi0rw7M1DyQJEdOTrbXK6tqQNdDkYhRmCosLy+vqhpeV1c7qqWhvaN15qypi5fM27Fza8/enYcO7zt16sT58+cvXrx48eLlCxcuHT954tad20///O1Xt27e+OrLO/fuPoObb598d/vW/XsPnjz57q837n87Y+k6VvICYiU2hZJClKQjIQhoH6AVLBqspxQIUSCYuuIhyIYQH8aWKBKTrJwm2YOBEAacSqw+RFnMSwgA4HK5YtFYLBoLhUJm+CYUCplBnOckREMhLT9uqKovEjU8fn+uV9EiUdkf0MO6nJcr52TJnjxZVsQsPxZyoeDDDgNZCwGbsngbtaLZWvGcYGqmN9rFeiqRNR8wIcCFoRgFfAhwat+qDFwYWmNIjEAuiDiFCF7CuiBmTb1FhDDHCT6fLxAI+P1+t9ttTujIsmwebWlpqaqqqqqmClK6rpvlYCNHjgyFQvn5+Q0NDV6vt6mpqbW1Vdf1tWvXnjt3bsmSJZIkmTw1m4lXv9/v8/k8cp7ZB8myR87LzfPkeHLduTm5eR6z53hyze7+XdzIsmwaKeaclNvtzsnJcbvdplB0dna2yRSXy+V0OjmOM+0gh8NhtVrNMW8yCGPM87wkSYRQFMNK2bmc1W6xO1lBpBiWEIoXLGagR3LYWJalaIZmeUIxmKJNB4piWIQJwwmYUE63x3SsOEEEEGFCAwAsFoupz2CxWMwhbR6AGShnGMYkDn5WQv9/jZtXOVMIAEgzHMuLEGIAMc1whGYhxA5nDk1zhGIxplhepBnOp4RlJR8Aq+jQw9EqhvUQypnr0TnOOUCOHfSliUKAICZE8qvlqeLWgqK2eLItGhtbUNhZWbU4GpuQSHYVlcwoKJyqaU3RWDsAbgCyEcrKyc2PJ5oqKqZ5PGXu7DKrJSlaUhgHaVpn/n/a3iu2jWvt+13AAgYYYIABMRgQHJAYiiDVSJmkPupQIAjyEKKgbtVI245L4hLHjh337jjxduISJ7bjEsctTnXc7diyKnvvVd1yzS7v3ufDOXgvzntxbva5eKQxLZe9s7/3W1gw6BFNUobmp//zf8pirDxfZ7O9v2jRXnvtSrG4AiECY8ANQZJihEiCZMWckqRokqYYCVtUrNBoK3R6Q5XBZDJZTSZTjd3S1t787rLFW7Zu+OzAvpOnjp07//WZb06ev3Dm+x8u/nz5+6vXfr556+q93tv9A/di0XAyEUunEslELBIOhoL+aCSUiIcHB/ocw4Nejyvg9wb9AZ/H63a6HA6Hzx+cfvj48ZNnI6PjY+OT0w8fv6huHv1pfHTqb3//f/7z//3/Hv7pf/5wvdfetohR6hHFI6aEkGhJWRUprSYkBswYkKgSy6xYZkESExIbMVOFWSMWm5DEQhQ1Eop6xJkRZ6T4ylncEBhjlUolzCoGmWC324XkSOGs4upqY1VlhUrJ6w06rcGgN5oMZktxeYWhymA2mywmo9lkNpmtpTozzWsROw+xRkreRUp7qhr2L1j7U/PSM/WLTzQvO1XVspdRL0SMBUlqqNI2xNuRzEao6jE/0/lF8HaCM5ESAyXWkiIlJllMzlQT0LTIYDA0NjZu2bJl+/btXV1dQIedO3eeOnXq+vXrhw8ftlgsJ06cuHv3bnd39/yW+U6nc/Xq1fv37/f5fHq9/vvvv4/H46dPn3769Om5c+cWLlxos9l0Oh2UFwmsAdxotVqtTqvT6bR6nU6n0+q0Wq1Wo63QaDTqCo1GoynXqNVqdblGXV5eXl7+WtwoFAoImqRSKURS8ITS0lIIoFQqlUKhAK8aiAPPhAWaSKlUMiK6tERZJOclEomMl7OcjGZYkmbEsiKWk9EiRsbLWZalKFIm5RhGxPNFJC3ilcUiVkwzrEQmRwQJjxHCIlaCECYomiApViIlSUqlUsHdD1gBxgF0oPxPkDkkSULA9W/h5nV2ykvhDiIRpks11UZzPSNWkjQnK6qQyMpoRl7b2K3WmlmJiqQkqrIqEauQKYxFqiaEysWyWm3VQpLSkZSmuNTGsOUYiwXiwMfBGGFMiphSZUldcVkTJ7NJuBopX69UdRiqVthsm5qa97bM/6S+fpfdvrWp5SMRY0NYw/M1FuvS+fM3mM3L1OVvVRnerTIsVyq6MNJhpMO4gmHMRuOC5pa1xuoehinFULqBCYQIjEUI0ZxMs2zFhs8OfXnwyOfHT3916advb9y6frf33tCgy+v1B4PBQNDj83ncnmGHY2hw6H5///2+/rsej8vnd/n9Xq/P6XY7na5Bl8vh8bgcw4Nul8Pn8XrdHuewY2hgcGhgcHhwKOgP+H0ej8vtHHY4hoYdQ8POYYfT6XQ63dncyNj4ZH5k7MH0o8dPnr2Am/949peHE9N//fPfHz/588TDp7nJxz/d6t/7+de2tsWqqlpSrEZMCSU1skoLxVUjWo1lJiyrxhIDFusJsZ4QVxISI+bMiLMg3oY4E+aqKF5PiGRopiiXKC4uBssGtExNTU1NTQ2YNXAdhIPJZDIaDc2NdnPBaHStsVpbWWW12crLStQlyrKS0pJSjVSppWQVWKJDEhPmminFIkvXl2+t+b6q6Y/a2l22ns+rOz+VGFYQyk6J4V1t847S2k0y82rW8A7iGxBXg6U1BGchJYAbDSGSY5IB3BCYZBi2rq5u8+bNiWQ6PzIWi8UWLFiwf//+v//979PT0w6H49GjR999993AwMA//vGP3t7edevWTU9Pr1ix4vTp006ns7mp+dKlSx6PZ9++fblczuPxHD16tDDCAu7o9XqdTqfT6eCiXqvT6XR6gE2Fdl5FxTy1RqPRzFNr1Gq1plytVqvVZW/CDSgXrVar0WhKS0sBQDKZrLS0FIACF8ESVqlUgkkMqkcikYjFYomYlYpZJc+RBOY5sVKppEWMrEjJcjIRK5EVKeVFSnmRUiQSYYzEDK0uUbIsq1CqOE4mEjEESfJ8ka3Grq80GKqMPF/EiiUIY02FVsJJV72/ptpk1mg0Z8+e3bx5s8lkIkmyqqqK4zjg+6FDh5YtWwYdkoAPINHvxM0bVMzLZX4UJjiEOVWZ1WjuYDkdSavE0kqaVSMsUZXbWE5PiUpoplxVZiUoJUIKkraRogaabaKYOpIy0YxZLLUykiqClCPMFmocoAArrijXzlfr2sVSK0kZEFIjVE6QRrNlfdP8vRbrxirj6vbO/Tb7FqPpfUpkMlvfraldaa97n6KrjKZ36+q3dHTuK1K007QZoRKEVEXK2saW1U1t76nKLAgLp2VhhEiERQjRyuKq7364FYwkPYGgy+/0BN3+oMfr9wQCoWg07vZ6PD631+/zB33BcCgUCUZi0Ugs7PX7fAFvIBT0B30en9ftdXn9Pr/f7xx2eFzugC8YCoRDgXDQHwr6Q6FA2O30OIcdw4OOwf6Bgb7+wf6B4aGB4eFhr9c/Mjo+9eDhxOSDR4+fzlU3//HsL08fPP7zk7+M5Cdyo1OPfvtrMDX663DgWp/v8JmfupdvUershKgUUUqK1TMqCxLrEKdF4nlYrCbEGoLTEZwBy0xIYkS8BXHVmDPQ8kqSmWnRJAhCqVSCaQpYMRqNer1eOOwFHBy9Xq9Wq0tLi5VFUl4mlvKchOcZMUeKGJphJRzHMiIGRiSRFEFJCLaY4KtIhQ2xtRLte7buLy3dn7PzllHFPXLTWqVtY4l9m8KysdS+Xdv8cUXzJ+rGvUrbDvZ/rMR8PZ49YYoUV1JiDSkqwhQLDVNw5pXVav3www9HxyYi0XgwGHzvvfcuX74ci8W6urr0en0mk0mlUgMDA6lUyufzeb3e//qv/2puaj516lQkEjGZTCdPnozFYmvXrt26dWsqlXrw4AFUFRVYVEYhqtJqKmZ2hVarqZin1mjK1eqy8nlqDWxNuRq2uqxcXfYmqxjIBaYvpL1BzgBuIBsFbjHLsvMqKuBxUVERx3EMw/A8r9dpebGIF4u0JUUGnVpEUxhjnd7Q2bOQpEQkLWIYluM4m83S2drc0mDfvnmDWq1es/YDvd5QaTCIxZxWr7t58/Y7y95dtmzFoiWLu7t7/rBwwc6duxuaGg8d+lyn03311VdbtmxpbW09c+bM9u3bb926derUqfPnz9++fTsSiWzduhU8HYi2fn8w9YaUNPmqTZO0BiE5Sem5IhvNGEmRnpWYYSKMzthTaVzIcmZMajCplshsirIuTNbLVKtEkgWYrGWlnVxRByOukchsmCxGGMYyPB/IQBCkRm+vb3m/Yf7aMm0rSekRUiJcIeZqrTUb7PVbVSU9Ur61sXmPybympX2vsrS1s3urpeYdg7EHIb7GvtZiXW21rcNYSxB6TFRIpBazbVFT2wqDqV4kViJMzqaHCJIUYYJFSCTmyu7cdaVzk5FE0h/xeUNuj8857BxwOp1eLwAl4Av4vX6f2+txedxOt8vhcg47HU63C/467HQMOx0Ol9Pl9s5SJuL3hjwu//Cgq793+P69AbfT5/P4Q4FwNByLRaKRUDjg9/o83kAgNDY+OTk1DcHUyOicARSPfns8+fAvT//8+OGT6YdPM/mJW32Dt/odtwd9d5yhn3917z92qWPxRpW2lmKFUhc1kpRhSQkhLiUk5ViiR5wBcUbEm5HEiLhKushAsfLZc84xuJVqtbqkpEShUEilUpZl57TnzaY8wWaH2JfE5GzpHUIkSZAzoxEIRDKYVREyAyG3ItaqNK+zdB8oqdlEFLUjSROp7KY1S9V1e6q6Ptc0/pEzbeaqtypsHxfbP9M0fspo3iZ5O2KNmDWQEgMlqSBpOSaZWTiSBEHW1NRs27bt0eOnvff74/H4sWPH7t+/H4lEmpqaOjo6nj175vF4gsHgxYsXDx069Pjx43/84x+LFy8+cODA06dPk8nk3bt3L126dPz48StXroyOjt67d6+urg7m9c+rqBC2RqNRq9VaTYVOU6HTVOgrtDpNhVat0Zar55WVa9WamV2uhj3vjbhRqVSgWViW5TgOvJuioiKDwTCvoqKoqAjCqOLi4tLSUkhdQR2QYPe0tbUd3P9JV7PdYig/enDf+8uXKnm+urq6qXn+4S+Pm601Joutrr7RZrN9vHfPt+fO7N25NeJ3Hzzw6ZUrlw8fPHTgwKc1NltDQ91g/8CHH649f/bct99euHTx27t371y5/MuBA58eP3rMaDQuXbp0cHDwj3/8Y2dnZ2tra39//4EDBzo6OjZt2rRw4UKYRk4QhEQimRkt/u/gpjDL++YWTQaTWoTKEdZTrJUR11KslZXU8aq2j/ff2Xfo7v6DverKxZTIysrqm9v3/h+WTYicT4tXEFQPIucz0rcZrgOTJoKqQkQxQhxCopl6UZDKFF1taW1oXWmxL5HwZkSoEC5hJRaDcUlL+y6zZQ0rqaNFFqNpZUvbzq6efS3t26z2d+VKi5irJsjynrf3NjZvqq1fX67p1FUusNiWt7SvrW95V623kCLu+RHgBMKYIAgaEyzGLEXz124M+ENJTyDoDrh8YU8w4vUHPcGgPxqNujxuh8fr9Prc/oAnEPQGQ75Q2B+ORBLJaDIVS6UjiWQwGgtEooFINBKNB3zhkDcc9kUj/lgsmIiHkvFgOhZMDPc5nQMur8MXcPsDHq/P5XYNDQ72D3i9/pHRybHxB6l0Ppsby4+82DP116d/nh6bevbw6V/+9Ne//vVvyVTu5t37wWTGEYwNeGMDvoQ7OjrkzX598fbby7aWGmoJrhRzpQRXSkhKCEkJFpch8Twk1iGpEfMmJKnEEp2oSE+JFWj2CE3ipY7kV/h4GGOMCQLTFCkSCTk8DAh44ZkESdAcKSnDkkrEViHaqLK8X9W6Q2xYhPg6xNmRtB7LWzjjKvPbX5p6jvKW7TLzLrnlkyLL/nmNh5WWDxlNJ+YsWGKkpFUUV0HQPCJoRFAYBt5gAnAzNTV97vzFv/3tb/v27du9e/d//ud/ZrPZsbGxiYmJBQsW9Pb2nj9/3mAw7N692+FwdHR0mEymEydOXL169cKFCw0NDRaLZevWrR9//LHFYhHs4cIF3o1Oq9VptQatTq/VGbQ6nVarr9BqNRVatWaeWqNVazTlam25WvPPcCOXy9VqNcwV6unpWbJkSUNDQ1lZ2fr162trayFHDiV/Op2u1l6r1+sVCgVkssA0aW1tPfvN17s2rzPOK+6/c+3wZ39c9d4Kl8t14eKlWCp9/KvTv1y55vP5Dh06dPrUia9PHPtw9cq//vbE63GdPnXC7XLcvHGtxmY1GPTtbfOrjVXL3l3a3dVpt9u6OttLipU2m8ViMYtoimFEVqtFp9PyvJQkSYvFMq+igmEYpVKJMWYYRqFQADvgzIOXcPPSnm2tfk0TJvmaiySemcygRISepM1iaaNUPp9mbCK2prSi5/Njg0dPDp/8xqM1LLLVrd+7/+bP10aqzBtY6bsUu5Ril3CKFUVl74v5blJkJSgDQvKZMn88W31HEjQjtje93dS+ymTtUZTaiort5doWo3lxY+t6e8NaXlGPkAqhIhFr7uzZY6v9YNG7+8q0jQSlREgqEld1dO8021YYjItt9vdt9pU2+zK9sVnMlWNShAgSERhYQ5BClo0mKY6iuF+u3QuG4t5gKBDyh6OBUMTv9bvcbqfX6w2Fo8FoLBJNhuOJWDwdTabiiUwslQ6F4+F4Ah7Dn8CLkdx4LjOaTeSS8UwqmomFU7FgIuSPxUOJcDAW8oZ9Hr/f7fF5vEGvJ+gPBAKh8YmpyalHufzo+MT01IOHLzYxPHz07MnThw+mHz58+PTp00w273J7HR7/sCcw4PTeH/IMOP2+aDaSHh9wR3+4em/lh9ura5pproRgFRSvpRRVMvnPggAAIABJREFUBF+FZQbEGbDMgDk9KdWJeC2mxLNllPhlrLxk7L0aQYXFERRFCPzBlJhkyzCjo3grYgxSY7excyOrb0VSE1lWi+UWJDWz+h596/Z5jTsp9TuIewuxPaTqg9K6zzTNe5W1axFnRYyB5E2EWEswSkSIMClCCNMUQxCk2WT+4IMP7t6929/ff+TIkcbGRrPZvGXLlhMnTuzevfsPPT0mk2nBggXV1dXV1dVgQpnNZqg+gPy3zWaDByUlJdAiYDKZSkpKLBaLWq0GxWEwGMBnKSsra22er9FoTMbq7u7u8tKyWnutQV/J87yxytjZ2Wm1WN7qestmsSoUCnB8IA6tqqrq7OysrKw0Go3t7e16vb6xsfHcuXOXLl369NNPT58+/cUXX/h8viNHjrjd7jVr1pw+fbq/v//kyZO3bt1qaGiAGAqMZIZhampqbt26tXXLJgkrOnb0iwvnz65bt+7y5cuLFy/+5tzZbdt27NixY/HixfNb5nd2dprNJkOlbkFPd01NjVarhfpGOGIJsuTQ7V3YskDTtEhEzw4GImY3HNk8U+v3YiPVK1kD2VwSpv1Are1s2StDEmICiwksxpjBzw+3htJY2OTMnpnZSSEkQViBCbWsqI6kqyr0PUbTO5XGnjMXBr86c/voqWt1Lcs//fyH7372fXPR+c7KL0u1q2wNBzfuur/j4/ubdlyz1KzjlQ0EWYYwhzCLsAjj51U5LMvXNiyqqXvHXv+uvWGZvf5di+3tSmNb2bw6TMgJUoUJBUIySqQ125Y0zv9ArZtP0GpEKBChotgqsczKSCyM2CSWmklKg7BspmuJIGHE2PPK4dl7A2OCZbnrN+6kUplYIh4KhYLgtYSD4XA4FArFoqlYPJ2IZ5OpXCqZF/6MxzKRaDIcSoQjiXgsk0hmU8l8KplLpTKpVCadzCST6UQsGY3Go+FYOBwN+kOBQCjoDwUCgYDP7/P5vG6Px+MJBAK5XG5iYmp8fHxqanpq6sW6m0ePHj19+nR6egY32WzW5fa63N5ht8/h8Q+5vINOj9MX8oXjDm/wzv1BfyT1/ZU7G3bstzT2sKoqJFIhURmWVmLOgMRaRCsxqxLxGpLhEaYwMZPnf5klQs3oa9ADtYskiUmKIClyVhlhhAiSZHhGbiAl1ZipwpyZN/bomteQqhpEqZHMhGQmxJsJVW1Z7Qclteup0gWI70RcF+IX0drVpU07FXXrkbwOSUyk3EJItCRbgkgxSbEIkxQlIknSoK+0WiwdHR21tbWNjY2gGqDFtL6+XqlUQtZZq9VCWg1sKYEs8yoqFAoFPEdgDTjEWq22uLgY4kro3oCCgAMHDuzcuXPbtm3ffffd/v37P/nkk46Ojlp7rU6nu3DhwqpVq86dO7d79+7PP/989+7dn3766YEDB3788ceTJ086nc4jR458+eWX9+7d27RpE8uyFy5cuHfv3ttvv33z5s2bN29ms9mvv/763r17mzdvPnjw4JkzZ7Zt23bw4MGOjo7i4mKZTAZxrlwuLy8vf++99/R6PZQLGY1GgiB0Ol1ZWRlCCAQIx3E0TUPeGvJKwBEIfwA3NE3DGdsvD7WhaRjtQxQQR8DN3Elms5N/ZlDzorQhMSbxbEyEEU1gliTEFCklCSlBcATBEYTAHRGemU02M++QQMTsrQpnYMsIsrRU3drQtHHHru8+2X9507aTB4/8dPz0ldPnrzd1LNv9yclTZ29/cfxmz6J9trqdqzdcPvNt7tAx58ef3uhauFdX1YUJOUHKEGaEk7MxIilSxDJyrb6pfF6LqqxOrrRxvEnEaglKhbAMIRYhMUIcQhKCLNXo5pvMi5SldYgqRYQSYSUiShAuQ6gYISVCCoIsxwQ/W0n8vEBxzt0D3sWNGzdisVg4HA4Gg8FgMBKJxOPxRCKRSKSSiWwykUsl8+nUiLBTyXwsmoYdjaSikVQsmk7Es8lENhZLxGKxWCwWjUYjkYjwmrACgUAgEPD7/WBiCriZnJwcHx+fmpr6V3Ez5PK6fEG3PzTk8vYNu4fcfpc/7PKHe/sd4UQuOfLo1+Hw7kPf2DpXsuVWxJQiRk3IKilezyoNEqWWoCUIEWhOHDQTMRGvDKzgS4XVnoK6wQjBTyeCem2SJcVqijMhkRExFmnlYkPLNkbzFmItmLcjiQVxNsTXFtesUdpWY0UL4uoRPx9JmxDfLLd/qGrYSJS2It5Cyi2EWEuypZjiQHJjRFAUbbNYTcZqyCUBaNra2tRqtdlsbm9vLy8v7+zsbGtra2xs1Ov1MplMoM9HH320ZcuWzs5OyLjV19cLTWG19tru7m6NRlNVVQVSaF5FRWlpKTDrhx9++OWXX44ePXrz5s2DBw/+oafn+vXre/bsqays9Hq9Fy5ccLvdZ86c+f7772/fvn3v3r1z58719/cfPXr01q1b69ate//99zds2LB06dLi4uK6urrW1laDwfCHnp7mpmZ4U7PZrFar9Xq9xWLRaDRQUgTlooKXzLJseXk51ONgjHU6Hc/zJEmWlpZChxcEX0IyCzLZIpFIoVBAlaBIJILyGaHzuxA6zxsW6DkjEAXKFMwRI6jnuCGFUwyENRNGCYESRhSBaYJgCEKMCTFBiAnMzrAGizCiZynwwkaIJEgeIR7hkuLStr2fXL30fWz3Rz/Z7Cs/+fT7I8cvHz76g63u7fVbPj/x9a9fHLu1cMl+gjJb6rYdOeE5/0Pi258iazYcN5p7ECElSA5hek6wRhIsQnKEihFSIVSMcAnCxQhDAGWgRDpaZKDoSpKqlHA2hbKJlVgU6haVrr1Y16Wc16FUd5Zpeyp0CzW6HmVxo0plLy62FCkrWVZOEJRwQ72Mm+vXr8fj8UgkIuAmkUgkk8lkMp2IZwA3sJOJXCKejccykXAyHsskE7l4LBMOJULBeDSSSsQz4XA0NLsKESNcKSSOz+cLBoP5fP5342bY7QPcODz+Aad3yO13ByL+SCKayA45fdd+Hex1hqKjTz2Zx/tPXbZ1rhIpjaRUiygZoiQUyxMUC1Vz8BPzcgwl/JAVXhR+kAiCeH6gKUHCSaciEUWJKIaTibgSgimhpWZKZkdMjXjeO9q6nYx6CWLrsWw+kjQgWROhaNPUb1bVfICkNYipRrwNNmtapqzfQFV0YbmN5M1YXEGJywgKyjFphLBIxDTWN1gtFpvNtnXr1kWLFm3evHnt2rVtbW3bt28/dOjQmjVrjhw5snbt2vfee2/x4sVr16799NNPu7q6WppbvF7vpUuX1q9ff/DgwT179jidzhMnTvT39w8ODsZiMY/HU1tbCz4OsGxeRQUMb75+/fpPP/30+eefnz9/ft26dSaT6bvvvluxYgXP81u3bt25c+fSpUv/0NNTa6/t6Ohoa2szGAy19tqysjKLxQK57dLSUkh7Q8VNUVERSZIKhQKuC10L0GAFZAEJJmSvoBIHtImwJBIJwzAcx0FOGnJGECjBEyiKkkgkUOEu6BrQOAJuCqOqgriJpAoJBKAhKJKgiOebJEhMkPi5IJntBBLCq4JoHX45UegVrYyFHdjCDD0CIQohFiEFSVWWlnedOOm9em3i4OG7re3bL1xyfXPh/v5D31pqFry/9uDps33HT/aueP9olXmVrWHzuq0X9nx6ZfcfL9nql6nKrCJxOZohGsiumT4jjEQIFWOspyiTWGxXKOerK96qNCwyGBdbbO+bzMttNWvsdRustnW1dZs7uz7peGuvpe6Dhs5tzd277M2bbbUbapu21jVutdnXtbRsbmlZ39q6urFpabWxlueLKZJ+uSRaUDfpdDqRSEAAFQ6HI5FIJBIJh6OxaEoQMrFoOhJOAlwi4WQins2kR5OJXCgY9/sioWA8HkuHw1F4EWGFw2F4QbguEAdWOBweGRmZnJycmJiYnJz8V3Hj8gUdHr/TG3D7Q+5ABLbHH3G6fNFYKpYcGfbF7jpCg8G8P/PEn//t68t9H+w4pDU1MLISMV8iYqXoxf8LwTOGn685F4VBLaoSZblGXVlpMJksdmtdo72ppb65talx6ZIFaz5YuXHbpgNHjy9bu4NVGrFIj0Vmku+UzFtdbtlFKZYguhGx7UjUgrkuLGvX1G8vrd2AeDtiKxFfheRVSGmmdF2K2g9pbTfirQRXjVk1JS7DFIfwzOFENC2qsdmqDIaOjo579+59/fXXQ0NDX3/99YULF0Kh0MDAQG9vr9/vd7lcPp/P5XJ5vd6hoaElS5aUlZV98sknsVjs/Pnzt27dOnnypMPh2Llz57Fjx44cOXL58uXLly+bTCYo9gPdZDKZlEql1WpduHAh6KD5LfMNBoNarbZYLJWVlVKpFKwZgiDUajXP81qtVq1WQ1Ue2Mbg5iiVSuhOkEql8yoqdDpdZWWlWq0GEkHDlJCckslkIE+gKoemaSFZDt2e1dXVEokEQi2apqGDXCwWQ3kOy7IymQxiKygsBO4Aawpjp1fh5kWlM7NEhbiZhQ5NENSsunkZN/j54MoX77jXD/d8YeOZLBVLkhVi1iIR25cs+nLj+u927fx508azez66sG37yaXv7ipSmozGrj8s2NHRsc1kXm6yrtAbF5pty3TGLq2hhRSpSJonKYnQV4nxTF+1iBIX8Xp1WYd23jvVxvetlvW19s0NdduaGnY0N21f0HOgsX57jW1DlWG5mK0nsJHARoR0WsPbZvvqutYttU2ba5u2trTvaWv/qLF5a1vr9oaGD+w1y/5PS49Bb+dl5SQpDCR+BW5SqVQ8HofYR2DELG6e70g4EQ7FQ8FYJJxIJrLZzGgqmQuH4gF/JBSMxaKpRCIVj8chmIpGo7FYDOIyuCIQB1YoFIpEIqOjo1NTU4CbycnJfwk33mDE4fE7PH5fKBqMpXzhuMsfdnoDoXDU6/UPDXucnnA0M5WaeOZJTNwainiTD24OBj89+s3by9aarXUcJydJEkacwE9ncXExeJw2m63WXrtixQqYH7p9+/Z9+/Z98cUXcEv/+PMPv1y9cufO3YF+h9fhD3pCIW8w5POGQ95kKhKMhfIPHh47+7NYVY1INaKMpKyd064xNh9WWz/mdJtY9XrELkB0B2Lai63bSuwbieImJDMh3oD4eUhhJMpb5Pa1tLYbySxYUoVZDSUuxyQY2yTgxm6rqdTpe3p6IGDp6+v76quvrly5MjAwcOrUqStXrty8efPTTz/96quvDh8+vHHjxk2bNvX09NTU1OzYsWPlypXd3d3d3d2LFy9euHAhFDfW1tbyPG+1WqErQqj60+v1MAzIaDQCCIxGY0lJSVVVlUKhMBqNpaWlQB+e5wFSkPMuKSmRy+UajYZhmJKSEoCFSqUymUxisVgkEs2rqACgyGQyEDIcx5WUlMC7zKuogGBKoVCA6oHGcY7joI8JTBnoU5VIJODLQC0PtDtotdrKykqoTqYoCmQUfBV6FF4XTMHl2bHxFEXSsMnnW1Sw6ReCqQLczCXMC5H3mygjsAYjEiOaJJUEUYaxBmOtQt5WVtKjUfeUlbUplXZViU2pMmMsJUglw1SSpJamDZgsYaQGXmlGWEyKiiR8hVprEktVM/3Ts73UJCkqUVbYrB3NjRtbW/Z2dezv7trf1bGvbf5HzU27mhp31tdutVrW1dg21Ng2GA0rDPrlZtMH1ab3zbb37I1rG1o3N87fUt+8qa5po712ncX2fkVFR5HcJmb0jKhERBWRBJy+8YpUjFgsvnnzZiwWKwymZr2bRCKeSSayqWQOdjKRTcQz8Vg6Fk2lkrlsZjSdyseiqXAoHgknotF4NptPp9PJZDIej8OLJJPJVCqVSCQgXitUPZFIJBqNjo2NPXjw4PfhJhCJu/0hly8YiMQD0aQ7EHH6Qp5A2O32ejw+vy/sD0SHPaH7jsCAN+aJjfR5YrH8dGb8cTCWuXW796vjp7/88thPP/x48+bNW7du3blz5969e/39/cPDwy6Xy+PxzOI2HAwGfT6fZ3ZBaWMkEotFU6loJhlJxUOxWCgY8LviidCAc9AXS+w7coZVVFESE83XItbOlC01dxyx95y2vXXG3HZapt8pKv6QVLxXYt2jtGwki1uxwobkRiSdhxRGXNo0gxupGUuqCImW5jSYFGOCxgRFEhRNixrrGwyVhlp77c6dOxsaGpYsWdLW1rZo0SJgyltdb7W3t1sslsbGxvkt86FsDwgC4Kiurq6srLRarTB0QqvVVlVVQRM8TNsAMQJ3LGgQQIlGo9HpdJDnhsQWPA3SWKWlpaBroC9hXkVFVVWVUqmsrKwsLy/X6/UkSUKmDCr9aJrW6XQQPUF/Q1NTE8REPM/X2mslEgmkyUCbgAfMcVxbW9tbXW9pNJpae+2yZcs2b94MLWOds2vFihVr1qzZunXriRMnrl279vnnn1++fPnrr79+++23QQFhjF9jFdMiEUPTDEWJKEokUIZ6ATEMSTIUyVIkS5HMrIkzezw2gefi5vkYBBA7eBZLM/vFcVYzrgpGFKS0MJYgxBFEKS+zS1iblKuRiC1SziwW60mSpyhexKjkRUaer8ZYQVEag6nNbO/SGesQIjHFlmqqGlu7TGZbYWIeIUwQlIxT6rVWm+Vdu21tvX1DQ936Ovu6Wvva+toPG+s3dHXsmt+8paNtR3vr9vraDxvrNs1v2ma3r2mY/6HVvrzKtKBC11GkrBUxVQRRhrGSIssxhs5yWhBuLwygQQghRBCEWCy+detWMpkE4gBrUqlUOp1Op9PJRBZwk07lhZ1K5hLxjHAR/hqLpqLReC43kslkADfgGQN0gDiCwBFYE4vFxsfHfzduQrGkNxjxBiOBSNwbig25/Q5vMBhN+HwBj8sdDIYTyWwknnH5o65gMpIe90WzrmCy3+FzeoLJVC4WS/i9vng0VmgvBQIBQXQBdPx+vyD24OMGw4FQJByNxgE3qWg6GUkkIuFYNPBgeiwUD8dyI4dPXuLVFlpmQSIj5uyUsr3ctklX+5G5/Wjz0h9t3RftPZeUpo+19Yd44wYsb0PyOsSbkVSPi624tKWodh2t60FSM5YYSU4vkmoxKUYEPZMOI8imhkZjlRHGm8LZWDCtCk7jg+HKEBZBChxQAg0KMJvCZDKVl5dXV1fDFZ1OV1NTU1paCuIFusmrq6vVajUIHzCMi4uLNRoN/Nvy8nKokSkpKZlXUSGXy2UymdFoBCQxDKPT6WDejVqtVqlUcrncYrGQJAkyp6am5syZMw0NDXK5XCwWGwyG5qbm77//fuHChQaDYdGiRTt37uzs7Ny6devBgweXL1++ePHiffv23bx5s729HTh78ODB3t5et9s9MDDw888/u93uK1euHD9+/Ntvv/3xxx+3bdv20UcfJRKJgwcPrly58syZM1999VVjYyPGGNTNaxLhIhHN0jRDUwxFiShSNEfUzFLm+Z4NqSDLKfQ0E7NzVmbx89zAmQUNEh4IgZVg4gqsESFE07RKra63WZcipECIl3LmpqaVJlMrRcsQoiRcicncZDA0ICRBiOGLdIoyQ3G5AZM0TPORyPiZ43rBG8DCgBiCwAyBeYIoJskykiynSDVNaVm2iuNMPG+RcmY5b+V5i0RSzfMWnrfQVAXNaBAhRYhFWIYJHiEJQmKMpTAch8AsSbIEpmZL0l4YfY1mKyRv3749OjqazWYBE0CHVCqVTCZjsUQ8lga4zNkChkDjJOKZaDSezWbBBgKyhMNhYMrLuBFCrX+Om4cPH8KDbDbr9vg8Xr/TG/CFopFEOp7ORZLZQDTpDcU8gbDPFwj6A6FQJBJOhCOJQDjhC8Y8wXggmg5GksFIMhSOh0PxUCgSDobCwRC4R/BRIJcWjUYFUr68QpFgMBwKBsPBQDQaiMdDiWQkkYpF47FgOOKLpeOhVOaLr38Q8XqCMdC8DUuMWGomFXWism6pfpXGtsfadaZp6U/WrrPmjtPaus/E+jWIn49YM5KYUVENLm7haz4QG5cQSjti9FhcwcorMQwPnUmzUzarzWaxQltp4SrsJgX6AGhgCidMfTebzRqNxmKxlJWVVVdXQ9cCnB0Kfg0cH6pSqWrttSAuwMQpKioqLi5ubW2tq6tTKpVGo7GsrEyj0UDaC3JYIHOgOwFmd8FLaTSa4uJinuf1ej30JZw8edLr9S5duvTChQvr169vbW29cuVKNBo9evTowYMH9+7du3fvXiDId999d/DgwRs3bvz000/JZLKpqclsNq9Zs2bjxo3bt2/fvXt3d3f36tWrd+/eDZk4aOgvLi6urq5etWqV1WotLy8X0lXAFyGYetnHKeALXXgq13NpQwhbRBIikhSTpJggWYJkMcFgAiYTUbPziYR7uyCGwgTCJCIoRAjPmRmLN2sbCxPqGIRIEc0rigy8zEBTJQSWiWiVnNezrIIkaVAQtIhlGJ4kOYRoTNCzxwESLwV1c6I7qOsRzc7TYl6/50zYogoMb7rA7SYRItGrKkuEKwRBMAxz+fJlYA3cdPF4HCKgVCqVzeZTqUw8noxG47FYIpFIZTK5XG4kk8mlUplEIhWLJeB6KpXJZHLJ1y+IpwRbBxaUwk5NTQlu8VzcPHv27NGjR/Agl8t5vH6vL+DyBf3hGOAmmsqFE5lQPB2OpyKRWCQUDoejoVAkGIqFwvFQOBEIJ8KRZDiSDEcS4UgiHI6Gw1HAjc/nA+IIVrZAn1euaDwSiUUjkVgknIiHkolwMhVNpuOxZCIciwdT+XQsN3Ls7M8iXo9pHcmZkFiLOB2WVWOZlSyaz5Qu4Q3ri80fae2HqpqOGluP6Ro+KzJvEmmXEKo2rGxBylbOskpUuQArahBrICRaVl6J/gXcFEzJMAvDemCkhtFo1Gq1drsd5A/gpq2tDboW7HY7FBZrtdo/9PS0trbqdLqFCxe+8847q1at4nke7BudTrdp06YLFy50dHTYbLaenp7Ozs6GhoYNGza8++67n3zyCXSoHz16dMmSJVqtFmZ9zauogJJiyFuDj6NSqT777DOPx3Ps2LHe3t5vvvlm48aN33333e3btz/77LODBw/u2rWrra1tz549CxcuhDxXQ0NDZWVle3u7VqsVi8V6vb6srAxKcsC1EbxkkC1gyYFzJBaLIScFthFN08KJLi9Dh6LomUhqZjNzd4G0AdaQJEeQEoIUE4QYEwzGDPQizr0Pnz+GPu9ZKqG5u7AyECECY4qixCQpng1VRCTJEM9n/ULG9DUHxeDn0dwcF+UlF2nmQ87ayQXBHaYwpmZFHAWnhhZg9IV615nIkZgpHyokDiReZDLZ4OBgNptNpVICblKzK5vNA1mSyXQqlUmns9lsPp8fzWRy6XQ2mUzH48l4PJlMptPpbCaTy7xmvRI3sVgsk8mMjo4Ca8bHxycmXmxiePz4MeAGHuTzeZ8/GAiGPYFwIBKPJNKxVDaWzsfS+UR2NJ0fS6YyiUQqGo2HQpFQMBYOxaORZCyejkaSsCPhRCQSmyFOOOr3+0OhEHwaIA58rNchM51NpbOZdDqbSuayiXw2kcsls/l0KpdNpDOxkcnRzMTUqW+vMXIDpnWExIi5eVimwVId4oxIYsFcHcG3U0VvS7RrldU7tPUHjG1fGNsOa2r3yk0fig0riJK3OMt7tLYLy21YUkVKK1l5JSLZ34UbgTiFXabHjx9fuXIlqJXu7u4zZ87A+Vlr165dsmRJS3PLwoULT58+vXz5crPZfO3atfPnz//666+HDh26efPmmTNntFrttm3bxsfHL168eOPGjevXr1+7du2LL76IRqOXL1+enJy8f//+wMDAuXPnli9frtFowN8F7SOktMHxlclkFovlDz09dXV1UEZYVFQEzjQ8gDIZ8KfBIdZqtRKJRK/XFxcX0zQNyXJIgRMEIZVKSZKEAV0QGUFuC5wCoakSRnYBjAqPkXpZ6BS4xTPceY1VzJCEeLZsjyMICSZYjMWYYGd/84tm/xTNyoQCsmAaYRphESKE66KZgmPMEJghsAg/v6vJmQgLUXD0MRxrTAi5MEySJI3Rq/Nhr9E4qLDT61/4Jy+8MASLxOzon1d45AhR1Ix9Q5IzNW4Mw1y5cgVwA/4uSJt0Op1KpbLZbO6llc/nM5kMWMJgKANvXsca6FKGJ8+RC+l0emRkBFgzNjY2Pj4+Fze//fYb4Oa3334bGRkJBMOhcNQfjoViyUgiHU1mIslsNJVLZEcz+Yl0ZiSdzs44SZFkNJIszKs9h04kBtyJRqOgzOC7Fb6Nl79nWCNj+ZGx0ZGRsZH8xFh2Yiw7PpYdHctlx8ey+ZHU2IPx3NT06UvXWUUVFlVSMjPmNEiqxlId5gyIM2HOirl6zDUTfBelXMzMWyU3bVbb92ob9mkb9qnr9jDGFXL7WlrbhXjr/wpuYAFcrFZre3v7X//6119//XXXrl3ffPPNL7/8MjU19csvvxw5cuT27dvnz5+/cOGCz+cbHR3dvn17dXX1wMDAxYsXz549e/78+VQqde3aNaPRuHjx4qtXr3722WeHDx/+8MMPV69eXVdXt23btvkt87du3drW1tbW1ja/Zb7JZIJ4ShiKDAlvUDfzKirA04GGb2jXlEqlCoUCpvyp1WqY4KdSqUQiEWgWpVIJiSoovYHOBugghwYF4ItwKh2YylKpFBQNlOEAboAoc1gzJ+89Wzn8/IhQoTvhpS3CmMEEO2fPIkb0fPQvFiMsRoQEESzCLMIMQgzCDMIsJsQIMRgzBMESQhEgEmFEzZauYIxJkmRpiqMpliLpmRv+xS4BYqZKnsBC+PKi8phDjueImU3ekyRR0KshoKjw37yGZjOvgAgCF9YiCQv0plwuN5lMt27dEjwXIS6CGzCTyYCeGRkZGRkZyefzuVwOniwQREg/Ca/w8hKeHC9YcD2fzwNrYL1C3YB38+zZs9HR0WAoEonGw/HUDGsS6WAsFYylIslsLJ2Pp/KpdD6VHkml88lULp7IQPYecmnRWCoaS0XcnTeAAAAgAElEQVSiyUg0GYmmwpFEMplOp9NAUPjGcrncyOtXfjSXHx0B3IznJsdzEwJucvlkfmIkNTZx4sIVRm7AokpKZkFiLcxFR5wBSY2IMyGJBYltiKtD4jrENZHyTka7rMi8vtS2o7xup7J2c2nzFqi7QWIDwekYXv97g6k34Oann36KRCK3bt26dOnS+fPnt23bdubMmcOHD3/88cfXrl07depUT0+PTCZbv379O++809Lc0t3d/YeeHrPZbDQa6+vroRAZhpBCAstoNIJ4EUYRgz0MRckAHRA4wshhmBYKTwNLSC6Xw0V4BeBLcXExQAdQQtM0DNyCUcTCQBxAidAMBVWFQA1hCGnhYZgzIHnNkXWvaecmnt9VL4+/KoyMZgQLjbBodjMIswizmOAwwRGUApNyRPAIcwhzCIsRlmBCQhAcQXIkKSVJKUlKCMzOpnjgziYITJMES5JiimQpUjTbOYGeu9IzGS4sSBDIg0FbxCulB0L/mgyapclzOgGbZiZ7YoLEDCOSSMRKpUKrrTAaq8zmmURnS3PL22+/vWDBglWrVq1du/bjjz8+fPgweCigVgTEgCSZsWRyuXw+n8/nC0EjsEYgjpD/fnnNwVMhpN6Em0ePHj158uTBgwfT09NPnz4dGRkJhiLRWAJYE0tlI4l0IJr0RxKBaDIUT0cT2Xgqn86MZrJjmexYMpWLx9LRSDIeS8dj6Vg8HYuno7F0OJYORVOhaCqeSAFugDWAG0DPK1c6m8rksrncSD43DupmNDMyms2M5FOZbDw3nk+Ojn91/hcRr0e0lpSYCakZc0bMGbG0GvMmzJsQV43ERiS1IM46M7tP2U6XL2S07zC6d4vsG1UNG6mKLsANFleIZFpMSd6Mm5dB87pgqqenZ9euXYsXLzYajW91vSUcp6VWq+vq6srLy6G0D4r3wEjW6XRyubyqqgoqgC0WC1jL4M6UlZWVlZVBEATzQIXSG2G+H6S09Hq9SqXiOA4GSgAyYK6NMK8PRhqDiuF5Xi6XF845hnIemUwGQ46FmAgGhgiNl0LKSej1fxkl/9pN9sq78yXDAgtzFmZtYEQiQoSIQuIwmICjkYoJsgQTKkQUISxHWAbQIUieIGUkyZOklCDEeKa/iZi9tWmCYAjMYCTCiMaYIkmKELJeENUgAiGCgipETP7Tswhf9f8wU9ZKEBQ8JklKJGI4jlMoFCUlqvLy0vbWtp6u7qWLl6xe9f7G9Ru2b922a9eO3bt3Hjly5Kuvvjp//vzPP/9848atO3fu/nrn/q937t+92+vz+Xp7e/v7+3/99dfh4eHe3t54PC7wJZ1Ow00n4AbCC7gZhbDo9645kIIH8OJvCqamp6cfP34M3Q2PHz/O5/OFuImnc9FkJhhL+SMJIE4sPRpLj8ZTo4n0SCo9kkzlE8lsIpmNJzLxRCYWz8TimUg8F45lw7FsOJaOJ1JCxAhRH2i51+Emk0vnRvKjo+Njo1NTo9NTow+mRicnR0dGR9Ijo+mpxw/GHj05++NtVlGFKC1mqkneTshqsNRCyCwEbyF4M5YZEWfAvAnzZsybMW/FvB3LGzDfguUtdOVisWk5UTIf8RYkNmBWTXMVb8DNK0WNgJiXreKysjL4qlarhaRVVVUV9D3abLZ5FRUwIr68vBwqaxQKRXV1NVQDwpQsyPsAbvR6PWSgoKhPpVKp1WpQKyBYNBoNpMyFsxYgtoIuUEAJ6BFQIvAAOqSAI8Kch8LZwIW3CCiU19w///sWIOZl/swKn5nEU6HkESHMIqxAWIWwcnYXIcQjxGEsxZiDM9tmm8VnrGUCUyRmSCwhsIRAYowYAtEvyhIQMRRGFIFIQmjyhGJBApEEoihM04RIRIlZkYyXKJV8aWmxWq026A1Gg9FitjXWt3R3Llz+zup1a7Zu3rD79ImLZ05dvHD2h++//fnK5es3r9+5e+de7937t6/d+fXG3ft3+gZ7h4YGhocHHbDv3+/v6xvo7xse6HcMDrgGBzwDfd7+Pte1azcGBwdv3LjhcDju37/vcDiGh4cF3BQaF+DmzHFkgBpCVc6cL73BvoGvFqJKePE3WcUPHjx49OgRZMgfPXr0HDfRZDSZSaZy8XQuEs+EoqlgJBmKppKZ8XhqNJrIR+K5WDyTSObSmZFMdhRwE09kATezxEknfmcwNTY2Mj4+OjU1/fDBo8cPnz2dfvJ0+smjhw8mJ0amHoz96W9//tPf/udPN/v4kmpMl2KRlpBYsNiM2GosMRJcNZYZMWdAnBbzVZg3Yt6EZCbEmRFnRVI74usQX09WdCG5HfNmLDFgRk1zavzcu8EkSdpsFpvV8kbazERSLyfCoQAHyvyUSiWU55hMJqgnFkZPqNVqGL5nMplUKlV5eTkkxaurq5VKpUajgeEVgCQYdQjZKEBSeXl5SUkJZMFhPhb0KICBQs+c0UEJXZQQ/gBThN+zCCGBLNBXWfilglsNF14s5NGcoo//DcR5tdxBCD/PRr9QUwM9UFKEpRjzGEtn4qmZPPTL+ebZejlEYSQisJjEYgKzBBYxtFjMijkJx0tlvEyh4ItLlFp1qcFYaTIbzXZrbUvT/EU9C1auWLZh7erNmz7ctXPL3o92HPhs31fHv7j47dmrV2eOKHA7PS6H1znsGR5wDw94HYM+51DQNRxyDgWdQ8HhAe9Qv2fgvqP//lBf7+D9ewPDA+7hAbdr0OMY9AwPuoYGnIP9joG+YY874HL6hgZd/X2OvvvD/X2uoUHv8JDn/v1+p9N569atYDA4MDBw//79wcFBUDQABfjtLsRNgqgRkAFLsJDhyQKh0m9cAm4EYP2TRPjk5OSTJ08ePnz44MGDJ0+ejI2NQUYpmcgmkln4M57IRmPpSDQVjiRj8Uw8kU0kc8lUPpnKJ5I5QEwylYenweN0ZhS0TzKZzmQyhd8D2FSjr1npVOLh9NRf/vzbb0+fPXn0+NmTp789ffbkyZNMJvWnPz179qffHj59NjDs2brrE7O9hRQVIbqElFRRvImUGhGrRSI15ipJhQmxWiQ1YN6E+GokMyO5BStsqKgGcRYksyFJNZaZkVhHiNWMXItIEcIkQdGg2a02U43dUm0y2GxmOC3CPHseltVqtdvtcHqUIHOgbA/mgRoLVuGVwqlahauqymgwGA2GKr3eMK9CW1parlQWw/EtCoWyqEjJ80UyGS+V8hwn5Tgpw7AiETPb0zjjtgpGyWxD7PP9ipv4fzXeeSMhXh9P/d43xQXHB77hWc+NnpkaYgrOnCwcrEUQ1POiFUTgGcd2prJZIpaVlWr1OmOVwWyz1nd1LlixfPWG9Vt27dpz+PCRM2fOfv/9j5d/vnbllxtXr9y8fvXGzeu37tz6tbe3d2hg0Ol0+rxuv987PDzocAy5XA632+l2O10uFwiNwcGZPdDveHn39w3P7P7B/v7B/r7hvvvDffeH+3vhwZCwhdcZHBweGnIIu6+vz+l0Dg8PDw0NDQ8P37t3D3CTf816XVQxhzUCkrJvXHPEDggLuLvHxsZGR0dHRkZewM3U1BSU+QFuxsfHIY0t9FakUzON6jALI5HMvXKnM6OJZA5glEyBlzySTOXS6azwCcAJHxkZGRsbe424yeXTqUdT48+ePn708MHU5PiDqYkHDx5MTk5C3XM6k5uYfDA+MeV0eS79eHnrnk9LDXaRvApRCkQpKKlBpDRhiR6RSrrEShSZkFiHWC2SGJC0GnFGxBqQ1ILlNYirJorMBFdJchqxUo8pFqEZo58gsc1mrqu3Wm3V9Q01JpPR9OICuECCWQi4Cq0cIdQyGAzPh5/DIdwaTVlZGRyKAN4Ky4phA0doGtxWqoAXLyQqZucH/YuJ2Nc+TRg2NIcOcyzcwpv/3yPUv0g3EE1vHIH0iucL38Kcr5IkyTCsXK7QanUWi7W+vrGz862engVLlryzevUHW7Zs++STPx4+fOTo0eOXLn1/5cq1X3+9d+/e/Xv37vf1DXi9/lgsEQyGI5EYZHXS6SwUqiSTaY/H43a7gSZDQ0ODg4P9/f3QneNwOJxOp8vlcrlcTqcTcFOIhsLd3z84MDAE7BiGycBOt8vlcQx7C7bn+Xa4HA7X8Owaml0DAwNutxvezul09vX1DQ8PC4rm38NNIXHejJuXifO7cRONxqGHIBHPQEVzLjsOnenxWAZkC4gakDmp9Eg6M5rNjQNxQPgItk4mk8vn82AagX6B+Zuvw814Pvdoavzxo+mpyfGx0fzYaB4+dzqdHh8fTyTTqXQ2GIr09Q8OOj23+xw/3nZ+9Pn5uq6V4hIjEikxU0oXGcUaGxKVIUaNxHrMV5MqK6myYt6MuOrnuJGbCa6SlBTihkQYkRRhMlXZbGaz2WirsZhM1ebZ47GgoQG8GHBwob9JOIQbIhohH0w9n8FM/NNxYnOjhZm7aG4gMSteZp0MLPgtr5A28MxXrteh4Z/e54Ufb476eB28/ulLFUZnwswAenYcD+T4obMU4k0ge01NTXt7+/Lly7dv33748OEzZ858++23d+7cvXu39/59GPsx7HLNnECQSKQSiRTUtgE74IrPFwiFItFoPBKJBQIhny/g9weDwbDPF/B4fC6Xx+FwDQ87BSLAECkBOnCfC2sObhyOGbgUvgJgBS7CY6/X7/MFAoFQMBj2eQt3SNh+f9DnC8C7F7718PCw1+uFKx6PZ3Bw0Ol0vsGveB2GYAnPyRUkdt6w5hAHfCLQE2/CzfT09NTU1JMnTyYmJmKxRDyejEaSiXgmkx7J58ZH8pP53EQmPZpK5rO58Ux2DEInEDKZ7Fg2Nz4yOpXNjQNlZqVNPp7ICLiBtwfcFObJXlwjD8bHHk2NP5yempwYA9yA4TQ2NvbnP//58ZNn0w8fB0ORGzdv9w4M3x/yDPqTvZ7UD7ccOw+equ1czpWbMFuKRCq6yEjJq0l5NcFBkKVFEgOpsCGJGUmtSGwkpCYs1hJsGSPXIYJBmMQEHMCKlcqi0jJlkUKmVMnFYlY4URtSNoCSl7O8/x0RykslpL/jX/03rH8DQ/+6eBFaQGFBsgzaU2Hyxltdby1dunT16tXr16/fsmXLzp079+zZc+zYsZMnT549e/b777+/evXqnTt3+vr6BgcH/S8u3+wKBsOBgHBzztzGoVAkGAwHg+FQKAKPfb6A2+11Ot2RSCwSicGv2EgkFgpF4N8Cetxur9vt9Xr9wIJQKDI4OAhhi9PpdLvdXq/X5/P5/X6n0ymwRiCO0+kEVQJYgfZm+FR+f9DvDwYCIXjl558tECvYUWHDJ4S6/EAgIEzPczqdMAgFZqFAC3Qul3udWfFPWSNEIUCTNzx/DnSAO0L4Itzvc63iObiBXwKgbgTcjOQnQePkRyayuTEoukmmcsK89dGxqVx+PJ0ZSaXz6cwIPEgksxBMwRsL389rWDODmwfjI5MTY5MTY+NjI+NjIxMTExBJPX78OD8yNv3w8dj4pMfrH3J5b97tu3p38Pp9111HsN8bv37fu//YxcaeVbzWQnIVmC3DrJqUGki+muCqEKtHbBUSm5DUglgjwZkIVkuyZSyvQwQDgT1CCGE0e3Tsf4PBIdyNr6s6+b2kEDTLKx3UWcnzgt555fu+LnJ5pQoTXuFltoLHDJMuSkpKdDodtIA1NjY2NzW3trZ2dXUtXrx4zZo1O3bs+OMf/3ju3Llz586dP38eWj2vXr0K8wkHBwddLldhvws8gElxwnhK4Rc7XISm38IWX6/XD9vvD4ZCkUgkBlX5AncK4RIORwXdAThwu70Oh2toyAHSRviqw+EaHBzu6xvwer2CxIAPA59HuFK4PB6PgBUASjgchQ8A8gp6l8LhqEDJSDhZsBPCjsUS0ejMwIdC3ABlgHQ+n8/hcLjd7mw2+zrcvCFLM+dpAJR/qpLmQKcQN0CcN+FmcnIS2iXAuxGCqXxuIpcdz2XH8yMTufx4JjsKTMlkR3P5ccBNfmQCrmeyo9ncWDozkkq/Fjevg+/U2Oh4PjM6kpucGJuaHJ8YH52YmHj48CHY3dncyOTUdDKVudfbd69/6HZvvzea6HW4b9wb7HX6/IlRX2LsZr//1He3GnveL61qIMQagtXQfDUtN5ESA2INmDMRvA1LjCRvIiWVlEQjUegxyQodMXj2vJo5vJjDjn+fQHPx8Wo5A1gpWOScPYc7L2HoX3134TsCaiChOGS2Wg/GFUF+rb6+fsGCBatXr962bdvHH3+8f//+ffv2HThw4Pjx4xcvXrx27VpfX5/b7Q4EAnfv3u3r63M4HD6fLxwOQ9tOJpOZMwIuGAwKs+ZisRhUqYbDYb/fDze20GoH95jgUwiTBgox5HK5oL0Gbl1B5oCm8Hr9QnwE7klf34CgL0BcgPaB+Aseh8PReDwJbo7H4ysc01uoqgQgCgsuAuzi8ST8FheiOaFHKRZLRCKxYDAMH7Vw1F5hvT4oIOFNBbp5PB6fzwe4CQQCEFJBeuiV63UYEiKPwjhIkDxvWHOgk8/nCyOYubiB6r7p6WlIUU1OTs78X8xOvkin8unUSDYzNgOd/PgrN6ibTHYUWJPLj2dzY5lsHuRY4duDdzP56jX+cHJicjQ3PjbycHrq8aPpB1MTU1NT0EH697///a//8fe//1//dzY3cvvO3b4hp8sXvDswcH94eMDpGfT6Bz2hQU9kyBsf8iWTY38++8O9nuVbNcZmRmbEIjXBVFAyE+ZMBG/5/9s7+1c5zuuOGwSCCxeEEUJYuFw7BAvXTRWDjI0JBVGLipCAcU2UFjU2jUNqi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<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=3720057657018235652" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Kasus ini terjadi saat ini dan sedang dibicarakan banyak
orang, kasus video porno Ariel “PeterPan” dengan Luna Maya dan Cut Tari, video
tersebut di unggah di internet oleh seorang yang berinisial ‘RJ’ dan sekarang
kasus ini sedang dalam proses.Pada kasus tersebut, modus sasaran serangannya
ditujukan kepada perorangan atau individu yang memiliki sifat atau kriteria
tertentu sesuai tujuan penyerangan tersebut.Penyelesaian kasus ini pun dengan
jalur hukum, penunggah dan orang yang terkait dalam video tersebut pun turut
diseret pasal-pasal sebagai berikut, Pasal 29 UURI No. 44 th 2008 tentang
Pornografi Pasal 56, dengan hukuman minimal 6 bulan sampai 12 tahun. Atau
dengan denda minimal Rp 250 juta hingga Rp 6 milyar. Dan atau Pasal 282 ayat 1
KUHP</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"> </span></div>
<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">KASUS
3 :</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Kasus ini terjadi pada
seorang ibu rumah tangga bernama Prita Mulyasari, mantan pasien Rumah Sakit
Omni Internasional Alam Sutra Tangerang. Saat dirawat Prita Mulyasari tidak
mendapatkan kesembuhan, malah penyakitnya bertambah parah. Pihak rumah sakit
tidak memberikan keterangan yang pasti mengenai penyakit serta rekam medis yang
diperlukan pasien. Kemudian Prita Mulyasari Vila - warga Melati Mas Residence
Serpong ini - mengeluhkan pelayanan rumah sakit tersebut lewat surat elektronik
yang kemudian menyebar ke berbagai mailing list di dunia maya. Akibatnya, pihak
Rumah Sakit Omni Internasional berang dan marah, dan merasa dicemarkan.Lalu RS
Omni International mengadukan Prita Mulyasari secara pidana. Sebelumnya Prita
Mulyasari sudah diputus bersalah dalam pengadilan perdata. Kejaksaan Negeri
Tangerang telah menahan Prita Mulyasari di Lembaga Pemasyarakatan Wanita
Tangerang sejak 13 Mei 2009 karena dijerat pasal pencemaran nama baik dengan
menggunakan Undang-Undang Informasi dan Transaksi Elektronik (UU ITE).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Banyak
pihak yang menyayangkan penahanan Prita Mulyasari yang dijerat pasal 27 ayat 3
Undang-Undang nomor 11 tahun 2008 tentang Informasi dan Transaksi Elektronik
(UU ITE), karena akan mengancam kebebasan berekspresi.</span></div>
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<span style="font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Pasal ini menyebutkan :</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">"Setiap orang dengan sengaja dan
tanpa hak mendistribusikan dan/atau mentransmisikan dan/atau membuat dapat
diaksesnya Informasi Elektronik dan/atau Dokumen Elektronik yang memiliki
muatan penghinaan dan/atau pencemaran nama baik."</span></span></div>
<span style="font-weight: normal;">
</span><div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Beberapa aliansi menilai : bahwa rumusan
pasal tersebut sangatlah lentur dan bersifat keranjang sampah dan multi
intrepretasi. Rumusan tersebut tidak hanya menjangkau pembuat muatan tetapi
juga penyebar dan para moderator milis, maupun individu yang melakukan forward
ke alamat tertentu.</span></span></div>
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<span style="font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Kasus
ini juga akan membawa dampak buruk dan membuat masyarakat takut menyampaikan
pendapat atau komentarnya di ranah dunia maya. Pasal 27 ayat 3 ini yang juga
sering disebut pasal karet, memiliki sanksi denda hingga Rp. 1 miliar dan
penjara hingga enam tahun.</span></span></div>
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<span style="font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Sumber:</span></span></div>
<span style="font-weight: normal;">
<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;"><a href="http://70blackdesign.blogspot.com/2009/07/analisis-kasus-prita-mulyasari-menurut.html"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">http://70blackdesign.blogspot.com/2009/07/analisis-kasus-prita-mulyasari-menurut.html</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></span></span></h2>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">PENUTUP</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 200%; tab-stops: center 3.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">4.1.
Kesimpulan</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: center 3.25in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Teknologi
yang sangat pesat di era globalisasi ini membuat seseorang belajar akan
kecanggihan teknologi tersebut karena setiap manusia memiliki rasa ingin tau
yang tinngi karena manusia di berikan akal untuk berfikir.Semakin
teknologi maju semakin pula seseorang membuat hal-hal yang dapat merugikan
orang lain.yaitu dengan melanggar hukum teknologi yang seharusnya tidak di
perbolehkan.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: center 3.25in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Dan
dengan adanya cyber law seseorang dapat mengerti hukam-hukuman apa yang tidak
di benarkan dalam teknologi .tetapi tetap saja walaupun tendapat
undang-undangnya si cyber crime tak menyerah atas kejahannya karena untuk di
Indonesia saja hukum yang seharusnya tegak nalah tidak.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; tab-stops: center 3.25in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Tetapi
dengan demikian pemerintah sudah secara optimal memberikan sangsi-sangsinya.</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Cyberlaw
adalah hukum yang digunakan di dunia cyber (dunia maya) yang umumnya
diasosiasikan dengan internet.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Jonathan
Rosenoer dalam Cyber Law – The Law Of Internet menyebutkan ruang lingkup
cyber law yang terbagi menjadi 15 poin.</span></li>
<li class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Ada dua
model yang diusulkan oleh Mieke untuk mengatur kegiatan di cyber space, </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">yaitu :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: .75in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Model ketentuan
Payung (Umbrella Provisions. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 5.0pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo2; tab-stops: list .75in; text-align: justify; text-indent: .75in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Model Triangle
Regulations.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"> </span>
</div>
</span></span></span><span style="font-weight: normal;"><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;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><div class="MsoNormal" style="line-height: 200%; tab-stops: center 3.25in; text-align: justify; text-indent: .5in;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Inisiatif untuk membuat “cyberlaw” di Indonesia sudah
dimulai sebelum tahun 1999 dan berkembang hingga sekarang</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; tab-stops: center 3.25in; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">4.2.
Saran</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Cyberlaw adalah salah
satu perangkat yang dipakai oleh suatu negara untuk melawan dan mengendalikan
kejahatan dunia maya (cybercrime) khususnya dalam hal kasus cybercrime yang
sedang tumbuh di wilayah negara tersebut. Seperti layaknya pelanggar hukum dan
penegak hukum.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Demikian makalah ini
kami susun dengan usaha yang maksimal dari kami, kami mengharapkan yang terbaik
bagi kami dalam penyusunan makalah ini maupun bagi para pembaca semoga dapat
mengambil manfaat dengan bertambahnya wawasan dan pengetahuan baru setelah
membaca tulisan yang ada pada makalah ini. Namun demikian, sebagai manusia
biasa kami menyadari keterbatasan kami dalam segala hal termasuk dalam
penyusunan makalah ini, maka dari itu kami mengharapkan kritik atau saran yang
membangun demi terciptanya penyusunan makalah yang lebih sempurna di masa yang
akan datang. Sebagai saran akhir dari makalah ini jangan sampai melakukan
kejahatan dalam teknologi karena walapun kejahatannya hanya sedikit tetapi kita
sudah mendapatkan hukuman pidana atau perdata.</span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman";">Penulis menyarankan agar tugas kelompok ini terus
dilaksanakan setiap tahunnya untuk memperkaya wawasan mahasiswa. Penulis juga
mengharap kritik yang membangun demi kesempurnaan tugas makalah kelompok ini</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><span style="mso-spacerun: yes;"> </span>Atas segala perhatiannya kami ucapkan
terimakasih.</span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 200%; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">DAFTAR
PUSTAKA</span></b></div>
</span></span></span><span style="font-weight: normal;"><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;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">
<div class="MsoNormal" style="line-height: 200%; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-fareast-font-family: Symbol;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Modul teknologi dan informasi bina sarana
informatika </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"></span></div>
<div class="MsoNormal" style="line-height: 200%;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman";">Lestari Sri, Prasetya, “Kasus Kejahatan Komputer” Artikel<br />
Prabowo W. Onno, “Belajar Menjadi hacker” Artikel</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;"><br />
Raharjo, Budi. Keamanan Sistem Informasi Berbasis Internet. <br />
http://budi.insan.co.id. Diakses 20 Januari 2009 <br />
Raharjo, Budi, 2002. Memahami Teknologi Informasi. Jakarta: Elexmedia Komputindo.
<br />
http://berita.kafedago.com/kirimkomentar.asp, Majalah Interaksi Acuan Hukum dan
Kemasyarakatan.</span></div>
<div style="line-height: 200%;">
http://id.berita.yahoo.com/begini-cara-wildan-meretas-situs-presiden-sby-060830893.html</div>
<div class="MsoNormal" style="background: white; line-height: 200%; text-indent: -.25in;">
<b><span style="font-size: 12.0pt; line-height: 200%; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;"></span></b></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">BisTek Warta Ekonomi No. 24 edisi Juli 2000, Judul :
jenis-jenis keajhatan komputer, halaman.52-54</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Warta Ekonomi No. 9, 5 Maret 2001 Judul : Perangkat
hukum di Indonesia dalam mengatasi kejahatan komputer, halaman 12-14</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Web site Insecure.org at </span><a href="http://insecure.org/nmap/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">http://insecure.org/nmap/</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">
date access December 2005</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Majalah interaksi acuan hukum dan kemasyarakatan,
website : http://berita.kafedago.com/kirimkomentar.asp, date access
December 2005 Asosiasi Jasa Penyelenggara Internet Indonesia, website : </span><a href="http://www.apjii.or.id/news/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">http://www.apjii.or.id/news/</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">
date access December 2005</span></div>
<div class="MsoNormal" style="line-height: 200%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">Majalah Gatra edisi Oktober 2004, Judul : Cybercrime
di era digital, website : </span><a href="http://www.gatra.com/2004-10-13/"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">http://www.gatra.com/2004-10-13/</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 200%;">
date access December 2005</span></div>
</span></span></span></h2>
wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com1tag:blogger.com,1999:blog-3720057657018235652.post-19733055493096850582013-04-06T14:28:00.001+07:002013-04-06T14:39:23.990+07:00Cara Setting Modem ADSL2 TP-Link TD-W8951ND <!--[if gte mso 9]><xml>
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<br />
Postingan ini saya buat setelah seorang rekan ingin menggunakan modem wifi
untuk kebutuhan rumah agar lantai atas bisa terkoneksi internet tanpa harus
menggunakan kabel lan card.Jaringan internetnya menggunakan akses speedy.Maka
mulailah saya mencari referensi modem yang support wifi.Pilihan jatuh ke modem Modem
ADSL2+ TP-Link TD-W8951ND dikarenakan yang banyak dipasaran adalah seri
tersebut. Sebenarnya settingan ini bisa diimplementasikan dengan berbagai jenis
tipe modem <a href="http://www.tp-link.com/en/products/details/?categoryid=219&model=TD-W8101G#spec" target="_blank">TPLink</a>, tidak hanya untuk seri yg wireless<br />
Berikut adalah langkah langkahnya.<br />
Pastikan modem telah terpasang dari jaringan telpon kemodem dan modem Lan
Card modem telah terhubung ke PC<br />
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</xml><![endif]--><br />1.Buka browser anda tergantung anda memakai browsernya misalkan Internet Explore atau Mozilla,ketik di adress bar 192.1681.1 Disini penulis memakai Mozilla seperti pada gambar<br />
<br />
<br />
<img alt="" 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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<![endif]-->2.Setelah konek lalu akses IP 192.168.1.1 via browser dan bila ada tampilan
username dan password untuk masuk ke settingan modem, isikan saja Username :
admin password : admin.<br />
<br />
<img alt="" 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S/++OX3v0VvmaIrq6mlhfG/+KruG7+7/pf/t/Evf1//p789/0e/Nfn13xv81jeffPQpneUyeaFvRPUGIZ8MjKUoPpim0pzUP7lgOvS1dg2u7zjNu16VYddqj3V2jbp9+UdPRlaNDvXy3sMnQ4Ov5tbMh3fuPVZpNoxm28iYKp5kOjpfDL6a84VygXjxwBa6eac9HC2OTaiMJpdKu9v/YiZTQE2tT16MKHYOfI+ejUTTIFPm51SGD35x/UHXs81D++D4XMvjPoPZql7dndOaxhaX+6dUgSJ6PDL3ZFQxrDKOaU1Px+aVpoO7jwe6R2YdocyD55NmL70br+ylauYwXgugFR/Qeji1i1G7ObWb03iQzsfr/YLMybV4zZg8kvfD9UTdmGgYEw3CQGOiYU40TPHj9Wh9OSjpfLzWDVQuRuWkFx202slqvdDgw4YAvxKQ9H6s82CyDxsC2ODDWi9cckONj9cHpZVIbSVSM4QqGh+/4OQU9vKcpTC5kx41R1+th16sBl4u+4dW/EPLgZfr4dGN+MReZvqgOGstz1rLM4flWRsjY+6QmjukyKNZKz13yMzbuQUnXHJjlYdXewWNT3wLWr90jjcp8WV4TdcvJ9j/G7xpC96S5C0DYYjUVyJHK5HaavR4LXa0Hj9Zjx+bE42N5Amh5Tk5k42tZGMrdbyVOia7JfFjCS2tudMLNp4d5k9shVN7/tRRODunYr7hKZwQeC8xzVNqeMsnMnzlEz91egkNgmC5EchXk3mRK8OmH/3k5d9/W/ntP9d/90+M3/vq9ve/avrb37P9w19u/fBv1R/8YPHGJ0/f+87q3Vu6n/zd5o/+y+b3/8r4na+t/d0f6//uTxe++1djP/nBo08+5cowlYNP+2feIGTXwFi8wKbKOJrn/vHKrU9utfzdD943bFi0q3tjU+pDR7yza9jpSSuXzMsm28Tc8rXb7V09I9v73pGxxdV1i86w82pkMZ2Fj7uGO54MZQrYYg896x377nvvu73JiSmN0eRSLJj7B6cyBdD/cnxkQpnIcC/GllJZnMgDpXZ1fWf/7oP2GbX2xr2Oju5XCs2Ged83ozaNKlf6JtXWSLFnSt05Oj+zvr9mD7f0jd/tejk0q215+tIdLfaMqjb97G6yupusku1xOYB1XqBysTIhVR6k8/G6gLgSqqxEamuxI2PyyJw6Nadfk1AmJGHjWqSm9wsqBzdvKc/sZSa3k2MbsbGN2MRmcmY3O28pLhyWF22U0lpSHBTmrYUFW2nRXlYeFhWW/JylMO+g1D6oDwkr0cpyRNIFeZWXmz8sTu9lRs3hAYO7V2V7trD3VLnbNb/zRGnpUTuGVgPjW4nZg7zCXp53UPMOas5OKxzMOezl2cPitCU/tV+YsVCzVlphY5UOsOhChJAy3uKkJiC9xYd3EuOd9PiX4p/ZHi92yC9AlKELSTL04cpytLYcra1G6+vxY3lpjInGRvKEQObkduqEbJIXON7PnB5kT0hpyZxZzsl57sHa86fOi6/K17QsHntKp55S43LpLZ56S403CUk4eRosN2LsWTQnckyl/bObynt31b/4YP3Gz0yf/WD3xg8cd993XPu57fYnW83Xl+/f1LfdM7Tc3mj6bPfOlZ0bH+/e/GT35kerV3+m/fQDTev95y0PKAon8qD75fSbO+Tz0VQZx/PQEUgrdOZkmTdsHmrW9m7e72pu73f6s00PejcO/OrV/X1XcssWev5yrq1zyB8tq7TbO/uBrV1f36Bifcs1PrtiMB7ebn6mXz+4ee/J1RutiQzX1tGn1u2Zd/2KxdUb9x6ubVmXDJuhBKPU7sSzfKLAr27bXOHE5IJOY9x70jvV/UIZSuOPP+/8+WdtM7rdh0Ozv3jYN7m8N6zbUh/4zf7Mqj368f2nsysHmg3Xzz5ru/9sci8mbMWrm7HKekRaCfJaL1S7uUUXWHByiy6w5MaLHrzkxiqfoAtUlsP15XB9NVpfjxMqnpqSZ6YkcZBOjYlTc/zUGG0sB6qLdjC5lXu1Fh0wePt0zucaZ7fK3qN29Os9w8bwxFZiaic1vhkne92L1cCLVd+LVd/QindwxT++lZg/LGo8nCGAV8OiIYA1Hk5hLYxuRnq1jsfzew8njU2v9HcHNXdfaO++Wm2b2OpecgyborMHxUUHu+DkLoSHS2644ORmreWJ3dzwRvKFMfZqMz2+V5g5pOedYMGNiL9KSgK1X5ShCUgaf1UdeAMqf0Xlr7xVKUMTrGlD9V8Gx1/A2200wRqBOiARqPyifE+gCVa0oaouXNNH6iux49V4YzXeWEucEJDVMSXPTMkT8+vdskGc2K30yVa6QfzY3czZbvb0IHt2kD2z5M4suVNL7tSaaxzmTwgt7XlyzHPqLp56Sqfkq1IuPaVTT+mMfFt6y+R78sxfPvOVT3ylM1/5xFtqhMpHyTy/OKvpb3k42/loquW2urNZ+6jJ8Oj+ekfzemeb4fEDXVf70tNHi10dC52tS51tmo4O1cOHC63Nipbm6ZbmVw86VldMkTwdp3Dn4NibhzqD0/44lS5L0TyKFXCSrkSLfA4exwo4RUnpUjVeEDN0PQsagRxKsvV4uZKmaslCNZ6TSuxZKl9N5Cs5upEoVrPMUbJUSRSlSBYny2I8jzMlKZYV88xxNMvFCyBWAGlaJJGSeKESzqBAhosUYZziE1Q1VqzFS8eRYj1ONRaMrnmjM8w0ovDMmRPdpaqfOXYVK37qyJOX/IWqJyt6M6I9Ke7EpM1YxRitrIYEvR9rPGDRBRZdQOlglQ5W6YIEix6s8gnaYMUQqq1EjtZijbVYYz1+vtLyjSl2shapaT3CnKU0Ykz26/w9akeP2tatsnctWJ8oLc+WbP16z6v10Igp8mI10Kt1PVuyPluydqsOu1WHPWpbn849bIrMHuRVLsYQ4FfDoiHAazzc7EHulTH8bMnWNmm+98Jwo3fh2jPF9e6Fz/v1TcPGJ/O2l6uR6b38gp1ZcsAFJ7foQktuuOhCSgc7fVB+ZU70agOPF13dWv+gMT6xX1Q4uAU3WvRgApmQX+SkOiCpA9V/WVklzLnMpX8xLevvZKM2VNWG6ppgRROsaYIVTbCiClXIzQVIfU0bqurCR/pI3RBtLMeOV6InhJYyM42JU/kL/+LbUibkyXbmdDtzupM+3Umf7mbOdjNnhJbnX5jZY0v22Jo5Psw2bLlj+8UxrKd09hYufUC+JiSBjzoLMGeB0nGGasQSrNedcB16bNsHfqvDa7H6DqzBfWtk3xLdt0T2LX6LxWe1+A5tfpszcOj1W7xei9tvdYUOfT5HKFHCKXwcLePHQxNvELKzdzpSkAIZHMqL4aIQoyrRshQq8Em6lmLq3iSIlWuRYsWfF7x5PlCSIlQtVKoEc2IoL4WyYrxU9yZgKCuG8pI/L/rzYrhcTTLH/gyOlaqhnBArVb1JEC2K4TzyZdhgHvvSKFauB4sVTwb784IrBYJFyZWCgXw9kK8HiyfB4ok9KR7GeWeu5i4eu4vH1mzlIC3a8rX9lODM121p6TAl2hKCNSFtXbDR4Efn26ObXXAxhJYyyKedLiAuB6XVcHU9WidnPLIvRGCKH6+GJZ0HKw4KI8b4gN43qPMM6d1DeveA1tmrsvWp7S+XvWPG0Lgp/GrF16e2dy9YnikPuhf3n6sszzX2fp13xBid2y+qneyyX1wLSSsBSe9FSmtpfCPRr3E/nt1rGzM3vVy+N6RvGlppfmVun9jtUXlHjEnFAbXkgBq3qHHzKievciKVk1+0g9l9+tV64tmC9+G05anaO7gWmdovLDg5lQepvVjj4zU+Xu3Fl3Fe6ec1AUETEC4cxf9qWdEGar/0iQ5xXOXybRC3WdS+wcDX0AaOtIGaxl/X+KvawJEuWNeHGobw8XLk9IKTR2uxI+LEko9/U+p4I3m8mWq8BfkkVj7v2cudE9KaP7PKX5XFM3vxzFE6dRbfhqt0RuAun7m/wEwfdeanTgOFRiRVTeWPUsV6PFdJFevp8nGqdBQv1ePlWqpYyRbEbJFPUXyC5uNFFC/y0UI1WqhGi5V4QcwWKpnyUbBUDZSr0aL4dOhNl7Wjd8aXRK44Fy5IoVLFlQL+vODLAE+K9adBOM/70siVAp4c9uR5T553poErBfx50ZtCniT0ppAvjf0Z3pPB9gTnzeLDKOXJIE8SeNOcJ8X608id4DwJxpNinXHKlWK9KWiL0YdR+jBKWyOULc7a46wzhd0p3pevudNVR0J0ZaquTNWaFA7i+CDBW5KCJSmQRI29GNoKMvZMZctHmTyUKcCt+bkVL6P3UDoXrXVSKmd5yVFaclCXQSLvGje74kPrQcEUlsyRymastp0g8cnjneTxduJoK141R8S1ANI5qYWD7Ox2Ym4nrthNKHeTs9uxmY3I9GZkfiexaMksHWTmduKTxuDIqnd0xTu65plY902aQ9ObsfndrNZOr3qRMSCYQ5IxIKx6kcZGKXYyY+vBF1pX3+Jhz/xet2K3Z/6gR2HtW3K+MgSmzAnlbnHJSqsOGdUho7axahursXNqG7u4X54ypV7qgs+XHC+XA6Om2OxebuGwrHIwGhendQOdB34Rei/Se5Hej2UYAryMy/VvthGXg9JyoHq5XAlV3qp5Xb4bwkV5DnlcXUDUBUStX5Ch90l6v6DzijqvqPdJBn9lOVBdDdXXwkfr0boxVjUlKuZ4bSNR3UhUSeh4K1XfTtS2E7WdZP0t7KVqe6nafrq+n64fZI4OMkfWTN2aqVvSNWumbs3WrNmaPVs/zNUduSNHruYqNJz5ujN/7CocXYb7zVilr3x8Hp8sHsXos3j+OJE7jhUb4VIjTp8FCqfyLhosn0aLjWjpKEhV/XQ1wtQjdCPCnIWYsyBzFqJOYsWjWPEowpwFy41U6ehp35uE7Bycc0Rpe4TyZ7A7Db1Z6M/CUA6GctCXoMJZEEwBb5L1pjl7nLLHKVeKdScZT4p1xShfinPFqFAOO+OUI1YOFgV3knElaH+Wc8VK56l20aIvxTiCBZIPYIvk7eG8PVqwRwuH4YItUrSES44ofRilnDHGHmcdceiIQ3eKP4yw1ijtSiNHElgi1EG4vB8q7fjztji7Gyht+wqWCLMbKG35SmZf0eQtERi9pXVPcc1duIx1d2HdXTB6iiZviWRpbYe5nQjYiyHC9tdpWQl+L4Z2Y9x2iN7wl8y+sslDmTz0hps2uimTs2x0U5seZsPHbnoYo5tatxeXbblVW27Fnl93FNYdBaOzuOGhtgJgJ4T2IvxehN8N4+0gNHvpNWdRb81o92Kq7fDiZnBhI6A0+xc3wwtbEdVuXHuQMhzmDPb8sqOw7CisOIurrtKas7TmLK3YCzpLRrubXNqJa/YzOmt+2V5adVLrbsbk5cw+QMp3YsMPZWwGkIzL9ZdhDiJzEGyE8EYI/gtKvBES3gV8Ub4D5iB4E8gcBLJgW0G8FcTbIX43Iu5G+Z042kmA3QTeTcKDJCJ5c5YUJjb6MCUepkRrUrC+vj/Pp7OlBVtasGdEZ4Z3ZnhPXvLkJW+h4i1UfPmKr1j1F6r+ghQs1YOl6kV5jlC5FirXwuVahKpHqHqUPorS9Sh9FGHqQaoaLFfi5VqaOkqXj6OFarBwFCo3ItRZhDqLls/i5bN0+SxdPknQxwn6KFauxcr1KHUaoU/DTCNCHyWL9WSxHqVOw6VGKl/r7VO8Qci27tFQDgezSG2yji6uTmmNEwvL06rVGdXq9MLyzOLKlNKg0JjGlfo5rWliwTCjXhtVaBU609Ti8tTislJvHp/XTSwYplWrw/PaCdXKjM44Nq+bXNDNqlcmlNrZpeWpxeXZxbXRWf2c2ji5YJheWpnTrU0vGSaX9FNLq1NL6zNq07TGPKc1TWuNsxrzjHZrVr05rdmc1W2OL64NKwyzus0ptUm5sjuxtD6pMioMu2ML6+OLxhn99rjK9BpLG6MX5YRqc0xtnriESZV5Qm0eV5nG1OZxzda4ZmNcszWh3ZzUbSQztj8AACAASURBVI3rNid1WxPaTYJxzca41jSpMU1qNiZUmxOqrfGlzfGlzQnV1oRqa1K9O6HamVRvkz8nVFsTqk2C8aWNiaWNSdXmlGp7Ur09pdmZVG8TjC9tjC9tjC2aRxdMYwvro8q1kfnVkfnVkYW1cyiNw4umkSXzBTbGFs1jixujC6YRpWlUaRxVGseU5rHFjfGlzfGlbSLJlGZnSrM3odqaUO18WTmm/iXKMfXWmHpzXLNFcPn+XdgeV++Oq3fH1fuXyt3z+i+UY+qtcc325c7l/ie02+OabXm6zidNszWh3RzXmScuMKnfmNRvTOq2pi9hRrtzqdya1m3MaDdm9Juzus05/dacfmvOsDGtMU9rjdMa84zONKPdeHd5CXNaGUaFzqzQmRQ686zePLe2PaEzKnRmhcak1JgX9Jsz2o351d1p3da0dkeh2VOqd5XqXaVme167Oa/dXNBuzGvNCu32tG5rymCeNWws6DcXdLvLuyF/Rkzmqn39yjcPdV5MuSK5UIae1awXUb2Iq6xQpwBfZpAg1hkWI1xhGIEBAuTrDBJZLAGhSkOBhSLN8TTHc0iCYo3jK2Uk0LxUgpjFIoMEikNIrAIoAFyBsM6CIxbWeKlBcajIsgwELM9TgOfwEcVVGL7GIIHmRRZXS6BS5gQGVTi+xvE1INRZXOX4WonlGb5WAmKB5YF0TKFaGVZpXCVPOb7G4SMaVzl8xPA1FtUpVGFQhUEVFldZLLFQZJBIoQrD1xj+iMZVGtcpvnoZNK7SuEqhCoVFmpdoXmKxxCBR7ofjayyuXvRZ5fgKx1c4XiJgscih1+0JKFShcbUExDKUKFShUIXFEosljq+wWKJ5keZFCgvyiOfjCnWOv5AcVwGuAFyBfJVBIotFFksMEuR7FosXYryjZIQ3SjLol5TSW2IQMELli5VvAFdflzx5qXeW7wYjVBihwvA1MqsEDKowSKR5iRLeMdzlGWZh7VIpsljikETKc2CRhSKLBFKSmvPyYpZYTCZTlJeSxSKHRQ7zcslisYD4Ei+yYpVFAoQYCzyNQB4ytCjQAs9hESIRIpHDIuAlwEsICxDxLBIoLJQFSImIwzyLq9O6rTjbSFNH3f1v7pCdz0eCqXIwTU2pDLRwxOIqxWLMVxAUIcSQQwhgnhchxAAghHiIeAAxKStiFUIMEGQxx2HEQIDEKg0w4DHEACEEAIAQI8RzLM/jOsfyHIt5UYAYQAwAgrxQZTkMkURxCGIEEOQAEsQagJgDCCKe5SAEAsISgiLCEkQiwhLLYcxXaIABLwEoQMRDJAKIOcBzAMk1sqjoHAhCCCDmMA+RyGEeQIHDPId5FmFyA3iBwzxEPIswQBAg8t7cxf25kJf+BBcNGIA4gDiMMRnlMjjMIywAXiAiXe4KYsDxACCOxRzEgMUcQJCD4Hw2IAAIIoQwxhByALAIAcxzGEOIGABYAGlSgxBAmCUlhBxEDCkvyfa65CD9znqAOA6y5OYy3nybN/DFxnJvELMQgzdL8GXdXp7hNy4ecxhBjEgJMYKIl3G+slCEECMoIsRDCCGE6AvXl9ZfdPvmspKlQQgBGRByAEEaIU4QiIZDQENAI4EFAsuJHBA4hFkEOQjP3w4hwAOO1HA84HiW4xmAOAYJ0zpTgjuKZIXnL+bfikOOe+NFb44e1RhoXIewijgRAQEhHvEYAMDzCCKGA1SFx5hjIQcwxhzHQQirfA3SAIscK1KswHA8QLCKQRViAHkGI4ARkOf1Es4vlgUYCxBiga8yLOB5kUwZxzGiKHIcBwAQRRFDHgCEIU8ay/1wHMRY4DgoCAKEGAAgihWO43he5DiOophqtYoxBgDIK4ExRgjRLCMIEsQIQox4zAJOkEQWcGJFYjiWvPXFu/Mcx8kCY4xJDxBCQjxJkliWhRACwJLGRGaWZUnLc1XACELIQQAhFASBNBMEgbRhAUfa8DzPQQAAwBjzPM8wjCiKgiAQ+cm0C4JA02VBEABgAQAQchBChIAgCBzHkHsyh4TDHMfxPGJZlucReYox5jiG1HMcByERBtM0zfPEirIAQZpliF4i/tw2cRDwPE9eWVZxnud5nr9Y0PNJwBgS2Xieh5BMIJDnk+M4nufJDAAAOI4j80Cml7w+uUEIcRyHeMzzPMOx8lMyNJkljDHLAgghxgKEUF5uMm9kINKYLArP8xBCedBf9pIJTF7qnKsXZgW9VvjzBgIEAgQI8bL5hhiwWJzXm5N0JVmqvH3K+rh31JMsefL0qMbA4iqCEs8JPIcR4lnAkeXhBSCIkKUZDHkBiywLBEFgWZbnsIhwic5xEs0KLIcRBlUMJGIRMUT4HSZJVm6B50UAEACI7MAQYoYhNGYBx/AYCphnKFrAvMgLCGCOAYCFIi9xDAs5IGAeAYgxLpfLZPbJjEMIRVGsVqs0TbMsK9MDQsgwjLycRLmJWrAsS+7Jn2S1SJtKpUKUgDQjfCNjAQAYhhEEgVBLbkZGOVcmhIjSEBLK2kwEls02GZ2MSLSWPGJZlqIoSZKIHlcqFZZlJUmSRZV/RfhAxgUAVCoVIgbP8zRNk9HJK5P5IUpPZBNFkbwIxpimy5IkIB7zooB4jAWe4VgOAsRjDgJJkrLZLCEhAAjj13NF3pSwiEhCrCq6oCNCiGEYIjxhCPktmXCZJOSlCMll+yVzuFqtMgxzQXtM0zSEsFqtyjSWrQPpU9Y3juNIMyIGWbV37pn/iheGSIBAgAid7+cIIQAxYrE4rzMl6UqyLHYNvvnfHo/7R72pkq9ATWr0LMIYIgQgAhBCzDBcRZQEHjEcC3gJoSMI6xBWARQAxIIgIJZDAFarVRZhDoscFs89Q8RDJCIoYSBd3hIvXwAgQZA4DgKAOA5CiHle5Hmex1ASEcfSHEtjiATMszQDWI5HgshLkAMiLyAAOYblESaElPWSqDtRPjL1PM8TIiGEBEEgqyVrPFl4surypkfW+3xCMSaLx3Ec4Tbpljwi2xdRrHK5TLp6S+dk208kke03uZH18rI+yQSTh+A4TpIkhFCpVIIQVioVIg95hM4dWkgsBblkAYj8ZHSEEMMwZPTLhoOmaSIzQqhSEWm6LDMZIcRBIEgi2SdJ/cUEYvKKZALJ/BAjIkmSLAaREyFEFoiiKGIF5KmQX/wyUWVzednXIGMRl4T8lpgSsr7okl8q7+HyFJHGZJnIOhLx/jV496UXISSGCH4JIVOU9DYh2wdeedKFYIGdXtIBxGHEIMxCCDEvCoJElynIAV46KnH1dKkeyVR8MRBMoQxVKVAizVyQiuMRrCIoYbKDIxEiCUGJuPXvlJVsj5e9UAAQx3GAY1imJIk8jyGhHI+wgHnAQgGLxJPHEEmCiCFiaYZMN3FOyHTL2sDzPFmYywwkN2RpKYqKRCKEA/JORRRRriTklJ0oQgZCIVnveZ6vVquJRIIQRlYaomTEiiOEyuUyQigWi8l6IGskEZVoDFEj2aaQrYAQiWgSMRmX/UZZlYkGk3GJThOq0DQdi8XIoMlkkjCN9EZGwRiHQiEAAMcxokj8QFbWXRZwLOAAgkQMMp+CILHsuSNKvGviNZDJuWgjyJ42eReybcoTS1rKHgrxBYichIq5XK5cLpP5l92Ey18TxELJU0HTdK1WI+SXO5H5TwwTRVFkuv516ffOSyYkh18TksPivM6UYqopSnrbZX0wMOLNlCM5bm5RBwEtIAryDMcDhgWiWOERhkBIlXhLoLxkCj8Z3rjZbfjsiW5Y5bdFKol8tVgWEYAiQBW2WmGrIiASiBhIZPgvE5Ssouy4xuPJtraHDMNIIo8gJ/AIcAwCELAccX0x5OkyI/IC4SGpFzAv21SEkLz8ZMFkVaNpmhhvomE0TVerVYQQwzDd3d2yL0qWTd5FWZYlK02MOvGaGIZhGKZSqRCVRRfeJsdxY2NjoVAIXnxWEV2XdZoooiRJIyMj4XBYNvwQQofDcXh4eFk/KIpCF+ZfVlx5RCIb0Tkilewwk4EGBgbIr0qlEqkvl8u9vb2Eh93d3RRFEUuBMSb2CwDQ1NQEIeQxNJvWD/b2jWvrfq9PnkxiiRCPVRo1y7I6nc5oNN+92wQhnJ2dvX379srKys7OzqNHj5RKJQAgFos1NTU5HA4IYWdn55MnT6LRaGtra3NzM0VRDMPMzs6+fPmSYRiO4ywWy82bN2UrAwAYGxv7/ve/39HR0dfXFwqFiH2UVwdduBgsy6rVaqPR6PF4yJuSSSNmS3akL38dENqTpSSk/ZVeXyQkQueETLO1DFN9m5APB8d8GTqRw0qlAXO0gCiIWRZzAGKOg6JYKTOiyZ6532/48x93fPV7bd/+bPinzYpv/OjxN3/SObro8UYxw2IRwQoripwoQIQREICIIQ8xC3nmn+Eky7II8eQcc3FR9dln1z0eD+QARmBpURmLhsdGRm3Ww+ufXdvb2Z0Ym7x5/db+7t4//fx9xezczes3Pr1ydX11TavVXr161eFwXLt27fr16x999NHVq1ez2ezDhw/v3Lnj8XiI4nZ1dd24cWN/f//DDz/8+OOPQ6HQ7du3P//885aWFqLQT58+vXbtWmdnp8PhuHPnzsTExMjIyP379+12+71797Ra7eLi4szMjNlsnpycnJycvHnz5suXL6emppqbm3U63ZUrVz766COfz4cQSqVS7e3tHR0darX6s88+U6lUt27dGhgYINRtbW29fv16a2trMpm8fv16V1eXRqOxWq0//elPr1y5sr+/PzQ0dPfu3Vu3bpGtdWlp6e7du/Pz859//vn09PTi4uKNGzeuX78+Pj5us9lGR0ej0WhTU9Pt27f39vZu3bq1trb2ta99bXJycnBwsKmpyWaztba23rt37/r168Slv3379rVr1548eTI/Px+JRFQqVSaTEQThxo0bn3/++dirl3dv3bxx7frVT67cv9f0+FHn7du329razGZzMBh0uJwra6vhcHhhYSGRSLW3P6Jpuru7u1gsPn36tFgsEuYTY/T8+XO73b6zs9PS0jI3N3d4eDg3N/fkyZNcLgcAsNvtg4ODZOeMxWIPHjyQv+h4nqcoqr29HUI4NDR07dq1pqamfD5/48aN9vb2UqmEEDIajbdu3XI6ncPDwx9//PGjR49mZ2dv3ry5urrKcRxFUU+fPp2amnI4HLdv33758uXLly9Zlp2YmGhtbR0cHNzc3MxkMpdP7P7bEzLD1bNs7dmLN//9qnNoKpgF6VxlUbmGOSAgBmLAIogFXpSqDIt3HfGmgbXf/fuHf/nxsMF3HK+cZapnvvLZT26++rN/6OmZdNlCuRLHXD5uIgNzPEMOeeG7LmK3iFFkWbalpeXg4KC9vZ18NM7NzPo83r7nvdubW81N9z0u949+8MMb164/bHvwsO0BXaZ6e57HozGlYn57c+vKx5+MvBru7HgUCgQnxyeW9YZF5cI3/+qvr3z8yczUNOQAYLmxkdG///Z3zEbTxNi4cW3duLY+MzVdKhR7nnVjiADLdXY8okrl7qfPwsHQg9a2T69cHR0eeTn0wuNy37/XFItE+573zs3Mvhgcet7dMzQwKGB+oK+/42F7JBR+/KiTY9jJ8YmAz88jzDHso/aOH/3gh3qtzri23nT33q0bN3/yox/zCEMOjA6PhIOhoYHBgb7+jz/86J9+/v5g/8CGyXz39p1ELD7yanhoYBAB+Ki9gy5TIi8szCsPLdarn1y5dePmxx9+9Ly7B3Kgt+f58MtX1gPL6PDIwrzy+99774P3/2libPz2rc8TsXhrc0ssEv3+99779MrVp0+7+/oGCoVST08v+Ubo6enN54u9vf1bWzvj45NjYxMI8TwvtrS00TQ98LzHoFHvbGwuzSutB5benufpdHpubi4cDkMIX40MUwy9qFqKxmMAoEePHgOWezE41HT33i+ufooANOj0NushOW9TLS4d7O2/evFyenJqdHhkfXWttbnlyZOnyWS6UqnF48mhoZfyN0tb20OG4c5DaxBLUvXOnXsAoPHRMbKsz7qefvTBhz//x5/5vT7IAZ1G2/GwPRlPdD99plTMO2z2v//2d5ru3rtz554oVkolqq3toV6/nM8X799vuXbtxujo+NTUzN7eQWvrg7U1IxkUY+FXT0j0TkIq9eYcPM6D2hf+/erFZCyHsoXa4oIJcuScBLEIIoQYFmSLcNbg/s8/7P6t7/S2Lxa2cmc9C84HI6tR8Uyxz/zud198/afDS1uBWKnE8QBhloSJMOTxf42Q8qkG8dnef//9tra29957j6FoSRBnp2eW9YZPr1y1WQ8dNnvPs+6Oh+0+jzeVSN67c5eh6K7HT3KZ7OT4xPXPrk2OT0yOTzx90hUKBEeHR1aXV9ZX1+7fa3I7Xdl0BgG4v7s3NDB49ZMr66trczOzeq1uZ2v7QWubad149/YdcmDbdPee9cBy/15Ta3PLimGZ/PlicGhna3tna3t2emZ8dGx8dOzWjZvLesOD1jbrgeVJ5+Pn3T3hYKi/t293e+fGtet+rw8B2N/bt2JYvvLxJ4vKhU3zRm/Pc+uBxWl3kE/i9gcPtzY2796+s6w3zM8p3E7X0sKi2Whqa2lNJ1OjwyOPH3Ue7O1/9MGHLM1ADigV8x6Xu/vpM+uBxe/1dXY8sh5YPr1ydWpicmFeee0Xn22YzN1Pn3ndHrfT5Xa6nnU97XjY7na6uh4/8bjcgUCotfXBzs7eL35xjaIYQZA+//zOwYH1/v2WfL5448at3d39S5RghoderBn0msUlzeKScW29/cFDk8nU1dXl9/vT6fTk9FS+WJienWE4Np8v3rz5eSaVth5YDvb2VYtL83OK+TlFNBzJZ3N0mRro61/WG3a3dybGxsdGRgf7B3Qa7cuXwxbLYbFYdrk8HR2dqVSmVKIymdzNm59nMrlsNk/TLMYCQvyDB+0AIMXsnMvhnJ6cUi0uLS0s2g9tgOV4hH0er2ndODM13fOsW72kWl9de9Da5nG5/f4gAIimWYfD1d39/MqVTy2Ww9u371osh9ev30ylMpub2+3tj7LZPMNw8O2g56+OkKJ8qEMIuWDYeDchu/pGMyWhSB0pF00QiAghEpHnecRA5I3R9/tW/+DHU//xO1PfvLvzvbadP/zxyz/7p6GN3NnYgfi//PWL//jNgXv9hgNPFCEkAiQASeDqFbYqABFiwPEsQO/k4zknJUmiaToajWYyGYSQ1WotFco8Eor50sTY5IbJnMtkR4dHErG41+0ZHR7JZ3Net6dUKLocTsBykVB4xbC8Ylj2e31Ou4OhaI/LnUmlk/HE/u7exNg4iZqwNDM2MrphMsci0aA/kEoks+nMpnljYV7pdrrIKdGzrqcjr4ZdDqfb6ZqZmrYf2vZ2dufnFLlMdmxkNBwMJeOJaDjitDvKxVI6mXo59CIUCLocTpZmMqn06PDIhslMlcqA5dLJ1MTY+P7uXjwaS8YT5WJpfHTM5XAiAEVecDtd46NjB3v7GCKlYt60boxHY+lkynpgYWkmFAj6vb6xkdGOh+2EkNFwpJDLpxLJ6cmpgM+fy2THR8cetLZFw5G5mVmNSk2XqfXVNfWSKpfJTk1MhgJBr9tjWjfarIczU9OlErW1taNULlosh2QntFptY2MTHo+PYbient5ymSaEtFptEMKQz1/IpJWzc6VcfnZ6prPj0fj4uMVicbvdU1NT8WTCHwwcWC0Awf19y/Dw6LLe4Pf6FLNz5WJJr9W9evFSr9VZ9g/CwdDE2PjIq+FysbQwrySTo5id02r1kUjMbncuL68ODAzt7R0cHFh3dvZevRrR65c3N7fJoRvHQYfDRdNsOBjKpjPRcASwnGJ2zri2LvICYLmAzz8xNp7LZF0OZzadWVpYDAWCwy9fZbN5joMI8SqVZm3N6HC4xsYm/P5gLJYgG7JarTWbN+12ZyaTgxB/qXb+K108iVlcEBIjACHHIqzUG8t8o4SP3yZk78BIkRZKTHV+aR0iCULMMggAxGNIA+wIsz+9M/t/fH/ud/7R9JUfLP1v3xn93e8ODq2wi76zv7m7/N/9577//vc7f3JvamXfB5EkAl5kqyJbFzlJACLEiOPBl9mgy+Hgy5/sPBJItBMBDDlAHE4eYQwRx7DnsUeIJEEkT/nzdwTE85QEkaFosmakMWA5EsgRME/Oh1iaEXlB5AWOYcnJEI+wUjHP0gxLM5IgksgKGVfAPAmxEF9UEkTSoSwVhkjkBR5hcs5Ejp3IrstQNI+wJIjyQCzNXJaBOLHn8ZuLX02OT9z5/Pb25hbkAKnnGBYBEgdGgOUAy60YlpPxRFWqYIjIKBzDirwAOUDGqogS+ZUc4+V5URAkcpoNAKIoZnl5ValclM/VEOIFQeABhzm2JkqAZhCA6iVVPp+HFxECLPCvE4kA4jhIXodITgQmk0Pmny5T8pyQGcBYwFggw7EsIA4qxgLLAkGQ5NC0IEgMwwmCJAecyVwJmCfrSBZCjn4RHeAYlvTP8yLxSAVBAgAxDDcwMBQKRQjViQGCEAvCr/xQB7+5Q16EIfhFvYkWT8t8421CDgy+YCBfhpJCvQyFCgn4CliEgEXC0YGPuf7E9Ifvr/6Hv1n6H742+ht/8vRW19bkcvYn91b//dd6/qevz/zbPx38YdPM4pabxscQSRBJEAgQcug8VepLBSXHnhzHQMghBLjzr1AEOSRgkaFYkZcELHIMkPVMEkSieRf0gzw6P1aVJEmON0IISZiOHELCiwNuco5P4m9ywgc5ICUGQo49kKM/EoOWw4/wInJNDjPlRBAIITmulHuWYwMXSTyvw9zkItFFOV3hcjBAjtHLkQBy7AEAOD4+Jl3J58bk7ETuhIxCooskcnM5Sk4itHLoXC7leACEkGVZEUEBAkInYlOIzAghjDHF0ACdRxQIkcjPK5UKedPLoXmWZWu12luhJnk4shxyYgBpfzlsSF6f1IuiSFEUmXwy27JBhxdHqeRP0jNpgy4irvDN4KS8HP8NDnVIbswFIQFGLL4gJCOdUcLJ24Ts6xvgsEgJ0oxayyKMMZYjDWWG9yXFBy+t/+tf9P/G18f+x6+N/fuv9bQNWB6/cv72Xwz8uz989Rt/NPFvv/r49tCa/sBHowaEVQBFgCDAZYCLELP/jKAXiwRFkYeQEwTMcQxCCEOeJNAigAk5if0jVCRfmMQSk70UQigIQrlcJhEColjkNF8++CaKQpRSVprLikKCE2TBCIvIn5VKRWYO6ZyiKBIAoChKjoYTAS5v+EQYWb1kxSIH7nJkEl7ESIgCkf4JA/FF7thl3sq9kXiMnPxwOd+AxH4Ii4hqoouAEHgzi5CmaYZhqtUqy7LECkAI8fnUIzLJhHvEENA0TdJ3CHMuNrrzrkj45PL7kjiNbBDlULAc4CHLQRrIYUx5RPK+ckyLmFfZAF0Ob8oZVOSGv5TfR8SW47GE/+giQUK2Hb+6658hJFc9Yytnz4dn3yDk4NAwkupcrTGj0TEQYAwhYCFgEeI5VM1TJ6sH9Ff+rPXf/VHn//xnL37zGwO/883O3/1mz3/46uhX/kr3m18b/r++9ezV0o4rEkOgLnB1xIkQcixfZPk8wgxGr09u3rowhmRXZBgqEPA9fNi2tLTQ0tLy9T/9M8XswvXPbjXdbfn85u1ivsQjnMtke5518wh/euVqOpka7B9YW1m9+smnn9+87fV6f/jDH9psNp/Pd+3atU8//dTv93/wwQerq6sMw5AQQkdHx+rq6tOnTwOBANEVsqJytJosFdmp5IAyuLjkSCCRXM5rI0yQLb2804JLSW2EFaQHjuOIjXgrGYU8IgqHL6WhEU1CF1sEMT1EmeBFRpEshhz5JH2S9vIecjktRiYMyc6RE2uIEgPAYgzlzZa8Dsn4FSuSPA8AAOIWEr9A3vEuB0VJDyRh7XKAl7wvieXKex35CU3TcuYDvki+wxfZkTJRL1sicCkpQg4XXyabHJkkIWjZy5Djur/ai2jBJUIiyAGIlwxmWD8DtbO+0Tf/26NvaIJCtbJ0PKdbYREWBSzwACEAIGaAVKarjgDbNbb3v/9l81f+y9B/+tvhnsXC9ObxV/56+jf/dPT//JuBR8P76vU9xGMBSCInCYCHiGGEPCeUMAIC4L+MkggBjCEALIRcuVwMhQLJZBwh1NrcVi4yL4dGRL5qs9oX5hchByRB7H76zO103b19x+NyP2x74LDZJ8enBvuHyuWyQqHweDwKhcJmsymVSo/HYzKZ1tfXbTbb/Px8Npv1er2RSMTj8RSLxbeytGQdJStKfFR8kemGLn3rkhtihkVRJJ3IzrC888ieLdkG5bEghCQbQfZ7ZV2UKYouXC/idpJHRNeJeKQrYu+JqlEUJed5XuRanCchXc6kQxd5Z3KWzOUcA3RhgHieFwRMEtYJRQEAWOBJljkWeGILJEnCGF98j0GSKUHEI/3InEcX5gNfJBvJXuLlhEHyq0qlcplL75ScEFJO6CFt3srTkCcZXCTukSkqFoty1uvlRPNf6UX0n/wHEkIAQYYQkristHjaOzL3Zi5rz0QoCcJFYWppheUwRoDHHIQcgIIg1hEn0lzFGaV7Zg/+4L3+3/5W79P58LO5wO98++mffzDSPro9Z7Cmc2UIWBEgEQCMWE6gKIliBVbgqiJbR0D4ElG5C2OMOI7hecQwFISw/UFHIVceH52CHG8/dOg0+r7nvbPTM6Z1Y2tzy6HF+ry750ln187Wbm9P37Ou7nw+v7S0ZLFYJib+n/a+OziS7LwP2r07SVZJlmmpZJmlKqtoyS7Z/9pyUS6VrLLKiaKsYImiSImiGI488iKPpHh3vE236XZvsbvYeJsALMIihxlkDDKwyJNzQBrMTHe/2N2Tu9t/vJnewWCAxWy4XVL46ldf9bx5/brfe/3rF/p736t1uVwtLS12u91kMvX29vb19RkMBo/H8/bbb0ciEZq3NS20KRjx2gAAIABJREFU9oB5c1Ym+mtYt8zSX9Iwb+SlG6+wL6isRdXHgfozgfJPYX60/KB7rLeiCCHWDOojWD2ObhaPt3Y4Ub7vqrd+ejPL7lZ/glHBO0JPtnDcpb8UEEKskcQYsxVeAgRUEhHBufVflIiyxAm5ossPxogkxdnbgVm9FDV37M7ZO6JwPI8KzNZYUrqRcOH7Qh8m6D181qnR6cQuV2jfow9MWBXo98bSZy9EfWCvd0aequzUZW3uGtiAyXVBPl/k5OrspcYFd9QSEuo7BiASCcKMkJiIHI8oFhEiazFkDsBhW7rBFK2sHTt9q/em0dI85umdtHtXY5RKIoIShCISMOEB5TmJFygWQUoSUgRJJW+UsVGnJdOCIBw78gEfE44dOdFQ13j82Inw+iabSXM7Xd995Tvrq2tvvv7GxNhke2vH9asfnzx+wmKxHD58+OLFiwMDA6dPn66qqvJ4PB999NGpU6ecTufx48cbGxtPnTrFpgpxQZ+t8NnSWx72U38s9CqH+VVCOpnZU04LbMFxnoR6p67w9MITCw9YCvq5hc9i4eNSePOFg8xCjpG82SDKm8sXnshuSe+70rxpoZ5xliylGCFARMo4qa/zYMzUc8Em/yDMXVcvVVRgqa9TnZWqHkdv+VG+B6F3QVHeHBwVGPTq6z8K+zV6h6LQ6F+vIL1DQemWFZIob86q//VoNNu75AlJ84SEjJD3ugaDvBSIkLNXtrqBPHW5fsEbsQa5+vYeAYsoV2gPbDshIoBIUSCGIpLDL1g96/NW76zV5wpuRgSMiZy7KkSUESy38BRLNEF2Ni5/cMf56mQFFwwGIYRWq312dnZtbY0tFEIICYIQCoUghG63G0IYjUYXFxddLhfHcVNTE1areW1txWxeCgR8HBednZ2Zn5+NRjfX11cXFuYcDhsAPCFIELinXQH7si+FQjAkhLCF8pRijABCCBCp2Tji52QPJ31YNMt6/HLtvGfDGorWt/fwWGQGPggBQhAhiBN4IlIqygJAeSun3MC68K1TNH3HhM2873SjRa9/lJ9lYedSStnaP5BfXsRMCNh0aOFcBbtbhBAhrDvEGjc2h86WU8UwxmxwvYsxsf5eKAp5NHn8dEqe+Aip/VNL57kTxNw7UPYJkGBIiIik5L2eEU8s7orJp2807kJIScAsV5B9G8z3KNgaYqTPZOhz64WX1gdXrNNfOFQoHDuyED0FfWikz2qyCJFIhE0q6B+p9HGd/vWiYDDARiZs4QUSRZFS1rQSQogoygghni9txPdspahwdgncT+dx0nlmAgUIBYgIIpgQQgkCAEU41Gg0eWJxd1Q+fb2hNCEbOnoLCckGeGw8oK8Nx/mWDeX5gwtaSPZ1WB9x6XMSJQlZ1MbqrCb5KTUx7+EC5ccb+SXtXOEkBzPpYO488uYmcn6qL7fMMr/6WXrK61H3ZV+KRaQYY4iJCBAUBIG1kJDEG40md1QuQcgTV+rnPZuMkAKR84TEOL9enh3zPM9slPQpRLT1RaUvGtQnHvHWCYwiQuJ8IxmNRv1+v8PhsNlsdrvd6XQ6HA6n02m3261Wq8Vi8Xq9FovF7XabzWYWwe1222w2l8vldDodDpfT6XY4XA6Hy+XysGOXy+Nyeez23L92u5Od53S6HbuKvUB2j1luOvYdpNz4++nspTyfH3E67X6/lxcgESnGmBKEMYUk3mQwsV0Czn7cWEzIOXfY6t/UCakPFHHewA1jLMsyM6REIGdCgQom8URRTCQShZZlKD+VtxMhQV7YF9tMJqOqqqqq2WxWURRN0zKZjKZpqqpqmpbNZrPZrKZp+l/sZzabzWZVTdNUVSs6YMf6gaJoqvogZF9+WkXdQZ5VOplMCmKAiYgIBgAQDCHEApKajSOlCXnycu1956rZu1HfaiwkpE4tCCEz4xYRxChnVafbVTMbK8ALAscn5DgzzmbLFJg18E5NOWtFmS1IPB7P331G07RkMqkVsC6RSGials1mU6mUlqeoXmqapimK/vPBQWFgYfhPipSs+0d7sP5JpfO8EVLTFE6I8ULOnWdcFjGmAMuMkL6I/NH1ohbyUs2MLbTsWqtrMQAsQ5SbIGHN2tTUVCwW46KxqYlJAgQJI31dAlv0IBIKBRBe37jX0EgQnp+dWw2t6Fbgu3idKxxDshaSlYKiKKyRvHHjhiRJeguZyWRmZ2dFUWSNJIvJWlQWR1VVRdEURSmgn1rQWqr5JnS3gn68on8gTyqdfflJF1XNckIME5GIFAA2kIRYTO5IyGOVN7pHZ8fn7bfrWwQkoQKfwhjja9euud1ugeMvVJ5fuD9z8dxH66tr9xoaL1ddcjtdly5WLS0sIgCtZsvffunL5qXlutq7TrujtrrmctWl8PrGhcrzH3300dWrV+/cuROJRK5cudLQ0DA7O2u32/V+LJsm1TTNZrOdOHEiGo3Oz89XVla+9957Y2NjNTU11dXV586dW1xcXFhY8Pv9N27cuHLlSjKZ1HmoqoyTrE3cXe/LT7ns0kg+E8lm06zLylpIjAAhIsByU9ewLyK7N+jZa1sndd49fuFabWtDW8/lj6vzFndYH0PeunXL7XaH1zeqLly8cvHCcH/fqGnkxAfHL1ddqrlTzfxfYIgsy+Yeg/HDU6cb6uptFuv46Ng3v/4Nt9N15NDhmpqa1tbWysrKlpaWS5cuHT9+3O12s/6wKIpsGVEikUilUhsbG/39/VevXj137hxC6PTp01euXFlaWjp06FA4HL5582Ztba3JZGpsbOzv73c4HGzYqSgZVc0yaJqiY+eQR6ng3UN+Eh+Un1Ypt16etqhqFiCBjSEZISmVBCQ1d5sCsYQnLBa3kG/847Hvv3/y2IfnT549D5GIMcWQdUkhxrih4d7MzOxKMHT+XKXX6bhadbGu9u7hw4cbGxs7Ozvv3buHMRYEwWaz9fT0jIyMvP76621tbZWVlV/4whecTue1a9e6urqmp6evXr168eLFc+fO1dfXh8NhVPBJk80JZTKZc+fOVVVVXbh46dLlq8lU5sfvH750+WqME86cPccL8PKVa3frGoZNo4NDJqfLMzu3oKiaoqlZNaNoWR2qpjAUhRTEUR8NqqapmvbIp+/jyYJVx/MPTVMEyENEMCVFhPRH456weO7jrcblr7z57pe/9p1X3/rBoWMncmZuiO1GwMwR0enTZ06fPOVyOHu7u06dPL6ysnLx4sXz58+73e7R0VHWnPp8voWFBUEQrl27NjMzc+zYsbNnz4ZCIaPReP/+fYvF0tHREQgEzp8/f/fu3cnJSeYCVPdyK8uypmm3bt2qq6sbGR0fGh45V3nh1u3qYdMowrSzy5DOKINDpqnp+xar3Wyxra2Hg6HVTFbNMySrapqqKXvQ+9jHJwo2qaMTEkGBUomHot5lLW4hv/3qD/70L7/0jW+9+uP3j2Jm2oMhRoCZqhEqESoxyxu2cBkhxFbuwgIn9ihvlAPzLrERevDFUucezK+4RQXr6FlqbIYmlUqpmqaoWjqjqJqWVbR0RskqWo57qsYCFVXLZNVUOpv7qamstXy4fnbIKvv4JPBsa7kYmqoomUJCsjGkgKQmg4ltVV782ePl7771uT/5i699/VvvvvtjnY0E5wzWEKaESohZgUJE0INFLkVLDQoN39iyF7Yel+TXH+pLV1OpFLM3KCR2PB5nA4B0Rkkk06qmMc0yxuiXyaoM7PlmB5ms+swfgn3sozRUJZFICAKHMGUbMWAE2GePJoPJE5Ec6/hMkaXOt77zxv/64//71X/4+jvvvEMJwohHkKMkv2cGIgJAEEK24A3lV6Pq1m266wecd4LCWKd7iNE/b+huXXQvD2xSh3V6mfcKQRB4AeobzkVjgOMRxyMBEPZpE0Aa4yD7iYnM8YgXMC9gXiB71nAfPwUQACqJZ35jWwCYJwqemc5RSgmGCBGA5YbOQfsaMgf5U1fuFnVZ3/ifn/uTr371az/60Y8kkWDEQxBjKyd4ICBMqSjrxvUgvzdTodkALtidguSXn+oaF5i/koKl9wghhCmlEiaiIECEKYAYE1HAooBFHuY0lhIcoAIWEU1wkLANNyGJc5AALPNQfLApZx4CkgQkbQ/X9+58JmD5egogpcNRfovSfTxLELZ3GBIlDiJGSAgxJPGalp7lALfgjRyv2roe8lvfff0P/vv/+MpXvvrOO+/oG1MyjgkAMUKyXiUliGCoe5Eiee8Vuv81fXG9HgEhBKHAHFghBBCBmCIBAkQwoZKARQEQHlHTyISxf6i7Z9DQP9zW0981MGwYHGvr6e8eGO3sH+rqH+nsH+oeGG3vHejsMxmGRgyDY63GPuPQeJtxsHtgtL1nqKN3uLPP1N4z1NU/wg7ae4YMg2Mt3f3dA6Nd/SPsL5bUU0V33254sul39g919g9uvYSps8/U2Tfa0T/e0T/e0T/a2Wd62lnexy7oGTSNTc8KRBawCCGzdaMIy9XNvfcd4THLyrGq2uIW8vf/8I++9OW/e+ed9zBm+9FhCCEmIkQEiRIm+W30ECAY6u5eYG73sjj7lqj3RQvncpiPFp6PxeMShAIAgLlmEaU4L0AeUSwlNqJ8TCCprJZWtJSqZTRNymoZTUtpWkrVZEXLaFpC0xJZLalpGU2TFS2e0VJaLg4LYcfpbTqjaXE196+cVll48qnphyK5Ax4t/eTO4Yk8ykr/p0DrT8Vzomla8a6FeZrkkJgjEaKYxGta+ubd0QnbWjEhX37l9c/+/n/7wl//zTvv/hgV+InAlLB9AQSA2JSpJBIg5HwKFjqe0J1BMA9CujO/nJMFTJjH3oQchwLSV0URwjYep7wAIRLTGU3VtHRGyWTVjJLVNE3VNEVRFE3N5u3fsqqi5aaSNRauaCoLSafT7DirKul0msXJKNlMJqMf6+c+Va1qWrYc5CbH1T3p3GVKT69vke3//hPRqqoqmvq8aFXLaJo3tB5FMqBxURQJhhgSiKS69kFLEM56oieubPUY8M1vv/Fffu8P/vyvvvjejw/pnzEIIaxjCRHBJNfiCXxsanL8yJEj1dXVegvJpnlYq8h8irJlkMzRKCEE8DAuJQiSuCgvEunk8VNs8wbmUhohEolFeQFmVSWRSi4sLLz55pvXrl1LJZKZTCaVSF6+fPntt763tLSUSiQ1TVtaWHz33XcvVJ6Px+OaoiYSids3b7399ttz92c1TVMyWY/Hc/TwkRMnTmCIVJU9yJqaVbLZrKaoqqo+ba0WzHqrW/Uu0JS9ah25WXX9Q7l+bTWr5UyXCuxXPpG87+vtOpnVPME1jiR4LDFbVpFIAMuNXSbnurgcgh9+vNUN5Ddf+d7v/tc//Pyf/uW77x3G+IHHIeZrjOMB67KyMWRrS5PH4zl+/Pji4uKhQ4empqY6Ojru3LljtVqPHTs2Ojo6PT3d3Nzs9/t7e3v7+/sPHz46Mjw+YZq8cLZqbGj8g6MnX/nWqzNT9+1WBx/j8tNCAgBAUTKLi/O/8As//9JLP1dRceC1196Q5MTf/d3fHzj44ksv/dy/+NSvmM1Ws8X2a7/26xUVBw4ceOGvv/glSYq//f0fHjjwQkXFgV/+5U8NDY/4fIF/85ufOXjwxYqKA5/73OcTybSmaVlF0zQtmcpompbOKEUkebJaVXXb2qyaJ4auS0JVs4q2d5176W7Hlm9fW43bn15+9/VDdVbT/KsbgMZ5RAEAlCBRlHko3usecYQlyyouJuTXXnn79/7wf//JX3zxh+++jzAlugdBSohIGSHZl4lEXGq611BdXX306FGHw3Hnzp1r16598MEHJpOptbW1trY2EAhcvXr1zJkzXV1d9fX1x44dEwR44oPTH1++uTRrPvb+cYFDP/rhewhggijbPwMhEImEBYFLJuPvvvfDioqKioqKAwdf/MxnfmtxyfzpT//GgYMvVlQcOHDwxcOHj35w/OQLL7xUUXGgouLAv/70b8zNLfy7f/87jH4VFQfefOvta9c+rqg4cPDgiwdfeOkXf/GfO5zudDqrapqi5Du66tPvMmmMMoq2VatqVtXSmprV1C2axd+uFS2raOltekdOFnaAmYEIs6cv9wHauSv4fKXzpNJ/2jqRUd2BFQ6JkMr6Zw8eig3dI46wZF5BxYR8+fV3/uxvvvb1b79++NgpiESdfjnfNpSIspTb7Z2PNd1raGlp8fkCJ0+evnnz9pkzH5nN1rNnz9ntzp6evsbGpsOHj/b1Dbz88rdnZ+ePHv0gFuPPflh549odt9N3/NgpwOPXvvsmHxMwJHnXiTAWiwDAq2r2zNmTL7xY8cILByoqKn73P/3nzc3N//g7/6GiouLgzxx46aWXbt+81djY+MKBgxUVFT/30s/+9m//9uZG+LOf/ezPVFS88MILLxw4eObMma6Ozl/6pV/6mYqKioqKX/2XvwIA0FQtnU6z6sqmM4qiaE+5i5LR1IyW3a6zqsKMGrJqRlEURckoipJVM8oO8dOqktYyRTqrZhQloyopVcmoSkbNKmpWyS86U1krqmppTWVIaUpaVTKKwqLtSe+Ur72n8GzTefaj2K06q2nBtTCPJQGLGGMIeAAQFpONhlFHWFpagR/ebN5CyLfeO/XqD48cOnHu7IWrAhZB3tNmbrE/JZzAs1GlSPH87Nz6ehgAVF/f+NFHlVNTMw0N9y5dujI/v3js2HGr1T40ZLJYbPX1jdEoNzo6fuTIsfGx6fGx6ZXg+tTUzLEjJ27cuDU1Me1wuPTvmdHoJqU0lUrIsvhXf/X/KioqPvOZ3zQNDypKxjQ8+OlP//pLLx78ylf+lmCYTMa//rWvvvTSC//q137VYOjSNGVycvzffuY3X3zx4Of/+P9gDDPp5FtvvfHPfv5nP/WpX25taUom40o2rWmKkk0Xrfx4eth98mb7REuZYE1uWmPEz40fc8mpmpKPkHkQ7RPJ9XOEUoOFZ6fVdEYJroVjkEYFRCkVKWYeAxoNo/YNcTEETt/Y2kK+c+LS5Zq2mmbDtTuNPBQRfrBFTLFAhCFic6Qot46ZuReguwCyLdUQQQRjTBHBCCGIEQ8E5qM+ysUEgNLZjKppyXQKUyLF5Uwmo2hqJpOR4rIoinIins1ms6qSSqWISEVRTGXSqqpmlCyllEpiIpHIKFlFURKppCiKmBJFUbIqazdUdlwYsl0XxtmuVVUtDCk8tygknU2pGmsMM6qmKFqWHegDy6IRZrlQ2LebPCGVVFJTNTbhzJifyS2GUDRNUZSMxiaDtub3EWYj9TltVhqpTFrTNFbm2+M/Wjk/kXQempedrlWu3mM6aVXzhVY4RAGhbCIGQgywXN9lsm9KSyF06vpWQh45d/te76RxZLbmXicPRQEQ5kzxCRESQ4wYEME69D0GAcTRGM/xQJTiqXQ2mcpIyZSUTMXTmWRWiaczYiIpJpLxdEZOpROZLAuRkqlEJpvMKnIqLafSRSEsBfZXPJ1h5xb+LAk9znZsj7P9RP1nVtHiyUQikRJlKZlMJ1LJRCKVSCSSyXQymSypE6kydEpNS3FRkmgyISfjiVQiKcuJZCojJtJyWqHprJhREopCk0kixzNZlZXGduyS35JIq5qUTLG6iKcziUyWVVPJUt2lqPdSzo+TTllVvEvkJ5UOINQXWuEgETBhhMQYc0is6zbZwmIJQh69WNs7aR9fcNe19fI4LgCS9zUO2YaNuhS6qCrpRa6kQKz7MteBEcGYiJiIAiZRAWxE+ZWNCMNahA9uxgLhaHAzph+sRHl2EIpwK1GeIbgZ829EVmOCHi0U4dhZLH5hIo+JPSYS2oiuhTl/aCMaxeub/MaGsLoRC4dBeJNfX+fXN2JFenUjthLmg5tlaO9G2L8Z2eThajgaiQrrG9GNMLcW5tajQiAS84Zj7vWIez0SioLVKPSvx0IRTi8WBhZSbgl418LsLN/65kqUd6+s64W8j52fh8gmx69tRgQsQkQQAszWjcdSXbfJtlGqhTx6oa53xjky76ppNgCaBER6soREBKLc5q1bCCkAxIxXsSRTMQGpjImMxDigcY7KApF5MQ7FBC/Gi44FKaEfc1Rm8Xks8VvPZRrQ+FPV7B70OwE0DklSQHGMkwAnME4imkI0xUMZ4ERJCCTBkb3qGE1sSnI0nogQcZNHkMoAUkLjAFIOiRFEOSkOk2leTkRJPIbjUEzxWIoRabsuN6dQTESxSOLpCKJYTsF4KgZpjEh63ovK5NFK8vHTeajWn5BPIB1AZQEgiBGkIsKU7WRDKRWIXG8Ys66Li0G4jZBVjT0zrqE5150mA5LSgEi5HVTYUqycPOim7kRItJNsoyIDM/fBmAKIAUAA4lxUiNlCFSJSQog+5qSUQowgZHeHAIIIIf1fdqzHZ/8yLyaFcR5ZF6WzS5oAIFGKsxzxPOAFiImIMC0sBQE/AAtBe9M8FsOitCFJUSpCMQ4hFglFvCBhhDGmkihgFBV4ASOEKQA5D9eYElYyGGN2jCkptwQgZNuYQyqJEEKAIACAiPTxy/aT0dufhEd7NspKByG9XliZA7YrsU7IhQAoJuThiw2GKdfQnKumpQeJWR5RADEh5EkRkjWSGOPCDBS2uhBChNjGYxLGGENEMKSYUIIIwjnHkxhSTAiG7F8WUlKzs7bH1NMpV++eDnN3wjRBGGEaxWKExiM0zsfTnJyKioloPBUW45tSQkc4j00pERXLwKaU2EwpXohARl3jAIA0KcmE5zEfFSkUQJRKSIoTjosiBNLxBIW5Miy8z8IcsXLWS7sopFCLhCIoyKLExSIIQEpQXJIL815UJo9Qzk8knedNYwwRgQBiKon6yg1A4/WGMcsanfcLxYT88cX6rinn4Lz3TmsPT9NsovXJEhJjjCFB+c0r2eQQ2zFbpx+rACiAvJNlihCCkO1wxmwV2EpotqSLdaqpflwYh4Xrx0Uxy9WF6RRdfbvmSCIY15rnvTXjlss9U1f6Zq70zXw8NH+lb+bK4OyVwdnLQ8Vg4XvEtcGZawNjDeOz9ijaFDNQTAk8FgmVJRoK+gcH+zu62vsGeo1Go9FoHOodNLR39xjYz2JtMPQYDIa9656evr6+Pr0kJUmKxfhHKM+nrfUnoUiXG/9JpYMxBEiAiFBJhFBgHxN1Qs4FhJNFhgGHLjV2T7sG5723m3s5kgJEwkQEIOcQOS86IXccQ+5ESIIoQfTBxnh5sI0JEBRyLnyggBGgWM/zFujTuYj1aSFm5ukspDCmHlgYvscvNCVRVjpRMWV0hk92Tgz4hPEQmFiHQ/7I6BocWQWmEDSF4NCKMLiqA5aLoVVufCXafH/pasfAqqjEcBxjigCEEHZ2GTYjsVQqgTFMJpPJeIJiMZPKxuPJkkgkUiWxU/xkMr2ystbT08eMkCHEkhQXBPgIRfpUUTj//xwAsa1qMBExJVwsQglCCPFYqjeMmVfJrJ8vJuTRS/e6JhxDs97a1n5A4wImrG+5hZBIwkjaStEtczwlpYiuO/1VFL4T4cuV7efulObuVykrnbAYr511ttjWwnGVxxKPoEBhVJKiohwlSZhQNxCJyPIGpRE5HpHSYZrmEso6kSJyclNKbFCZ9W+LuriFfd11OeEG9EyjISBqQBQp5CkBEKPOPhOQ0iKhFPKs04FAbp+ywt2/9R3EdNG3NGXbRujbiRc5XsEYJxKJnp4enN+2vagE9lhZu9f7E0znuRGIMWTb0em9ToHIdd2j5lUy6wcnP27Z+h2yqrFrwjF431fT0gdonEcwT0hagpD5Tmy5hNn+7O7llMcp32dFyOp5V4ttjRPTEoQy3BRxBGEeYoQABVFBlkVRQojyRMRAIATLEGJEMKUSJ/CiKEOMJCkOMcK5HQW3aEBohGAXB083GL2SJlBMUVSmAFPS0T/KSxmCMAUchYB5P8IYs001GbsKdzLGGDPPLPrmiswDINvynRlRMa8r+u7FkiQZDAaWcear5TndkvH5khwhcd6DHEEPI2TnuJ0Rkhd3I2Q+9RK90+2BRTf1CIR8THkmhNwQk7fmXHXmlQ2cBQKBIAZRjEeQgwQjGfKU5wEnxGL8JkACz6GrV27evlVLqWResoXDkYmxaa/XjwCNxXgoEABQkeYgiRDRwaHTTf3+uCZQKuKYRASMcWffaAwnoQAwHwUCx+jHVo0TQq5fv37v3j32kxFP/xchxPM8cztGCGlqavL7/ewnIx47he0vaDQay3oR78suhFxeK0XIwxcbOsZsAzPe6ubevRByOxt3l1wCOxPyKdXusyJkzYK3zry6AlMxDvF8jAfRCOCjAuI5KsQwxwkIAQBj0ejmyeOn7FbX5PhUZeWF2uq7w8Mjly5e3tyM8jGBEFHgAM+DIh0V0KqAlzfh6ab+QELjRCpiXkQCQsgwOMYhGXIxxEUEPsaWpPI8H4vFzp07Nz09bbPZfD5fZWXl0NDQxMTE9evXW1paYrFYTU1NY2NjOBw+cuTI4uJiVVWVz+fTT2e85TguFosRQnp6elB+FfsuzNxLhRad+6TSef6kmJAY70rIQxfqnytCPnLFbD/lkydkWIzfnrHdnnbYVgWff8Xv9/oCbpfP6/UFgv7VgNsf8nk9bttq0BP0Od/7wQ8CHq/f7z/6wbHKyso/+4s/DwQCXr/P5/P5gwG/3+8L+Iu0Oxi0rUUm/Zsn6vv8cS1GRIIFRsi27v7QWmTF71v1ewJ+bzAY9PmDfn/Q5XK9+6N3vG7PamhlaWFxamLyB29///TJU8Zuw5FDh+81NNbfrbMsm9947fWRYdOP333vwoULZrPZ6/V6vd5AIOD1ev1+fzAYDIVCsVisu7s7txVugcuIR6uvfUIureIZPzj+UELmNkN/GCFz/2x7NMslZJGUS5hy03nahLx7335n2mYORpzegNfv8fpdjJB+b8hjd6+EAj6vw+e2rQY9P3jjDY/DPj8//9777547X3n46KGPb97w+j1ev8/utHl8Xo/DqdyKAAANbUlEQVTPXaTt/uBCYGPEtX6ivi+Q0CJExEQgWEAAdvcMBlc3Ax53yOvyelw+n8/j9bs9Prfb/ebrbwR8/uXFpdrqmnf+8Udf/crfn/jg+PTk1I3rH1+/eu1eQ+PSwuLL3/jmyeMnKj86d/LkyampKbfb7ff7/X6/x+Nxu91er9fj8WxubupjSN1vy748TEoQkqMPI2TfjPd2cy8vxoX8h7fdCVl4wb0QpixC7jHwoVf85AkZofG6GcvNscV5z5rF6bV5XDaPw+bxOL0Bh93jcQecbpfL47TZLA67tauj8zvf+c73vvf9weGhpubWqZnpw0eO9Q8OOJxul8ftdHmcbleRtnj8c4GNQcfa6YbeFUZIDDHiERSMPQOB4JrHYfc6bU6HzeVyOV0eh9PtdDq7O7u+/fK3zn545l5D4+uvvnb4/UPXrly9Pz3TWN8wNTH52ndfvXSxqqWp+Y3XXu9s76ipqVlcXPR4PC6Xy263s22qnU6ny+UKh8Osy4pKzdbuyw5SYpa1kJAfXG9+XEJuv2bJB7Qowvb4D432OPKsCNl433ZrfGnGsz7v9C56PPMux6zdueDwmu0Bi9O/YHctOd0Wp2fZ7rI4vQwLdtey3b3ocFuc3kWH2+ryzducZodnyekp0guuwLR7rc8aOlXXvRLXNjElBFECCIbGnj6fP+iyWd12m91qszsddofLZnc6nU7Lstnr9ljNFrvVZrfaXA6nw2a3WawOm928tOzzeK1mi9VscTtdNovVYrG4XC6r1Wq1Whkh2YHdbl9bWzMajWyahxFS3yH7ocVYGG33wCeVznMjkDmLKyAk5UjibtdIaUIevtjQNmLpm/HeaenjqCxgxAwd81YIGOPiWdbnStAzkpL3EKHxlgXXxd6pKV90zO4bs7vHXd4Z7+qkIzTjWJtxrE06VyZdwRlHcMYRnHKuTDlXJh2hSUdo2l6sZxwrU86V7XrMsTJgDZ6p716LaxFEIRTiMkFQ6O42+nwBm9VsXl50uVyLS2arzWG22Kw7iGUH2Sm+1WpdXV3t6upiHrERQsyPxKPV1+4hz3O9P4JAjHKW3BBhBBAiMRyv6x5dXCFTXn6vhMyb/7AkRQSZqyuwvTh2L6AnVdA/ERUTpVKPNXC6qbe6f6p55H7b9FzDyETd0OS94fvNw/NNw/ONpvlG03yTabbJNNtomm8YyYXsGbMto/PXWvtudAz6gUxSGQghz0UJht3d3Xa7fSUYCvoDfn/Q6wv4AyGP1x/YQfw7yE7xQ6HQwsLC+Pg4+/6BEGJfNR+5fkv+fPzn5DkUiBFEYo6QEOUI2TVempDvVzW0jj6EkBCJEOUI+fTvvzzrpCdVkY+fDsaYo9KqnDUsu9tG5xoHxxqHx+tN480j022jc83Ds81bCdkwMls3OtswUgYaTbNNpqmemWU/kCNSGlAZIYSgIFK8sbExMjLS2dnZ09PTPzDU2zfQ1W0cGh7pe0LS09MzMTHBSMhaSGbEs3O9FJs95n+WJ0UFvoeaKdfa7qkLIhhhKTevgzDrsj4zQpZ//+XZKJZdOk/oPksmwhOyKafXpcymmAqL8TUpvpFMReKZFRQP08wGzayKyqqobNDMmphZkR5gdW96VUpvyNlVKG0SOQxwDEDmpoXt5wkhTCaTEOIYJ0hyAhNR2Lm6ys0vGzRKkoQxZpu4MOOe3QlZKuRRnp9y7vy5JiS7w0chJLvX3PJFLCGcn9QpWNP4VIBpeSgzfd2lSBEe4Va3JyJgFAUYyAlAJChJEZFsYMhRCVCZLQuOkniUxHkcjxEpQqWIKHL0wRLnveiYKEeICKhM4wlEMM/zAh/L2X8IAoQYYYqJCCBmZnE75bdcYEoECAQIiEipJAIEOYFHBMOtC151sNopEVLmdbcX9bN9fsrFwwgJPrjeuhshefJTTsingcLHhX0MEAQBEQziMidiSAnEiBARExFQGVKZYJkQEYgEiIStdSNELNL5l/cWjTAVKOUwluJyLBZhOwKKNLcKlFIJQAqRSKgEIGbWp08wjwBBItJILMockSGCiUh3J6TOyaL62p1yJem31/fmc/b8MBIBUkzI2u49EDIm5gjJjJuLCIkI1lf9P2bb8hNUo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LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
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<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><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;">3. Setelah
itu akan masuk ke tampilan awal modem TPLink</span><br />
<br />
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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<br />
<div class="wp-caption-text">
Halaman Utama</div>
4. Langsung saja Pilih Quick Start untuk memulai melakukan setting
speedynya, tekan saja Run Wizard<br />
<br />
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LatentStyleCount="267">
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<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
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UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<![endif]-->
<br />
<div class="wp-caption-text">
Run Wizard</div>
5. Bila sudah masuk ke Run Wizardnya, cukup tekan Next saja.<br />
<br />
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<br />
<div class="wp-caption-text">
Urutan Quick Start</div>
6. Ada pilihan time zone pilih yang ada jakartanya, lalu tekan Next<br />
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<br />
<div class="wp-caption-text">
Pilihan Time Zone</div>
7. Ketika ada pilihan ISP, maka kita pilih yang PPPoE/PPPoA untuk koneksi
internet yang menggunakan line telepon seperti Speedy ini<br />
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<br />
<div class="wp-caption-text">
Pilihan ISP-nya</div>
8. Dipilihan PPPoE nya, Agar diperhatikan untuk mengisi Username dan
Password adalah username dan password dari speedy ,ini dapat dilihat disurat kontrak
dari speedy pada saat anda melakukan pemasangan awal jaringan Telkom &
speedy.<br />
<span style="mso-spacerun: yes;"> </span>Username : ( diisi username dari Telkom
jangan lupa ada tambahan setelah mengisi user name ditambah @telkom.net )<br />
Password : (disii password dari telkom )<br />
VPI : 8 ( bisa angka lain bila di divre telkom lain )<br />
VCI : 81 ( bisa angka lain bila di divre telkom lain )<br />
Connection type : PPPoE LLC ( ini default saja )<br />
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Sampai disini selesai seting modemnya.Selanjutnya<span style="mso-spacerun: yes;"> </span>cara seting koneksi wifi nya</div>
<div class="wp-caption-text">
Settingan koneksi</div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pilih <b><i>Interface Setup</i></b> kemudian pilih <b><i>Wireless</i></b>
pilih <b><i>Actived </i></b></span></li>
</ul>
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" 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<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<br />
<div class="wp-caption-text">
Isikan SSD sesuai dengan keinginan anda(ini akan
muncul ketika anda mengakses wifi )</div>
<div class="wp-caption-text">
Isikan Pre Shared Key dan WDS Key apabila anda ingin
mempassword koneksi wifi anda.</div>
<div class="wp-caption-text">
Terkhir “ Save ” dan Restart Modem</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Test koneksi menggunakan Laptop …
Setelah SSID terdeteksi ( SSID yang anda isikan akan muncul di Laptop anda),
maka akan diminta memasukkan Pre-Shared Key WPA-PSK sesuai dengan password anda
yg diisikan</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Demikianlah artikel ini semoga bermanfaat</span></div>
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<br />wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com17tag:blogger.com,1999:blog-3720057657018235652.post-67172039598075862162013-01-23T18:15:00.001+07:002013-01-23T18:17:36.128+07:00Cara mengatasi tidak bisa main PB di modem D-Link DSL 562B<br />
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="19" SemiHidden="false"
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<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
Sempat pusing juga mengatasi masalah seperti diatas.Udah
mencari kesana kemari cari info,searching ke internet tapi gak ketemu
juga.Padahal tadinya gak ada masalah memainkan games ini alias lancar lancar
aja.Rata rata menyarankan untuk diinstal PB yang baru,sampai install ulang
windowsnya<span style="mso-spacerun: yes;"> </span>itu telah dilakukan tapi
hasilnya nihil.</div>
<div class="MsoNormal">
Bahkan aku hubungi 147(penyedia layanan speedy)katanya gak ada
setingan tertentu untuk bisa main PB,karena aku pikir barangkali IP Adressku
diblokir ama penyedia games PB karena ada pelangganku yang menggunakan cheat.Kemudian
baru ingat dulu sewaktu main PB lancer memakai modem TP LINK terus dikarenakan
terkena petir aku ganti pake modem D Link.Ternyata permasalahanya sederhana.Berikut
langkah langkah cara mengatasinya:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
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<br />
<div class="MsoNormal">
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<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
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<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
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<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
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<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
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<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
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<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
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UnhideWhenUsed="false" Name="Medium List 2"/>
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UnhideWhenUsed="false" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<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>buka browser, kemudian ketik 192.168.1.1 akan
muncul jendela untuk mengisi nama pengguna dan user.Isi<span style="mso-spacerun: yes;"> </span>nama dan user dengan admin(password standar
dari speedy kalau belum dirubah)</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; 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>Setelah itu pilih Advance setup </div>
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<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>Pilih NAT</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>klik Port Triggering</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>centang custom application dan isi PB atau Point
Blank</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>isi tabel baris pertama dengan 39190 dan
protokol port pilih TCP</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>isi tabel baris 2 trigger start port 40000
trigger end port 40009, open port start 40000 dan open port end 40009 dan
protokol port pilih UDP.Setelah diisi klik aply/save seperti terlihat pada
gambar :</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7B_kASOXgDPUxxSouL1wP6A56QgIoBeHEV7XARY4oxENyJUS9KOYkXFtKelQ29kY4Z_eDGIyy0Bn-st_iqldZ8CAWlY9wCTsIaspO1o2hYgECiJA-d7WA9nC9EED-mPsOyIyMGZlbPWLp/s1600/pb.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7B_kASOXgDPUxxSouL1wP6A56QgIoBeHEV7XARY4oxENyJUS9KOYkXFtKelQ29kY4Z_eDGIyy0Bn-st_iqldZ8CAWlY9wCTsIaspO1o2hYgECiJA-d7WA9nC9EED-mPsOyIyMGZlbPWLp/s1600/pb.JPG" height="300" width="400" /></a></div>
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Demikianlah cara yang telah aku coba,dan hasilnya sekarang udah bisa main PB dengan lancar. semoga cara ini bermanfaat.</div>
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com10tag:blogger.com,1999:blog-3720057657018235652.post-4710685924841149792012-12-19T22:29:00.002+07:002012-12-19T22:36:11.695+07:00Keamanan Jaringan Komputer(review soal pert 11&12)<div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">1. Sebutkan perbedaan protocol
FTP dan TFTP:</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">FTP adalah protokol transfer
berkas lengkap, berorientasi sesi, tujuan umum. TFTP digunakan sebagai
protokol transfer berkas tujuan khusus telanjang-tulang.</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">FTP dapat digunakan secara
interaktif. TFTP memungkinkan hanya unidirectional transfer file.</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">FTP tergantung pada TCP, adalah
berorientasi koneksi, dan menyediakan kontrol yang handal. TFTP tergantung
pada UDP, memerlukan lebih sedikit overhead, dan menyediakan hampir tidak
ada kontrol.</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">FTP menyediakan otentikasi
pengguna. TFTP tidak.</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">FTP menggunakan nomor port TCP
yang terkenal: 20 untuk data dan 21 dialog sambungan. TFTP menggunakan
nomor port UDP 69 untuk aktivitas transfer file.</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Layanan FTP Windows NT server
tidak mendukung TFTP karena TFTP tidak mendukung otentikasi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Windows 95 dan TCP/IP-32 untuk
Windows for Workgroups tidak termasuk program klien TFTP.</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; tab-stops: 4.5pt .5in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif";">2.Jelaskan
cara mengamankan situs web dari deface:<br />
<span style="mso-spacerun: yes;"> </span>1.Mengunakan Server sendiri dan
mengunakan VPS (Virtual Private Server). Dengan Server sendiri atau Virtual
Private Server bisa mengunakan berbagai proteksi terhadap kita secara
Customized. Beda dengan Web Hosting, proteksi security dilakukan terserah apa
kata ISP. Kelemahan proteksi inilah yang dimanfaatkan oleh Hacker dengan
melakukan Port Scanning untuk menemukan celah security yang bisa ditembus untuk
bisa masuk dan mengambil alih websites tersebut.<br />
<span style="mso-spacerun: yes;"> </span>2.Mengunakan Hardware Security yang
powerfull diantaranya yang memiliki fitur Firewall, IDS (Intrusion Detection
System) dan IPS (Intrusion Prevention System). Contohnya mengunakan Fortigate,
Cisco Series Security, 3Com Tipping Point, dan lainnya. Dapat juga mengunakan
software IDS seperti Black ICE Countermeasures ataupun Distro Linux untuk
security system seperti Smootwall, Monowall, Customized Distro Linux, dan
lainnya. <br />
<span style="mso-spacerun: yes;"> </span>3.Mengunakan system yang Stable yang
sudah perfect systemnya, sehingga kemungkinan adanya celah keamanan juga dapat
diminimalkan. <br />
<span style="mso-spacerun: yes;"> </span>4.Web Administrator/ System
Administrator harus melakukan Review, Testing, Simulasi secara berkala terhadap
keamanan pada Server yang dikelolanya. Bahkan bisa bekerja sama dengan Hacker
(White Hacker yang dapat dipercaya reputasinya) untuk melakukan Audit terhadap
implementasi Security Web Servernya.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">3.Diantara fungsi netcut adalah
spoofing IP Adress dan session Hijacking,jelaskan:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">ARP Spoofing atau ARP Poisoning</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">,</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">ARP Spoofing atau ARP Poisoning yang
bekerja dalam satu jaringan dan berusaha menggantikan MAC address yang
sebenarnya dengan MAC address penyerang sehingga ketika si target berkomunikasi
dengan orang lain, maka harus melewati penyerang, selanjutnya data bisa
disadap.</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span></b><span style="font-family: "Times New Roman","serif"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Active
Session Hijacking</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Pada serangan ini, <i>attacker</i>
mengambil alih sebuah session yang terjadi dengan cara memutuskan sebuah
komunikasi yang terjadi. <i>Attacker</i> bertindak sebagai <i>man-in-the-middle</i>
dan aktif dalam komunikasi antara client dengan server. Serangan ini
membutuhkan keahlian untuk menebak nomer <i>sequence</i> (SEQ) dari server,
sebelum client dapat merespon server. Pada saat ini, nomer <i>sequence</i> yang
dibuat oleh setiap sistem operasi berbeda-beda. Cara yang lama adalah dengan
menambahkan nilai konstan untuk nomer <i>sequence </i> selanjutnya.
Sedangkan mekanisme yang baru adalah dengan membuat nilai acak untuk membuat
nilai awal dari nomer <i>sequence</i> ini.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">4.Jelaskan fungsi mysql_real_escape_string pada pemrograman
php</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span><b><span style="font-family: "Times New Roman","serif";">mysql_real_escape_string</span></b><span style="font-family: "Times New Roman","serif";"> berguna pada saat kita menginput
sebuah data, dimana data tersebut mengandung karakter khusus seperti tanda
"'" (kutip satu).<br />
Jika tidak menggunakan fungsi tersebut maka data yang kita input tidak akan
masuk ke dalam database.<br />
Karena di dalam SQL, SQL tidak menerima karakter khusus seperti "'"
(kutip satu).<br />
Sedangkan jika kita menggunakan fungsi <b>mysql_real_escape_string</b> maka
data tersebut akan masuk ke dalam database.</span></div>
<span style="font-size: 11.0pt;">Funginya membuang karakter khusus dalam
string untuk digunakan dalam pernyataan SQL.</span><br />
<span style="font-size: 11.0pt;">Contoh : </span><br />
<code><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;">$data
= mysql_real_escape_string($password);</span></code><span style="font-size: 11.0pt;"></span><br />
<code><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;">$sql
= "SELECT name FROM table_user WHERE passwrd=$data";</span></code><span style="font-size: 11.0pt;"></span><br />
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">1.Buatlah script untuk
membuat email palsu,kirim email palsu anda ke </span><a href="mailto:karsono_ku@yahoo.com"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">karsono_ku@yahoo.com</span></a><span style="color: black; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"></span></div>
<pre style="margin-left: .25in; text-indent: -9.0pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span>Scriptnya:</span><span class="MsoHyperlink"><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"> </span></span><span class="error"><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><</span></span><span class="start-tag"><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;">html</span></span><span class="error"><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;">></span></span><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><<span class="start-tag">head</span>></<span class="end-tag">head</span>><<span class="start-tag">body</span>><<span class="start-tag">h1</span>>CDONTS Test Submission Form</<span class="end-tag">h1</span>><<span class="start-tag">form</span> <span class="attribute-name">method</span>="POST" <span class="attribute-name">action</span>="XcCDONTS.asp"></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">table</span> <span class="attribute-name">border</span>="0" <span class="attribute-name">cellpadding</span>="0" <span class="attribute-name">cellspacing</span>="0"></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">tbody</span>><<span class="start-tag">tr</span>><<span class="start-tag">td</span>>To:<span class="entity">&nbsp;</span></<span class="end-tag">td</span>><<span class="start-tag">td</span>><<span class="start-tag">input</span> <span class="attribute-name">name</span>="TO" <span class="attribute-name">size</span>="30" <span class="attribute-name">type</span>="TEXT"></<span class="end-tag">td</span>></<span class="end-tag">tr</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">tr</span>><<span class="start-tag">td</span>>From:<span class="entity">&nbsp;</span></<span class="end-tag">td</span>><<span class="start-tag">td</span>><<span class="start-tag">input</span> <span class="attribute-name">name</span>="FROM" <span class="attribute-name">size</span>="30" <span class="attribute-name">value</span>="user@guesswho.net" <span style="mso-spacerun: yes;"> </span></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><span class="attribute-name">type</span>="TEXT"></<span class="end-tag">td</span>></<span class="end-tag">tr</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">tr</span>><<span class="start-tag">td</span>>Subject:<span class="entity">&nbsp;</span></<span class="end-tag">td</span>><<span class="start-tag">td</span>><<span class="start-tag">input</span> <span class="attribute-name">name</span>="SUBJECT" <span class="attribute-name">size</span>="40" <span class="attribute-name">type</span>="TEXT"></<span class="end-tag">td</span>></<span class="end-tag">tr</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">tr</span>><<span class="start-tag">td</span> <span class="attribute-name">valign</span>="TOP">Body:<span class="entity">&nbsp;</span></<span class="end-tag">td</span>><<span class="start-tag">td</span>><<span class="start-tag">textarea</span> <span class="attribute-name">name</span>="BODY" <span class="attribute-name">rows</span>="5" </span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><span class="attribute-name">cols</span>="40"></<span class="end-tag">textarea</span>></<span class="end-tag">td</span>></<span class="end-tag">tr</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">tr</span>><<span class="start-tag">td</span>><span class="entity">&nbsp;</span></<span class="end-tag">td</span>><<span class="start-tag">td</span>><<span class="start-tag">input</span> <span class="attribute-name">value</span>="Send Message" <span class="attribute-name">type</span>="SUBMIT"><span class="entity">&nbsp;</span></<span class="end-tag">td</span>></<span class="end-tag">tr</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></<span class="end-tag">tbody</span>></<span class="end-tag">table</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">font</span> <span class="attribute-name">size</span>="1"><<span class="start-tag">em</span>>Transmitted: 12/18/2012 5:07:05 PM<<span class="start-tag">br</span>></<span class="end-tag">em</span>></<span class="end-tag">font</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><<span class="start-tag">font</span> <span class="attribute-name">size</span>="2"><<span class="start-tag">center</span>><<span class="start-tag">a</span> <span class="attribute-name">href</span>="</span><a href="view-source:http://www.xcent.com/"><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;">http://www.xcent.com</span></a><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;">">Copyright 1999 Xcent, Inc. All rights</span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>reserved.</<span class="end-tag">a</span>></<span class="end-tag">center</span>></<span class="end-tag">font</span>></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 11.0pt;"><span style="mso-spacerun: yes;"> </span></<span class="end-tag">form</span>></<span class="end-tag">body</span>></<span class="end-tag">html</span>></span></pre>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="color: black; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">2.Sebutkan cara melihat
header pada email anda:</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal;">
<span style="color: black; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>Baca e-mail tersebut seperti biasa (Buka
inbox, kemudian klik pada e-mail yang ingin dibaca) </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>lihat menu ‘Reply | Reply | Forward | Print |
Delete | dst” </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 13.5pt; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>klik pada tanda roda (more action for selected
email) </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>Klik View Full header</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif";">3.Jelaskan
fungsiprivate key dan public key pada aplikasi PGP:</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 9.0pt; tab-stops: 13.5pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span><span style="mso-bidi-font-style: italic;">Public
key</span> adalah kunci yang kita beritahukan kepada orang-orang yang kita
percaya. Public </span></div>
<div class="MsoNormal" style="line-height: normal; tab-stops: 4.5pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>key digunakan sebagai dasar proses
pengenkripsian dokumen-dokumen yang hanya bisa<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 13.5pt; text-align: justify; text-indent: -13.5pt;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>dibuka
oleh orang yang memiliki private key yang bersesuaian. </span></div>
<span style="color: black; 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;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span><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-font-style: italic; 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;">Private key</span><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;">
adalah kunci yang hanya diketahui oleh kita sendiri.<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-58743902289446831442012-11-04T12:17:00.003+07:002012-12-19T22:41:07.531+07:00Soal Soal Pengenalan Konsep Object Oriented Pertemuan 1-6<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="FI" style="mso-ansi-language: FI;"> B<span style="font-family: "Times New Roman","serif";">e</span>rikut adalah soal soal yang ada dipertemuan 1-6 pra UTS pada mata kuliah Pengenalan Konsep Object Oriented semester 5:</span></div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;"> Kunci jawaban ada pada pilihan yang di border dan ada garis under line.</span></div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">1.SIMULA di
perkenalkan pertama kali pada tahun</span> …..</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. 1950<span style="mso-tab-count: 4;"> </span>d.
1980</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span><u>b</u></b>. 1960 <span style="mso-tab-count: 4;"> </span>e. 1990</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. 1970 </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">2. </span>Hal
penting dalam pengembangan berorientasi objek adalah: <span lang="FI" style="mso-ansi-language: FI;">...<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>a</u><span style="mso-bidi-font-weight: bold;">. </span></b>Konsep mengidentifikasi dan mengorganisasi domain aplikasi </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. Konsep
pemodelan </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. Karakteristik
objek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d. Abstraksi </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u><span style="mso-spacerun: yes;"> </span></u></b>e.<span style="mso-spacerun: yes;"> </span>Konsep mengidentifikasi model</div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">3.Fokus utama
metodologi berorientasi objek adalah</span> :</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. Analisa <span style="mso-tab-count: 4;"> </span><b style="mso-bidi-font-weight: normal;"><u>d</u></b>. Objek<span style="mso-tab-count: 1;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>b. Bahasa pemograman<span style="mso-tab-count: 2;"> </span>e. Implementasi </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span></b>c.
Desain </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">4.<span style="mso-spacerun: yes;"> </span>Mobil berwarna merah melaju dengan cepat </span></div>
<div class="MsoNormal" style="margin-left: 13.5pt;">
<span lang="FI" style="mso-ansi-language: FI;">Dari kalimat diatas manakah yang merupakan contoh dari karakteristik objek
behavior, yaitu</span> : <span lang="FI" style="mso-ansi-language: FI;">... </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. mobil <span style="mso-tab-count: 4;"> </span><b style="mso-bidi-font-weight: normal;"><u>d</u></b>. melaju </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. cepat<span style="mso-tab-count: 4;"> </span>e.
merah </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>c. berwarna </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">5. Dalam satu
aksi dimungkinkan memiliki lebih dari satu metoda, merupaka karakteristik
metodologi</span> :</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a<b style="mso-bidi-font-weight: normal;">.</b> pewarisan<span style="mso-tab-count: 3;"> </span>d. abstraksi </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>b</u></b>. polymorphisme<span style="mso-tab-count: 2;"> </span>e. implementasi </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. pengkapsulan </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">6. Tehnik
pemodelan object terdiri dari..</span><span lang="FI"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. model dinamik,
model class, model objek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. model
fungsional, model class dan objek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. model class,
dinamik dan fungsional </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d. model statis,
dinamik dan class</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>e</u></b>. model objek, dinamik dan
fungsional </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">7. </span>Konsep
Object Oriented adalah </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;"><span style="mso-spacerun: yes;"> </span></span>a. sharing, message, inheritance</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. encapsulation,
sinergi, message</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>c</u></b>. inheritance, encapsulation,
polimorfisme </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d. polimorfisme,
sinergi, sharing</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e. sharing,
sinergi, message</div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">8. </span>Model
yang berisikan data flow diagram adalah </div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;"><span style="mso-spacerun: yes;"> </span></span>a. model statis </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>b</u></b>. model fungsional </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. model objek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d. model dinamis </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e. model kelas</div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">9. </span>Tema-tema
Object Oriented adalah, kecuali :</div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span>a.
abstraksi </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. menggabungkan
data dengan prilaku </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. sharing</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>d</u></b>. class</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e. pengkapsulan</div>
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">10. </span>Model
yang menggambarkan struktur statis dari suatu objek dalam sistem dan relasinya
adalah </div>
<div class="MsoNormal">
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<br />
<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;"><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><u>a</u></b>.
model objek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. model class</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. model dinamik </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d. model
fungsional </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e. tidak ada yang
benar</div>
</div>
<div class="MsoNormal">
11. Konsep abstraksi atau benda yang memilki identitas
dinamakan dengan </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. class<span style="mso-tab-count: 4;"> </span>d.
UML</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. use case<span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span>e. diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>c</u></b>. objek </div>
<div class="MsoNormal">
12. Unified Method versi 0.8 dikemukakan pada tahun…</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. 1994<span style="mso-tab-count: 4;"> </span>d.
1997</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>b</u></b>. 1995<span style="mso-tab-count: 4;"> </span>e. 1998</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. 1996</div>
<div class="MsoNormal">
13. Elemen utama UML adalah </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. benda,
relation, objek<span style="mso-tab-count: 2;"> </span>d.
diagram, bagan, objek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. use case,
objek, benda<span style="mso-tab-count: 2;"> </span>e.
hubungan, objek, diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>c</u>.</b> benda, hubungan, diagram</div>
<div class="MsoNormal">
14. Dibawah ini merupakan bentuk-bentuk objek, kecuali..</div>
<div class="MsoNormal">
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<br />
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>a. classes<span style="mso-tab-count: 3;"> </span>d.
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<span style="mso-spacerun: yes;"> </span>b. interfaces<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>e</u></b>. deployment</div>
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15. Pedoman pemodelan Object Oriented adalah, kecuali..<span style="mso-spacerun: yes;"> </span><!--[if gte mso 9]><xml>
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<br />
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<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>a</u></b>. menentukan deployment<span style="mso-tab-count: 2;"> </span></div>
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<span style="mso-spacerun: yes;"> </span>b. menentukan
atribut<span style="mso-tab-count: 1;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. menentukan
subjek </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d. menentukan
message</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e. menentukan
metoda </div>
</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e. menentukan
metoda </div>
<div class="MsoNormal">
16. Tiga diagram baru yang ada pada UML 2.0 adalah </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>a. Composite Diagram, Class Diagram, Timing
Diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>b. Class Diagram, Interaction Diagram,
Composite Diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>c</u></b>.
Composite Diagram, Interaction Diagram, Timing Diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>d.
Timing Diagram, Use case Diagram, Class Diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>e.
Sequence Diagram, Class Diagram, </div>
<div class="MsoNormal" style="margin-left: 4.5pt; tab-stops: .25in;">
17. Untuk
menggambarkan interaksi anatar objek dimana penekanan pada jalur menggunakan <span style="mso-spacerun: yes;"> </span>diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>a</u></b>. communication<span style="mso-tab-count: 3;"> </span><u>d</u>.
specification</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. class<span style="mso-tab-count: 4;"> </span>e.
activity</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. state machine</div>
<div class="MsoNormal">
18. Mekanisme pembayaran model menggunakan, kecuali <span style="mso-tab-count: 1;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. specification<span style="mso-tab-count: 3;"> </span>d.
extensibility</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. adornments<span style="mso-tab-count: 3;"> </span><b style="mso-bidi-font-weight: normal;"><u>e</u></b>. accessibility</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. common
division</div>
<div class="MsoNormal">
19. Diagram yang menggambarkan bagaimana even mengubah objek
selama aktif adalah </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. communication<span style="mso-tab-count: 3;"> </span>d.
specification</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. class<span style="mso-tab-count: 4;"> </span>
e. activity</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>c</u></b>. state machine</div>
<div class="MsoNormal">
20. Dibawah ini adalah diagram-diagram yang termasuk<span style="mso-spacerun: yes;"> </span>kedalam<span style="mso-spacerun: yes;">
</span>behavior diagram adalah, <span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>kecuali</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. activity
diagram<span style="mso-tab-count: 3;"> </span><b style="mso-bidi-font-weight: normal;"><u>d</u></b>. class diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. interaction
diagram<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>e. use case diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. state machine
diagram</div>
<div class="MsoNormal" style="margin-left: .25in; text-indent: -.25in;">
21. Teknik
untuk menjelaskan business process, procedural logic, dan work flow Bisa
dipakai untuk <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>menjelaskan<span style="mso-spacerun: yes;"> </span>use case text dalam notasi grafis </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>a</u></b>. activity diagram<span style="mso-tab-count: 3;"> </span>d. use
case diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. class diagram<span style="mso-tab-count: 3;"> </span> e.
state machine diagram</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>c. sequence
diagramc </div>
<div class="MsoNormal">
22. Activity diagram biasanya digunakan untuk
menggambarkan..</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. proses<span style="mso-tab-count: 4;"> </span>d.
objek bisnis </div>
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<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>b</u></b>. proses bisnis<span style="mso-tab-count: 3;"> </span>e.
aktifitas </div>
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<span style="mso-spacerun: yes;"> </span>c. aktifitas
proses bisnis </div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><img alt="" src="data:image/png;base64,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" /><span style="mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
23. Simbol diatas adalah simbol … pada activity diagram</div>
<div class="MsoNormal">
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
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<w:LsdException Locked="false" Priority="59" SemiHidden="false"
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<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
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<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
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<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
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<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
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<w:LsdException Locked="false" Priority="65" SemiHidden="false"
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
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<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
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<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
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<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
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<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
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<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]-->
<br />
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>a. join<span style="mso-tab-count: 4;"> </span>d.
end</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. fork<span style="mso-tab-count: 4;"> </span><b style="mso-bidi-font-weight: normal;"><u>e</u></b>. decision</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>c. start</div>
</div>
<div class="MsoNormal">
<img alt="" src="data:image/png;base64,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" /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
24. Simbol diatas adalah simbol … pada activity diagram</div>
<div class="MsoNormal">
<!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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<w:LsdException Locked="false" Priority="0" SemiHidden="false"
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<w:LsdException Locked="false" Priority="9" SemiHidden="false"
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<br />
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>a. join<span style="mso-tab-count: 4;"> </span>d.
end</div>
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<span style="mso-spacerun: yes;"> </span>b. fork<span style="mso-tab-count: 4;"> </span>e.
decision</div>
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<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u><span style="mso-spacerun: yes;"> </span>c</u></b>.
start</div>
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<img alt="" src="data:image/png;base64,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" /></div>
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<span style="mso-no-proof: yes;"></span></div>
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25. Simbol diatas adalah simbol … pada activity diagram</div>
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a. join<span style="mso-tab-count: 4;"> </span>d.
end</div>
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<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>b</u></b>. activites<span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span>e. decision</div>
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<span style="mso-spacerun: yes;"> </span>c. start</div>
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<span lang="FI" style="mso-ansi-language: FI;">26. Use case
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>a</u></b>. horizontal elips<span style="mso-tab-count: 3;"> </span>d.
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a. kata benda<span style="mso-tab-count: 3;"> </span>d.
kata perintah </div>
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u>b</u></b>.
kata kerja<span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>e. kata petunjuk </div>
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<span lang="FI" style="mso-ansi-language: FI;">28. M</span><span lang="SV" style="mso-ansi-language: SV;">enggambarkan orang, system atau external entitas / stakeholder yang
menyediakan atau <span style="mso-spacerun: yes;"> </span>menerima informasi
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u><span style="mso-spacerun: yes;"> </span>c</u></b>. actor</div>
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<span lang="FI" style="mso-ansi-language: FI;">29. Actor
biasanya menggunakan kata<span style="mso-spacerun: yes;"> </span></span><span style="mso-spacerun: yes;"> </span>:</div>
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<br />
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<b style="mso-bidi-font-weight: normal;"><u> a</u></b>. kata
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kata perintah </div>
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>b. kata kerja<span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span>e. kata petunjuk </div>
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<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>c. kata
sifat </div>
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<div class="MsoNormal">
<span lang="FI" style="mso-ansi-language: FI;">30. J</span>enis
relasi yang bisa timbul pada use case diagram<span style="mso-spacerun: yes;"> </span></div>
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<span style="mso-spacerun: yes;"> </span>adalah, kecuali </div>
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a. Association antara actor dan use case</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>b. Association
antara use case</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span><b style="mso-bidi-font-weight: normal;"><u><span style="mso-spacerun: yes;"> </span>c</u></b>.
Generalization antara actor dan use case</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>d.
Generalization/Inheritance antara use case</div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>e.
Generalization/Inheritance antara actors</div>
</div>
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com2tag:blogger.com,1999:blog-3720057657018235652.post-45537587122488303132012-09-11T21:50:00.002+07:002012-09-11T22:06:28.317+07:00Cara mengatasi the procedure entry point_except_handle4_commont could not be located in the dynamyc link library msvcrt.dll.<div dir="ltr" style="text-align: left;" trbidi="on">
Bagi anda yang pernah mengalami kejadian seperti ini ketika memainkan games tertentu,biasanya games yang berbasis Dos.Ini penulis alami ketika memainkan games counter strike extreme.<br />
<br />
<img alt="" height="82" 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width="400" /><br />
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Penulis coba cari referensi di mbah google.tapi mayoritas menyarankan untuk merepair windows dengan memasukan cd windows kedalam cd/dvd Room,kemudian penulis coba cari cara yang lain yang menurut penulis lebih praktis daripada merepair dengan cd windows yang kebetulan komputer penulis tidak dilengkapi dengan Dvd Room.Alhamdulilah setelah googling kesana kemari penulis menemukan alternatif cara lain.<br />
Yang pertama dilakukan adalah anda tinggal mendownload link ini:http<a href="http://www.microsoft.com/en-us/download/details.aspx?id=5555" target="_blank">://www.microsoft.com/en-us/download/details.aspx?id=5555</a> unduh dan install,filenya juga gak gede cuma 4,83mb.Kemudian mainkan games kesayangan sobat.Kalau masih muncul pesan entry point not found lagi coba unduh dan install link berikut:<a href="http://www.microsoft.com/en-us/download/details.aspx?id=29">http://www.microsoft.com/en-us/download/details.aspx?id=29</a>.Kalau masih error unduh dan install link ini:<a href="http://www.microsoft.com/en-us/download/details.aspx?id=3387">http://www.microsoft.com/en-us/download/details.aspx?id=3387</a>,dan yang terakhir link berikut kalau masih ada pesan error :<a href="http://www.microsoft.com/en-us/download/details.aspx?id=3387" target="_blank">MSVC++ 2005 SP1: http://www.microsoft.com/downloads/details.aspx?FamilyID=200B2FD9-AE1A-4A14-984D-389C36F85647&displaylang=en</a><br />
Pengalaman penulis baru pada link yang pertama diinstal sudah tidak ada lagi pesan error lagi.<br />
Semoga bermanfaat..... <br />
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com33tag:blogger.com,1999:blog-3720057657018235652.post-62707547016951085282012-09-02T21:11:00.002+07:002012-09-02T21:11:45.335+07:00Membuat tulisan bergerak <div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="IN" style="mso-ansi-language: IN;"> Bosan dengan
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
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mso-pagination:widow-orphan;
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<div class="MsoNormal">
<span lang="IN" style="mso-ansi-language: IN;"> Untuk membuatnya
buka star-all Program-Accessories-paint.Buatlah tulisan dengan menekan huruf
A(Text).Pilih warna sesuka anda inginkan.Pilih font atau jenis huruf sesuai
selera anda.Setelah selesai simpan dikomputer anda.Kemudian buka kembali
Program paint anda buat tulisan yang sama dengan warna yang berbeda.Buatlah 3
sampai 5 tulisan yang sama dengan warna yang berbeda.Agar hasilnya kelihatan
bergerak buatlah tulisan tersebut dengan posisi agak keatas atau kebawah antara
paint yang satu dengan yang lain.</span></div>
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<w:PunctuationKerning/>
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<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
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<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
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<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
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<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
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<m:naryLim m:val="undOvr"/>
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<div class="MsoNormal">
<span lang="IN" style="mso-ansi-language: IN;"> Setelah selesai
buka </span><a href="http://gifninja.com/animated-gifs/264402/my-blog"><span lang="IN" style="mso-ansi-language: IN;">http://gifninja.com/animated-gifs/264402/my-blog</span></a><span lang="IN" style="mso-ansi-language: IN;">.Pilih Create an Animated Gif- select files-Pilih
beberapa tulisan yang telah anda buat di Paint tadi dengan menekan tombol ctrl
mouse diklik pada tulisan yang anda buat.Maka akan tampil tulisan yang anda
buat tadi bergerak .Untuk mengatur kecepatan anda tinggal atur Adjust the
Animation Speed of your gif.Setelah yakin dengan kecepatannyang anda inginkan
isi title sama caption terserah anda terus pilih Looks good,builds it. Anda
tinggal mendownloadnya,dan bisa pasang sesuai keinginan anda.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
</div>
wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-7161819947879185852012-08-18T12:48:00.000+07:002012-08-18T12:55:36.847+07:00Cara membuka file sharing Printer/Data yang terkunci oleh password<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<br />
<div class="MsoNormal">
Pernah mengalami kejadian seperti gambar dibawah ini?<br />
<br />
</div>
<div class="MsoNormal">
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" width="320" /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Ketika anda mau sharing dari komputer lain ternyata
terproteksi oleh password,pastikan komputer yang mau di sharing pengaturan
windows firewall di nonaktifkan.Ini penulis alami ketika mau sharing printer
bersama dari komputer lain,padahal windows firewall sudah dinonaktifkan dan
komputer juga gak dipassword.</div>
<div class="MsoNormal">
Berikut langkah langkah mengatasi<span style="mso-spacerun: yes;"> </span>hal tersebut:</div>
<div class="MsoNormal">
Buka <b style="mso-bidi-font-weight: normal;">control panel</b>-pilih
dan klik 2kali <b style="mso-bidi-font-weight: normal;">Administrative tools</b>-pilih
klik 2kali <b style="mso-bidi-font-weight: normal;">Computer management</b> maka
akan terlihat gambar sbb:</div>
<br />
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img alt="" height="263" 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" width="400" /> </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
</div>
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Pilih <b style="mso-bidi-font-weight: normal;">Local User and
Groups</b> maka akan tampil disebelah kanan <b style="mso-bidi-font-weight: normal;">Users</b> dan <b style="mso-bidi-font-weight: normal;">Groups </b>.</div>
<div class="MsoNormal">
Klik 2kali <b style="mso-bidi-font-weight: normal;">Users</b>
disebelah kanan maka akan tampil jendela sbb;</div>
<br />
<br />
<br />
<div class="MsoNormal">
<img alt="" height="266" 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o26kFUGAPYBU+8AwMjY4y0HXAeA5asz/vD1eVay/3SsdNqqHADbkPEXfjzBAECbyMKP42gAGDXu+N/63wCA5Tvuoa+LKALnTuWgVjtQEIcCORTIPjUGN9NMM4+AP9synLuQZ+s6gXjMIn7ziNtUS/fJlm8mWr4aZ/kozvLeePLeBPJWHPlnDHk1WvxLkKbPxNu7r4ioP5OaKQXME3tPJb7zSHaJHLZCcJtGek8jnaeStpPJO+NI68nk4l35/YniSyH4vSG3zmSaUT9u2Sk7LA5VD+tCjfPTx/pQI3vi9XNlMyuzBrvNZrl4WOv/vsbtbxrPVyvdX834+nnFhfNvBInoqyr0SQl6/3Rt439TgQZoUBB+Zrip99gj0TEx42LGxY2NGzt27IQJEyY5twkTJsxPmj82IhC9G4wiAPmT9jN4AFi+JqOFewUaJCFfgoYKZhmOH7mJ/nHsYjkUFlQNiz0FAJ/12vlBlA4AhkYeeqbfHQBYufI8+uIKZYX0Mzmo1fGTxUCrKfR+6vI0ADCj97cF/GAFgDa9d38+QQ8Ag8IO/smnGACu36yYMzdt3pJLw0ftRZ+lX64AVXE5+ngfGgZoKEFDCPIlc46IOh0z9/sLRkxUOvOsJRlm1jR4XsnOixyI/Kf9j8/eWgkg/t/HW4PXiADwaa+fPh6rB4CRYw5dvVlG6/FbXVP2ptNV5bp2/XeW05BbpMtW2gyY7xW4Ly2jDNPmud9fnLv44vjJJ/sFHgAAv5ADz3veB4AFC8+gr24Y7bBzV+bsBWcBYMXa67MXpi9YcvFfX279Ip4GgKERh57pf6/6S/jyis4G6WdyUOtTKBTQEAsaQp4OQQQFNtNMM49AAHk5QkjLk7+KIT0nEb95ZN1x66bT0vpT0pqT0vKT0vAN4msTxbfjyb/iyCvRwnOD9T3H5e6+IiF3kpIpe8wUvhlPPGaRzGJ52DKhWyLpNpW0n0paT7W8PlH8cKqQftf2zkThT8PYNwNvn84yowHWZacB5gWpB35JRXmowvowu9YAgKRT6Sb58Id/BAApN4MJ/kDv9mdV75bX2iLFhbQ3RgDqpEVtK9FHZ2obv5MGuRtRIPm/wIqjRw8BgJJR6lid1Wo9ePDg2LFjo6OjR48efer0qaOpKZEh3ujtABQFKER+Jc52rtAGkmnEev67xbAvG9pMs54qsKuVlXM2Kowy7NibNSL+HAB8PWDfp+ONADAqLvU572IAWLfuEvr6psoK588V9B11yQRw8XwB+uTUojMAIIxbePNQLgDAF/33tZmIAWB84qnn/NV3tZCbVTp14fUdBwoHT8pCbtpsCkyU+tnPD6FRgEbKaKSMAuQNGXYLy3b1/EkG0GrpbwYfB7COXVORfIi10Dgi8eptDQBY3WOujtgkA8CX7vs+j6cBIDwu9dDZqvISdeSMTLUAIsdNW3pdb4YSpSFx1sk+Q4++4F6w+aLNjJlp32es21U0bkF2v8mlABAcefQv/goAWLbiAuqYZQNISc0bFnsOAJavu/b9hoI1W3L/5lnQfpYEAKNiU5/3LnF+CTe0EuRdL/xz1wwUAWiEXP0pfnuGy2hYM8008wgEy69Ey2dz7R+Gkw6xZNA8UmexzaFs24ux8mvx9pfipL9ECS0G6rqOzdl9TUa+8tEse48pwhdRpO9UUlAmj1sv+i8U/JcInouFXt+Tjkm2roshs0xuNUF8Jpj9V8DtU1lm5GVddgZss3xUXh+qh3Zh928AAGtliXZygCrwM+Og98n+5QAgq4qZQW9WffuHax8jRdq5N0IBfUujjlrU5lqdWR0KeRlQsPjHYepdu7apS8pGFIRsvbblanrGwUMHtmzdvHLVillzZh4/cWzrlvU+7t+h9gtQLKAxgEbCJzPkjRfMp2/qT566c+DY3bdG3vvnOOFgpvVqZsXuPVl/7bC35zzNlUzNxx1Wvz3OlJHLDPBc+3/+5RlFZFzU9hadb5WYQKPBx86UHDle9G73XWhApdtKOJPDn7tUciy9LONGxccd17wUYdp1C46fuf+vwXc+mi6lZpmvFRivXrnrmViA/C1rLttT9lz6w2d70BhA4YDCAQ2FxBQ4fyrnnY6bV2dA0vJL7wzLv1zIh00884JPxY8XrWeuVm47UZaWpQ+ZfNltKbmSqfmw/ep3J5ozcvEAj7V/CVTuvmU7ll6240zV0fSqHzbeuKeVTp27v3795cvXKi4UQfsFsOw4f/0Oc/t2WeyS3C+m0hm5dO9+a/5fYFVGER8VvqXFdzkn7tuS5x96/quz8Ufs1++wWTmqjbvz/hhU8f4MyMilB3isfc6/PKOIjI/e3qLTraknIO2mbvDkrBYBZhTh/BTNNPMzCAU0splfn+HwShyczbG/HSJ8Opr0TyTX7tpylXKuUs5RyrfL5Lmp8svj5X/F2/8aB89HSsiL6jw6a/d1OwqAlGzoMkH8YBT5dhxJuW67VGC7kGc7n287V2A7XWA7nicfy5P3Z8Gfo2UUgF/2vnkqi0f+9mXnQEr0ULm9Tg1qx65fIOZc0U30VwV/SYV2Ngz9DHu+QnbMla8cZgf+q7ITyngPlZ47+0Y4oK4YdWFQ27w6xtcgb4yGWZ6PsHQL39Sjy1c9u3bo0bV99y7tenfv1LfXt317fduv17duPTp/1/nLZ7otQxMAxQIaCygKUCSgkRLyq2jR8RTqeg0NNaIIQCMl1CsTtTuFAnUoBlDfome/TUOjAflUtehwEoURFMSgr463CNYZ7XA1vRC9uwt9l4H8K1E0oAhAQ3jU8ybqmYm6Zz7b9QIKl1EoILfsP3x3AYXZUYiE+hWgjueQjwKNARQqo07nnx1QgKIBjQY0GtAYQBGAumS0cMtE4YB630bDGTTI2KLdMRRkQBGA+hcgt1zkV4V63UDhNtT3jvP0Klt0OImGW9AoQG5ZqP8d1E/xVfjt/Cph1LTLf+554XIuDQAd4/LRQAvyLUed0lCfXBRpR17lz3Q8iUaJaDCN2h1vMYxGISJqfxINLEcRgAL0qMsl9N01NIJDMYC8Kx58Ce2OPzNEhyIB+Vb+oePxFkP0Dz5FM838DCIBRTTz6xMG/4iHMzny3wNM748gX8ZY20aLbWPEtjHiRzHie+PEN8cLr00QXhkr/mm01CLUivppO4Te2nvLjoZASi60HcO/FmT5Isr6eYz49Tix/Tix7TixdYL473jx1XFCy7HC/4XbnhllRQO5F/tdP32bR0GwIh1s47qVd/6byv/zqoAvqIFtNQFfaYO+1Aa10Q760OjbytD/r4buzxm7PaPugC68jkrOnXkzGlAPFnVl0OdZDRl/uBmFSmiwEfU4inqloN5HkdtR1Pco6n8UuTs4gjxPoomAJgAaDygO0FhAMYCiAcUAGgcoDlAMoChAUYBiAY13XhUcZUfaBGeVcYBi4Y5ePrb7IvrqDJoMaCygaEBRgKIBxQGKc6kYBSjOpRxbXb1619G1o2K0S/44Z8HRo+v5xAKKcdZy9BLlcnpRzktaJLwzD1JzhKJKPjVHul9lnp188a8dD6Fwa/U5xAGKBjQW0ARn1zW9jAcU62w2zuXLcf0SapLHupSjnxJjnratmvnljGnmNyEC/p4AF/OtHwwp/0Ov4pe8Kl/2UbX0rWrpW/WSb9ULflV/8FO18FMhLxUaoEK91ah9kd+kW/uy7GgYpN6W+8VXoR7Ff/Mob+ms9Xffqj/7Vf2fnwr5qpCXCnmoUB816lzycdDV9AILGgJL08AyJ/Dmh+jGV3++2bllZqeXszu/nNf55bzOf83v9Mf89s/mf4nyW6OCD1D2m+h862cqblx9PQaQG4+6NGb8YB4NtaCRcrWVxgGaAGgioARAkwFNBjQJUIJTxLFOZ0X9gm8tGl6M5lu2/+lZ99zqaaLfJX+Isr8SoXrb78I/ep9A/W6j4Vy1H//LGA0osplmmnkEIuCZSJi233bkrG7EzMzQOdnhC3LD5zvICZufFzL/Tsj8O8Fz7gTNvBM0NX/0gtspV/ReK2UUAkPXy6czcFRSzohZWREPauWOmp/rqDVk7p2gWXeCphUOnZG9/7wqZrsNDYGuc+F2xt3KhaGFcf3vT/K9N8nnXoLP/QTf+wk+ykkDlBMHKMf3U45zU451K4pyqziwZvF+4Y8DraiPqSHjf6NFnkYUYERBRhTEoGEmNMKEwgQUaUORNjTahqJtKFpCUfa6jnB8+F8y7TgSUDigSECjnvYEaGOMAhQGKBRQKKAwQBG/+CP/bglrpplmHpkR0CIUhq2H+SdgXm3m12bBCZh3DLolARoGKBRQCLgnVx9qtNYxWHAC5qfCwGQbCpJQkA35276cap92GKo5BNOOVJN4CBIPQOJhSDwCiQdh2n4YngzPefColwm5Mei7+sbvqEHddajLXdTxNupShLrcQ91LUPdy1LMM9S5DbmWorwr1UaN+FOqnQf00qC9V/acbhXprUK9fiBb10v7iRn5ttC48le7qRLS/Ak/9S27mF9NNg7pq0Hf/uWidNBj8ndFVi9pr0VeN8LUOfal5sNvJpWLHxms5aKdF7bToCy1qp0HfqtG3atRFjb6uQJ+WoU/K0Ufl6KNy9Ek5al2OWpejT8vRx2Xok3L0STl6rwL9uwy9p0CtFaiNAn1VgToZ0RfZtYzfopMKuWm+iCz1nnrPY2qxR6LSI1HpMc31z7IHJCo8ptz3mKrwmFriMbWk1qGnSKKTJiLTXCKJjSQ01mxiQ1UaO/oEUHgklnoklnokKpwRpTNSWjvhyTHlnsfku/9zTHLyIFLoManIY/Jdj8lFHpNrCoUekwo9JhV6THbS4O5TJ+HJ4J5QOCCh0PMJNeVeu9w/oXCAy64j4p5Q6JFQ5JFQ4JGQ55GQ55FQ4JFQ5J5QNCChwDMhzyMh3yMh3zMhf0BCfv+E/P4J+QMS8j0T8t2dOBIccY+EfPfaCTUV3ZvEw1m3mviHUZNWPz8hv09cpsfku+7xBe7xeQ9v6pHIe2Ty3ePzvadktRlRjL6gUOtLtYz/bNcKNIjanW4EsAGIACKADcAOIDeE+HvE7qR+sH5mE0ebaNler5cGDz0BrGA3gx2DHYPdBHYr2EWwE7AzYGfAzoJddCYwTxr2fwuZBSsLVhakmiAGqwZserBzYNeCXQd2Dux6kCmwasCmAbsG7BqQNWDVgNW5a9eA5Iz8V2D/NVuWa++6RLRgrQBrKVhLwVoFVq3dqgWrCqylYFXUIFsVssuu3aqwuxyqCUI9ZGdyY7g2aLcq7JaHYVXYRYXdorCLzoITEMs46joABqHSzpfKDwOEcrAom86x8woQK+wWpZ1XPLxBsQLg/qYTGvS1Eb17tJ7xA6hNpw0AIiEWWZZp2lhRUV5VVelCVVlZmVarAQBBEMjvarMQYnJSs5mdEUu9ICGEdx7lm2zZ7NKyqXYvlkYOPQEEYjIRE01MNDFxxCQQEyEmnpgwMWFiYoiJOBNwM78IDhOMCcaEqQnSBFOE1RETQ0waYtISE0NMOsKpCaYISxETRUwU4SiCKYKduyaKMM7Ifz4WTGFMcZgSnkRrLKYYlzLGFI0pM6YIphhMYWeExRTBGoLLCS4luJTgSoI1GGs4XCXgUoIVBCsErOCwgsYKGitMWCFgBYMVGCswVvBYYXHGCVZgrOCcCYxLRdwkjkYeRPQPAyswrcB6BaadBScMrawqvUHMNGusYIxKDldyuKoxzKxaU3XXqC19aJqqvADrS1ljeRNpHK7iOYqqLJLN91Yf0aOvDejfqY0a3263ayjNzp92rtuwbuPmjTWs37D+0OFDP6z6Yf/+/Var9VGkL4rib3Rt+C8yvsiLLsY3NmJ84ZcbXzAzIs8+fef+Ho2vbsj4qv8p49NPyPiC0/iCs4wxZcSUGVOCU/f1jF8i4BIBVwpYS1cbv8RhfBErOKwwOs0uYgXjvADwWEHqGV90Gl90uVTU4NC6a4F31m3Q+PTPMj42KAlPy5JoEy02kdQHJJFjDOtWLVGU3LdLok20gCSATXTFJhK7JAcLJmwAACAASURBVJTcK1y9YgGtK7YKJlkSZNEiW4lsJTbRYnOWZZGAJNIGzarlSbjqxtpUumnjyxUVFcdPHC8uKaGxUW8o1xvK9IYyvaFcp1MX3SmaNHnSZ599JoqiKIquYhQEwfUJY5vNJsuyxWJp0KKPsomi6GinTlySJFmWaxIeHOCd1GyW2hFL7Ry+Wvc2yWaz2QhPrKJVlmXZJluJlZid1wkTIWaXio9ufI7YiE0WZcIRq8Vqt9oJRwSzYLfabYLNJtgI1/QYnyMmTEwmYuKdQd5FVRwxPUzWHG23WqwWjnB0dZlnCfe0Dfs7hMWEcTU+JqyBcEZiwoTVEFZLTJiYjMSkJyz1gBq/O+zPPn1NP1nMmOJ/sestmGIxZcKUGVMcpjhMMZhiMGXGlAlTnDNOPzA+RbDKUj3OreBwhQlTPFYTXEmw0oJLOawwYYUJKzBWsFjBYYXZiQkrWBfjO0Rfk8A5fw2YXeCwgsUKs7M1M1aYjArO2IDxaaOCMSrMegWrV9AGBTYqsKFJ4xsVDK2sKnEa38JIPMPqlZyhrD4Cpy7MuTx9SkyFslTmjay+jNOXsbXhDGUWRnV4/+bFCxIZvcIqmkWTkdMrWX2Zma7gDOUmY7nJWMHqy1i9UuCom1dPzZg6ltNkPdT4cOvWrbTzaUba0L27W+vWfq1b+7du7d+6tU9U1JQjKYciRkd06dKljvEFQTCbzTdv3jxz5szZs2evX7+uVCoVCkVUVFRBQYHdbn9c3QuCgDHOzs5Wq9WuvxJEUdRoNGVlZaIo6nS67OzsOhce0sQvCkvt8T5PiIkIolClqqqsrBQsgo7SVVRUFOQVUJWUyIvVFwaH8V1beDTjC7ygrlSXK8oFXjBoDaX3SgVe4GhOWay8X3S/5G6JaBHrVJGIpFVphw8bzhgYq8Xhd9cEV+M/fHQv8Fzp/SKDpkrgWYFnS+4V0jq14BzU22V566b1ixbMt8vy03fuU6eO8U1MdQFrCKN1iTdkdtfx/n8RT2R0z2PKiCne+aOBxhTGFIsp0Sl6AVPmusanLFhDYy2NK2hcSrCaYIpgDcFlPC41YoUZKwSXUbkFKwSsELCCdRn7E6ffHQkW50CecSYLWCE6rxOCyw8C1qCgDQ0ZHytYWiHqFZzemWBs0vhYwdDKqmJX47O0roTWl9bHxFQU5V2ePX1chbLUZjFKgnZU6NBXXnn5xZf+9tJLL7Zs+VLvnt9xtJJnK1MPb09eON1hfJlwivtZB/dvLMi5zHNVJlxx68aZIwc3a1T3LCZ15o0zc6aPfyTj3759+/yF8+UVd1588UuE9AgJCAkIKXr2XJdybFdUTFR94wNAQUHBu+++GxkZOWrUqLlz5168ePH06dNeXl6ZmZk1A39Jkh7R+ACQk5ODEFq5cqXjtkFNI5s2bYqJiQGA0tLSDRs22O32mkOOUX/NVndCqSHjA8CcuXOmT58OAAf2HAgNCz18+HBBbsGDcyaSbJUdPyYAwMJZQAZZkC0WS9PGB4DlS5dPGDcBAE4dPxXgHwAAxXeLvTy9Th47efbU2Zou7Fa7YBbsoh0AWCPbtUtXRs8A2AEksIPIiyCDRCSJWEEWLRwNIAlmxjnL36jFACBwcMCJY9V3bAb6+aSdOen4TAA2AFi8aEFsTLTjJxmABBIRzE/bvL8X4zu9X218hpgcX7jD+Or/BeP/csSGjE+7GB87jW/ElBFTrHPmx4IpjDUYV2CssNQ2Pt2Q8R0TPmwj8/sWl6l5xplMGjc+bsj4xidhfKwrbfBmgJmpLMrLmD19XLmiBKwsgHVAfzfPAX1HR4yMGBXi4+3+8ccfYH2phatyNb7NwlIVhalHtu/euSYv+2Lm9bM7tq64eP64QCzERGVef0zjV1TefemlrxCiEbIhZEOoslevLanHdzdm/Fu3brm7uztmcqxWa1pa2pEjRwYPHnz37t1r165FRETExsZqtdpHkb7VatXpdOPHj//pp59iY2Nv3rwpSdLRo0eDgoImTZr0008/vffee2FhYZcvX96wYYMoivPmzQsKClqxYoXVak1MTAwMDAwKCjp58qQkSXWndCzOsrl6FwAWJC1ITEyUZXnP7j2jR4/evXv3/aL7BTkFEeER4eHhWpU27Wzati3bQIbp06YDwI+rfrx08ZLNZnswxW92tlnb+D8s/2F83HhZlo+nHB8UMMhmsxXlF/n7+accTjl9/PSsGbMCBwcGDQ66cO6CVbBeuXglOCh4oO/AL7/4kljIts1bggYPmhSfIAriD8t/KMi9nZN1a/XKHwBgzqwZOjVltQjEZH4wGm3E+D/t2GY0ao1G/QD3ftcyLubnZkWEh0WGj2Jo/ZpVK6YnTkleujRwUEDQ4EGpRw5KovD05ftU4FzmdhhMGIZwRmLSEkwRRkNMOsLqCKMlJjVhdQQbCKchHFUN8181g/8EqZm3sWCKYMrsAue8Z+uY8+ExxbvM/LC1jE8RrCK4jGAl7zKZQ2MFhxU8VnBOa7MuA3nOZS6+MeM7ZoFqkh0FxiHumup09eyNyaAwGxScXsEYnQkO4ztmeGiXeR5DdcLPML5Bq87Luurt1f+vf/lLz+5dgwP9Q4YH3rx61sfLXau6W8f4oonmjGUGbfHZk/t+2r5q57aV16+mybKN8EYzU5F54+yjGj87O/tyxmWdXtW9u0+bNpvatNnTps2uNm22RkUdTjm2b9yEcR06dKhv/KKiojfffNPPz8/Hx2fSpElLliwZP358dHT0tm3b+vTpM3/+/Li4ODc3N0mS6s7D1NtsNptOp+vZsycAhIWFXbx48dKlS0OHDs3Ozi4sLNy6devAgQNv3759+vTpgICApKSkpKSk7OzsqVOnJicnu7u779u1Lzs7Oyg4KO1Mml12TihZ6k3O8IQQIggCwzCRkZEbNmwICQmhaXrw4MFrVq3xHOA5f8H8qVOnenp4Lpy/MDYmtuReiVtvt8qKymFDhm3btg0AHvjd0XJt4wtmgWO56DHR635cNz5u/IxpM1Ykr4gaE1V8t3h64vTEKYn9+vZLPZKanZ0dMixk08ZNQ4cMzcrOOnPyjKeH55rVa2JjYrOzs1f9sGrm9JkjQkYeObR3+5YNw4eGUBT17bfflJdW2ASZmISmjT9sSHDnzp38/Hz9/Hz//e67e3ftcO/Xd/6C+ZPiJ/p6ey5dvGjW9EQfL89dO7ZlZ2cPDQ46feKYXbY+ff8+LenjGhjCGohJRTBFGIqY1IRRE6wmJjVh9QQ77ug6b9g+bbH+bsHOYbtjV3DCO6d3HLdwOUyJzh8E9IPJH1fjVxFcQrCCdxnau965ZWsbH9dek9OY8XG95IZX8hgVWK8gegXvuHNL14pXKx47da9XYOdtgAaNzxiUrtQxPocNKQf3PvPMM23atP73u2+/8+7bzz/33JjIkZ06tjNoiusbnzWWcXR5+rnDO7Ys375lWe7t61aBYfSlPFv5GMYvKiravmP72XNnDx4+cCRl75GUPUdS9hxJ2ZuSenjdhvW93XqPGDGizpyJY4w/YMAAm83G87wsy6tWrZo6dWpMTMyaNWs++OCDKVOmxMfHL168WJKkh67ekWV57dq1r7322syZMz/88MP4+Phdu3aFhIQ4TnXDhg1RUVEAcOXKlbCwsJiYmJ07dwLAsmXLEhIShg8frrivAIDBgYOPHDwCNbd2GzG+4+SDg4OXLl3q7u4OACNHjly1YlXrT1pPmTwlISEhOTl5+dLliVMSw0eFL160OGpM1LjYcdu3b3+o8R3D/JEhI79P+j5kWMiMaTNmJM7w8/XDBpw0P2nOrDlBgUFalRYAggODFyV97+frBwA8wwcODpw5febUyYkAcPb02bCRYTFRMSuXLx0xfMSUSVOT5s/x8/UpLy23CTZiIk0bPyhw0NHDB2w2wWazDh0StPqH5R99+OGUyQkJE8evWLF8xbIl0xOnhAwbqrh/BwCCAwfv3bUD4H91Wr8B46udxneO4quNj5uN/ygwLlPzrvC1l+hwLlcC/IA6xi91NT6uPXtT3/j4EYzPNOj3Roxv0St4vXP25ucZ38ywBqUs6l3h2UpaV1pjfJbW79q2aXTkCADJatEASOPjxnzX9ZsF86axxrrz+BLP6NX30s4c+Gn7D9mZl69fPb9z28orF1ON2mILp3qI8f9YY3y7PT09vU2bNm0/b/vVV199+eUXnTp16Ppdl67fdenatUvnzp19/HzixsclJyc7FszUSPP69eu9evUCAKvVCgDJyckTJkwIDQ1dsWJFWFiYIAgKpWLlipUCEZo2viAIdrv9888/X7x48ZbNW3bt2tW2bdsfVv4QGhqqUqk0Gs2OHTsc5XPnzgUFBU2bNm3FihUqlWr27Nnz5s/z9fUtyCkAAB9fn8MHDj+K8SVJysrK8vXzO3LkCAAMGjRo6eIlw4cME4ig1elWrFhRVlI2OmJ00oIkpVI5LXFabGysSqUWifhQ41uJNT8n33+g/8H9B4vvF48IGbFs6TJRtE6dPDVxSqK3l3dZiRIA/Hz8licvCxwcqFKpsm9m9+3Td8n3S8fHjVepVNu2bh8dEVlYWOjj7XXyWOr9e8VBgwevW7OK8EQwCw81vo+359HDBwDsjnn85CWLhg0JFghPVSq3bN60YN6cSRPHDx865NzpE1UqVXDg4JQjB8EuPX35Nhv/v4Jm47sa3y4L+dmXOndq58pP29dJosF1jL9zywZfXw+Kun+34AZF3ffz9dy2eQ2AjPUKE66oc+e29F7mrh2rCwuyAYCY9ZcvHDmwdxM2agRz7Xn8dgb0zqFaxv9T1woUQG1LYwROs3f/3vvF94uziwtzC4vuFqUcTflh5Q+rVq1as2bNiRMn9h3Y5+nt6RiQ1shOluTCvML4CfGyVRbMgmyT9x/Y/+OaH+fPma8sVqYcTvHx9hkUMCgnM8cm2OqakdRa9CKYBUmQJo6f6Bj/AkDCxASqktq9c7ePt0/oyFCzybxx/UYfb59Tx0/NmjGLZdhJ8ZN8vH3mzp7LMuzE8RMV9+/INmnm9MTL6edlm0hM2LnAkWkQwcwCSDFRo7XqCtkmzZg2NevGtYz08z7eXl6eHpfOnwWAJYuSjqccBoDdP21fs3olAFg43FiDrgBA3NhoRfE9AJg9a/qlC+fsdnnD2jWbN6ybMS1RXaGUbdLUKZPyc7LOnz3l6HFIUBDHMiuXL/Xx9ooaE2nUqgCkqNGRWnUFAExOmJh96xpUz700qntiwtVfwsU02SbINmvilEl5tzMvnDvt4+3l4+VZkJt1aP+ezRvX+Xh79erZw8/X56ftWy28STA31eavDE1MmqcMqyFYU0vormvtq3c1ta4EnEua4xYuV/tKwDW+YJ/9PSzkVxJcQbCGYIpgFcEKgqsIphxT503AYCWHlQJWEqzksRJjpdm568CClZaGKvJYSWOl2ZnjCAoucUfBhBUWrHD2onAY33HnlrjcsLU4y6xT6KbGZ3Wwc9WmYxU/62yhxv7m2tcVVxzJrs9/OU7A7OzONQFjBcO4rMe3MAByUe7VNp+1dmXHtrUAJqtFe6/w2qxpcVivvX3jch+3Hv4DvQf6evoP9O7j1jM9LRVsNM9Wibzm+JGdNcYHwWyiyziGArCLvJ5nK824wmKmwS7ZiP72rbQHxm9vQG8faNj4Fqbq0OFDMpGTKpPO3j9bVlK2YcOGiIiIocOGenp57t6z22F8x8oT1+GtyIt2q71mzCtJks1qkwXZarHaBJvIi1aLVRbkBpa1kAaWOTqWrzjKsvigEZEXrfyDsizKEpEkIom8aCM2ySLJoiyYWWKiZZG3WljnghaH8ZvSjd1qcSyAkUVeIpxNMIs8K/KsLPLERNsEs2ThiImWiMkmmB/n0SfabuVFnnGeEkdMtE0w2QSTLPIPerRU92i1sHYrb3XuSoSzCSZiol1PT+TZRzuBmh5x/V5sgtkmmMFu7dHtu7zsW2ATZMH8tB/Iout69reHdTV7Y8an/ruMryC43MX4pU7jK4nLiLg+2PlQq6uLhSarkMaTBWe8sUdnH9oL61x82bTxXX8lsM6m6jy420RynSd+hdrGFxoxvmQ1VyjuZl4/c7fgqit5ty9m3zyXm5V+Of3o3BkTlKXFpXez829fzMm8kJN1ISfzQkHu5dzs9Oybadm30nKz0vftXpecNI3RK2SbUHovL+vGmZysC9m30rJvnsu+lXY783xO1oXsm+dys9PPnd7/SMa3EXrlqpVJ85IGLBoQPSd6euL0ufPnLkleMj9p/rQZ0xYsXBAaHurp5Zmbk2sl1joTGjWOJmYiCIJgEWoigvlBuUnjP8ivXSaCmQhmUTCLztZEYhKchwTBLNaUHSNfl7HqIxm/Jt+10HTwEWmskabjTeT8jK4b/AiOZ25vXr1M6ynJwv3y0b3wlIwv/LJataq7GL9WnKkdr2d8obbxhadgfI3T2q67j4LD+FqCNS7G1zyi8cXaLhYfx/iuyWKTxn+UXljns7WPZXzxcYwv1ja+6FziWWN8sSHjE7PmxpUzSXOmzJs5MWnOpNokLJidsGB2/KJ5U+ZOn7Bm5aKF86YkzUlwzVkwO6GGuTMmrFm+QDBTF9NS589KmD9routRF+KT5kyaPyveos9pyviOZ24vX7rcu3dvn94+7n3c+/bp66Bf337u/d379unr4+1TWlwKANWPjDa0MLHhYGNYap5l5YnJTEx8IxBisjSZUANTzyOm2o8vNfMAkEXRzFpY/OBxXM5Zrl+oTjDWwmQknNHCGc0mo6XOoUbguQYzDQ+WPNbDwlGW2hHeibneocZw5DtaM7sULDVHGYrHD+I1XdSNY4pnquOEdUlmKYIpC+vMccDWaqQWDMVzFGEoC6536PFQ8biKx1U8VvOY4rHaufsoKHhc5myhkselPK7gcRWPlTxWNIHDcY6yySnBpqs0nVwTN7ssvmyqF1rB0w+qM7SCoavXa9LYuUAeK8y0wkw7dx2z8LQC0wrakU8reNq5KJNWmOok03WTWVpB0wqaVnDOuiZaQdMKXDsB0woGVxufo6vUFQXlpTlVZQWNosxXVxSVl+ZUKvObTtOq7rHGMlV5QUVpbtOZVOUdsJSuOqxvxPiDqE0njQCSTZDBDk0gi3bHcPtJwwnmB2Pb2nCC2SqYTY0nuMLWo7F4M6zAsgLDCgwrcM4I5ywzLgXWedTECIzmAZxGMGsEVmNhNbRZw7Ma0fVoQxBGgxkNxzw8swaR0XCMxlKvEQf0o7UmMhqW0WBGIzIaE6OhGY3AaCyMhmY0FpcGGUYjMBqe0dAuXTjiNRVd467JrPNU6+Q0DWE0lsfJr4cWMxWYKcVMKWaqMKPFjBozyl8bpsndx6pbP16/0MAurcQGJcbOXaMSGx6kMQYlY1QyzviDNZGMkqGdiyNdcI0wDdFgZoMRxy5rLKsquUHMRtaoZI1lJqw04VKT8y0RPxuOLsX6+yxd8vBMXApCwarDqsaMr1mfqrKJNGc0mpqEMxo5o+FXgOKMVZxR1RAUZzRyRk3jCc38XHQqTqvitCpO74zonWWtS0HnPGqo4rSKB+gVnFHB6RSMTqEzKrBOYXI92hCsVqHXKmjtwzNrMGkVtFbB1GvEge7RWjNpFUatQq9VmLQKrFXotApOq2C0Cp1Wwbg0aNAqOGeC3gWDS0XXuGuy0XmqdXKahtUqmMfJr4dSr72n1xbqtYV67X29VqnXlui1Rf/9UEV6VZFe49xVF+lVLkdVRXq1S7yGmoq/Mgb1nfK7ly0mvVFToFcV6VU5elWWXpX9W2LjMlYeKEbt6YaMP1i7+uAds7ZAV1n0lChskock6KuKGOquSXv/EWE0d/VVD+30d8hv9ddR9cjxqodVeQT0lUX6n3u06Vp1aLDNxsoPbf9n1/3ln+6J8LT6fUBVvX82dSJVDeF6tLG0Jqo/Nnd+BvrKIn3VHavAG9T3ntyZPB68rmDlPhXqYGxwHl+99awRwGqzir8xsmSVpV/UL9gkQvjc+2XHr+anXMlNvZrXBClXclOvFmTdrRAFYrdZbVZRliTbLzuBX/oN2KRHy7TarBab1fzkEcw20WVXNNuEhtIccYF/ssgCLwo8aeSoJPBE4AWBlx6zWUHgSW0EgRcEXhZ4qzMiuvQuOKmJC7VxVBQE3uZsQRDMRGCIgIVqWCLwksDaBCwI2CpgWcCCgEUBywIWBSwI2ObEWQUTAbu08PNgXKgfaQBZYKwCQx6W9qtjYQRSL2Kpt+tKTT5xZpKG0hqr/tjQgkUnWPQ/D4tZS35u3V8O2NTrTmDUTt/IPP4JNQC2cPRvCeFoM6MzYS0xNZrgoLEWBDNmjLq06/np2feLK7UlVY+C7vyt4vRbhSbGIJixidbwjL7BLkg9HvFDPWItwtEWzsjRlIUzNtU4a5QsHAAAWAF4AM7CVlk41ZOBVVlolYVxiWCVhW4o0xF/0hBaxdAqupGjZlpF0yqaVpkfs1nsrOgKplWEVnG0ykirjLSKdem9hpo4bqii4zxNtMpIq2i6iqZLaLqYpotp+j5NK4y02kwrLfR9mi7m6GJCF9N0MUMXE7qYoYsxXWyhiy10MU8X4+paTwFMFxO6mKOLjU/vHKrRFtOG2hF9Ma2tnVCHmnyDM9PYUFpj8cejhNbepbV5tDb/PxGwXP/hkAK1rz/G7+K4c0sBMIIJ/5ZIFpOmoqis+KZEzK5xYsKCGYMsQc0mCTWrAF2RCVuiKNt7Lssuw6NvNsm+89RNtVptF3nl3asGdbGVN7k263hLZb071wCy2OBpPKhlc7zps05FyfFmyjr5opmxsIbi/IsWxiA67ovWg5gwyFatqmLxou8XL1qwZNGKY0ePABDBXL0usAZiokReI1maQuQ1dWoJHCVgSmBdIgwl4No5rvEnjej8jzIaPFrzKCb/mM0ytZ7hrIbBlIgpk/P9LZxL73UeBBVrt1BTEWONgDVmrKGxBmO1yxq+UozLaKzlcbmAS7BzAV/Nur2aBeNC7ad+fnsaXMX4dHB5SLWamvfO1yTUoSa/ztsrG/u/Sh6OsnHKsL4Y6wuxvug/ESCZqw6XNWT8byrQIGr9SQqA4Uy4DiYzY5VI/fgjYjKzZp5t7KjZYqqqKFIU3+CJuSbIcjRv4QBg29Yfx0SGjokMGRM5Mj39NADYQZLtVtlulWTBkSwQLr9YsTftxmP4HgAAtp/KUFRViaKl5O4VSl1s5k2cCXMs5hjMmbHNKiYvXTxsaLArw4cO2bd3N9hls4nlGFwfm1Xcu2dX/VrLk5fKktXCm1iGdsk3cpyRpY138y4wtNrE6TlGVweW0co2c0nJvbjYhBUrl6xdu3Txkhe6fvvnLVu2y5KJYymOcaHObmPUT8P1dnFDFfGvBeP8b/bqU6Nj9jHbrK977OyFcfE419C1gWmoBQ5rGFyFcTmHy1lcjnE5xiqMVRiXY1yKsQJjJcblLK7kcCWu/15G5+pyrvbLHZ8KXP1LjuPtj4baL4+sHzc4wc5XSzbGQxNqXjZZJ6Kvt+tKg9UbS3u464ux/i7W32ucu09d3D/f+HzmqoNlDc3jf1OBBlFrT1IADG3CdRBksfBeoZE14nqHHgo2M1qjxsAYWAvXYAJjMVVUFJUW32SJ+UGQZ01mU/zkOf36ofkLfBcsaLtgQZ9OnZ5bnPzT6bRLR4+fO3o87fylyxJItAmbCJdTotibdtPxWQoKdG+9tbxlyyUtWy599dXl77yz+h//WPHPf1bzr38tdXPb5cjccepKcVWVWbQU372qUhczvIk2YZrBNMa0GdtA7tmj549r1165crWaq1cnToxv/emnZ86csQMwDENjXAcACA0LmzBhQkFhVlZW1pWrV69cvbpu3bo33nhj69atgiCazGaapp35BprRG43GO3kXDMYKzFA0Vjsw0mpZNgMIAPZSxZ2IiMTMzESAzsXFbQCeKyxAHTs8v3vPIZuNp13eOGiz0dOnn3q11cKWLye//Eryy68kt3w5uVWr5a+9vuzFFxe9+OKif/5z/vffp9lstGut3wM1g+vGDjWR0HSb9anf5qOkYUzR1S97KaFxKa5GhbEW40qn8RUYl2BcRWONY7fB/1qP/h0Mrhs4gXpvhqkbp2sPuh86iH6MUfbTQon197G+AOsLG+fpi/vnG9+cuerAw4yPTbgGhmcAYOuPq9p+9ik2MxarxURMDliedc2sVcvM1MBbSUFhVtq5o9jEcBZT/WTWaXyOmGuCEkinzp58663PIiJax8X1mDz582nTuo4a9cXIke+PGtVpVNjno8I+CQsbeOBwCm/lzcSU62L89PSy115bNmxYSkjI8W+/3f7yywvd+29w67W+j9tGt97rv+u66qOP1thsdofxS6qqeKfxWd6ETRgzGGOMzViyS95e3nl5ea4/CzZv3NyhQ4cPPvhgyZIlFouFYRzZDzYAiI6O2rp1x5kz5WpVlaPWnTu57dp90aZNm7CwMI7jWJZzphswo6eNxjt5F4zGSobR1MjFbNbv2rV15szEpKQ5n3zy6c2bgbL8oo8P+uabdlcy/gGAEhLQ999vABBclQSAhw/f3/qTJf37bezjtrGP28b+/TZ+/NGyt99eNXz4sZCQ4x06bIiOPgKAG7NhM03iMH6pixBVGGtqG78U4yqMqacr9J/D/67x/7O1/oSMz2GOmMBm3bb2x+cjR7/Wto2+5K6hUqktK9GWlWjVFUaObsz4NGs0OuGIqejO7R1bll04n2pkjfWl35jx9x06HhbaHmAlwKK7dxfv3j0XYDnAQoD5AEkAyUWFwd26d5VA5oVaxj92rHj06JMAMoDl3Lnygb6b1ZW5Jffy8nNu3CvKvHr5So8eWwmRH9H4129cBwCbbFNi5az0Wbn3crds2ZKcvPSLL75gGIZl2frGj42NWbt246efbpo06VBq6v1hw/Z7eW3q3j3+wIEDn332WV5eHs/zTRufYTSECnXlxwAAIABJREFU0O3bt5s5c+b69Rt69+4dHNzCy+s5hJ5ds3rL8dQuAGjiRPT99+sbMv6B5CUpFcqcvNvX7xVmqyvyk+YfmjAhDcAGQA4evBcRcajZ+M3GbzZ+s/GptccokKoHrSzLmhhm+cqVf0hKQoLw3KBBr3t5ve7j87qP9+s+3q937Lj+xzWyXa7jO4ZhaEynnTmccmTH8dRdDlIObz+wd8PunWvOnTms0VCYYbHLyJjlTBVlRaX3bnIms6MNjPWSZD5w4PiwYd8ALDx9etaf/vQ+Qn+ZNCma4+YBzAKYCTDv1q0QD4/+Vonnzfrce3drjH/iRElU1Pndu7fHxUXt3p3v7bWlqvz+4oWL3fu752bfPnU8vVu3LYLgNH55Kc/TxUWXVZVFLKvHWFMNo5Eks7e3R+atLCMxLr662HO7J5qC1ueuBwCz2ezm1ttoVLOs7kEVrMFYAyBFR0du2LDp/Hnl/XuVHGevrLSq1XajUS4oLOjS5dv8/Eyep107oo3qO3lpRmOVq/HNZv2AAf2rqqoYhsnLzTt44FxaWu78+UtCR/wd4PmcHNShw58PHUq12cx1jB8ScmDenEPKkrsTx08cPmx4WendObMOT5x4adu2DZMnj9+8OWfMmKc6xjdSWN/IIVqN9Qqsr8R6DdZrsKEKY0X1c4xYibESG5z302glxi6317AS0w3FfxXqK6N+vMHMZprGMZnuUHAR1t9xUoT197FeifX3XIJPkKfv5d+F8UVRzDpzFrm5IYAGmDd/0cSJANCA8Wk69fCOXdtX7f3pRwf7dq87uG/jwX0bt29Ovn41TRCsNN2Q8bka4+skyXTgwInhwzsCLF6yZELfvn9o3fr/s/fdYW0d+drK3d1v7+797u7e5z5723d3N5vmrJOsnc3GcezYseOGCzYyxfRmOohqmhEd0Xsz1ciATTHVwjRjeu9VIFRAqPcKSICY748ximxs4sRJ7Hh5n/fhOWfO78wZDaP3jH4z8xuEh8cFHi8BgHAAggHADA2ZaWufXVuTL8u4E4RZTcV3dGypr78XE4MpK5sxMixNS4l544039u/bPzMxuU3xScvLAiK+i0GbkUi4mgK0vi7T0dEmTpJu4m+6NLgAAArGCwboA930biFHeOrUCaGQKZFwnpAtANbc3Bxu3Mj78MOc4KDqsbH+xMTYmBiMjo72+3vef/vttxYXCUqlWCRiPrpFzBYKGM9S/NGR0bbWts72zo72jsH+npFhPYkY0deHOHzo38vKqtbX5due/kjxlxaIHm4eCATCytIoOLDi2rWu2tqKpKS4V17xySLekobik78eA3yezuYT6bv8KXFWxJvbUnbNTvfM1pvgJzyC+hNQfKlUIuZxr0dEILKyEJvgZ46O/9fI6P8aGz/igU/TExM2Nze3Kb5IKBQ01d+trsDeqy6ErKnEVpbnlhRlNDfclUpECoVCqCH52xRftKX4983NDwAQBUBMc7PNlStaq6shTKYXjeYmFocAEDk0ZLqD4jc11cXHR5eVzVwxuHO7KPd3v/vdRx9+9B0Uf3RolC6j99J6A1sD6RJ6eGd4UFfQmnBtB8V3cbHPy8uvrSUNDnKcnB2OHzsejA4ODAhsvN+YlZnlfc1jaYkolW49a0fFHxsd6+zobGtt6+nuycxIPHwIYWn5m1On9tbV1QOg3C6aAAjViu/q4opAIPx9PUKCKr28OnG4qtTUxIICqPhCkYj5cihginjPuPS14rNEPNau4v+DESo+5RmKT9lV/O9d8dlZdUtgnQO9DUIhS7YsACuShKiwN3z9/t9f/0rqaSUP9xAHOokDncSJQRabKhZznvBpwBt5PLpcLpbLJXK5ZHlZOk+YvHUzsfVBzZpSubGhEAqZmvYSKX9pcYJM6JNKBVuJrPV1WUVFjbn5YQCiAIidmLh45sw+ff239fUP6Ov/+c4dDACY4WErbe1zT1V8F5fW0tJCd3fn0tIp5KUC+iLh1k2shZn5+MhoU/23U/z+/n4AQC2hFhGAOJ53PKo7Sr4mZzJYO/fxMzPzTp4sLi7u8PbxTIhNkAqktEXazOTM1Pi0ibFJQkLM+rpMxGeJuCyRgC0UMmYnHgq4dLGYLeKzRDyWmM+WS3kXLpwbGxvr6+3r7uru6uwizM17eAR+8on2zZs4ADbEfNaWMrJEIpaIzxLxGEDFtDQvxYRXU4j44MAgPx8/2iIxNLjy2rWuW7dy/Pw8CwomnBwrwSbzB3Z9vKDPZNcr8kOTLOLht7wlmumkH8Zz8vzelWe5WZ7tfmHhRWy8iIcXsfEiFl7Ewos4W5e4Wyma5OFFnKclPtX4J04g+2bFZ2voF1Mq5YLN5fjwoHffflsm4ymVkpUVIaRUyv3aNfE4JRKOmisroqnJvpbmaqVSuba2KhQynjSW8rYUn6+ptuXlVaamfwcgCoBgAEIACAUgdOsgGADM6KjJ2bOntit+XR3RzKwWHtfUkM5p5czNDI0ODY0ODQ/19zbXtx0+nP/8ij82NgazqiRWSjYk8JjL5Z0+ffJZio9C2WOxtxITJ6qqlgICfA8fOmxva29tZX276HZIUEh0dPjysuCRuH+T4k9PT/f39fd093S0dzQ2NGIwKWFhn/v7/+pGesKKRCTmsbcpPsPU+E5EWNXU+ODwwOD4yAh+ajgwoNzevhGWvLBwxsa6FGwyXrbi7PLlkizizTxD8V9+z/TbcVfxv4Pi/+Lpiv/Iw6BQiPv62vkChub0weekWMxmMklyuVihlAu2yf2zFH9tTdra1rB372e6un/V1T2kp/eBvv6n+vqf6evv1df/XE/vY13dD0+fPmZoaLSxIXtC8QcGGB9+eENfv9LAoOrYseI9e9LOnS04fermmdMFZ07f/Op49tGjt1SqzW9U/A2V/NTpE+V375JIZDKZzKPzqQtLZDKFRCJ3dfV89tkBkYilcQt7S/E3bGyswsLChSIGh0NranqQkpIaExt7/vyFX/6ff/7nf/4Vk7mwsioSiVgiPlvEZYsEHKGQOTvxUMBliMUcEZ8t4rHFfM6yTPDFF4cfPmxlMFlMJovJYiWnFJw//xuJ5D/i4xBfHf9SuSwX8zkiHlvEZ4tEbBGfLeIxNjfo7q7Vf/8k9czpm6dO5p86ma91Jv9vH2d89GGWnt5dPb27hw/noq/jNlW7iv8SuX2Y96npPyjVir/4ePqu4r9WfKbi/wwqPm4JrHFEQvZjFLHFIo5SIRWJ2SLR14lfU8PyUcDux3JgScRcqYQnErJEQo2g3lsGEgl/aWGCTOiTSgTqRLGILeAzifNTE+OTE+MTE+OaBxMT45MT41PTUxMMOlks4silvIm52dItxVepNrlc+eKieHFRzGBIebwVGk1Go8todBmNJqMzZGKx4lGHt7GHtEhelguJ+C7GEl4i5mmWfE0pRQf461y6pKt7+QleRuo42FvLpGyxmCkSskRClkhIhx9wfU2ak5OurX1BV/eSru4lU5MrV63Nr1qbX7mie+SLgxfOn6bT5mVSjkjIEPEZIh5DJGAKBbTZiRYBd0ksYsJEMZ+xKue5uzkidR7lo6t76dLFC+fOHtTVPWigr7NAnJGJ2CIeQ8RjiPiMrdxoYgGFRacQZkjTE/MzE8SZCeL0BJ6Ax8/PzkyMTkyMTsxOTXEYJLFAU1x2noLykinmLYifliJ+Wopm+rOORdsyfGqeT9z4nDmLHr/0tMwpYh5RzKNsO6WIeEQRjyLmUcQ80ouSSxJzn5bydTpRzJsR8wiPJfJJYv68mId/RO43kb9l9pz234WzGtyeMivmzopZs2L2rJg7K2bPilmzYtasmLN1ibOVosmnpj/L+JXjtJg1vXWMF7OmxawZjfQn+Q2Kn41bBKt0MZ/2GIWPH3BpYj5NLKCJhTSxkCYWPG6pecrbMubRxByamLN1yt/Kh0sTc2lSPotGGiXje2RC9tfpHJpEQF+RcFZEnBURZ0XMWZFyVsRbp1uUC1liDm1ZwJzGz1Q8HALfEiVNvRTS/IqIQ5zuYC5MSvlMdanEXJqIQ1NK+Qopb1XCfYIKCXdNzhFzKGIORcyliblLYi5FzF0Sc2kiDmVVzFLKBKsS5qqEoaZSxlKt8jZWeBLegphDEXMXtrgo4pBnJx4I2SQJb/HrdA5lTcZWaGSilLHW5bxVCW9NxlsW0h7PRH3XgkywuCKm7kCZYFHM0byLJOYSNcsj5pLF3Hkxl/gqUMAl8rlECZco4BJFXKKIS+RvUW3Df5zQmMcl8rhEAZco4RL5XKJAw57HJQq5RMm2p2xP52/loC6G8PGcBRrHYi5RxCXyuETR1r3CradDirhEMXeez8XzuQRYfiGXwOPi+dx5AXdewsULuPO8RwYvRjaez8bzOVunnK2Ux9Jn+ZzZrxPVd3FnH5Exy2fN8tkaZM7yGY+ns7ZOWRrpT72RuWXzLTjDZ0xqEM9n4B9PmeQzJvnMST5T40B9ytiW+FRLTfvt6a8cx/jMMY3TUT5znM+c4jPH+MzR7VRJh1PvPkvxDTkpZTNy9gSdPPlMkibppGdf3W5Aejx9izTSJGWLdMoMcapreuzhwsIMRdOSPLVEHieThimkCQppkkKG9hNk0sgiaYROGqGTRpZII2TSyCJ5BD87eK9jYHCWxhJI2UIZR7QjhTKOUDYwQ8N19BMIQ4uUsanRJspMF508RiGNQNJJI1TSCIW8A0ehJZk0skAaoZNGFkkj5K3bHxk8lWqbRxwlE4fHh++TiUMU0uNXn5XDUzJ5EQ5TSEOa5dlKeSVIIg2Rtg7IpCEyaYhIGiJuJaptiI+nk7adqu3J227XtCc/++nPypm4LXOYyfbCbJV/WH3p8dPhLcvhl0PiMJH4+OlTDdTpxF4isf/rROIwkdRPJPUSib1E0uMkbiUSd+R8L3GulzgPT/uIxB4isYs4100kdBOJ3VsG3cT5biKxmzi3RXgKOf94yryG2T8kBbSO6KJ5xMFtO6L87PASwogbVzzGXuglzPT/CJzbIgEPT/senT5p1jenYTz3KKWPsMVHp/i++fmxruGxksaOooa22zuyuKHtdmNH2+DE/NwoAd+rmeGcOsPHT7+R38r4FePXtbot8ZUgYdvpk03oaU3rieMdMtxu/1TLp+a8Q+ZP2O98+qzP8qMS/+jL+PRTdYo6Hd9HwPc9nthHmOl7lK7xJf06Bf9N3G4z83ji9vy/0f4fmJzF7shbpGco/hV2No4CFIsSwU+UCzLBgly4IBcuPgcXZMIFuP/kLne5y12+lgRKSkbN03Y2fzRye48MVl76TIZd7nKXu9zl90CwSkqv5j5T8bNxZLBKkfB3+bpRvLVa9aWXZJe73OWPRqAgZdQ8W/Gz7pGVUiKbucvXilwWSf3OF3DIL708u9zlLn8cKmWEZ/bxf27KNY4ZKn3YX9g8ouadh+OV3bMV21jZPVfSOlGkYbnLV5bpNf0NvaPrMip1aT69pvdW80jxg/Fd7nKXrzeLHoyVtvYZRM4hDj9t5PZnptzzQb18sWhdtQm5CYBQLGlr7+zq7lWzu7u3q6u3vb1LKlsGAKiNd/nKcpzMvdPcr5IvzRLx2OaJtTWlXC5alkt2uctdvr4UK1ZlXBH/TMD0MxX/YkifRC5RL1CSiCU1VdXVFdUNuHo162pxTQ2NlXcrTIyN8TMz33bR0y5+fMxQ+WUtAxvypTki/nbr9OaaVMghiLik15w8kphPFnGJIt7LLsnrSzGPLOaRdiv5lSRxVUIVSXnngmZ2UnyxTAxT1tfXqyqq2Cw2mUTp72vu78NBDg4+pJApudm5b/7pzebm5pejYT8dUCgUBoPxHW6kUqkMBmNqaurFyzC9yNNUfJVSKuQSX/osgh+aQi6Zy5qXCJdeekleV4r5CzzWvIBLkQioL70wu9xG8oqEJpQ8t+Kvra2VlpSuKdZMTQ0QiFMIBAryV/98qaS4NDEu4aOPPmpra3tCXHp7e4OCgoKCgkpKSl5EpJaXl6uqqp7HsrOzMyYmZmVlBQDQ3NwcGxsLj3984HA4FoulmTIxMeHs7Dw0NFRZWalSqb5VbnZ2dgUFBREREXV1dS9YsOdRfIlgUS6mifkLIh5ZKlyUCBZ/gCb441HMX+Aw5/D4QaVCLuSSnrgqESzIxTRImfBJtVLImcsS2qqMIeSSYVZyMU0iWBTxyBLBonSb/T8spUIqca6fziCvyvnbK1kmpMIa/m41tr2qxfwFmejR+1smWlJPP9vlM/jtFb+8rHx1ecXc7CICcR+BAJD/91/qS4vvpiQ+qfgqlaqxsdHd3R2LxWKx2NbWVgCAWCym0WhyuRwAIJPJ6HT66urq8vIynU6Hj+BwODQaTSKRAACWl5c3NjYAAKurq1Qq9dNPP6VSqfBeJpNJo9HUD1IqlTAdAODs7IxAIEgkklKpNDMzQyAQfD5fLpfTaDQ2m739KQAAFotFo9HW19fhKY1Go9FocItalUqleSObzebxeNAGGm9ubtJoNCaTCQDY2Njgcrnqe8+ePVtSUgLt4dXY2NiIiAgAwOeff65+nPqJ8Hh9fZ1Go8FXhUQiodFoMAdbW9umpqbp6enLly8rlcofVPHF/AUuc562MMVnk8T8BQ5jjsskiPk/4Qj1UPFnZ4eUCtkTYiTmLwg4JDJhZHq8Z2ailzI/qn69ifkLYv5CSLDvnaKcuJjQNQVXzF/gs4m0hSkea17MX+QyCWz63E+6Zr5HSoVUEmHgqYov5i+waLNz0wPT491cJmFF+uj1+ZyUCBYZ1GkqeUKz5yHkkplLeHhMIozw2cTdf8SO/E6Kr1xVXDE4h0BgEIgFBIKEQJAQiPyS4srUpCcVH4/HI5FItaoCAIhEoouLi66urp+fH5VK1dPTQyKRcXFxYWFhSCSSQCBkZGQcOnRIV1fX3d19YWHBzs5ucnISAODv74/FYg8cOKCrq/vw4cOZmRkHBwcHB4eSkpK5uTkkEolGo9UOJS8vr5CQEBcXl6ysLD8/PyMjIy6X29fX5+Dg4OzsPD8/n5mZCZ/i6upKIpFUKlVAQICDg0NmZubS0lJ9fb2urq6uru5nn31Go9EKCgrgjQQCIT09/ciRI66urjdv3tTV1b1z5w6dTi8uLoaFmZubKyws/Oyzz3R1dR0dHSkUirm5+ZdffgklHgAwMjJiYmIil8t5PJ6WlhZU/NXV1crKSvjE+vp6Op2ekJCgq6vr5OQEAKivr3dwcHB3d4dVV1FRsba2FhERkZSU9IMq/ua6MDc7+de//lV/dzMAqrBgv4TYcKASQS5LaBLBAtgUA5VoRUoHG8INBVfIJUsEi2BDCFSiVRnzW32ffwTuoPiba/yyO/n7/vqBru7FSxfPYcICAJCtSOlCDnFthbO2wj5z+qvQYD8jw8tgU6xS8u7fK/uXf/l11d1bAIAbGQl+3m6bKpH6g4t4FFhLK1LG5hp/c40v4lJEPApYFwCVSLnMetVq5nvkDoqvUvIszAyPH/tCVxfp6e7EZZNWZYxlCR3WlUSwKOSS11c4QCVSKXlCLnl9lQNUovVVjkLOUspZAEgb79+9dTMDgBXY8FRK3sxE7xUDJAAShZwZExW8QBqDd4F1oYhLUchZ0BI2zpdeOa8Av73iV1VWrS6vZGVmONrHO9rfdbS/42h/x9O9uh7XkpqUvHfv3s7OTrWsjI2NnT9/XlNobG1ti4qKAADx8fFBQUEmJiYrKytRUVFJSUlCodDExCQgICAjIwMAkJeX5+PjY21tPTIyAgBwcHBISEgwNjaG+Rw8eNDR0dHPz2/Pnj23bt16991379+/r36Km5tbUVFRVlaWk5NTZ2enoaEhj8ebmpry8/OztbXV1dUNDg5OS0sDAOTn57u4uMDy+Pn5ffTRRzdu3NDV1YX56OvrZ2Vl7d2718/Pz9raWl9fPzg4GIvFUiiUCxcuAAAMDAxyc3M/+OADPz8/JyenM2fOREZGRkVFAQAqKirc3NycnZ27urrUBevt7YWZs9lsteIvLCycOHECGujq6sbFxTk4OKhv6ezs9PPzMzY2trGx8fPzu3v3LgAgJiYmNDT0O8s9eA7FB5ui6MjgA5/+LSIsYHVZ4OfjhglHyyV0fx/3a54u0+M9PNa8txfKxcl2dLAt4LpXbnaKal0o4lGCA32ueTr3djasrb5aX7MdFB+sC1ISIx3trQFQrEgZG0pe2Z38vq6m1WVBU31FPa7M1MQgOjLI2soEqESba/wi7I2P9/8V7e/F5SylJUe7ONmo1gShwX7XPF262u+vSBnBgT4uzrZ9XU1xMaGx0SEbCu6qlBEbHXLN07mhrnx9jf9K1cz3yJ0UX8G7cF6rqb4CbC5Xlt9ycbIRcEiTo13XPF2u+3nwWPMba6K7pQWuKPvY6BDVurgIe8PF2TYnK6mhrvxBY1Xxrazmhsqm+oqiWzfcUPYuTjadbXUcBuGdd95COdu2NFXfKcqRCBbbWmpdnGyCA31USl5DXbmnu6OLk01eTsrm61vn34bfUvEBAFGYqEB0YFhwWGx0eGx0UGx0MGQQOvD82fMnvjoxPTWtdk/j8XgdHR2pVKq+3crKqqKiAgCQmpp6/fp1S0tLuVweGxubmpoqEAisrKyCgoJu3boFACguLvby8jI1NSUQCAAALy+v+Ph4JBIJ8/nss8+Ki4ubm5vv3Lnz8OFDExMTTTlDoVC1tbVkMvnq1atQuEtKSpycnJqbmwsKCszMzMLCwuB7BYvF+vv7h4WF5ebmNjc3X7p0KS0tTUdHB+Zjbm6enJx8/Pjx5ubm+vr6lpYWNBp969YtCoVy+fJlAICpqWlmZuaRI0eam5sbGxvr6+ujo6Ojo6MBAFVVVd7e3paWlvCNBdHd3Q0/ApvNVr8LqVTqsWPH4DESiYyOjnZ2doanNTU1jo6Ozc3NSUlJjo6Ovr6+5eXlAIC4uLjAwMDvrvfPo/gqUViIfxQm0NhIjzDdF4T2jokMBhvC0CDfsBB/UxODwoLMfX/9oLz8lqmxfnpqjIebY35e+nU/D1cXO0xkqNaZEx2tdcpl9stu4l9zZ8W/dTPjnbffunLl8mWdCznZyVaWxjcyEgAAfj5uHm5ODraWmoqfnZl43c/D0c6qraU2OzPRDWUPwGpsdAgmAm1ocLn0dv7+/R+Vl9y0tjSJiQpBX/dKT42NxgTZ2VpgIiPOnztVcffWhoL70ivkh+DOio/UudBUX7G+ygZAqn1BKz8n1dRYHxMR6O7m4GBvlZ+boXPpXFVl8cBAW25OGsrZtrysoLf3gYeb4ztv//n+vfL4mDA3lMOlS+eC0T7l5bftbCxKinKPHj1UkJ8+NtyudeYE9maGna15efntKExgFCbI1cXOyFC3vLzczdUhMy1uXcl76fXzsvktFZ/FYllbW1/UvohEInV0dHR1dS0sLCwsLCwtLM3NzS0tLMOCw44eParptm5oaPDw8CgsLCwsLGxvb8/IyLh+/XphYeG1a9fu3Llz7tw5qVQaEhISExPD5XL19fUjIyMtLCwKCwv9/Pxu3bqVnJwcGxtbWFh48ODBvLw8NBpdWFg4Pz8P+9q1tbXR0dHV1dVaWlqacmZlZZWXl7exsQEHbM+cOVNaWuri4lJbW5uenq6jo+Pr6xsXFwcAyMrKcnV1jYqKSk9Pr62tPXbsWE5OTmBgYGFhYVFR0ZdffllbW+vt7V1bW1tQUFBYWOjl5ZWdnT0/P3/y5EkAwLlz50pLS318fGpra4uLi2/evBkcHBwUFAQAuHPnjq2tbXp6enBwcGPjo/0F5+bm7O3tiUSiWCx+//33YZ4EAsHV1bWwsBCLxfr6+tbU1Li4uBQWFlZVVdXV1Tk7O9fW1oaHh5ubm7u4uJSVlUml0oCAgNLS0h9a8UOD/UKD/ebx/UaGuphwdDQmuKMVZ2Vh7GBn+eaf/picGGluegUAcPrUcRplMj0l5pqns9aZE7pIbdur5kidC0N9D6GL4xXhzoqfmRZnbnqFujg9Nd4t4FGuWpkW5KUDAMJC/AP8vexsLDQVPzcr2dHeWsAhIS+dT0mM8vZyGRlss7lq7uBw9c0//TEpIfKKARKAdX29S90dDXU1JQ52lsZGelqnv7KztdC7fLG5vmJthfPSK+SH4PMrvs6lcwlx4W/+6Y/2tpaW5kZ+Pm6ld/J0Lp2/kZEwMT7s6eYYHRkEAABg3dXFLjDgGgAgLSXG28vV3MxwcrQLAGBtaRoa5GugrwNUolUpQ/eydkiQn5WlCQBgdKj9MlL7mqdzXnYyACAlKcre1hIAyUuvn5fNb6n4ZSVlPC5PIpLweXypRDpPmEdvISMjY6BvIAgdtGfPHg6HoykuPT090AbO1bl9+zYajcbhcACAiooKpVI5MDAwMjKysrLS0NAQEhJy6tQpNBpdVlYGb09KSkKj0REREVwud3V1FY1GDw8PAwAiIyPRaDSBQFhdXX1iDk9LS8uMxrKAioqKzc1NPB6PRqODgoJqamr6+/tHR0cBAFNTU3DgITk5GT6Fw+EoFApY4D179shksunpaTQaDd8Q3d3d09PTIpGopqYGAFBVVaVQKBYWFuC9AIDh4WG47zmBQIDjComJiXl5eerCZGZmurq6AgDS09PhU7hcrkwmg8disRgAMDQ0hEajExISAAB9fX1oNDokJOTBgwednZ0LCwsPHjwwMDD4zloP8RxeHXFgwLXrfh4ry4IoTNDH+/8ahQk6e+bEImkcgBU93YtREYF6l7UBkJ46dRw/2ZsQG+bt5XJFX2dqrBsAedGtrOH+h8sS+stu4l9zZ8VPToh0sLMCYGVZQgNAZmZyJTcrGQBVYMA1X283KwuTiPAAM9MrYFO8ucbPykiwsjQBKnlqUvTfP/n4up8H8tL5gd5mADatLU0w4eiL2lpgXaCne7G5obK85Kaz41ULM8Om+goAlJXlt1of1L5S78Lvkd/k1TlTjytTrUtLinMD/D3vlhUgkRfP75KMAAAgAElEQVQAkHOZhIy0OJloCahEvt5uR744eN3PIyzEH6hEYFPsaG+dEBcOAEiMj/B0d7IwN+purwdg1dLcGBMWcFFbC46uX9TWiggLsDA3AmC1oxVnaKjr4eaQnIABYDM2OsTFyWZX8b9B8f/58NLPTLnajys+dZqaOZvpP+s/2T75oPFBTFRMbHSsk6NTemp6XW2di5PL4cOH+Xz+d1YiDAYD3T4vEVQq1c7Ozs7Orr6+/nuf1snhcAICAjRHO74VZDKZp6cnkUh8wWJ8o+Kr1gUJseFRmEAANno7G3/729/cLswZ7H1w6eJZpM6Fv3+yH3szw9HeSqUSmZoYzOMHsjMTIyPQU+PdupcvXr58MTzUn0mffaWmLe6g+Col72Zuqp+Pu2pDKOJRZOKluZkB26vmOjoXP/37x+kpsd5eLmkp0R7ujqp1wYaCW3wry8vDeXNTQZwd/s1v/jUuOnR2ut9ATweJ1N731w9v3cy0sTZVKXmODtYdrXW4mhJvLxfS/KipiT4SqePr7UqhTMjFr+eagJ1Hbq0tTY8f+wKJvOTthRIKFldlzMy0eCTywkVtreaGyvu4Up2L5yzNDHu7GhcXZjzcHXUunY+JDokIC8jKSFCp1nKzk6MiAq8YIL88ehiJvBgTFUKnUe6WYbUvaFWW37KztZiZ7E2IC9fR0TbQ15mbGQhGe+flpKhUazcyEgIDvOE/9x+bOyr+r7cpfl9fn66O7jGtY0e0jmid1NI6o6V3WU9PV1/7gvYl7Uvnz54/f+782NjY5ubmd1ai9fV1zTmLLwXr6+scDueJXyrfI5RK5erq6ne7V6VSyWSyFy/D88zO5LGJPBYRzlxk0WYFHNKqjEGaGybgB2mLUwIOCc7X5DIJQi6ZzybyWESFnEmZHyXMDIp4FLmYJuS+9Cb+2CfiMOdm8INryuXtEwf5bCKPNQ/n9gm5ZIWcSV+cJswMLJLGBRwSjzXPZxO5rHnYneSzSfBYyCWzaLM81rxCzlwgjhFmBpYokwIOeatm5gUcMqwohZxFJU8QZgb4bOKKlP66jiJKhVTiXB+NQVYsC7ZXMpdJIBNGYCUsS+gyEVUiWCTgB0mEEYWcxabPzuMHyfOjK1L6qozJos8S8INU8gSfTYTTLgUc0rKEdvTIoZrKYljPK1KmTLQ0jx9i0fBc5rxcTBNyyYSZgQXimELOgv+1J/65/9j8looPAMjPz4+PjY+PjY+Ni42NjfX18fTydI2Li4OnhHnCU/Vlc3Ozu6u7pbmluan5QfODwYHBF9esXbwItiu+iEcS8ylqingUqfDRghe4OkkiWIQrjyAlgkW4Ukkmoor5C1LBolRIFfMocvGSXEyTChZFPIpmhq8AFwRcEpM2K5ewniibSGN1z6NEHkUmWnq0XEiwKBVS1bXxuPECXE+k/uCPakZEFfEoMiEVbrADjeWiJfXio5ddFT8UJYJFNh3P41BkIvr2SpaJnlyBBVf5wYV+W8dLUJrhci2ZiCoVUmFzkgqpK1L63dKCJcqkQs6UChfVjVMqWJQJH7VDmAm0f3TjE//cf1ySV6XfUvGfhmd2yTkcDplM5vP4jfWNN3Nv4u7dm5udq62pNTU2LS4q/t7UaxffHpqKf6dtRinnMSjDrMXx15jMxXEWdYK9NMlcGHvphXldyVwcZy9NsqjjzMXvv5KZi+PMxXG5gMylTzFf9if9KZK5MCZkzgjEnHNB+O+o+DIxT8RnPvUSdZF6I/PG3r/szUzL7GjryL6R7evjdc3T3dzM3MzMDE6OfAXR2toKh09fb2gqfmkHXsBZGuptHBt8qObEcBvk1GgHlTS2RB5Xk4gfGB9q1TTe5S53+epzdKBlbqKbJ2Sf/7aKzxHIcN3T5a3j1Z1T1V3Td9vGa7um6JzHzOYJ8/V19cVFxcmJyWmpaT4+Hv1djH/95TstD+ufJUN4PN7S0tLS0vLatWs7qFVubu7c3Nzzq9vKyoqLiwvM2dXVdWcf+vHjx7+XUGWvOB7r47dOra7IuSw6n8OEFAs4HBaNRacKeWwqhWigp3Ph7Gk1b6Sn8DgMtfEud7nLnwgZIj5bIOF/a69OQ//sg8E5KltE44ppHNESR9Q1Salun9C0GR8f72jv6GjvwGAwcbFR//pv7+vZ1CHtKyrLxp6qQUQi8dKlS/Pz8/Pz82NjY3w+H0aqWV5eXlxcBADg8fjW1lYSiWRqahoSEgJXNi0sLLS2ts7OzsLj9vb2hYUFHo8HY/hAbGxsDA4OmpubW1lZDQ0NAQCEQmFra+vAwAA0IBAIMGcAwPnz56lU6vLycmtra2dn50sfRv6BoKn4xS0TT1zl8QS3i+7cLa/Myc49ePBzxOP4+S/+T2tr28so9S52sYsXhUgmPBf4tPj4Oyj+vZ7psXmaZso0cbG89TEp39zcrK6ovu7jf+LU6fK7JUd+9meEWdUboUNt5eSnloPJZHp6eiYnJ6ekpAAA8vLy3NzcAACDg4N6enrd3d0eHh7Ozs41NTUeHh5aWlqxsbGDg4M+Pj6enp4eHh7d3d3GxsZXrlwJDAwMDg6G4RxgFDaIuLi4xMREAACZTA4ICLC1tbWxsWlpaRkYGHB2dra1tXV1dR0aGjI1Ne3u7o6Pj3d1dfX29l5eXn6Ryn1lsYPiUxepjQ2NszOzvd29e/+yV1PrDQz0r13z+N///cPNmzdfVsl3sYtdvAi+i+I3DMx1j89f83Q3NDI0MjKytbaof9BW1z/PoJHYbDp1kchkUNksWkllmX9IyH8iELUh6Pj/PvBPFuU/C2m/bpvWUF+UnBy3uipTqR6bxymTyW7cuJGSkhIQEECn01EoVH19vbe39+joqLOz88mTJ2FQNktLy/b2dgBAWFjY3//+dxcXlzNnzoSGhtrb23O53JKSEl9fXwDAoUOHNANMYjAYGP+guLgYRl8gkUhGRkaenp4w1E92draPj4+Hh0dubu5bb72l+Svh9cMOin+v5h6ZTB4dGd2/f79a6//pn/7J2Mh4fQ1kphejXFDqBQHr6+sKheKJ+biVlZVPjWstl8ufcKmtra1pBuGAKTsHkV5fX/+2UaZ38dIhl8u5XC6Xy91+SSaTsdlsDAaztrb2xE/qjY2NH21QbX19XbODuLm5ubCwYGJiAteKfgdkZmYODj5lUqJEIllbW9NMWVlZUcf9hVhbW9t5jrtEInke98PGxgY0IxAIcEUn2EHx/+XZin+/b7ZnbHZ6tK+9tbGtpbHzYX1za1tV57RidVmpWF1ZWVYoVlZWl10KXJyyfA8cRkj++7/Cf/7ub/7HxgfzCweb/Vk3Pjh65D/Pah3o78c/taAff/wxACAjIwNGKINVQKPRLly44OnpaWdnBxfK+vv7+/r6MhiMoaEh2D0nEonFxcX+/v4AgNOnTz9L8W1sbAAAFArFyMjIw8OjuLgYAJCbm+vt7W1jYzM7OysSiTIzM996662nttHXADsofmNDI4VEKbldopb7P/zhDy0PWtbW1oaHOG6uLHNTw9LSR1sdYDCYX/7yl0+odlRUVEBAwPaH3r17t7u7WzMFj8fn5+drpjg5OU1MPOll0oSvr+93Xr+2i5cCFov16aefXr58GYlEtrS0PHG1pKTk3r17+vr6qampTzQGJpOZnp7+4xQyIiJCc+2nUCg0NDQkk8lPtO3nh6WlJYyC9QSys7MpFIpmSmtra3V1tWaKubn5zsONaWlpMH77zigtLY2JiQEAdHV1qcOFSZbFZ9FTT1H8Xz5b8XG9+PqHrXRC3/xox+zoA+LIg5rayrLW8ceMVKCwstBo0eJvxxEMBCL5jd+e+upi9V3b6UmP1OSczz77KD5uT3i4g0j06IPJZLKwsDA0Gu3r6xsVFQUXu54/fx6GQ2hpacFgMCgUqqKiAofDOTg4pKWlNTU1eXl5YTAYb2/v+vp6fX19AoFQUFDg4eEBAPjiiy80FT8oKAjGm5yYmPDw8ECj0Z6enqWlpY2Nja6urmg02s3Nrbm5WV9f/+HDh5GRkcHBwf7+/gKB4Bur9aeInRV/cWGx8m6lWvH37t3L4z6KldTfO2BhbtHb2wsAmJiY8PLycnFxyc3Nhf0jLBaLRqOPHTuWnp5eXl6ORqN7e3vr6+vDw8MBAB0dHePj4wUFBTCkBJ/P5/F49+7dAwAUFhai0eiHDx9aWVkZGhqWlZUNDAyMjY3BWKEdHR1hYWHZ2dkAAAcHBx0dnRs3bgAAmpqa0Gg0FosFADQ0NExOTj71O7aLlws8Hn/27FkAgEqlOnXqVGdnJ/yNzmAwYOyQ9vb2q1evJiQkfPHFFxgMRqFQwBsFAkFDQ8Pw8DBUBtgY1GhqagoLC4P/fQBAbm4uGo1uaGgAAGRkZKDRaPgzHQZQgcN+5eXlsO9879692dnZiIgINBodGxsLAAgKCjp58mRCQgL8BSmTyT766KOQkBA48hcTE4NGo2dnZ1UqVVNTU3d3N/wKQJSVlYWFhalVOz4+Ho1G79+/v66uLjMzEwaDyc3Nzc3NBQDU1dXh8fiEhAQ0Gh0cHAwAmJychBF2ExMTYVFPnjyJQqFgPODc3NywsDD4uLq6uqGhodbW1tbW1rm5uejoaDQajcFg4Ie6f/8+Go0ODQ2F1QsAKCkp+fjjj8PDw1tbW/ft24dGoyMiwmmspYuhT9vZ/J+eFjsTYorMzrr7ILMEl1VWn11Wl3m7Jv1O/RD+Mc8+2ABRlVEICuLwUQQLgcBZIdp6/62lOc/KEvnl0ffTUn8+NPDzm/n/JJU+kpKVlZXi4mK4dwpMSUlJCQ0Nhe/YoaEhLBarjoB///792tpaAMDw8DAWi+3o6IDHcrmcTqfDmTwDAwOaP/+JRCIcmwUAUKlULBar/g91d3djsVgYD2dsbAxevXXr1gvuOvIqYwfFb3nQMjc7NzQwlJude/jQYQQC8cYbb0RiIlUbKgBARnoyCoWClrm5uSEhIQAAGPsTRgrCYrH6+vpJSUlaWlq5ubl+fn5BQUHJycnJycne3t7R0dFHjhzJzs7GYrHe3t6FhYU2Njbp6el2dnaVlZWzs7PW1tbe3t4dHR0BAQHvv/8+DBg3MDAQFhbm6uqamZnp5+fn7OyMw+HKysrgZjuBgYE3b940MjL65JNPHj58+GNX5S6+CUtLS2+//baxsbGhoWFDQ0N2dradnR0AoKOjw9zc3NPTMz4+3tnZOTExEe45IZVKqVTq0tLS8PCwkZGRv7+/gYEBFov18fHRDFEF+wHOzs45OTk5OTkhISFYLHZoaCgmJiYiIgKLxY6Pj0dERMTExGCxWDc3t5qamhMnTkBNOHv2bHJy8qefforFYuPj45OTkzEYjLm5eUVFBTSQSCQweiMejw8NDU1MTMRise7u7vX19f/1X//l5uaGx3/tn6iurg4LC7Oxsbl9+3ZCQkJ8fDwWiz1x4kR+fv6BAwewWKyTk1NiYmJISEhBQYGVlVVqauonn3yCxWIzMzMxGExMTIyfn194eLifn191dTWVSj179mxiYuLAwEBsbCwKhQoLCzM2Nq6pqfnLX/5iYmIyPj5+5cqV9PT0v/3tb1gsNiUlBYPBlJWVeXp6YrFYGxsbCwsLWLCSkpLTp0/fvn27vb390KFDWCz2zp3bTC5DO2T2eaMlP8ImkK6sCeVKOoe/xOSIltekK9scTxsgpSoFwUH88RDiPgJh/AbiyHEEygVRWeFdh/t5eOie9tYvvjqOYDJ5z2ooMTExDx48+E5tbBffgB0Uv7ioWPuC9hX9K04Oju/v+fMbbyC0tS+wmKz21ra8nEJrK5SHpyMAQKFQuLq6nj59ury8/L333iORSNbW1nA7xpSUFBjsEwAQFhaWn58vkUiMjIxCQ0Pj4+NNTU3hg3R1dVNSUry8vJKSki5fvlxfX89gMMzMzOCr19/fH/4mYzKZCQkJdnZ258+fv3r1qq+vL+zHBQYGwq0I7t+/7+Tk5OLi8oLxRHfxAwHGmiUSidPT0ygUKi0tzcvLCwDQ19fn5OSERqNTU1OdnJwwGAycW0EgEPT09AwMDO7fv+/i4hIYGAgjqBcUFKgDidNotJiYGDs7u1OnTjk5Odnb26s7thcuXFCHKD99+jQMt45CoaKjo69cuQJl6sqVKykpKe7u7gAAOp1uZGSk/rEIwefz1fHMjx07Bl0o8IeItra25i5PJBIJjUbb2dkdPHgwJCTEyMhoaWkJAODp6ZmSkmJmZgYAMDQ0hEEbXV1dvby80tLSrK2tAQCbm5s6OjqxsbEYDMbNzc3W1ranp4fP51+8eBH2dHV0dM6ePWtnZ6enp1dfX3/u3LmFhQUAgLGxcXp6ur29PQBAIpHo6+urYy82NDTAFyoAID8/Hw5q9vX1qUPKP9Ors5Pib0Es5PK5T1+BBVQAWYhERCM+1f3sdlAQys7pV/+CsLA4duHC/5w++Rtj4wvW1ojISHuh8OXsQPsPjmcpPpPBhP3oIL/gwIDA/R8bvPHG0braewCsT473H//yEgJhcP16DgBgYmLiT3/6k7+/v5eXl7Gx8dWrVz08PKAnNDIyMjQ01NDQUKlUBgUF3bhxY2lpycLCIjAwMDY2Vk9PD7rsoOsWfiUAANra2nArMfiav3btGnTdpKWlwe95b2+vvb29u7s7dN2EhoaGhYUBACoqKlxdXR0cHDQ3n9nFqwM8Hq9Wz4sXL8bExECp7evrs7Oz8/PzS0pKsrOzCwsLg/9QNWZmZszNza9fvw69+Tdu3IA3AgCgLxcA0Nzc7Ozs7OTkBPsBAAAkEqluCefOnYNuYScnp7i4OLUvW1dXNykpydbWFhbPwsLCz89Pc8yAz+efOHEC/so/deoUdA9YW1snJCQYGhpqFtLBwQE21Nzc3OvXr5uamsLJ4vb29snJyXp6egAAQ0PDvr6+uro6Ly8vV1fXlJQUmIlIJNLX14+KivLz84MPPXjwYFhYmKGhIYPBgOWEo1YdHR1tbW3nz5+H/n0DA4PU1FTYeVpaWjI2Ng4JCYEdoKqqKvgmgEWCOz719PSoNxd55sjt8yi+gMfmsOnPutrJ7GzramMvPhphKC0pGRsdm5gg9PaOSaUrVVVtmkPWQqGsqvpmaXlBSVkBrq5QLt94eqa7+D7wLMXv6+0bGhgCAMwtT5bXd7337gwCsbDnvdx9+zLiYpq+Ol6CQHTt2ZMzNsabn59SN6yZmRlnZ2cSieTo6Kinp3fgwIG8vDwnJyelUhkfH19YWMhgMNzc3OLi4jIzM+3s7GCrtbe3z8/PDwwMLCkpMTAw8Pb2JhKJRCLR0NAwMjIyLi6uoKAAAMBkMjEYjL6+/unTp52dnclkspWVlYuLC5VKRaPRenp6jo6OJBLJxcWlp6fnJVTlLr4JTCZz//79enp6ly9ffvDgAY1Gi4qK0tPTO336NHT05ebmOjo6UqlUf39/PT099cQVAoHg5uYWHR0NW0JhYSF0fAMAaDRacHCwvr7+iRMnYMuxtbXV09MrLCycmZmxsrLS09MrLy+fnp42NzfX09OLi4uj0WhwQ1M9Pb0vv/yyuLgYvjPm5+etrKwWFhZQKJSZmRkckRIKhVeuXIEjCoODg0ZGRnp6enBvDPjjVQ0SieTh4aGvr3/48OHU1NS5uTkTExM9Pb19+/aVlZXB7raTk9PIyEhLS0tYWFhgYGB+fj6ckCIWi+3t7dPT0xMTExMTE42MjMLDwykUyuDgoLa2dk5ODh6Pv3r1KuzCz8/Pm5iYwECKDg4O+fn5MO46/GVMpVIxGIytre2XX34J32QAABaLFR4erqenV1dXB58IXlDxhQIu71l9/O3YXJeInx5Imc1mNzdbTU6dnMbrTs8YjE8eaWm5Nj4+PTk1OTk1OTExOTMz/bxP2cVz4FmKPzw4XF1e3TPac7DnM7u8qw6WVfv2Zb37Tuyf/xz5t48T/vJ+PAJhbGGRubq6sbmpUi9WWF9fh8dCoZBKpXI4nLW1NdiRVygUSqVSpVKtrKzA45WVFfjLemVlRalUKpVKsVhMpVLVg+QcDofL5cJLMEWhUFCpVAaDAZ+iuTqPSqUKhUJ4/Loul3sNABsGdHcAAJRKJfyHrq6uwlYBVV4ul1OpVPXwm2azAduCzq6srFCpVCaTCVsan8+nUqkikQgAwOVyqVQqnNnJZrOpVKp6QuTS0hI0W19fh7mpVCr4dIlEQqM9Gozc3NxcXl5We6qZTKa6YE/MpIQ3UqlUNpsNy8lisahUKpfLXV9fh2VbWVmBEyVXV1dXV1fhtwA+Rf0t4PF4VCpVnTmNRoMNG6bDd49cLtf87sBM1OVvbm4OCwtzcHDQjGEDvzsKhUJddS+q+FzOcyn+5uamUMhjs+lPnWdaUXWXSMLI5Z0KZatCWSeTdfL52S0PO9ra2zo623t6+7Ky8/z8fGEVqKHawvMU4DnxIqGef0J4luIL+AJ3N/f9+/Yf3Hfws08OfP7534588cmpk0dOnzp66uSXR48c+Mtf3uzv33We7GIXrxzu3bsXFhZ2586dnc1eSPH5O3p1IKgsYemD0aLGoeruWVw/sahp6HbzCJ7y2GTSmnv3FxZmAUisb2i4VdiIq2u+h2tram5qa2/u7MwRiVxqcUX/+V//QyY/Wq8rFAq1tLQuX758+fJlOLn+ObGwsACHMtRISkqCEwQrKiqys7MLCgqgB+31xk5rbpeobW1tfX19/f39ff19w8PDd+7cLioqLCwqLC4ugtOidrGLXfxE8eJeHdbOD6jvm+2aoKwo16dnCQNDIyvK9WkKq7RlVNPmHu7+4iJ+bs7Ix+eNwEALIpFGY9CpS+SmJlltbZ+5+e9bWj3e2/MxDLADACASicePH9/Y2NjY2BAKhRQKBY7PiEQiuMbn4cOHOTk5fX19AICWlpacnJwbN24wmUw+n/+Xv/zlxo0b6pma5ubmMGZAenq6s7NzW1vbxsYGm83OycmBa3Hn5uZIJJJSqYRu4r6+PoVCIZFIcnJy4I0UCmVhYaGrq0tzBP8Vx85xdQAAdBqdTCLzuLympqY333zz97///e9///t///d//+1vf6unp0enf8Nrfhe72MWriRf26nyTH7+hf3ZgemF9fS0hPt7JyXFtbW1yllj2cGxzU7W5uQn/1tTWLS3Njo8b+vkhQkL0Fxe5fJGQzaFduLCZkT5tZvZOS6vfe3v2qxWfyWS+//77Tk5OTk5OUqm0qKjIysoKANDf349EImtqalAoVFBQkIODQ21t7alTpzw8PDAYjL+/f0dHx4EDBzAYjHoj3J6eHh8fn/b2dl9f36GhIQMDg4aGBh8fn6CgIC8vr5ycnKCgoMTERA6H89VXXwEAdHR0qqqqAgMDg4KCfHx8UlJSMjMzP/jgg8TExCecTq8ydlb8vt6+ImwRrgZnZWGFeBrgKuVd7GIXPzk8U/F/9Rzx8QX8b/bqPBia7x6bd3Nz3bd/37vvvmtmYny/uQXXR2AsEVks2gJljsuhZ2XdYLGIY2N6/v6IIIwhrW0AuLvTefSzZ0F6+qSFxXsPHqI1FZ9KpX7xxRdw7ZlCoZBKpSgU6vbt27a2tgwGw8PD44svvoAzuLFYrLm5OdRiS0vL+Ph49fIENc6dO5eSkgJnLxkbG2dnZ//hD3+ws7OzsLBwcXEJCQmBa+HQaHRaWhoKhUpPT3/zzTft7OyuXr1qbm6enp5uZmb20xo23EHxuzq7+vr6uBxu1o2sX//612qV/9WvfvXgQWNTU8X5c+fhasBd7OL7ApVKfdlFeAr6+vpePx/vd4mkpsbzzNVpHJjrGp5elvJDAv3NzYyFnIXWjrby1nGVakOlUm1sbKhUquoa3NLS7PiEob8/IjjanNbcrTp1conNwkTyi4tHTLf18WFoZc2nVFRUuLm5BQYGAgBsbW3hdK6xsbG+vr7Lly9DH87Vq1eTkpLUc3LVSE1N9fb2zsrKAgAYGRklJCQYGRkBAGQyWVVV1b17965duxYeHt7S0uLp6RkREVFVVXXhwgUAgFKpxOFwcXFxcK3QTwg7KP593P0FykJtda1a63/xi198dep09T0cg72hgyxEuTiq9ycYHh5OSEhISEior3/mtgdPgMvlqhfL7OIfAQqFAovFJiQkJCYmPhFEDADQ3t7e2dlpYGAwPj7+xNYUAoEAjrH9CBgeHoZrtSAUCsWtW7esrKzU0/y/XxCJxOHh4R8iZzUEAgGMP/YEXlTxv3GuTuPgfEV909x4W0lBZm5G5ETP/fKK8tKHj4VWrsXVU6kzeLypj88vYlLdZSMzwMhIIJUCsDw2htc3ePcJxWexWHv27LGysrKysvL09ITNCIlETk5OAgD6+/tRKJStrS0KhRoYGDAwMIBDvlZWVvfv3y8sLLSysoILOyHW19dPnjwJj/X09AYGBpKTk21tba2trUtKSgAAxsbGcHjA39//5s2bq6uriYmJtra2VlZWtbW16enpQUFBO1fCq4ZviKRGppSXlqsV/92PPlqWygAAJIIAVw+QBnpZWVmbm5twDaFa8Tc3N+FMJ/WBTCbTHNuQSCQSiaSjo+PEiRPPGfxvF68BiETie++9l52dnZ6efu3aNZlMptlOHj582N7ebmVlFRwcfO3aNalUqp4vx+fzYSiUlZWV7SEnV1dXJRKJetKh5im0hzMal5eX1Y1Qc94nAAAOyMGpja6urhEREeq4aXw+//Dhw+oIP3K5/IlROs0QLGtraxKJBE4dVhde/SzY7NXGEolEJpNlZWVZWlpKJBK12ebmplQq3f59eeqxupwqlUr9ETY2NtTHAICRkZFjx45JJBK4wkCdg3RF8t0V/3nm6iwyhbfqerIqWoob+kofDGRXPMir7pgmPTbeW3vvPp0+BYCfvf0BP//I4YG+wtiY4qKiisqKjIxs5OW32zpC3tuzT634KpWKQCD09/f39/ePjo7CWmOxWOp/P4VC6e/vhwOMdDodthU2mw1Vpk4EehsAACAASURBVL+/n8//emWASqViMBjwXwV/xCkUCpgzNGCz2eo5v3CS7/r6en9/P4yyJJVKNXP7SWBnxact0Zobmz/44IPf/e7fEAiEyS9+Af73f8E774D33h575z9CA4Mkq6uTExP6+vo83tdBMq5fv97Y2AgAyMzMzMvLo9Fo9vb2tra2lZWVHA6noaHB1NTUxMSkpaXlz3/+MxKJ3DlG5i5eG8B5FhMTE4ODg+7u7oWFhZGRkQCA0dHR4ODg7Ozs27dv29vbZ2Rk7N2718zMTK2zS0tLkZGRubm5R48eRSKRPj4+cB0GRFlZma2trY+PD4PBYDKZDg4OSCQSi8VSqdSrV68ikciysrLFxUULCwskEpmVlcXlcm1sbKBWuLm5VVdXHzhwAIlEGhsb02i06Ojoffv22dvbQ31cXl7+4IMPLl26dP/+/cXFRSMjIyQSWVRUxGAwLC0tIyIiYEARAACTyfTx8UEikV9++SVcdgtjiV+/fr21tXVwcNDW1tbW1rarq4vD4dy8edPQ0NDLy6usrOydd97R09NTR+dVKBReXl62tra3b9/mcrlNTU1IJBKJRNLpdHh8+fJlNpvd2NgIM5yYmGCz2cnJyXD1IpvNjouL09fXh34OAACJRPrjH/+IRCLHxsbGx8cvXbqERCIb6+/L5NLz33ln8+efj6/aBEKRkMNlP3XyfGVVVe29xv7B9PiEo58fOnjw0OcHjh458NmBzw5+9vnnB695H8XVOb733scwpsQuXhw7KP7Dloe11bX1dfUPH7QeP3NGB4FY/fOfwSefAAQCIBAbx48DLS3AYPSPj0PHWklJSXR0dFdXl4ODQ1lZGQAgLCwsIiICiUS6ubmh0ei9e/fevHnzT3/6EwxzBkfXFQrFbpj7fxBQqdT33nvP3t7exsamuro6Ly8PLv3v7u62sbHx9fVNTEx0dnaOjo4ODQ1VKBRLS0vh4eEYDKalpeXq1av+/v5JSUkKhSI9Pd3T01OdbVtbGxqNvnLlioeHBwyUplAo1tfXDQwMHjx4AI91dHR6e3sVCoWTkxP06MJWp6Ojk5iYaGlpqVAoxsfH4S+M1NRUdc9dIBCcOXNGKpVubGycP39+ampKoVBYW1tnZ2e/9dZbhYWF6mD6np6e6enpCoUiJSXF39/fzMwM+qZsbGxu3Lhx+PBhOAR44MCBrKysvXv3whBsBQUFrq6uT+wtERcXh0ajP/7445ycHH19fYVCoVAopqamzp49qz5+//330Wi0h4fHiRMnEhISPv30U9hJjYiIOHjwoGZ0d6jyCoVCJBKdOnVKJBIpFAqdS9p9Q72XMaQf0I+vhljE5z3j9cBkMbXOnvnwo78fPnzyxMkTJ06cOP7V8S+OfAH52cGj+/YdfPPNP2m+4XfxIniW4qtUqqTEpA/2frB//8eHDh38j//+j0kEApw4ASgUcOECyM8HLS0AgQA1NSOLizo6Omtra11dXb6+vtbW1u7u7nD7iMTExKioqHPnzmVmZpaWlubl5dHp9Nra2sjISH19/fLy8itXrry8j76LHxt4PF5fXx8ea2lpRUVFwY2sJyYm1JHUnJ2dQ0JC4A4WbDb7xo0bWVlZnZ2dDg4OQUFBMFB2bm4uDMEGAKiqqnJzcystLfX19fXw8HBwcFD7rLW1tdUu8jNnzsAxJxQKFRMTo44tY2xsnJKSAgMPEAgEGKFPMzCnQCDQ0tKCsv7VV1+xWCwAwNWrV+Pi4iwtLTU/nbOzMxw1LCoqCgwMNDExgR1Td3f3jIyMQ4cOlZaWlpaW3r59m81m19TU+Pv729rapqWlwRgPaly/fj0tLa20tPTEiRMZGRnqok5NTZ06dQoej4+Pf/jhh6WlpSUlJZWVlUwms7q62tXV1d7efmlpqbq62snJCW4dCAAYGRmBw41yufzo0aOPKufCua7+Tt1I8g/o1VFDKOCyWbRnXWUw6HOzC/UNHY2NXfX1bT09k4uLC0QN0Gi03V7h94VnKf7E+MS92nv4aTxllFhf33XwyN2HiP8HfvevoKICzM2BlRVw7hxAIEBlpXJ9vbS01N/fv729PSkpycTEJDU1FYPB4HA4fX398PDw0NBQHA7X09MTFRU1Ozvb19d3584dbW3t8vJyBwcHHA6n6RHaxWuM+fn5Dz74AIfDVVZWenh4lJSUuLi44HC4yMhIMzMzT0/PmJgYQ0PDW7dueXh44HA4dbd3ZmZGX1/fy8sLxtRMTU11dHSElwoKCtzc3GDrsrS0TEpKio2NxeFweDwejUYnJyfjcDgCgeDr65uZmYnD4ZydnUtLS1EoVG1tLQ6HO3jwYEJCAoziNz09raOjk5OT4+fn19DQAJ/O4/E+//xz6F9yc3PLz8+Hmdy+fVtLS0vz06WmpqLR6Lq6OhcXl7CwMAwGk5OTg8Phjh49mpeXd+3atZ6enp6enpiYGDqd3tPTk5aWZmxsfOfOHVgJ0F0MALCxsSkrK+vp6Tl58iTc8xWHw+FwuJmZGWtra3g8Pj7u6OjY09PT3NyckJDA4XB6enpgnFoul9vT0xMYGKgO+zM/P29paYnD4RYXFx0dHeHOIvZ2V6dnp3TC539wrw4AQCLm87g7TXUaHb1Te8/tfr17VQ36YSuKxf7JLGj6yeFZij/QPzDYO8gQMZJ5sVVVXW+/29+L+APQ+gLMz4O//Q1gMKC7GyAQoOTRHlg4HA6FQrm5ucG13XD2qru7OwxX6+3tjUKhJiYmFAqFu7u7h4fH/Pw8AGBqagqFQqkn/Ozi9YZMJvP390ehUCgUCkZPam5uRqFQrq6ulZWVzc3N3d3dcLVjeXk5CoVSx2tis9nl5eVNTU1wP5D+/n7NPQjv3bsH2x6M2JqQkIBCoeBIb1RUFAqFgtNsQkNDUSgU/AXA4XBgMSIiIoaHh+HenNC9DgDIy8vz9vaG3crl5eW8vDw47KdSqa5fv45CoUZGRtbW1p7YqAsAUFRU5O3tfezYMbj1W2BgIAqF8vDw4HA4AoEAPhGGx0GhUF5eXjD4T0NDg7pCAACbm5sBAQHwRh6Px+Vy4Y1isRhuAYtCoVZWVshkMrRZW1sbGxtDoVBoNBpsTVcJDQ3VdBMRCAT4RVMqlTCHJeqicl3xInN1eN+45hYAIF9VimQrdBZ7kUYT/X/23juszSvN+9fMzm/f2dmd3f3N7uw7OzOZSeJM4hIntmPHDRdcAtgUQyiiit6RMEL03rvBWFRTDKaDhESvoiO6Eb0IREcSQkL0pvP+cTLPaOwY23GcxGN9Ll+5hHKedp5H93Of+9zn/q5uCNe3nmogEoGq6szuHvllPn5piSBYwc7MmNQ32OXk1pIp5eTC0sws0sQE8ykff2pqCpZSqq6ujomJeeFpPA8fHx9EuBVqqsA9IzNIEBqNJl5PNTY29lkJt7eF51n8gf6BIP8gr0AvudBbIcG++iYE76vSM//+a/A//wPj+ODoUaCnBxZefNMlSHhHiI+Pt7S0dHV1FZdJ+cmyLOR9d4vPW2K/MKozxGKnlXVkVHZRW0dK25kZVV3p5R0dA3+34EIkEqU9Tt3aom9stG1s0NfWure3O9fWamdmOxYXafPzHdSigJMnzyK19zY2NrKzszU0NDQ0NPB4fExMDCLM9B24ffs2kqyppqYmLy8P9wwdUoTk5GTx1Vs2NjYwhf9t5HkWf29v78GDBzI3ZVRuqsjIyN65c1teTe2esgqQlwcaGkBVFTg7/4inLUHCT5D5+fnR0dG3RSH1tfLxeUtsDvsFa9KKWwY6hqYBAIze3joaDQDAnFvKrOp6qll2DmVpqXtmVnt6BjM9bTA9rT8zYzA3h5mbw/CWdQup9h98cAzJ1RkdHb106RKyLZlMPnHiBB6PhzK+AIDU1FRXV1c4xMvLy6PT6QUFBQCA2NhYV1dX6JtvbGw4Ojri8fiPP/4YeTnLyckh9doAAAsLC3g8Ho/Hr6+v5+fnw6mekJAQPB5/8uTJ4uLinZ0dV1dXV1dXHo8H86ioVCos4evk5ITH4xd+ku7wC+vqiBP2INojJOSbf8HB9ZIy9BIkvLW8/prbF1i08rahFsbE5OSEg4MDGo0eGxvreNKXR+vd3trc2d7e2trY3t7a2tqkUIv29zuFa9rzC0ZT00bTM4bTM4bTM0bTM4YcrgGZYv/xx39bgbWxsZGbm6uurq6urj4xMVFYWCgrK5ubmwvLIQAA8vPz/fz8DAwMsrOzL126JCcn19XVFRQUZGlp6efnp6qq+vjxYxcXl5SUlNzc3LNnzyKL/WRkZOTk5OCe6+vrsVhsbm5udna2k5NTfHy8s7NzREREeHh4bm6ugoJCSkqKnZ2dl5eXn5+fnp5eTk7O//7v/0ZGRk5OTiorKycmJlZVVT1bTfunwMEWX7gizMvJK8gryMrMUlBQeKqozq9//WuoyyNBgoS3jtf08V+yrs6IPR5/8tSJjz/+2FBft6Siito6Mjczvrgww5ocmZ9jzc9NhfjmPYptfZRkNziksczXY3MM2Bx9Dkdvds6Au2RAKnQWX3MLmZubY7FYurq6kZGRDg4OAID+/n5FRcWhoSFHR0dzc/Mvv/wyMDBQV1cXTiSqq6vLysqam5vr6OhUVFTcvn0bznKoqakh6VwKCgo0Gm1mZmZmZmZwcBBZiwsTeN3d3TEYDHw9uLq63r9//9SpU6ampubm5qampjDvEAoUyMrK+vn5VVdXI3PxPykOsPgcNqe8tLyjrYPeTD9z+oy4rb948QJaU+M//uM/xfPYJEiQ8BbxxqM6ZfTh+vZeADbvhfhbWxiDraXa+prsmu6nmh0xT0Bdd0f9ztjR7lJJmQ+JbEMuJBSQvCcmnNY39ItL3T85fPIpiw8AEIlEysrKoaGhUAqVTqcbGhra2NhAKeSoqCiYIQs3RKPRMJ5Do9Fqa2vl5eWXlpb29/fl5OTg6lkAgKysLBK+n5ycvHnz5v7+/s7OjqqqalhYmKOjI1Qf3t/ft7GxgaqtsHFubu6jR4/EA/10Ov2Pf/zjT1OK7wCLX0QtGh0dHRoc+uqrr8TN/fVr1zc3t3Kycy3MLV4oSSYSiRITE79z+egfXpfmjSb+vqRuT2Ji4psov5qfn48ofX83kLIZP2U2Nzetra3hGsAX8qq3W/zye3t7c3NzX6lDfgpp5cgJv2ZU58W5OtWdY2nk4kZaUcajxJSHkTUlOY8ys/JoT55qdkJpGnWYjfqNvqcbYWqGS6O109sY5MIqvL1LWvqp1Edqhw59jhTYEwqFOjo6KioqysrKbW1tFAoFri1+8uSJpaXlzMwMDodTUVG5ePHiw4cP7ezs4IZMJtPU1FRFRcXV1RWKSUJNlRMnTkxMTMA9GxoaInk7W1tbVCoVHqW1tbWoqMjLywuu21ZRUTlz5kxtbW1HRwdcAE0ikWg0GlwTuLKyAisKZGZmwqoMPzVeWFcn83EmYuv/+3e/SyYX8gHomtjTNGYaYLSrq6vm5uYQbZmuri4YTEMQiUTnz5//1jmMU6dOIZKb3wqHw4mOjhb/JiQkpLa29uAr2t7eRmSvXwknJ6fbt2+rqKjEx8d/hxBcQUEBXB/0rSwtLcnIyMBHCJZmOoALFy4gsg04HO4lbYpIJMJisXCx5fb2NhaLhcl/CDo6OjD78FthMBiHDh06WOimtLT09aulPn78+NChQ+KLQl9zb6mpqcifIpHI0tKSQqEgP+TnQaVSb9y4oaKiYmtr+5LFUdbX1+/du4fcDiqVqq+vn5GRgRiKA+jt7b169aqKioquri4iqfjy7O7uvsxT/dFHHyHFFb6VyclJJM1EuLEi59b3Ork6L/Dx2bzVwvrejIp2ckMftXkgs6Itv6Zncu6peW3RZ4dLUKheFOq6vMJ1gUCwtblFLiSnpCarqWvJK8j/53/+AoVCIWtu9/f3YcoqfIBEIhGsnLO/vw/XSa+vr3M4HIFAAD105G4JhUIOh4OUZII7Ef+dizeGPHsUgUDA4XAQBxZpADcXP72De+ZH5GCLPzkxmZeTh1j8Tz/+GBQWgsLC7fTM/rTCO/oGdfX1/f39SPnS9vZ2+LmsrCwuLg6GyBQUFHp7ex89ekQkEhEltoaGBllZWV1dXVhUZ3d3Ny4ujkgkwjsVGxsbExMzOjpaUVEBG8fExNTW1uLxeDQaDava0en0uLg4mJfd2dmZmJhIJBJhBaSTJ08GBweL18h7GeTl5YuKing8noWFBVw8yWaz4+Li4OeZmZnk5OSMjIzl5WUikQgrNQkEAiKRGBsbCwBIT0+XkpKCRp/L5cbFxYlbopGRkcuXL3M4nPn5eUdHR1h3qK6uLi4urrHxG/HIjIwMIpHY39+voqIiEAhGRka6u7ulpKQCAwPhteTk5BCJRLh8gUwmx8TEEIlE5KEViURXr15FSmtdvXp1e3t7dHQ0Li4uLy8PAGBlZZWenl5cXAw3RLLdAQBCofDBgweysrLBwcFwQdzg4GBMTAy8XwwGIyYmhkqlPnny5DVHCdPT005OTrKyshkZGTDpuaamhkgkwhtdXl5OJBLhS51KpRKJRHi4uro62LitrW16ejo7O5tIJCYkJAAAYmJipKWlExMTYSktkUh07ty5+/fvww3z8/OJRCJMx+jo6BgbG0OeisDAwLt37/J4vIyMDCsrKwaDMTs7W1VVBQCor69HTqO+vh7+wLu7u4eGhmBqf3t7O5FINDExgYu/mExmbm4ukUiEhQVhj8EzbGtrg4ejUCgqKio8Ho9OpyO/l4KCgri4OFiqk0wmE4nEycnJioqK7Oxs2EC8E06dOhUUFAR3mJeXh2yIUF5efv36dVNTU3i9q6ursbGxRCJxa2trbW0tNjY2MTFxdHT0m2usq5uYZip4Db3BqA7CmnB5eem5A4LPPtNAoU6gUL/X0EBbWFiUlpWOM8c7OzuzsjP1MPo4W7u4uLifZkz8beQAi19VWcUcZ7a3tvv6+H526hQKhcqAmfgoFEChhlCoJnd3AMBAf/+hQ4dMTU1NTU0VFBTMzMygEI27u7uZmVlRUZGZmdmDBw8+++wzf39/Jycn6Lbfvn17Y2MjPz8fjg/s7Oy8vb0jIyNHR0cdHBz8/PyioqLq6urQaDSZTDYzMwsPD6+qqnJzc/v666+hVa2trYUrXPLy8oyNjbW0tPz9/e/evVtZWfnVV1+5urq+ailmNTU16OHicLi0tLSFhQVbW1t3d3d7e/vY2NiwsDBpaenw8HAoquPo6AjLufj7+3t4eBCJxLS0tCtXrgQHBw8NDeHxeHd3dzwe7+vrC3c+OjqqqKgIPw8NDamoqFCpVGtra9hLhYWFMTExeDw+MjKyt7dXW1u7vLzc3t6+vb395s2bzs7ONBotMTHRwcHB398fj8dXV1efOHHC29sbngmbzYZ7lpKS0tbWNjU1NTY2PnfuXEtLC6wcbmNjk5qa6uzs/ODBg7Nnz8JiNc7OzohvOzY2duvWLdgJ/f397e3txsbGoaGhaWlpVVVVpqamoaGhZDLZ39/fy8vrOz5qAAAAcnNzYS0daWlpkUhEIpFsbW39/f3JZHJWVpadnZ2/v39xcXFaWhoej/f397e1ta2oqJCRkYHDRFVVVSKRePz4cX9/f3d394SEhISEhGvXroWFhSEVK69cueLo6FhdXZ2UlEQgEGCPNTQ0HDt2TFtbG3kqwsLCPD09d3d34QJgExOTL7/8srCwkEql4nA4+CxRqdQ7d+5AN8LIyCgoKEhHR6e8vByes5aWlouLCw6Hi4mJgafk6ekZFhZWVVUFG2AwGKQke3Fxsb6+/u7u7tjYmJycHAAgMTER3h0LC4vy8vIvvvjC39/fwcHB3d2dQCDk5ubm5+eLdwLyVCckJMAn09jYGC5Jg0ClJiKRGBoaurm5icVi/f39IyMjh4eHbW1tAwICYmJiSkpKMBhMbm4uAX93bn5W0Xv4za7Aggj4Swcs0B0f7xsc7GBODAMAurq6zl84/8EHHxz66NCRo0dSU1Jf08WQ8BQHWPy83DwjAyOsNdbHy+fYiWOPYF2dxESAQoFz50B6Ovjtb0FDQ8/ExJUrV2g0Go1Gi4yMtLW1tbOzu3LliomJiays7OPHjy0tLSMiImAhlImJiRs3bvD5/IsXL+bl5REIBCMjo42NjaNHj4aEhMzPz7PZ7E8++SQqKmp+fh4uK4+MjLxx4wadTl9ZWcFisXBdJZ/Pj42NNTExuXHjhoWFBR6Ph6ESHx8fLy+vZ7VuXgY1NbVr165dvnzZ1dV1a2urp6fnt7/9rYmJib6+vomJSXBwMFzcB+fwMRhMSEgIUvNEQUEhODgYqiO0tbXBDTEYDFI4aHR0VEFBAX4eGxvT1tZ2c3M7d+6ciYmJvLx8Wlqanp6esbHxzMzM9va2lJSUlJRUe3s7AEBGRgYu+JSRkYF6bfCVo62tDfcmLS09NDQEABCJRNevX8/Ly6PRaJWVlUpKSjExMYcOHTIxMUGj0R4eHu7u7vfu3dPR0UE2RGJHNTU1J0+ebGlpOXv2bFVVVU1NzdmzZ0tLSzkcTnZ29sWLF6urq3k8XnBwsJ+f33foW8j+/n54eLiMjExLS8vx48cXFxdtbGwQGTVdXV0KhQI/q6qqQhfb19fX09NTV1cXvtUwGMz9+/ehorVIJFJSUgoICEBSseGXt2/fhv7+7du3obF2cHCA9Z1gEXVIQkLCkSNHlJWVraysFhcXYd4HAMDGxga6FGlpaVgsdn5+3szM7NGjR7AspYGBgbu7OzxiVVUVHo8nEAjR0dHII6egoODr6+vi4gIA6O7u1tLSgt83NDT8+c9/VlZWPn36NIwty8jI3Lp1y8TE5Nq1a9nZ2bClubl5bW3t4OCgoaGhmZkZ0gkeHh4YDAYOIG7evKmgoGBiYiItLY0EOblc7qlTpyorK42NjWEl6iNHjhCJxIWFhfHx8aNHjyYmJs7NzTU3N1taWgYEBNy6JTfPnlPyGfkhfPzlZe4LE3v6+vr6GH3DQ8MWFhbi6kv/9E//5OLiIvHxvy+eZ/GXuEtRUVH6+vpGBsZmZsZHj9+ko/4ZfPQX0NwMMjPB2BhwdgYoFCgqahsfR2at6XS6lZWVlZUVnDdrb29vbW3V19ePiIi4e/cuAGB0dBSNRvv7+1+8eNHQ0NDQ0PDjjz+G9Wbb29s/+OCDyspKAEBjY+P7778fFxeHWEwjIyNVVVU7OztoIIKDg+FMSVlZGRaLxeFwML7s6ekZEBCgpKT0rODGC/n666+bmppqamrMzMzm5+fb2tpu374NANjY2CguLvb39w8ODl5ZWYEOmqGhYUREBOLBKSkpQQcNAFBTUwONO1y6ARuMjIwgPn5UVFRqaioOh4MR1d7eXhjYWVhYOHv2rL+/v7GxcVFREYFAYDAYcnJy8GmXk5ODETDor32rxf/qq6+QKV8tLa2AgAA4U7K4uFhZWYnH48PDw8UtPlxxAiMhaDTa0NBQV1f3+PHjsHBYWFjYe++9Bxt7e3tfuHAhODg4KChoe3sbRqX29/fLysqgea2urn5h9HJqaurQoUMGBgaGhoaKiooGBgYEAgHmVgAA9PT0YLUDAICamhp8Ery9vb28vFRUVGAnGBoaRkVFwUtYWlrS0tLy8vISF6WAnQCrSMrLy8O3pr29vZ+fn6amJlLnEgAQGhrq7OwsFAphvEhDQwOmGtvY2MBXe0pKCkwDcXNzw2KxsPSNtra2h4dHYGAgAKC0tPTu3bt4PP7+/ftoNBoAIBQKNTQ0/Pz8nJycAADt7e2IxS8uLtbW1hYKhXg8Hj4VcnJy8IhQCgY+M5aWliUlJbBSgrm5OdIJnp6esNAsAEBGRgbGpuC7Ae7f0tJSWloa/qY++OADmCdSW1v7+9//HmajlJWVvffee/Hx8bCIEABgefV119y+rMVfXVniPb+uzvr6elFhUV5OXm5W7ukvTj+VA/7LX/4ShUK9pqD2j5Vy8BNMdXiexae30umtdAAAf3Oxrm7s8KeD9agPwUd/AK2t4PFjMDoKXF0BCgWo1A4mEymIWF9fb2ho2NnZaWVlZWRkZGtr29HRYWRklJSUdPjwYQwGY2Bg0NLS4uTkhEQqCQRCcnKym5ububl5aGjo1NQUFos1NzePjo6m0+kGBgZVVVVGRkY2NjZNTU3d3d3GxsY4HG5gYMDZ2dnIyEhWVtbBwQGPx8MAq5eXV3R0dE1NDRqNfslsDQR1dXU4Rm5vb7e2tp6YmLh//76RkZG+vn55eXl4eHhYWNjKygo03Pr6+hUVFSkpKRgMRkdHJz8/f2BgwMnJCYPBzMzMREZGGhkZYTCYjIwMuPPZ2dmPP/4Yg8Ho6upCQ9/Z2YnFYo2MjCwtLZubm8PCwkxMTFxcXHp6elRVVVdWVgYGBmCfwGuBfYvBYLy9vQcHB7/44gtdXV0MBhMTEwMDzSKR6NatW/CnsbW1defOnYGBAR8fHyMjI0NDQxqN5uTkFBcXd/HiRT09PQwGEx8fv7q6CgDY29u7desWUh8YRreMjIzMzc1LSkrgHbSwsGhoaIDyVQKB4MqVKwCA3d1dKSkpaOjl5ORemI02NDSEjIomJiY0NDR6enqsra3hVdDpdAsLCwwGk5SU1NzcDNVGHRwc+vv7i4qK4Dl/+umnqamp0KFeWlpSVlbu7+8nEAgYDAZOYEAfH1r8hoYGeBc8PDwGBgYUFRXFJ+rCw8PFxytQsAEA0NXVZWNjA4VO4URUe3u7uro6vIkqKip9fX3wiNLS0q6uro6OjkQiEb6AhUKhoqLiwMCAr6+vtbW1oqIi4gwVFxfDocne3p6bm1t6enp9fb2JiQmsAt3T0wN7BlYBamtrMzEx6ezsFO8EKpWKRqNzc3ORDQkEAnzZAwCMjY1hgB4AYGZmlpOTg8fjLSwsoqOjWSyWmZmZhYVFUlJSTU0NFP02MjJizU5+u4//i5dTNn9hVGdvf3+WIxib5Q4wZ/pG2nH6RAAAIABJREFUWWOzXNbC8s7OnngbkUhUVFm5IhBOT01raWmJ2/rz5y+wJoeSkx6oKH+N5H5sb2+/cFL+Wezt7ZHpMhaLhTwHk5OTb3T0QCKRfHx8xL8ZGBiorq6urq5G6kb8wDzP4re3tZcXlbcNtemP6pWVVykoU2h//hzckAJxcQCFAmfPgsRE8K//Cqqrt3Z2kNuxsbEBJ9XhFNni4iIAYH5+PiMj49q1a3Q6HQ6ruVwuMt3N5XIFAkFvby+dToeh2M7OTjqdDt0ZDoezsLBAp9ORlXFMJhNG9rhcLp1O7+rqWlpa4nK5cFsejwd/+W1tba+qmCoupMNisfb29qDcDfzZCwSC5eXl/f19eIELCwsw045OpyOzc0tLS9D52tnZgeeG7Hx/f394eBhK9yBfslgsOp0Ob/3g4CCdToc7n52dhfZ3fn5+c3Ozvb0dXkt/fz+dThcIBBsbG8ePH29oaHhqdnpubg6GgEQiETK3TKfT+/v7YWcymcxTp041NTU9uyH0f0UiEZvNhhcCfUM+ny/eCXw+H+kEkUiEbCjee89je3sbybnY2tqCdhl2Akx3YTKZdDodjjyg0hEyRQGfisHBwbW1Nfhc7e3twWtks9l0Oh1RUkM6AelVOO6ZnZ0VT47k8/ni5RAWFxeRqezp6Wk6nS6+zBMecXd3Fx5xcXERCiUtLy9DcSTYYH9/HzZoa2vz9/e3tLR0/msxkrW1NeRadnZ2YNWAgYEBOp0OU6rghhwOZ319fXNzE/6mnuoEOHGNPAniuVhsNhuxYzBXpbu7G+mWtrY2Op2+v78vEom4XO7MzAydTucss+U9B7/F4v/TS1j8l/Hxu4dn0so6SPUMatMAtXmA1MDIrOqq63o6sem+rXlOXrY9wRGx9f/z2/8x0DeYYI6XlXClr3qHhfkgmY7j4+NP1Sx9GdTV1RE51q+//hrJSBMvqP0mgBI/yJ80Gs3Y2NjMzAwJ2P3wPM/iLyws4LC4CxcunL147sqlS5elpaTPnUsVm7kFv/kNeGlJ2+7u7lf1uCUcwOrqKpFI/A4brq+vv06pQQkvSXFx8d27d0NCQn7sEzkIwRr/26M6L23xXxBpKWoe6Bn9uzbTi7yMyr+zsE8Sk6pQVtqoP334xw8Qi2+L+yYRld66VlrCvXzpSyQBlslkwrgqAEAkEnV0dGhpaWlpaU1PT+/u7mZkZGhpacFskLy8PHNzcz8/v52dHQwGA7PBAACqqqqIxVdSUhoYGOju7obCuVtbW83Nzebm5nfv3t3d3S0sLHz06FF0dPTu7m5ZWRkGg7G1tUW8Bii3Zm5uzmQyZ2Zm1NTUtLS0TE1NoY5rZGSklpbW+fPnYYAPAFBeXm5mZgZdA0hISEh2dnZKSsrOzo6jo6OWllZ6evru7q6vry/0PiIjIxsbG7W1tbW0tAwNDblc7s7OTmpqqq6u7ndWVD9g5pbBYKSlpeVm5+bk5OTm5uQXknMzMjbT0zczMjYfP978Nq1kCRIkvC08dwXWy1j85eUX5+pUtA83947X1daQyYXkwsLSosKmts6C+r5VIX99TbgiWF5bXVkYGSyXwtNQTlL//gvE4n/++efI8lcrK8Pk5FRk1MZkMuH0GgBgeHhYTU2NwWC0trYaGxvHx8fjcDgGgwG3bWlpCQgIMDY29vHxwWKxiMVXV1dHisNoa2snJydfuHChsrJycXGxra3t2rVrAQEBeDxeT08vJCTko48+6urqKikpOX/+fGtrq/jCjZ2dnYCAgICAgDt37iQlJcnJyTEYjNLSUhwOFxER4eXlxWAwYMoXbB8REQGLaFdVVcFZrxMnTqiqqs7NzeFwuOTkZAaDYWdnFxMTc/v2bTimUVZWjoqKunnzJoPBqKmpgTkwMjIyfX1933mJ5gsrqa2vr/OX+Xt7e4ODg6fPn//D8eN/OH78959++vtPPhEv6i1BgoS3i9ey+C+Tq1PZMdrcMxLk721hYWphZoaztiitrKa0DLEXprjchdmZSfbirGBtJZGYEKl3rqPDzMTkBLT4586da29rn52ZW19b1dZSJ5EKkH0ymUwo6AUA6O3tRfx9ZWXlgIAAxKGm0+mOjo7u7u5oNBoqciAWX0VFBclpVVVVLSkpcXR09PT0DAkJKSsrO3z4sLu7u7u7e2pqakBAQFhYGABgZGTEycnJy8srKioKzsRubGzcu3fP1dXV3d39iy++SEhIgBo9MzMzurq6Li4ucAwOdR7gsSIjI+Hp+fn5Xbp0KSgoSF9fH4ZrVVRU4DSDm5ubr6+vhoYGjJDq6elFR0ebmJgAAIRCoZycXGtrq4uLi5eXF1wl9B042OI/6XmSlJhUkFOAw+LgnPlTSGI1EiS8pbyuxX9hHL+UPkSjd4ItzgZvenVpYo09VkurzPr7asn7e/vqaD1pucPUIikgijc3P/lv//bz6qp6AAAxOuz6Nb3//u+LTc2VSHsmk3n+/HkWi8VisRgMhoqKCovFGhgYwGAwDx48sLW1ZbFYc3NzYWFhBAJhdXU1JyfHwsLC1NQUWSyur6+fn58P96CiotLb27u2tlZcXPzZZ58lJiZaWFisrq5OTU1lZGS4urrCrKy9vb21tbWkpKRjx47BeMvS0tLVq1d5PN7q6qq8vHxERARMgRodHVVTUwsODvb392exWEFBQUgcf2pqysHBoaCgYGVlxdPT08XFBZb/BACYmppmZmayWCw8Hg9TJPv6+lgslpycXExMjLq6OovFamtrU1ZW3t3dXVtb8/b2vnjx4svfaXEOsPgd7R0N9Q3sRXZebt5v/v/fiBv6lJSkgoK0K5euINmHEiRIeLt4vajOS6zAqu+ZSMihFBTmZedkZeem52anx6VmFjb0ibcpLSlta6eP9U1xmKy2dtz2lo+D/Rd3lGRraibraquOHfNDoSJ8fWs2N7+J6ggEAmVlZVVVVVVV1cXFxfb2dvh5dHR0Y2MjKSkJJnFvbm7GxMSoqqoqKSklJCQQiUSkYppQKLS2toZbtbS0LC0tqaqq6unpdXR0bGxsUKlUVVVVHR0dNpudmZmZm5sLAOjt7VVVVcVgMOPj4zCOLxKJBgYG4E60tLQqKirCw8MBAHNzc66urhsbG8HBwaqqqgoKCuJKaaurqw4ODqqqqvLy8mQyOTg4GE7Qr66u4nA4VVXV+Ph4KG+mrq4Od15RUXHo0CFVVVVtbW2BQNDQ0KCqqmppaYnM5r8qB1dSm5ycLC8tR7z7n//8558e+zQuJo7P29fXe4jDWk9NsXZ2dqhUanFx8ezsbHl5OZVKLSoqolKpc3NziJwhkrdXVVUF9Z1nZ2dbW1ufPHkCANjf36+trYX5JBIkSPhheE2L/2Kd25W1zYYnE+VtI1WdY1WdYxXto7RuJmd5VbwNqYDEmeKUzpTen4kOdK4NDtIEICLA/8YvfvHJ9WuxP/tZLgr1WFe3YHV1+/Uu9m2lsbERyWj+XnhBJbXxidzsXMS1P3bsGAzcDw4sZWYAtLpqUtLDjY2NGzdufP755/39/ffu3bt06dLp06cDAgKysrL09fUBAIGBgVFRUQCArKwsKysrR0dHR0dHBoPxq1/9CqZ17+zsoFAopNiIBAkSfgBeL6rDfXF9fISNVR6f++0hoIryCm8Xb2MPY2UvZT9X31tyVkGB18JD//xfv0GdPKF17KjcL37xHoPR963bvgusrKwgay6+Fw62+NNT06VFpf/3f/7vv/zLv6BQqN///vdNjd/UfaRSHpuamMH06szMTKRiX0JCgr+/PwCgoqLCyMgoJiYGpgOKq0UDAEQi0c2bN+3t7dPS0kJDQ21sbODrQYIECT8Mz7X4P3/ZFVgv8PH/diT+0vOmeXd3d62srVQUVNQV1JXuKGpoqF29eu3y5RNKSvKaml+rqytmZaXu7b3yAnoAwN7e9s7W2s72+vf1b39/78VH/clzgMWvramtp9U30Bpqq2plZWRRKNSvfvWr6OjoZd4yACA+LtrGxhq2TEhIsLe3h5/v3bsHCyZ3dHSgUChYqwQAgMfj4VrT1NTUnJyc0dFRPT29oqIiPB7v6upKIpEMDAx+sKuWIEHCcy3+/3k51cMXRnX+dqRl7suXZNjd3VpdFR7QYHl5ubSkqqK8priosrPzuXXW1le5vMWRZc749/KPxx7d2Vp93rHeIg6w+NHR0Z8e+/SLU19cuXzp9//7Xz/7GcrZyR4AUFFWYmxo/eUZVSdnO9gyJSUFSYtCLD6NRpOSkvL09ISDEmdnZxjbCQ4OPnv2bFRUlKamJgAALuWHBSN/wOuWIOFd57kW/19fwuIvvUpUZ5nHWVx4WU0APn9p4fmNORx2aUnd0GDb8FDH8FBdc2NnS3Pr/Nz84sLi4sIil8NFWm6scQVc5u4mm8+dWOYwV3gs+Pm7/VvmjO9s/RR1a1+V51n8wYHBnJyc2pra9kp6UX7VuQtRP/uZx6Pk8j7G5NBAr4oyDoVyNjBIW1nZ3tvbgfPPsHBCYGAgLJNJJpONjIwmJyfNzc07OztnZ2cdHBxIJNL09LS+vn5gYKCCgsLm5ubU1JRAIKiurpbE8SVI+CF548rmfzvSgdWSn0Ig4B0wIMjLpczN9vC4Vhy2zRJHn72Q0tk+VpBfWlxURaXUxscmpCSnwHJRWxvLc6y+0qIcPndCuDw1w+orK85dWZpc4bGEy6wVHovPnXjqs2BpcoU3iXwvWJp8dyw+vZXe2da5srEStRjqnnL/4w97UKhhFCoChfJRuZP+4QePUai6o0fje3uX1teXtbW10Wg0rOxYXFwMq6R1d3fDVQhMJjM0NBQAsLW1ZWdnp6Ojg0aj6+vro6KiYPEcAACDwbh///6PcP0SJLyrvL7Ff/moznPj+M8i4C8dMHrISM+bn+tgTaCZ41oT41oT44qTzAfClaTVFSoAD6mFJb/73f+OjI4AAPa2hb1ddefOneZzJ7bXF9pbq6UuntvZYPO5E/PTg+y54fWVWR57fH56YJnDXBPMrPBY64IZ9tzIhnB2aXFsfmaQMz+KGP1/eIvP6GU8iHyQkJrwZeJZw2Dtu5YhN2/YXZN2lr7qfEnK+dxZWxTqIze371LaRYIECT8FXlPZ/I1FdZa5C/PfXleyuaklKvJeVkZ5TlZKdlZqXm5sdmZ6Tvb9rMxwHy8vUv41Wq3xR4e+GBsfAwDsbQv7ehpuXL/C505src13ttXevvXVwvyYt6eT6teKnh4Os7Pjrs52Rob6nh4OiwtjVpbGHq6EyHuBszPD+LuWKnfkoyICdrY474jF397e9vf3P3vmrOyXstIXrl2VviAnd0VL6462trKOjgoarWhhgREKX0odVIIECT9BfkAf//m5Os8i4PM4nHkOZ57PX+JyFpa4i3CIsLKyHB9DHB+b4fPbBYK6FUE9b6lrZYXGX24RrnRHhCud/uJETtbjI4ePPs/i62irO9hjL0mdZ8+NALBti7OQk73h5e199cpFNxd7OZnrWpqq29t8VRVFRQW5VcH0hnD23YnqAABEQPSUrkhKSkpcXFxsXGxcXNyjR49eRtBZggQJP01+qhZfwONy5rncBQGfx+UuLi2x+fwlLmdeKOT3MZ5UlNfPTNOnWarTLPT0lMY0S2uapcleQA/0m0ld/EpdTfPs2bOIxe/tqrt86cLuBhuAlQFGi8xX1/qeNCYn3tfX0wwO9rfFmmuiv05NJt6PDGppKPtaWaG/t2Vvi9dUVxoZEYDWULkX5vfu+PiQ3d3dstKykuKSivIKc3Pzp4rqvPfee8jSZQkSJLxdvJbFf6VcHd4rRnXmnxPVAQBQyJXz87S1NVP2oh5n0ZDLxnDYBhy2/vaG9YNo41Mnz33+2edQYGF3a2VsqF1d7U5hQXpZcW58TISZif4Us7etpRKHNTM31b8XHuDr4/Kkp/PB/eC8nEcyX11raSzfXmcP9rW2NlVoa6pirU33d3nvjsVfWVmpKK+ora5tbmiWviotbusPHTokdUnqF7/4xcOHD3+sM5cgQcLr8Lo+/hvKxxfwlxaf/y4RCldjiKldnUFV5Q51tTbVla611XhaDY5W49HSZHLm9CVEInFjbWl9Zbq/t9lQX9tQXxtrY7YhnCsqzDQ00HZxusvnTuxscsJDfQ31te+F+6+vLUZGBIwMtm9t8pIS7hsZ6IQEeW0K596pqE5pSengwODkxKSurq64uf/8s895PG5ZKdnI0EgiNP+G8PPzKyoq+rHP4s0yODiIFCr/EZmYmIB6h99KSUkJl8t93v99o1RWVvr4+CD5bC+ESqUiUlEvw081qsPnHTB62N/fLywsPHL4i+OffvnpsbOfwv8eO/vpsTOnTl56770//vu//zsUV9tYW+Itjq4JZsDeMthbBrs8wdLkhnAO7C6LdpZgRubeFgfs8mCe/t4WR7g8tcwe315fALvL+1vcdyo7EwBQVlo2wZzIyshCbP1//OY3flH3p5b5jIldBTW6iRGmrq4OANDc3Kytra2tre3n54dkZwIACgoKKBSKr6+vlpaWtrZ2S0vL2tqapqamtra2rq4u1G/b3t728PDQ1taOiIjY29uDejVwbyMjIyKRqKioSFtbGxaPI5PJ4me4v7/f1dUFGw8NDe3u7lKpVG1tbWtra3FF05eHyWTq6upqa2ubmJg8efJEXl4eam339PTA5WNP0dvbe/v2bSif3dHRcfv27aampocPHyL6Dd8NDw+PyMhIOp0eEREBR6jiJCcnw0t+8ODB6xzlKerr65OTkwEAs7OzcHX0945AIDAyMlJXV9fQ0HBxcYmOjkaKhwMAsrKyvlWBLjk5+futLPIUpaWliFDzs5w/fx7e3zfK6uoqrE2CQCKR8Hh8ZmYmoj/8raysrCBqvRcvXoS27nmsr6/7+voir5DnWvyX0bl9gyuwnp+rA9nf32cymePj4+PMcXHGxsampqYWFhagDuf6Koe3MLzMHvte/vEWR3Y2/8HX3JaXlU8w/66S2pGjR0FnF+jpWSmv6y3qVdDWKSoqGh4eVlJSWlxcXFhYmJycRFZgAQA8PT09PDwUFRVramr6+/uhxPnVq1ehSicajZ6bm/P09ExPT+/r64uJiQkPD2cymWfPnu3v72cwGF9//TWHw+Fyue3t7Z9//nlLSwsU0Ubg8Xiurq5jY2OLi4toNDo6OtrIyGhxcbG2tvY71Jvr6+u7e/duW1tbX1/f4OBge3v7P//zP7u6uvL5/PLy8jt37jy7CYVC+eUvfxkfH7+wsJCQkPCrX/0qMzMTCkxPTExQKBQ6nT43N8fn82GVUA6HQ6FQEIVLBoNBoVDgXEhXVxeFQhkZGQEAnDt3Li8vb2ZmRkNDw9PTE9FvgGKHISEhfX19fX19MzMzAICOjg4KhQJlf8bHx5eXl4eHh1ksVmlpKYVCgW0AAFQqlUKh7O7ubm5uLi4uMplMLpcrFAqpVCqVSgUAFBQUXLp0qbi4eHJyEvq8T548oVAoAwMD8FSLi4spFMrraODs7u4ODAzo6ura2dmNjY1lZGQoKSlRKBTo6Tc2NsKzhaeKiPzU1NTweLy9vT34PfIu39/fr6qqolKp4k/F2NgYVH+dnp6G35eUlFCpVGjmaDQahUIpKyuDjcfHxykUipubG9Qcb2lpoVAoUKNiYmKCy+UODg46OTlNTk7CjiopKUHM5fb2dmlpKZVKhQsPNzc3KRQK7En4ubi4GN4yCoVSXl4OAJibm4MWeWlpaXp6emJiAt4jKMx7/Pjx3NxcJBsiKChIV1cXSijzeDwKhVJTUwOva2VlpaenB3oVPB7v+PHjBQUFLBZLXl4+Pj4e6brt7W1YyBbpnOXl5cuXLyN/rqwL5Nz63mDtTITvMarz8uxsr2+sLm2s8b6nf0t7u/8I9TsPsPiV5ZWsSVZLU4ulueXHhw+jUKgIMZ1bBgpV6OUN/lro39fXNygoCADw4MEDWGUBABAYGOjn56enpwcXwaHR6PDwcAwGA/+vgoJCYGAg1KSEGBsb37t3D0oLAAAuX74MK7Xt7+/funXrecNbBoPh6+sbGRnZ0tICNWRcXFwePXr0ql2hpKSE6N0DAJqammxtbXE4XHl5eWdnp6mpaU1NjbcYMTExqampnp6e5ubmDx48MDMz8/X1jYiI0NfXp9Pp9vb2WCw2NjYW1hONjIwcGxtzcXHBYrEWFhbFxcW1tbU4HI5AIKSnp5eXl1tZWWGxWFtb2+bm5lu3bhkYGJSWllpYWCgrKyO+fFtbG6L4BkE2tLOza29vl5aW1tDQKC0t1dPTU1ZWxmKxBAKhvb09KSnJwsICi8VGR0dXVlaePHnSwcFhbGyMx+MRCAR7e/tHjx6RyeTPP/8cj8eXlZXp6+s3NDRYW1tjsVgcDtfU1CQrK6ujo4PFYl1cXJ4ddrwSnp6ecAyRn59/4sQJLBZraWlZWVmJx+MfP3788OFDe3t7e3t7RJheV1eXQqFERUXBUxWPsQQEBBAIBBcXF6Qu9507dyorKwEALi4uQUFBJBLJ1taWQCCEhYXV19d/9NFHsP8zMjLodLqdnR0Wi1VQULC1ta2qqrK0tIQ91t3dfeHCBV1dXWjBp6en3d3dCQSCm5sbfJIBANvb2/BLf3//rq6ukJAQ2FdMJjMwMBCLxeLx+ImJCai4B++4r68vFNjIzMy0t7c3NjZWUVHBYrHOzs4dHR3nz5+3tLRE4ktEIvHcuXPOzs4jIyNubm5wJ6Wlpd7e3leuXAkPD4cqSUKh8LPPPrO2tm5paVFUVMRgMFgs1tPTs7OzMzIykkAg2NnZ3bt3b2NjAwCwsbFx+vRpBwcHV1dXP1+fmYVpRe/hN1gfH+GV19weGAKanuZkZz3Ky8nIzkqsqmyEHr2El+QAi0+lUF2dXf19/RPiEr84fyYMhQIXLwIPD4BCgb/8BYSGgg8/BI2NAACBQJCenh4XF+fv7x8REeHh4QH3EBgYGBISoqSkpKCgoK6uDofnH374obq6upqaWmtra3R0tIuLC3JEMzOzmJiY06dPq6urX7t2rbCwEKaHrq+vy8rKPi9GOTo6mp6e7uPjU1FR4eTklJ6eHhUVBVf5vhK3bt0Sjyo0NTXp6emNjIxYWFjk5eXZ2NjQaDQ/MeLj4x89ekQgEIaHh5WVlYeGhpycnO7du2dpaenp6YkoD4eEhKirqwMAcnJyjIyMAABMJhONRnt5eV29ehV6tbq6ujB8FB4e7uzsbGhoCD1HTU1N8Wyo1tZWRPENoqmpCX3J0NBQDw8PJSUlKOGgpqbW09MDACAQCD4+PoqKirC9iooKkUi8fPkyDKn19vZaWFiYm5sfP348OjqaQCAAAJ48eWJiYmJra5uZmQkAiIuLIxAIBgYGUIPh2djaq+Lq6hodHQ0ASEpKcnZ2BgAwGAw9PT03N7e4uLgjR47ExsYiNVYBAPr6+omJie+//35mZiaUnIMIBAInJycLC4s//elPiCfb29trZWVVVFRkYWHBZDKPHz9uaGhoYWFx5syZ1NRU6Mtvb28rKSl5eHjAQEpdXZ29vb2BgQFUcXB2dvbz85ORkUFk8rq7uz/44AMqlSp+VouLi7a2thYWFu+//35cXJyKigr8vqWlBXkrV1ZWfv311wAAoVCorKzs6+sLH8vs7GwHBwdzc/O+vj4AgJ2dHXSMxHspKCgIamxkZWXB/zU9Pa2mpubj42NoaIg043A4t27dgp/l5OTgCAzqQX3yySfw5p49exZa/LW1tQsXLiQlJaWnp+fkZM9z5hS8ht6gsjnCK0d1Fp4b1WGOT2ekx/U+Uert+Xpo4KvyEjy1sILB6BvoHxjoHxgaGn7Jo7yzPM/iC1eE4eHhcnJyCvIKqqp3Dn18qhP1T+D4Z+DJExAeDrq6QEQEQKFAZqb43r766isPDw8vLy/4Z3BwsJubm7a2dnNz89jYmEgkGhkZuX79+tjYGPQTi4uLzc3N4TB8dnbWzMyssLBQXl5+bGwMh8MlJibC/ayvr8vIyDxr8Tc2NpqavqneLCsr6+3tDX/SXC73zJkzAIDe3l5oOoeGhqDaDIvFep6L6unpGRsbi/zZ0tICw7tubm7m5uZYLJZMJpuJ4eXllZqaamtrCwCAgSw8Hh8REWFlZeXp6enj4wP3A8cfAID09HRo8ScmJm7cuAEAWF1dRaPRhoaGVlZW4hZfX1+fxWIBABQUFOC4HjIyMqKjowMjPxBxi+/q6orBYGBnamhowDjSsxY/PDwcSnKyWKybN2/y+Xwej6eurh4UFGRpaQmeb/HhcTEYTEVFBY/HGxwchJcAD7S3t9fd3f0yExguLi6wokZycjIOh4NdbWFh4eDgkJOTs7OzU1lZefjw4fr6etgejUbX1tZubW0VFBR8+OGH0EoCABQVFZuamvh8PgaDKSj4mxIqgUBwcHCAL5Uvv/xyYmKCz+eXlJQUFRWh0WgAwOLioo6ODmLxaTQaHo8Xt/heXl56enri17Kzs5OWlvanP/0JpoEAAGRkZPr7+/l8vo6OTmRkJBJFfJ7FV1FRcXFxuXfvHgCgtLSUQCCYm5vDp9fe3j4kJERBQUG8l4KDg+Ej9JTFd3d3T0tLQ5qx2WxE/05GRmZ8fBwAYGxsHBkZKSMjw+fzl5eXyWQynAzg8/mILix4S6M6qUnZU6ySzc3ijfVi4Ur93l5O75Oxqsr62prG2pqmhPhEN1e3pyKPdDodj8fj8XhYt/0d53kWv43e1tjQuLu9u77Cb2gY/exUDw31Ifjjf4PqalBRAebngZkZQKFAYeHSxoa9vT0ej7exsUlJSWlubrazs4M9bGdn19jYKC8vj0Rau7q6EJcEUlpaam5ujsfjLSwsWlpaeDwetIYAgJCQEDhfur6+Li0tDW2ZOFtbW97e3vBYUVFRbW1tzs7O8EwyMjIAADdu3IBBcD09Pag+5uvrCz3ZbyUiIsLGxgYWcKZQKNDiQ8EWVVXVZ9unpaVB2WGTR6hhAAAgAElEQVSItbV1aGiolpZWc3MzPKvExEQ4IAAADA4OEggEPB5vbW2dk5NDo9FcXFxwOByVSq2urra2tsbj8ba2tg0NDYqKipOTk+Cv1ejEJ40ZDAZsicfjMzIyiouL4Z92dnZNTU23b9+GgwY0Gq2hoYHH4+3t7VtbWxMSEmCcITIykkwmQ8PH5/P9/PxcXFycnJxOnDhBp9OdnJzweHxpaamWlhaNRoNdgcPh6uvrlZSUYORES0uroaGhtLRUQ0MDAPDkyRMoayMUCs+dOwffrwfj4OAADV9iYiJ8xzQ1NRkbG9vb26empkZERDg7Ozs4OCCBGg0NjYKCgoCAAGdnZ1dXVzg6AQA8evTo7t27Li4ux44dg689yOTk5PXr1wEAe3t7MTEx9vb2Li4uISEhJSUl0P4uLCzcunULuUcKCgqWlpbl5eWwJwkEQktLy61bt5Dnjc1mu7i4ODs7+/j4LC19s848NjbWzs7OxcXl8OHDVVVVERERsLfHx8f9/PzweLyjo+P4+LiXlxd8IDMzMxsbG21tbfF4vJycnJOTk7GxMZzAsLa2hksasVgsDNYDAPz9/eFYeWhoyNHRET42VCrV0dFRfMZ+fX09PDzc1ta2sbFRUVERTgNoaWnl5eURiUQXFxcHB4ewsDAozsrn86WlpeFn8AOoHiJ8j1GdnKzCtbUuHi9yiRvFYScscaME/HvClZj1tZDNjbjGBvx//9cHwyPfPDp7e3s1NTV4PJ5EIpFIpIaGhtXVVZFIBL2/9fX1oaEhGD1cWVmBYbK1tbX19fXl5eWRkZGhoSFkDerQ0NDQ0NDB0+hvBc+z+O1t7bWVtb2TvWYso5KSmivXyxv/6zCQuwooFPDLX4Lbt0FhIfj5z0FZ2drODplMJpFIMOgJABgfH4c9DL1CBoOBdNTa2hr0DcVpb28nkUhwhnBjY0Nc/pBOpwMA9vf3+/v7oc81PT099FfGxsa2t7fhsWA0b3FxkUQiwblTAMDg4CAMvI6Pj8OgxOzsLBIg/lYoFAqJRCoqKlpYWIDTofv7+42NjYgBEofD4UCvCjIxMTE3NwcvEHZCc3Pz7Ows4hguLCwgpzc8PEwikWCyE9IJMCmlr68PmbSoqamh0WjiB52amoKXDAM+dDqdRCLB00O6Wl5e3tPTk0QiIRcL79Hu7u7W1hZyLXt7e3BXcAJjfn6eRCItLCzABt3d3SQSCfrUfX19MDIwOjq6srLC5/Nh56yvr8Mbt7e319fX9zIxVRaLBadn4AQyAEAoFI6Pj8M8i8rKShKJJB6sHx0dXVhYKCkpIZFISBgdUlVVRSKRKisrhcK/FVTf3NyEpwSBN3RjY2N3dxfemp2dHQaDAQAYGxsjkUjFxcXwJjY2NpJIJDi6YjAYiI8vFAphLz21BB2eErybOzs7sI1IJNrY2CCRSBQKBdkWUdUeHByEf87MzIyPj8MXJJPJhF4p8pMBAMzMzCDvNjabDS8T9h60V+KQSCSYqwKt1vDw8MbGxv7+PjwlpNnu7m5/fz8Sm3pNZfMfJ1cnJ7twcbF7ZkqDNak1xUKzJrWnJrWmWJqsSR0OW51CdvrLX07ANbcAgJmZGTk5OfG8vaCgIG1tbSgw6+fnh0ajoYw4gUDIy8sDAERGRoaHh2trayspKaHR6Pv37zOZzMzMTCMjIy0trWe7/q3jeRZ/emraztbu1u1bFxWklJUUZG7LKV24QBabuQX/9m8gMRG8XhridyAoKAj9V/T19b9bFuY/PMHBwXCUIEHC83hNi89++RT75WXuq74eZmcnuZz5udnJ+bkpDnt+dnqCvTi7uDhLyi/hsLtmZ/Snpwxnpoymp4ymp4zgBy7HoIjiKG7xWSzWtWvXAAAZGRlWVlYpKSn+/v6ysrLb29spKSnW1tYAgI6ODgMDAzhkBgAEBQV5eXnp6OgsLi4CAHR1dYlE4h/+8AfxUeRbzQEzt3V1df7+/kF+Qf7+/kFBAf4hIUlhYSA0FEREgPBwIBY5lSBBwlvH6yqbv6GozsbG2urqilDIX19fFQoFq0LB+tqqcIW/tiZcWxPm5RZxOO1zM/rTU4bTU8YzU4Z/NfqGHLZhMRX/l4/+ZvHn5+fv3LmzsLAwPz+fk5OjrKzs7e2dmpoKAIiNjYWTSAwGA4PBWFtbw9EQkUj09vbW19eH4y8NDY3i4uLBwcG4uLhz5879A5QSO7iujgQJEv5ReS2dW94S++UnY18pqnMwOdmFq8Ih3hKGyzFc4hhwOUbffGAbra/plZW4ifv4IpGoq6sLi8U+fPgwMDDwzp07Tk5OYWFhAIC6ujpra+sHDx54enomJSVlZGQ4ODg8ePBARkbGz89PU1PTx8fnwYMHWCyWwWBkZGTcv39fV1dXPGviLUVi8SVIeDd5LZ3bNxfVOZhHKVkZjz3TUs0fpVgkP7RPSzVNTcamJNmlPTJOTSHEEtF/eu/w6Nio+CZDQ0OBgYHBwcEVFRU9PT3IPGFXV1dgYCDM6AAA5OfnBwYG3rt3b2Rk5Nq1awQCITAwEM6DhYaGBgcHH7yg+W1BYvElSHg3eS2d2+XlN5WrczBTUywpqWtnTl89c/rqmTOXz5y+eubMlW8+nL587ty106e/eP35VRMTE5io8I+HxOJLkPBu8poaWD+Ojw8A2NnZ2X4+4svkJDyLxOJLkPBu8roW/xXi+MucxYUXW3yhULj8DP+ovvaPhcTiS5DwbvJ61ZJfJaojeFFUBxZ4unbtmvJfwWCUVVWV0WhlKanT9fU/fk3tfxgkFl+ChHeTH87HFwqWljgHNR4bGzt16lR8fDwAewDsA7BbULC3vb07Orrz6aeYwsLMA7Z9HjU1NT4+Pv8wQ4S1tTUKhSJeWEqcpqYm8ZWrByCx+BIkvJu8vsV/QaBmYUlIrmdkVXVTWoaL6aNZ1d35tCcTs0vPthwfH79w4cKjR5mBgXv9A6OJiVv6+qtKyiKPMHBbGUshZyMtV1ZWdHR0NDU1NTU1x8bGnhe1p1AodnZ22dnZcBXyD0B+fn5+fv6b279AILh48aL49RYXF0tLS8OVYhYWFt+q4AEA4PP54toLEosvQcK7yetrYL0gqlPRNlzdObq4vMoYGm/v6Wcvr3YMT+fW9jzbksfjXb585QHxXnLKkJs7kJObi4yeM9JZ5mRW4VW+yiYVIi2ZTObp06f7+/t7e3uVlZV3dnYWFhYKCwthuZKJiYmVlZXe3t7Q0FA0Gg2LasFicrAU6vT0NJ/P7+vrY7PZVVVVxcXFW1tbZDIZ1v0QCASFhYWFhYUAgJ2dnerqajKZjNRsYTAYZDIZFn7p6ekpLCwUr+bh4eGBFA0GAPT395PJ5O7ubvhnbW0t3BV8AxUWFpLJZPGKbzQarbCwEJb4aGtro1AoZDIZlkBaWVkhk8nJycnS0tKIj7+0tOTu7n7kyBFYyZZAIEA9IyqVCmsOb25uzs/PT0xMtLW1nTx5kkwmw50PTvOyqyQWX4KEd443nqtT2jrYPjgFAEiIj3d0IAAABsdZWdXdTzVbXl4mEmNlZG5/evxYUXGBrFzAxYtfugbdnKIWgc+Pmn5xOuevZYkAAOPj40pKSvDz9evX6XS6u7u7g4MDDocrKipydHS8cuVKVlbWw4cPz5496+TkND4+7uHhgcPhLC0ti4uL/f39L126lJyc/Pjx4+PHjzs6Onp5eUGdisHBQTab7eDg4ODgkJCQQKVSDx8+DDcsLCxsbGy0sbHB4XAPHz6srKy0tbWFB0VK3wUEBAQEBMDP9fX1sLG1tXVdXV1paamlpSUOhzt27Fhubm5SUpK9vb2DgwM0wZD79+87ODg4OTm1traePXvWwsICh8MFBQV1dXX5+vricDhjY2MpKSnE4pPJZHNzcwDAzZs3AQCurq7x8fFZWVl37951cHCIiIioqKj4/PPP3dzcWltbv/jiCxwO19ramp2VSe+fzKd1SCy+BAnvGm88jl/VMdrYM4rH2506deqTTz4x0MeUVtVQW0fmZsYXF2ZYkyNzs5NL3IWJifkzZ/6gqXUUhUJFR//HmTOoatrPTp36/1o/OQ68vcw8PXOyspB9LiwsfPTRRxoaGurq6jQaLTc399ChQ1ZWVmg02tra2t3dHZZjjYqKggpNhYWFWlpaAAA2m62qqurn5wclmdLS0qByE1QFMzc3z8rKmpmZsbKysrKyOnLkCJFIhGUYoBYdgUBAqrdbW1tfunTJysrq+vXrERER8Etxi3/37l0ikQgAyM7OxuFwmpqasDYhrOL96aefxsTEiBcdXFtb8/HxsbKyOnr0aEREBKIJpaqqGhYWpqmpCQDY3Ny8desWEtVJSUm5c+cOi8U6c+bM2tqah4fH/fv3z5w5Y2pqamVldf78+YyMDCkpqZmZGT6fj1TiVpS/VdXaR27ollh8CRLeNV4zqvPiXJ3ytuGmrsHZ6Ql7O5yaqsr48JOaOlp+Xe/O9tbOzvb21ubO9vbu7o6jk/tteVRg0F/+8z9/RyCgfv3rX1dVB1hZnvvLv/1qc2nZyto6JycH2efk5OS1a9eYTCYsu/ro0SNNTU2BQDA5OUmj0e7evQulEiIiItzd3QEAhYWF2tra4K8W38PDAy6yTU5OhqIWMjIyAABbW9vIyEg1NbXl5WWBQKCmphYVFWVmZgYAGBgYMDY2JhAIDx8+hOdgbGx8//59gUDQ0dGBKBb5+flBHQzwfItvZ2f3+PHj3d3d6urqTz75BBkfaGlpkUgkgUBgb28fGhqqqakJq/ro6OhEREQgFl9OTg5afDabfeTIkVu3bqmpqUlJSZmbm/v5+YWHh8vKys7OzgoEgtLS0vz8fESOAxY0h0ji+BIkvJu8bhz/hctoy9pGKJXV8+Nt2ckP4iK9JnprCyn5z0Z1zpz5BGeL8vKSCQ297+l5ITvbt6ryLM4W9dnpD1Y3d6ytrMQt/tjY2FdffYX8yWAwHB0dHR0dodAEDoeDhdJCQ0Ohvtr4+Lizs7OtrS2URnNzc0PEGaALLy0tDQAwNzdPSUlJSEhwcHBwdHQ8ffo0kUiEYmN9fX0qKioNDQ02Nja2trZJSUkVFRW2trbwoIjVDgsL+/LLL21tbaOjo+vq6nA4nK2trbW1NY1GKy4uvnv3rpOT0/Hjx3NyciIiIhwdHWEcCW6bn5+PxWIdHR3PnDkTFRWlqqoK5Z+UlJSqq6sDAwNtbW2NjY3PnDkDozqjo6NQAgJ+1tLScnFxiYmJyczMtLOzc3R0DA8PR3QwVlZWgoODoZ4qKT+vtW8in9YpsfgSJLxrvPFcnZEpbiKJRswueUSte1zaQMwsis2p7Bz6u5JqIhFITkm2sPw/nl6owKCTHM5Dc4tzObkoDfTPvX18AAAw5QZp/5T6AQBgbm6ORCJBy8tkMqEOxtzcHCINweVySSQSVJefmpqC5XEWFxcnJiYAADCpcXx8HBpZKCnQ0tLC4XBgpcz19XXYpre3l0Qitba2AgC6uroQ7QgIm80uLy8nkUhQvK2/v59EIiEyqvHx8X5+fteuXaNQKFDVAVGJgkBxhoqKCg6HMzw8DGM+8EpXV1dJJFJhYWFXV9eznbC+vj42NsZisaBYD9TB2N7eFtfBgFIJExMT3V1dncMzebWSOL4ECe8cbzxXBwCwtbO/trXHXuLNLrDXt/c3d55OptzfByEhzu4eqE+Po1AoVGrqv6JQqI/+gvpKBvXee799+PDhmTNnoHbz28v+/r6bm5uZmRmFQnlKVeeHZ2BqSRLVkSDhHeSNR3UQVvhL3Ocn9uzu7oWEPAgJifrss8/+/GfU0aMfBwXdCwyMCA4O9vf3Dw8LRzTkJLw+kji+BAnvJq9l8Ze437/qYWJCogHGwtfbt6SopLy0vLSktLmp+SUPIeElkVh8CRLeTV7bx+e8rI/PX+YenLwvEAhqa2oH+3vWhVw+b2Z+dqyzjZ6bmXvl0hX/AP8DNpTwqkgsvgQJ7yavH8f/3ix+H6OPVlv5OGPU0rbY0qrC0rIsN7s+IfbBJalL3t7eTzUWiUTr6+twPerBiESira2tlzzJdwSJxZcg4d3kNXN1vs+ozuDAYFtLrQqagtKho1BTKBTLz7vrcdqDK5ev+Pr6/t1xebyrV6+qqKgoKyvDwgkHsLa2huTIH0BFRcX7778PM2HIZPIHH3zw5MmTl7istxKJxZcg4d3kh/Txlw728QcHBjvaaZpaZSgUD4UCKBQIDhjPzoy5fOmyn5+feMvx8fGrV6+ura0JhUI3Nze43qqyshLWFQAAlJWVwTzL5ubm/9fem8c1def7/5m5s89vZu69M/f2O3NnqZ1Opx3b2m262NrFtlbbuiIqCK4gIIgoKiLIJruAooCiKCCLIhBAQRbZd8IeshJCQhKyJycQkki29++Po4itICJo9Xyej9fDxyGe5XM+55wn4XPO+Xx6e3tLSkoAoK6uLjo6+vLlywBQVVUVFxdXMqnnhosXL7700kvJyckMBiMiImLBggX19fUKhSIuLi4uLs5isahUqoSEhOjo6IkhEslkclxc3MTD+ElJSdHR0YmJifgfH/iCAMDn86lUalVV1aMPyzVXIOMjEMTkMRofU8plYrPZZLGYzWaT2Wy+O2E2A0A/u/9GybXL2c379tQe2N95YH/n5cy6w4f2v/3W2+Fh4XLZ3UfXuVzut99+i08PDAysXbs2Pz/fzc0tODjY2dk5KyvLxsamq6vLYrFs27YNf3+1sLBw3759p06dIpPJV69edXV1DQ4OdnJymniHNjExMTo62t3dPSoq6tChQ35+fuXl5aOjo8HBwYGBgceOHUtNTf33v/996tSpwMBAfGD0nJyc4OBgV1dXMpl86tSp0NDQU6dOLVq0KDc398iRI8HBwQEBAf7+/mlpaX//+99jYmLwtwR+CCDjIxDE5PE9q6OQS8TDQ/xBtlQiHOL3C4Y4ErGAN8gSCQfFw3yTycTlcg96H9y0ce1G22V2G5fZbVy28tvlHy7+6OL5i+vWrLt+/frEqrhc7jfffINPDw4O2tnZBQUFvfvuu05OTuvWrUtNTZVIJNu3b09JSTly5IhCodi6dau/v39sbCy+yNGjR99++20nJycbG5ukpCT8w8TExMDAQLlc/sUXX6hUKhcXl+Li4qamJicnp507dy5atOj06dM+Pj4AwGQyV6xYIRaLAwMDnZyc3n777dDQ0A0bNigUCgDw9PRMTk5+6aWXnJycnJycHB0dL1y4YG9v/8SfwZ8MMj4CQUwe3/P41qkBAJPJdNTvaEhQSKB/YFREVFBAUGhIaNixMOedztmZ2QueX1Byb9+ZX3/9NT4dGxt7+fLlgwcP4u7u6+urqqoaHx8PCgry8PCorKwcGRmxs7M7evRoVFQUvoi3tzfess9gMCa6QT59+jTeJQPeGY6Li0tsbOzEXxIbN26MiYnx8PAAAAqF4uTktHfv3tTUVHzBgICAjRs34m8M7N69Oz4+fqJrz8LCwsTExP3798+wlh4PyPgIBDF5fK0601NRXuGw2cFph5Orq+uWLVvcXN2cdzo7bHZw2u50IeVCbk7uhZQLY2Nj+MxSqfTVV1+1t7e3s7PDW9XpdLqXl5ejo6Obm1tbWxsAtLe3Ozg4AMDQ0NCGDRvYbLaPj4+9vX1oaCiDwfD29nZ0dHRxccF7ugeA5OTkyV3bu7u7FxcXk8lkR0dHBweHpUuXnj9//uDBgwDQ2dm5bds2Go22Z88eR0fHxYsXnzp1qqura/fu3W5ubs8//3x1dXVeXp6jo+PmzZvJZHJWVtahQ4fmpJbmCmR8BIKYPNqzOg/TqjMNZ8+eDQsLS0lJyczMzMrKSk1NzcrKysjIyM7OLiAX5OXmdbZ3vvvvd/EubgDAarWKRCI6nT65dx25XE6n0yfaysfHxzEMAwCz2Yz3NqNWq+l0Oo/HAwCFQkGn0/Gho3B0Ot3o6OjdesGwiW5t6HS6RCLR6/V4Z5ZGoxEfxkQikdDp9IGBAXxUxfj4+LCwMBsbG/whn4nijY+P4wv+cEDGRyCIybyPiDIT8GYZHx8ffCiSiYlVK1e1tbR1dnTu9dy7fft2tVr96NuaJwwGQ2hoqK+v71PxTCcyPgJBTOa9f3yTCVQqi043m5FmdTrdidgTi15f5Onp+cyMTv5DABkfgSAm89tbsri3v6P2YualrTmX0/qojFm8+6rVakUi0VRjlyNmBzI+AkFMHsn4I2q5SjHlnduKVsq/i7vO8RwASB2Uy5dS8wMDAp+KRo9nHmR8BIKYzMb4ViuoR/Uy9ShPKB4YEsrUo6oR3cRw2zi3xm4FpweSwGc/xA4LSLXV6empV48cPhJ/Mj4vNy8vN+/qlatpqWnfaavB73Zyudzv3EdFzC3I+AgEMZmN8Xs54vQblOybnbk1vbm11MuVXZfK2in0ocnzlBaWZhdlvGx+4YWiF3ev37bB1vZK9u1BrMxms8VisVgsK1aswJ+cAQCtVnvhwoXNmzdv3rzZ19f3woULISEh87fbBAcZH4EgJrMxflFDXw/nnuZ7jlB+5d6ha3Nz88rzKipZFZtPbN68btuaVWtPx5+uvFlZXVVdUV5RebPyZsXNxR8sFggE+Px0Ov3TTz+dWDwnJ2fhwoUeHh7j4+N0Ot3NzW3fvn0AUF9fX1pampqaajQaW1pavL29Q0JC8D8vzp8/7+bm5u7uXllZCQAhISHe3t5NTahv/fuAjI9AEJPZGL+khdFKG+yj9rS0tLa0tna1tza19xTU0wz6sVu39DrdmMGgKystDQ8LP3/y/MVTFz08PMKPhR8LPuZ/xP/tt94uKS4JDgz2Oejz2quvTXQuZjAYCgsLbWxs1q1bx+FwcnJy1q1bV1FR0dHRsWPHjrKysitXrvj7+8fExCxYsADvOo3FYoWFhe3fvz8gICA5Ofno0aNlZWWurq4+Pj5BQUH79+8PCwv78ssv8V8AiMkg4yMQxGQ2xi9tZTV1s3wOeNnZbbTbtGnnNsfi8sri1n6xiCuTioaGOGLxEKWt+WZFJY1KG+gfEAlE1B5qeGh42LGwVStX3ay4GRMdcyz42KLXF4nF99z4HRkZkUqldnZ2MTEx/v7+AFBXV7d27VoA0Ol0NjY24eHh+OcCgSAyMtLT09Pe3n7jxo1HjhzBX77NysoKDAxcv369nZ2dp6enk5MTm82e5zp8+kDGRyCIyWyMf72J0dDeAwa5VinQyHkjUs7N6ptXa+55CCcvL7+tpU08LBYJRGKRmN5HDzwaGHg0MMA/4JMln/j5+gX4B7z+2usTxrdarXq9/tatWxiG2draxsTEeHl5jY2NNTQ02NjYjI2NcblcR0fH4OBgvH3/ypUrdnZ2AECn0x0cHAICAk6dOjU2NpaYmBgQEODk5IS/75qXl0elUuezAp9KkPERCGIyG+NXtPen518ru0EuIucUFWQWk7NSMrILG2iT5yksKMzLybtGvpZ/Nb+4qDg5KXnB8wsWPL/gL3/+y29/89s33njjlZdf+dOf/oT3NwkAGIbZ2dmtXbt29erVbW1tKpUqLi5u7dq1KpWqoKBg7dq1tra2QqEwLS3tzJkzADA6OpqSkrJ27dqvv/7azc1NoVBEREQ4OTm99957vr6+YrHYwcFh7dq1J06cwLtYQEwGGR+BICazMb5cPVbSRM+t6S5s6CtqoOXV9lxr7BuW39N1DDmfXHKtpL6uvqa6pra6tqaqpqK8oqK8orysvLmxuSCvwP+I/99f+Dve3yTcGcVwbGxs8kCGE12njY2N3fedW/xz/M5tXl5eQEDA7t27c3NzAcBgMEwsjvgOyPgIBDF5pDewxkaUGtX9e1koLCgMOxZ25fKVieTl5ufn5edezb2cffl45PHlXy0/fvz4HPadUFpampiYWF1dPVcrfIZBxkcgiMkjGR9TT9mvjk6ns7e3/2ASbyx6/bVXF+LTn332Gd4N/TRotVYWWyWRyKefDTELkPERCGLyyH1nSmfad+YDRzafwGqxtte311cfyy/45HJOck1tw0RzP2JOQMZHIIjJ/PakNhm9Vo0pp+1oUzs2QOvKvXwupYj8f7Wd5zE7AFJPb15u/o1DPofq6uoeT39qZrN5co9vRqPxBzVg4ZyAjI9AEJNHHwPrgb0lW7jDStqgpKd/qIvFow1K2AK54ZbpO7NJeBrPKy3ZbQ4K+Y/La84dyapIuPpFTQ2pqTlfoRhpbWv99LNPJ7pkMJvNdXV1ZDKZTCbPbrenoa6uDh/dECc2NhZ/Oui+3Lx5Ey/G8PDwU/TgPzI+AkFM5n1EFApDkFHWcb2JfrNzoKp7sLiJnlPVXdl+jxw5bM6yuq9J5ryDkABAYjJzRQOS3Ct5v/nNc6tWrpIIBdSe7o8+XDwxBpZIJHrhhRe8vLz27t0bFxc3t8/klJeX40/64xw9ejQyMvK+c2ZkZHh5efn4+Hh7e9fU1EwMvfvDBxkfgSAmj2j8B496eL2J3sMZBoDmxvrcnMsAIJCqsio67pmHfH1vk+uvjX9YQVnltP6vh494dnR0NTY1LXzxH8998vHG1tam7q43PvqQc+dLNIfDWbduHT79zjvvyOVynU4XFxfn7OwcFxen0+l8fX1tbGzOnj178eLF9evX42MWnjhxwtbW9siRI3q93s/PD/9KnpSUVF5ertVqnZ2dnZ2daTRad3f33/72N1tb261bt46NjYWHh8fHx4+MjLi6ujo7O9fW1k408qxcubKpqQkf0XB8fPyFF16wtbWtra0dHR11cHCwtbWtrq6WSqXBwcFJSUmNjY1jY2P4VigUil6vLykpsbW1tbGx8fLy0ul0Z8+edXZ2Dg8PfwwPlSLjIxDEZN7HwCqnsBp7B4qvX7ezs//888+v5lytb6GQ62kjGqV2VKNWK8bGRnLzcugdjHPZ8aS//hfpp/9v5dff7t7t5uTktHXLlu1ubu+tXPkfO3cu9vZWCW/f+BUIBLz6klcAACAASURBVO+++25WVlZBQYGXl5fVao2MjLSxsQkLC1u5cmVwcPCmTZtaW1tjYmL8/PyYTKaTk1NsbGxAQACPxzt79qy/v39ERER6evrQ0JCrq2txcbHVag0LCwsLC1u2bFlaWtqmTZt4PF5DQ4Obm1tERERsbKyjo6Ovr29YWNjChQu7um73GYdh2K5du2xtbU+ePMnlcr/88ksej6fVatevX9/S0sLj8bZt23bp0qX//d//TUxMxN8zCA8Px3v7SUtL2759O4/Hq6+vX7NmzalTp1atWoUPk+vu7v6IB/WBIOMjEMTkUdvx5bIpR0TBqaCwm7rZ8SdPLl366VtvvhkS6F96s7KoiamQClVKmXh4CFMrvL29HB23fPPJl6T/93+k//vTHheXgICAwMDAY6GhwYGBtmvXfvHZZ9Lhu81Hw8PDr776qq+v71/+8pfu7m4AOHTo0LfffhsZGRkeHt7S0mJvb69SqZKTk0NDQy0Wi52dXUBAQExMDAAUFRVt374dAFavXh0dHY13yRkeHn7s2LHIyMh333337Nmzu3fvBgCFQrFhwwbc+F9++aW/v39kZGRoaCg+rPlkdu3aFRkZaWtri/+4ZMkSjUYDAJs3b46Li9u6dSsAGI3GiIgIfCvvvfdeYmIi/rlKpdq+fXt4ePgXX3wRGRkZERFx8+bNmR272YOMj0AQk3l/VudGK7OmpR1g7GJibMBhTxiXVVWXZ9/snDzPli1bSc899/s//zk3OzsrPT0u7sTx48dPnTr1xz/+8ac/++nfnv/b6VOnJs/PZrO/+OILAOByuXv27BkaGsLbXqRS6fXr14uKilavXj08PBwfH+/n56fX61euXBkfH+/v70+j0U6fPu3j4wMARUVF69at4/P5er1++fLlPB5PKpUuX7785MmTK1asoNFoFRUVe/fuDQwMDAkJ2bNnD41Gk0qlp0+f5nK5eDH4fD6NRqPRaC4uLikpKVu3bqXRaBiG2dvbV1dX02i0HTt2JCcnr169GgBGR0eXL18+ODgolUq/+uqrlJQUJycnfCv29vZxcXERERFSqbSsrCwrK+uhDuEsQMZHIIjJvD+r09DLO3ulKIecm5aZlZaZlnU5Iyn18rXGezrh2bJly89/85tvV678wx/+8Pqi123W26xevXrhqwuff/75JR8v+clPfhIdHT15fqlUeuzYMXyaTqfHxsYajcbjx4/b2dmFhYVptdqoqCi1Wl1WVnb16tXx8fGQkBCj0XjmzBk7O7ugoKDx8XEAGB4eDg0NBQCr1crj8ezs7Ozs7Hbs2NHR0WFra2tnZ+fk5DQ+Pp6fn19SUqLT6bZs2WJnZ1dWVjbRjh8ZGYkvVVhYaDKZmEymnZ1dXV3drVu3tm/fbmdn19TUJJfLIyIi8K3w+Xx7e3s7Ozt7e3uDwdDS0uLh4eHo6PjWW28ZjcbExEQ7O7ujR4/iNwbmFWR8BIKYzHurjlZ3q5UuqO7i1lP59VR+TfdgU9+QSqObPI+jo+Mvf/GLjRs3/vVvf/Xx9UlNT02/lP7Jp58899xzJBKJRCJ9x/jPBl1dXQcPHty7d292dvZj3jQyPgJBTB7J+ErFg5/VmUA3qsIU93+Uc8OGDbjZf/Tjnz333PM/+enPfvbzn+OflJSW0Dl0mUz2MDv1dDA8PFxRUVFXV/f4N42Mj0AQk0dv1XnAd/y7W1Irpnp4Pzk5eaeH+3Z318+/fP1fC0mbNm2wt99ub79569Zt2DCmon/3TiniEUHGRyCIyby36tzdklohm7oTnt6o4/yUq+yhhK9tSJeynIcEV/HPG842lv5nKfvGU/M661MBMj4CQUweX6vOtD2pWS7+5b08kmfy3z8I+fBPUbG/TL1kFxL6z35OnVYy3urYWv6L8v7UfpPxu30zTIXZbB4aGsL7zZ85Eomkrq4Ov6/7bIOMj0AQk8fZqqOcpkuGtDffyiX9Rxvpm3DSZ/20H1XV/fiVV0iZOeRUSL1Ev9SxoyPx5US1Uo3PPD4+npKSEhUVFRUVhb+hWldX19t711xKpXLZsmXfcXd9fX1sbGxUVFRTU9P3C0Cn0w8cOODi4jI6OjrDPXooKioq1Gr1fKx5FiDjIxDE5DEaH5vS+FaAy2+8ASRSxosk0g4SS03SYaRXFpGy869v5W79r5r/Ott7toPTYTab8fmHhoZefPHFhISE+Ph4Hx8ftVrd0NDQ19cHACqVSqlUisXiL7/8EgCMRuOE921sbHbt2pWQkODl5XXjxg38Q6VSib9RdfLkyb179wIAvhW8y0yz2TwxAwBYrValUolhmNlstlqtIyMjWq0WX8nEviiVSvz1K6vVOjo6qlQqDQYDACxdurSsrAyfX6/XK5VKvGB4h6CPebguZHwEgpg8vt6Sp+8fP2vRIiCRIr8hkRikP2eRPskkrXr5hfyIksGWwR0d2/+U/UeaqG9i5oGBAfy1JgAoKyvz9vZOTk4uLCyk0+lbt25dv359RUWFg4ODQqE4ePBga2srPqeDg0NzczMAYBi2ceNGCoVSXl7u4uKya9cuBoORnZ398ssv79y5s7y83NXVNSQkhE6ni8VifIa6ujqJRHLq1CkbG5vly5f7+PgkJSUtXbrU29s7PT3dxsamuLhYKpVmZma6uLi4u7vz+fwLFy4sWbLExsZm3759IpFo/fr1S5cujYmJ4fP5/v7+Li4ukZGRYrF4165d/v7+586dm2E1zgnI+AgEMXmsd27lcrFUIlSr5DKpSCYbVqnkErFAqZAq1Iqcd94BEik2hEQSk0gtJFIEyY20i0Hqa/p/zfTUnrob143Y3SYRLpf7zTff4NMcDsfBwSEgICA2NvaNN97A1anT6d58801XV9fKysqJpRwdHcvLy/FpBweHM2fOvPXWW/7+/gcOHPjkk09OnDjh5+dnNpsbGxsXLFiAj56oVCr9/f2PHDmyZMmSU6dO7d6922w2t7S0bNu27eDBg1euXOnp6Vm/fr3ZbF6/fv358+dff/11f39/V1fX1atXBwUFxcTEmM3mCxcu+Pj47Nq1q62tzWKxeHh4rFq1yt/ff8mSJZGRkStWrPD29n48Xf9PgIyPQBCTx9uqI5eolLLREUytkqvVipERTKWUaTRqzSiW8/bbQCLFvuhAalxLMvz6V4f+50+uu079sSiDdPL1Fe7fWOAbvV59507swMDAqlWr8OmmpiZ3d/egoKDk5OT6+vqEhIT169eXlpZ++eWXvr6+V65cmSiAo6NjY2MjAIyPjzs4OKSkpLz//vv5+fl5eXlkMjkhIcHPzw8AKioqdu7cCQASicTZ2Tk/Pz83N3fFihUxMTF79uwBABaLtWvXriNHjpDJZBqNtmnTJgCws7NLSkr68MMP8flLS0uDgoJOnz4NABkZGb6+vo6OjkwmEwCcnZ3d3d3z8/MzMjKoVOqGDRu+31HPfIOMj0AQk0dr1ZmzZ3WgcNEiIJHCSFGkXwHpJclnFfttmtaefZEZTPL8+YdvLLxW8O+iQuWdoal4PN4rr7xCJpNzc3P37ds3MjLi5eV14sSJrq4uMpm8bt267Ozsb7/9Vq/Xh4aGnjhxAm8lX7t27eHDh8lksq+vL5lMxjvOrKmpKS0tTU5OjoyM9PLyAoCSkhL814lIJNq8eXNNTU1VVdXixYtzcnL27NlTUFBw/PjxXbt2eXl5ZWdnd3d3439tfPXVV5cvX8Y7yieTyWlpaYcOHcI71j937pyHh0d0dPTx48ebmpqOHz8eHR1dU1MTHx9/7dq15cuXDwwMzLAO5wpkfASCmMz7iCgTqNWKqX49WAHsX3opgUSikN45Rgr73YtAEmhIJ/2q/yUNIvmssVn5nfn1en1ISIi3t7e3tzf+Ou7Nmzfb2tpOnjx58ODBlpYWAEhLS8NnvnDhAn5ntaCg4ODBg97e3tevX8f/i8vlent7Hzx4cHx8vKurq6KiAgAGBgby8m7XhVgsxreC943T1tZ2+PBhR0fHtWvXVlVV0el0qVR69epVAMjIyDCZTL29vd7e3gEBAQBQU1ODl6S7u7u0tBQAjh49ev78eQBISUnx9vbOycnBF8QwbIZ1OFcg4yMQxOQxP6sz5cwVbW2x8fHbfv/LehIpl/SvGPut79h+E01yW0fasNNp54x3Z36pqKjYvXv33r17J7rIf0pBxkcgiMm8j4E1wfStOjhDIyNBwcGHViw5SSKtIZE2LF7s4rZ3hut/DGg0Gj6fL5E8oLvQHz7I+AgEMflBtOoAQGJiovDOEFcnz5wJjo52dnXdf+gAnUkrKioCgEuXLsnl8hluCzE9yPgIBDGZ91EP725p6ladhISE//7v//700w99DnsuX77ij3/8Y2hoqEAmffHlf8bHn1z19So2i/0/z/0Pm41615kbkPERCGLy6G9gzfg7vkouldz/Oz7eWuLgsPfPf/k8Kekkn8+PiorqKr3xyvN/q6ys3XFgxxb3LXYb7Gb+HX98fLyxsfExP+T+FIGMj0AQkx9Kqw4ANDYCiXQ0Jyfx9o/79j1PIqmUhhJtCekFUlfj3ZulY2NjBw4ccHV1dXV1FQgEAHD9+nX8fVocpVK5ePHiW3ee5sRJS0tzdXXFfw2cOXPGy8vLZJpp12xzy7lz5x7/8zmTQcZHIIjJvI96eHdL0z6r4+R0YNEb4t/8Juy1115Z8vGSJR8v2f7ii/t/85vP31/87rZ3f+7x8/Qb6RPf2QcHB1999dWKiorS0tJ9+/YNDAy0tbWxWCwAaG9vp1AoAwMDK1asAACZTDbRf9nq1at/9KMf8Xg8tVq9fPnyH//4xyaTaXh4mEKhMBgMAFCpVD09PRQKBb83azKZOjs7KRQK3jGOxWKhUCgUCgUf5xbDMAqFgr9UpVQqu7u7uVyuwWCgUCj45kZHRykUCt7bj0aj6e3tpVAo+L2Kjz76KCsra2K83McPMj4CQUwec6vO/Z/VGRYPnzl79lRCalp6xtnk5MQzicnnks+dT85OS01LSvX393//k/f/76//Nzx8e1uT37mlUCjOzs5RUVFpaWkVFRW7du3asWNHdXW1o6Mji8XavXt3R0cHPqezs3NcXNzu3bvDw8OPHTtmb28/Pj5eWVnp6em5d+9eCoXi6+v7ySefbNmyZf/+/b29vXq9/vDhw56envHx8UwmMzk5ecuWLZs3b37//ffpdHp4eLinp6enp2dra+uhQ4eWLVvm4+MTHR29ZcuWS5cuMRiM6OhoT0/PPXv2NDc3h4aGfvjhh1u2bPH09KRSqWvWrFm9evVj7ktnMsj4CAQxeXzGVyplEolQODQgl4lFwkGRiCeTDQuGBpQKSVJSfHFJSeG1vIzMtPMXzsfGxbi4emRm5WYUZR2UHgyOCP7w/Q//9Kc/iUS3G4W+06/O5s2bg4KCTp48+frrr8fHxwOAwWB45ZVX7O3te3p6Jgqwbdu20tLSpKQkd3d3Op2+Zs0ag8FQUVHh5eW1fv36rVu3Hjp0qKCgAACOHz/u7+8PAL6+vl5eXi+88MKZM2dsbGzw9djb258+fXrhwoVeXl62traurq4HDhxobGzs6Oiwt7cHgFWrViUlJf3jH//w8vJycHBwcHDw9/fPzMwEgOTkZB8fH2dn56GhoRnW23yAjI9AEJNHa9VRP8SzOgaDXqcbGxsbNRj0ujGtTqc1GHRjY6O3bumvFxeVlN7Yf2D/p599+tGSj97/4EOb9Z9s3Pih826nVb6rXN1dP/roo7/+9a8Txp/cd2ZRUdHRo0cDAwOTk5NlMtm1a9fef//9rKwsGxubkydPxsXFTfSW7ODg0NbW1traGhwcDAAbNmw4e/ash4cHm82+cuXK7t27Dx06dPnyZQA4fvx4aGiou7t7dXU1m822tbWNj49ft24dvh5HR8fo6OjNmzez2ez29vampiYPD4+Kiorm5uZt27YBwKZNm+Li4tasWcNms7u7u2tra318fFJSUgDgzJkzQUFBGzdunPh75YmAjI9AEJPHd+d2GhISE+zs7H73u98lJCZgGNbdw80nb3XcQlr8wcd7nPd47fNa/OHi3/3n7/CbtAAgEAheeOGFiIiI0NBQ/Mv4vn37Tp48mZOTExMT4+bmVlZWtnz5cgBITU319fXFb5OuW7euuLgYX4Ner1+2bFlpaen+/fvj4+P37NmzdetWT0/P9PR0ADh27NjRo0eTk5PDwsLi4+Nfe+21goKC0NDQ48ePh4eHf/zxxzdv3vTx8YmPjw8ODs7Ly3N2di4pKamvr7e1tQWAL774ory83NfXNz4+PjQ0NCcnx8vLKykpCQBOnDhx6NChS5cueXl5FRYWPnrVzQ5kfASCmDy+Vp1pcHBwWPDCAtuNttQ+qhWsXK48J3eLvT1p82b3SxmXdjjtePOtN+NOxE0MG2I0Gq9cuZKQkJCQkIB/he/t7eVwOFevXk1MTOzv7weAmpoafNTD8vLykZERAGhtbZ14XdZsNtfU1AAAk8lMSEg4e/ZsR0dHb28v3tjCZDLxW7IXLlxISEhIS0szGo0YhgUFBR05cuT9998HABqNlpCQgPeN097eLpFIFApFW1sbvmkA4HK5CQkJGRkZePHw+7QcDodKpQLAuXPnysrKHr3qZgcyPgJBTB5fq840KJVKZ2fnFStWfPPNN7FxsZmZ164V79q4kfTnP//jk08+WbFixZkzZx59K48IjUZzcnLasWNHX1/fxGhcTynI+AgEMflBtOpMUFlZ6e7uvnOnx8ZNL+zf/0Z7O2MOV/6IWK1Ws9n8bLzVhYyPQBCT+epJzWQy3Si+kZWRdeXylSuXr1y9cvVy9uXuru4ZvvSUmZnHZgsecl8QMwUZH4EgJo9kfGzqVp0bJTfKbpS1t7W3t7ZTWimtza3ZGdkfLv6wpKRkzvcB8bAg4yMQxOQRjS9XTtE/fn5efmd7p0wqk4glMqmMNyja73X4t7/97RN8QGXmNDc319XVzWLBxsZGfGDFHzjI+AgEMZmN8QVS7GpVd2Z5R2ET61pLf1ZFx5XKrgGhYvI8hQWFJ+NOXky5eOH8hYsp6akXfPZ5Ldzt5tvS1FRRVnnuXNrZs2eNxrstPGazubm5ef369evXr3dzc5vhrdFz587hD9XMLVFRUQcPHpz8ycqVK/HBb6fn6NGj/v7+KSkp0wxdGxcXh4+NVV5ejncE/fhBxkcgiMlsjF/cTG/o4WrGDFQGu6OnTzNm6GAL86p7Js9TQC7o6uySSWUyqUwowMJC/3IhhZSa4qeQ6xYsWLB9G2n5V6S2truyZjKZy5Yt02q1Wq0Wf4aSy+VmZWXhjzAyGAyFQoF3mDM4OAgAMpmMyWTW19djGGYwGDIyMjIzMy0Wi06ny8rKwh+axBfMzMy8cePGxIakUmlWVlZ2djYAjI6OFhQUZGRkTMzQ0NCQkZGxadMmfIhaHCqVunTp0pUrV+K/XWprazMzMzMyMvD+dgoLCzMyMnJzcwEgOjo6PDy8qqoKAIaHhzMyMshkMgDQ6fSsrCx8K87Ozk5OTjdv3qRSqd3d3QCQl5eXkZGBD81YUlKC7wu+aS6Xm5mZee3atdkd3alAxkcgiMlsjH+9idbJGgKAmOPHfXwOAUAPYyC35h7jFxYUnj55+lLqpYy07HNndr/11j/SL21MT90uk5r/8If/OXCAtN6GtHbtTr1eh8+vVCpDQ0MPHDhw4MABi8VCpVL37dvn5+fn6emZm5u7d+/e9957r6ioKDg4GB9Flkwmu7i47N27l0wmR0VF+fn5+fn5sdnswMBAPz+/AwcOnD59urKycs+ePSEhIRcvXpwomEgk8vPz8/HxSU5OvnTp0htvvOHn57dv376CgoIbN254enr6+fktXbr0+PHjE4vY2tpyudyqqio3NzcAWLhw4YEDB/z8/CIjI8vLy1966SV8i5cvX46JiYmIiNi6dWtdXZ2vr6+fn190dDQANDc3T2zF19d39erVFy5cOH78eEhISE5Ojre3t5+fX0BAQENDw8svv+zn53fo0KHTp0/X1tZ6enoGBwfP+cOpyPgIBDGZ0vg//VDwHw7yVfczfmkbq7GbvcfD47XXX/vnP/+5batjSUVVSVu/SMCRSIQ8HlsmFZ5JPNXU2MRisvrZA1999eou51+1dxwIC4uyt//488+/LS/3iggn/eqXJJHobpf3RqOxqKjo6tWrPj4+586de/HFF11dXTdu3Ojr6+vj4+Pj4wMAEolk586dBQUFO3bs4PF4rq6ucXFxE/0fUKnU3//+966urjt37ty8eXNqauoHH3zQ2tqq1+vxGUwmU3Nzs6urq7Oz85tvvhkfH3/06FF8wS1btri7u+P96iQmJgYGBuKL6HS6r776Kjs7OzY2dtOmTXq9/ttvv8X/a926dXFxca6urvhsq1evjoiIiIyM9PDwiIyMxD/H/ysrK8vV1XXVqlUODg6+vr74d/aYmJjg4OB169bhrwRv2bIlOjoa76cBAFauXHnx4sV33nmntrZ24tWzuQIZH4EgJlMa/z+mNn5xM6Opi66Siw/s99y6ZbNEwLpZU5NfRzWZjGazCf83Lze3orSC2k1l9DFdnD0++/RnZ5NIVZU7OrtC+vuDa6r/c+W3pF27Nmo093HZV199FRoaunv3bqPRKBQKa2pq3N3dJ5q8z5w54+3tHRQUBADbt2+fbPy2tralS5cajUatVos3pwDA4cOHFy5ciE+zWKwvvvjCaDSOjY1t3LgxNjbW29sbAJqamnbv3u3u7p6fnw8Ap0+fxv+SAICTJ08uWrRo06ZNmzZt+te//nX+/HkHBwf8v9atW3fixAnc7FqtdvXq1eHh4REREe7u7lFRURPGv3DhgrOzs9FobGxsdHNz8/DwyMvLA4CYmJigoKB169bhjf5btmyJiYmxs7ODO51A4KKPiIhYsGDB3Hblj4yPQBCTWRm/hVlYXsGjN2annEpJDGNSynPzr16tuUcchQWFReSi1saWppb2po4+L6/nTsSSfvFzUlnZmqiIX291JGVmkAIDd6pUt1t1RkZGPD09XVxcdu7ceenSpe7ubj8/P3d3dxcXl4qKij179ly5cmVi5UuXLsXHw9q8eXNJScmZM2dcXFxcXFwGBwdPnDiBL5WVldXR0eHu7u7h4ZGVlXV7bzEsJibG3d3dzc3t448/Pn369P79+wGgqanJwcGhubl59+7dLi4u7777Lt4aAwD+/v54f5wAEBgYGBMTs2zZsu3bt7u4uCQlJTU1Nf3zn/90cXFxcnKqqKg4fvx4WFjYtm3bOjs7Q0JCXFxcDh8+zGAwjhw54u7ubmNjY29v39zcvHPnztDQ0NjY2NDQ0MrKSicnJxcXl6ioqKampjVr1gCAXq9fvXp1Y2MjXv6LFy8i4yMQiEdnNsbvFyguFNYl5ZSnXau7VFyXdKU0Oa+qb+CeB/MLyAXXCq61tnV2FRX3nju3/NMXlyz54LVX3/7kY9KyZX+NjDy1bt0LRUUXDAYjPv/4+HhNTU1lZSV+2xMApFJpZWVle3s7AAiFwsmDRg0ODhqNRgDg8/kmk8lisVRWVlZWVlqtVpPJVFlZWVtbCwByubyysrK+vn5ywcxmMz4zg8FQqVRisRgAdDodj8cDADqdXllZ2dTUNPGwjVQqnRhtUSKRCIXCd955p7CwsLKy0mw2UyiUt99+e2IrCoVCJpPx+XwAwDCssrKyoaEB/xwvFX7bmUqltrW1KRQKfM0NDQ2VlZX4N3p8BovFIhAI8BrAe+mZW5DxEQhiMhvjA4DJYh03W41mMJph3Aym73U9kHMlp/xGOZXDE55K0G/Y2FJQ5rHPZ9WqVZs2OR4+fBQARkaeyq5pLBZLTEzMxI8MBiM5OfkJlmd2IOMjEMRklsZ/IEP8oa1btq76duU3a9d9s8lu9Zq1X6/4Gu82EvHEQcZHIIjJfBkfABgMBoVCobTfzkRPxYgnDjI+AkFM5tH4iB8syPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDFBxiciyPgIBDGZ0vg/RcZ/dkHGRyCIyZTG/9WHgv9wkK9Exn8WQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIgJMj4RQcZHIIjJlMb/Cepl4dkFGR+BICaoJzUigoyPQBATZHwigoyPQBATZHwigoyPQBATZHwigoyPQBATZHwigoyPQBATZHwigoyPQBATZHwigoyPQBCTKY3/Y2T8ZxdkfASCmKBxbokIMj4CQUxQLwtEBBkfgSAmyPhEBBkfgSAmyPhEBBkfgSAmyPhEBBkfgSAmyPhEBBkfgSAmyPhEBBkfgSAmyPhEBBkfgSAmyPhEBBkfgSAmDzJ+cAs2ihnHdQbD6K1b2u9n/JZ2/JbWYLgb/MP7zjx/mactPv4deeB2x+/8axwfm1ztd+vfMN2CBsOo2aS/1/hUq8Vo0I88aMH5OsRPqpJRZhh0xI3sgAAAFmFJREFUrB9bDRvHx27dus9FPcM88No3GXWYVvWA7/jYKGY23TLc0uv0ep1eN6bTjel0Y3rdmE6n1d3+cXzcMDaGjY2px8f1Or1+4vOpop1tpl/t7LY463U+cEfmabV6g753QNY/pNCNKrUjitvRyPW6kfFxvd4w6Ujp71mn3qA3GvVGA0YdlN1jfKt5BgsaRkbk4+O6W7f0Y3r9o1TaXJ0Mc5453KkfTrU88R2Z85164nsxT4dJqhppZYhHR9S6Efnd63om0cj1Y9j0l7DOoDca9bcMmGpE/nUAfbpxbkfGNFYrCGXAFkIv19zVb2plmrsHgcK01tFMtb2mii4TXwoj2rERrRYbA9YQ1FBNjTRTK83UMkXq+2aTuj5TzRSp7ptui83TbrF22tXWT7sjDbMqbU2fqXmKFbbSTE19prppSks1URhmqcpyvUWsUqqMOo1Bixm0mH5UbTXdwsZgUAw0PvQMmDr7zd2D0MY0N9FNdTRTZZepgWbW6mF0dKSHK7tadU+rDqa9u2A720Tpt/YMQCPtzoJ0i1YPCrVKP24dlkM7y1JDnbJOZp5WmqmJNt3OPuZMcyY8VKY6uA+VOdmj6U/CGWb6i2vmx7px2hP7MR+mur45OHunF8tD7BHV1NhnEkihjYVR+iRw6/ZFPcPoR9WWcf2IHgbFQJ907VOY5iaaqY5mquoy1faZR8ZgZHREjsm/ua/xJ/rO1Oo0t8aByYchCTCGgMoDphDSrjFqOscoLKjvg/IOa2e/WSzHhuWYQAb9QmhnQjsLuvqhc6qwZpMOFrQxpkwH+6G32MWCThZQ7qyBwrzPame3I10saL/f2iYy5Qr7oZP9gEqo6TYLpObLNXyZQm40aAw6zKDD9GNqq9nAlwJ3GAZEQBuCDrYpldzXPQDtbGiiQy0VbrSZRHKTUKrs4ki/Y3ye5PaCfTxgCaG2azT9OrNrAJrpUNMLN9pMwwoTVyRVjpjZAqDzHrQLD5VZnQzzkfueALPIk62WLhZ0sKDrzsQ05/bM0zH9VTDDTHtiP8RhmotjRGH+UM5e3BUtdCt1wNzMUN1sHwLzCH5RzzD6MbXVrBPKgSMC7jDQ+NA9YE0l93WwoaMfmulQS4WSVvOQ1CyUKsVK2beBDzD+iO4WdHDMLBH08YAphMTLbUtsDx2IKqqnQk0PVHRae7iWQZGKK1T2iyy9g9Yu/PzgTJHZVlMXC7qYU+dhttjFBq4UGEPAEkK/CBg8GBgGCu1+q2VPvVrO7Es73TqnrZ9uNjRQzUKZKbNSIFWOGMf1eoNOb9Dp9GNWi5EtMlP5VuYQ0PgQdb72I5uDIWeqmphQ3weV3VDeYRpWmpiDko5+SW4VZbLxWUIzlW+l84E+BM19+h2Hz33hEJhRwm1iQFUPlHeYxEpTX79IqjJ2ccxULnROvwszzw/J+NOdXQ+TuamZ2e5FOwMGhoExBP3DwBgC1hBwhqGbDZ2MR9ip6a+CGWaOjD83h4n1Azp7u1hAYVoZg+ZGmqqiYxist/CLeobR6ceslvEBiaVn0MoUAH0ITmW0frT+kO+J4gaGtaEPKruhrN0skJtZgxKRXPoA44/pNaMGaKRb+vhAF8CJ1IbFNgcd9ieTa5XVvVDZDRWd1t5BC5uvZPEUHJGli2ttZsIPPG1sYImhrBdqmdDMgfJeaB2AKw3Q3v/kyzZ9WlhQ3W0WyUxZVQKFSmsy3hq/ZRi/ZRg36MFq6huytPdbuwehhwON3WNugVnvrdnvG3ejus9SS71t/B6muIMtya2+x/hUvoXCtjJEUN+l2ep9ZrHNwbBzjdXdxsoeqOq+bfx2mlCiHO/sN3UMQBPjyVcFyn3TQAO+Akp7oGUAKvugmgGtA5DTBI10aHnSZUOZKvU0K33Q3EhTVXaKwWq8fVHPMAY9WE1MkaWNZe0ehG4OtFIN+8Lz312zb39kQWWPsa4PytrNQoW5hyUWSB9s/BGtDup7TdRBCE2qeH+N9+6AzPreW3V0uNENN7qhvNNK5VoYPCV9UMESWDo51mYmNNOnzXzU2sNssY0NjGEo7oIqOjSwoaQbGvshq/5+xmfMz45Ms85pZdrChOpOs0huyq4SaDRasNwCkwFMBjDpAUxUrrGFbunmQBcHerjQygSf6KIP1u73CMsr6zTe7LQMK0wdDHH794zfO2Ds5Fgr2iS27nGfbjySnENt40B5D5R0Q3k3lLebhhWmlj7hsGKcwrpj/OkrfOZ50hfb4z4V57laGmjAk8P1Tmjsh7JeuEmDpn7Ibng048/J4f5BfUuYqxN4jspTT7XSueZGmqqmSwxgvHNRzzB6ABODb2qiWboHoIsDeFtu4KnyD9budw7IKm7X3+y0CuXmDoZ4SCpd+UDjj+igustE5UDWddZKp8g1LtGXbgzUsKGkG0q64XqHtXfAwhhU0rkKGt/SxrS2MKCFDi19U4c2q9ChhTl1aA+xRQoDWGIo7YFaBjT3Q1kPtAxAdj109H9vtbPeEca0pZ1mndOutpUBNXeNPw4WK5gstwPWrgFjLdXSxoIWFnTzoKhOYr/39FeOIcczO0t7zdcpZoHc1EIXU75n/M5+Yxvd2tqnPRJb9MnGIwci88t7jOV0KO6Ckm4ooZiG5aYWqlCoGG+kmdpZ0Dx9tTxUZncyzEemP2QzzxOtloZeGJLDjW5oGYCbVKimQ+sAXGmEJjq0znqP5uRwz9VhmpNjxPghnb0MaOjFja+s6ZIDTLqoZxiwUnnGml5LG/v2tX+jWbXtYPIXmwPCLjaX9JiutVv4MnMrXcyfifE1Y3CjzdjCgF4eFDUMr3GJ+myTX2x2R1kfFPcAuc3awbFQB5W9XAWdZ2lhWBtp0ECHhr4p0zi70KCRMWUaaA+xxWY6UAYgrxWKu6C8F/LboIIKmXXQyv7eaqfdken2ZfrSzm6dfdDEgJudZuFt4xvBAmC6EwAKy3izy9LCAEo/pF5jLd8W8tWWoPPFnOp+uN4N5FbTkNzUfD/jU5jGyk5LOxu6BiEsufqDtfu3Hjp/tVFWRoNrXVDQahIoTPVUoVA+3kQztTKhftrafqjM8mSYj9CnO2Qzz5OtlvpeoAsgtwUqqFBIgWudcJMKl2qhftoT8gF79KCr4LEe6zk5Rj+oPaJDTa+177bxFQCTLuoZBqB7wFjRcfvazyrjrnSK+NzeP5FMr2bD9R7IbzHzZOaWmRhfZxhRjwK5yVjbB419QOFCQaNig+epwHP1ZXQo7IUrbVYKy9I3qOzlKnr6LbW91tJeKJs2pbNNWc/UeZjNlfXCtU642gp5bUCmQF4r5LcBmQLl1IdY7QN3ZK5Ke886qVBEMfOlpuwagWbUCFYAy50ANNGNxe2Wxj5oZcHJy902u+PSywW1XCimQl4XXG02DUnvb/xGmrGk3dLQB80MaOVCSHLthr2nM+skZQzI64LcZpNAZqqnCoek4zVdphoalD6oZmaYWZ8J85Gy6Q/ZzPOka+ZGD1xtgfxJJ3ZuC5Q+zXs008vq6dyj0l643mXt6Dc30pQ1PQqASRf1DANAYRuvtVka+6CNBWcKmOt2xyVf668dhBIq5HVDTpOZJ5nW+D+eZPwxA+Q3GEvaLBXtllKKpboXCurHrnVCYbslt8WS1Tje3W9m8VV9XHk7x3K91VxAsVynWEoplhv3SwnFUjSrFFIsBVOE/JBbLKRYitot1zss19otRe2Wog5LYbulqN1C/t5qi6Ze7Y0HlZY8dYFLplhhKcVyHS/eFOsspFiuNZskSvPVBoFGZ/zOK9TtbHNeg7ms3VLWbqnshoI6bUUPkNstBa2WK83mq416qdJMuZ/x21mm/DsLlndaKzqseQ264l4gt1quNJtzGw0ylbm5TyCQjxe3mfASTlUnM08pxVI89c4+/hRMe8hmnqkO7swz62tk4jzBz+1r7ZbCdkthu6WoY/a7M/3FNfNjPc2J/bCH6dHz6Cdw6SMfpsl7VNRqpg6YKSxVLVUBs6KXa86tN5e2W8raLVU9UFCnreiGgjvXfk69QaywtDPEfMkUxv/ZHeOrRrAR3bhQZmUPmQZFZjwCKXCGLWyRmS0wswVmpcbcxZFKVZpRPXAEZrbQ3C80c6fIwGzDEZqZU4cz2y2ypl0te+rVTrNmrtDcP+1qB2ZbWqbALJSahfJb9X3KcaN18iEf0RnlahNHaB4QmgdFZt6wRSCFgWELS2Rmi8zMIbNAahYpDAy+pIcrvXrn6czsKqrWYJSrzf2C2wsOisx8sZUvhckLCuX6ngHRLaNVKId+wQOqZeaZ9ckwH5n+TJh5pjm4j7NaHngSzjzTXFyP/1jPyWGakxN4rg4TW2jmCM1KzNzKVPOk+lnoXmvAr30LB7+Ehy0CKXBxRYvMzCEzT2wWq271DYplavk39zX+r+8Yf1Q3KsVudXI0Db2qym55aYestF1W2i4ra5eVdcrKOmUVndJmJiZRasCkGTdoh6Sqdra0o182H+mcOvOxzkdZ83yss6Nf1sGWdXOk7CGpbkxjNmpNdzM6otUyhdpmOlbbo6zokt49TB2ysk5ZeZe0qlveMzhiNWv7RcqJXhau1PQZzVamYLSZgdX2KMvvXbAUX7BH3ssb1evUFqN2VDvSx5O3s+brED/BPPBMmGGe+I7M+U498b145g9TO1tK50nFciWYx0z3XNczyahWp2WJtC1MdV2PqqJL9p1rv6xLWtkt7+KOGMdH9Qb1/XtZwPvV+SaojT0sH1Lou3maDg5G4WCt/epW9p30q1v71W396r6hUbFaP6QY5clGGUJN96AaZf7Sw1Pz5aMilXZIPjo5IpWOPTzWydW0c7C27x2m1n41hYNxpTqxWl9NFefVdYNZxhcOni+jDmMG1rB2+gUHZTqRSjckHx2QjPTysSdeCSgoz1hYImxY/d2LeoYRqXT9krEurqado7nvJdzWr+ZItMNqHVMkWX6UMYXxHVV2IRVxF1NDkzIiz2aGJWeGnkkPu1+OJaUFJdxOSGL6saT0Y0npx87cJ6H3ToeeSQ89cwnl4ZJ0KTgxPSghPfjeBCWkhySm3zlGl8LO3smZuwlJTA9KSPeLT027erWz5UZV1bVjSemBp1NDkma0YHBCenBi+rGkJ10DKCjPXI4lffeKnnkedO1nhJ/LDk/OOnY2My491TawlfSR5j7GJ9krQi609rRer7hRePNGYdmNgtLrl0uvZX8/N65lF13LLr6WXXYt6/aHRdmlBVml5PTv5MadiTJy+nVyeiE5vYichvKYc60gnZyfdvnKxatXU4sK0CFAQXlmklpEPn9PCs4XFZwvv5Z2syTzZklGb2Pq0aQO0gf3Nf4mSeI1gV4jFAiGBAKBkD8o5PULeRwhj8PjcQS8/iEeh8/jCHkcAY8zxOMIeBwhjynk9QkH+4QDeKjCAaqQQxX2U4X9VH4/ldtPFfRTBf1Ufj91qL+X3989wGlHQUGZt1AGOO3cgQ5Of9uTLslTmUFuJ6e/Da/GH3j6Oe3sfgqb3cbm3M4Ah8Lpp/Sz2/j9rUPcDj6nTSdvjc8RkN67X6sOaaPk7A0pmNUajVKjUWowpUat1KhVk6LQqKV4Ru5MaNQijVp4JyKNWqRRiTTKuxlR8jElT6HkYcqBESVnRI6CgjJvUXAwKUvK79VphjXy/idfnqctEl73mFo4onjyJXlgVHKO8p4MKOVspYyplDBUcrqA36VU8KzjrIT8YdK7qimMXyIBywg2osFGNJhGg2EYhsknRYZhku9Fem9kmEaIaYYwzRCmHsJUQ5hqEFMNalSDmIqHKXmYAgUFZb6iUfIVEjaH3mq8pVPLuU+8PE9dWH2NBt2oRsl/4iV5YDT3pF+jYGsULI2SoVEytBi7n1arUUrByk0gi6Y2frEETLjocdQYJp6U7+v+vr8AhjBsAMO4mIqLKbiYYhAFBeXxRKPkKSTsAUbbuEGrlg888fI8demnNenHNBol74mX5CHDxBR0TMHAM6pmcej1mFICloGHNf5MLP9943MxbBBTPfFaQEEhVnDjs5HxZ1d7ikEmrUn3tBqfMdn4bHq9ChkfBeXZDm58OjL+7GpPMdhHaxp7JozPpNcrkfFRUJ7t4MZn0JHxZ1V7ikFa37NifBoyPgrKs57bxqc1jxtGkfEfuvYUg7Te+jEtplHyn3hhHjLfM35fjVIxPBPjj2CYBsNw76se4Hf1RKR3IsPUQ5iai6lnbnwuCgrKnESjHFSImbSeunHDqFrOeeLlebqiUXKpXVVjWpVGyXvihXnIMDE5A1MwMDkDkzNG1WxGz02FTPhA4w+DSYVhSgxTYZhs6udzpBgmxVQSTCHBFFJMIcYUQkwhwhQiTDGMKfiYgvsgy09+zOie304oKCizjkbJlIt7aD31twwatZz2xMvzdEWjZFC7Kse0qhEV64kX5uEiY2CyuxNajE3vuamQicDITcgVkd67v/GlZ4sFYJLeNbtqqm/3Akw1hCmHMYUEUwjvKH4iD3Q9B1OwJ+VJVxYKyrMSjZKpkPRymZRxZPxZhUNv1I+pNcqn7Wuo/M6EjIHJGKMK1gC9AVNJYHxgWuNfF4BBolGKb0chvjutHNIo+bejGNTIBzVynkbB1ygGNYrBe98F4GoUAxoF93akXI2Uo5Ey1XKWWs5SS1lqKVMtZUwKEwUFZU6CyVhyEXWA0XZLr1FJ6E+8PE9d+vsa9Fo1JmM98ZLMMJiUid2Z1kiZGgldI6FpZcwBWh2mksA4JyFXOKXxkwo5Zu29b+5KvxfxdzLwvbCUYoZSzLw3DJmYJhX3oaCgzF9kEppI0MVmtOn1Gomo94mX56kLva9hTKuWSZ4OWcnEfXJxnwKfHu5TivqU4h6luAuT9rL6qtUqKYzRT10ZnML4m+Snc2kGeTd/qAePaKhniNfD/074DxPenX+5PXxe1xCvc4iPp2OI24qCgjLn4fY30BltY6NyHqfxiRfmaUtLb2/t6IhCMNj2pEsym/A5rXxuK5/bKuBRerpvKpXicXVXdGY/6f3v96T2kYC0SZ5c0AvajlFpJx7tnQk8I9JOze3pjlFp+6i0ZVTaOCptmjKSptHhadKIRzPciKGgoMxVRA3YcJNW2oaJGp58YZ6yNKhFDVpp25MuxqNF1KgRNaoF9aPiehgpTbxKJ30w+j3jfyD4haPK9vhAxGX+sXTRsXThdxKaLgxOFwalC0PxT1KFx1IFjxZ8JcIAFBSUOUyaMCBNeDR16MmX5GnMs1F1F4QBF4VHUwYjMgZWHRWT3uWR/nb1HuP//C3ub9cKfvTtEOl9Ien9YdL7ouny3jDpbSkKCgoKyg8x7+CRkd5RkP4tIi1qJv318j3GJ/0yhfT7C6Q/XCT9/gLpv+/N7y+Qfn2e9KtzpF+fv5tfnUP5QeeX50j/3/k7RzPlzr8pdw5rCumX50i/SEZBQXnWc47082TST+LvMf6eQ1Wvf57/xufkt7/Mf3MZ+Y0vyG9/QX5rGXnRF+RFn+U7eZZ7HKp29qpEeSritLdy7+Hqza6lCz/N//4Bfetz8jtfFXgdrvYNrEVBQXnGE4Sn7h7jj5thT5Rgfwz/QKzAO254fyz/QOyQd9zw/tgh97BBkcJyywISDKQalKcgYjVYAfoGx11CuN8/oPuP83xODgMCgSAepCddAAQCgUA8JpDxEQgEgij8/4QZsJW1LQzjAAAAAElFTkSuQmCC" width="400" /> </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Klik 2kali dijendela <b style="mso-bidi-font-weight: normal;">Guest</b>
yang ada tanda silang disebelah kanan ,akan tampil jendela berikut:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img alt="" height="335" 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QnJFyusU8jkkF4FW91l35iIxx6UfGsi/Ou6wkfJzXs8+UiD1VrVzDmwjG66lW2+m3Z8Tztpc+vu3zj3LyoVQFr1nKozs3XxR+2bx1E3j+1Q/zZj9t8aL5k5BAP6vgZNr0TfR/eUjG/L0OJGtLED7aYjTTbS4TYwFVwqfeySMKSFL3fFsxuAL4Fpxi8+PcQHgJjH+ejzB27JAABrNl9vaaSyGLxDp9MfpPIAYKdloePdFgzHHic37XFu+VbrBVpOD0jBABT/nuOLVlYjLSHS5KFNXL9EOQBc8M0LesZii+RB4SUTV8eg1e3k5wAgnbLoOlpUre5EAwBL21g04UlhEw5yEVqet8JBCACnrZ+gcfFZjSCXiBYa5wIoiotbDllk59ZIARSTd2d9rk8HgKjHRf/zw4M/baOiDfSyduB00v884TJaRjUIkALAVs27aWlVgMmOnE33iaQDwDGvUhOPWpFMkZzdpOPRNkXvBdpOR5p8pMkbYewhQGBo2MJdfE6QUY7PMBFvOive5iDe7iDeai9eaSU+4CPli4HGB1Ig/oOF5OvDoq9NxV8fkXxjIvzT2udhSa17LsjRdmlrVQtHb36H8boOs22dh9U7DNey/B0xJhUXcKUv8kABopSHdO0Znav+l7rpy/ZNY7Jn/Lnt4mH7MEBTm9HUGvRDrx+yTqxCi9qQGg1pspA2H2mJfVNxAPH1x81/1pejHXAzBwBg1oqAT43oAJAQU/K/U6OuZgMArN4aSKHQOBzhoZMxh07GmVnGTVl2b4px456rwogCMQB4PeGj5fSgHADAv5vjh9QZaL8c6UrRNsm1FBwAzjgkb9OLmK8Z/7+bipFGB9qFRZUAgGTS3OtoPXeTNw4Ajufj/rE4r5wJmJD1pymBK85LAeCkZRSallpEBamQv3jzXQBFSVn7AdOow6fiTE/F/mNm8HgSBwAePypAP0QiA0Dasjo6cKk0NOka2io3vYcDwFad4KSUGgDs5NmEgxaxZpZxs9fdn6D1Ysdl8a1nQgAIzxEjDRrSk44wdKRoLwECQ8M26RIHWWopPmmfeNVJ8aaz4q32YnV78UprsYGPtLwZtw6Tf2UmmnhKPtFC+vUxyb+OSP55QIRWlgUntu7xVqBd0FrZzN41vUNncbvxeupJLUFyFABgna10RyOq7gxxpB8AKOjtAntN5sZPqWs+yZ+K2jxN7CMAzaChX5vQ9IRe38uoQgupaBMD7eUjPQnSE//FSOEQLWdz+Q/zhJeSsA6OvKGBPmW+3/8ZM2uYwKEzI1NbWjgYAL50ww0tT2pjpzi/uL26iZ9X2DblYJPrE1lJM375qVzAFVqfT0AzCxziAAD39sv9X10B0gdkAGg33MgAAGz6vMtoeQvSlKB9gIwAaUJMOQAIJs+9hnaIxh+HsHyc1sEoqeNSmeJTdrFozrPVngAAUbGVIbGNPKHU2inx81VJjlGK1jZWdjG1qY33OLHpY632MeY4gCLmYTaaFolMAO2DqGLARfxD53LQNvxoMADgu7QC1cyra6jy4rK2cgr/RWXHnKMNpoGSGqrCK1YuEEp8r2eg+c/QAUAGBN4T9v/XQxOWukJyCf6FpniemXjNKfF6K/E6a/FKS/EOd8ntVDnptuTfp6X/toJvLODTY/B/h+Uf7heixcVB8S2aPgq0F5orGzu3fNux65f2PfP44dcBQJyXQj2yoU17dqfebNb2CQLnfQouA7hUnva/25eg7G9Rm6uh/WNAv7HRQgaaUdhTMia8QIuoaAsT6fDRPjEyxJARIEOYZiteeaZ6vUnCbJ3E8XrFH+yt/tNxbII9zLNtX2KQOMekcJ5B5j9n3kZ7ud/Z4outWpfoJ03ZEv8/uxu+PIkvPsdety/6R/XojzYXIT3+J+Yw66xw7YG0v61IQsYKdBCQMUy0hXkGOf/85daf9onQIUAHAZkAOgCTz8J83dSPf72HjGTIEP6HpJjnIFhhnPaz2iO0LBtpStdfBgAICn6+UjNhxu4EtDgF6YqRseJHW8mSk5TFOnETtySjvR0fHlXMsWZNW3bnzyuzkCkgE/jiJMyxZi7VjvtgZf4X1jD38IuvfvVHGtRxZ/BF1tQlhs9+2hrz4Y7qT49h8x2E6wwTftGI+tvGPKTLRiRAJiONgwSGBqP/eujCck9IKsY/1BBNN5bMM5MutJAutJDOPCrdf0newgSPWOxLU+m4k7KvzOX/MFX8xUT+Jx0x+q0wKKZx7zVA+6GtqpG2+rOOjd917P6NaryGabOPpjOfqjm7U292p85MhuYU9sZ/cI1n8Y1mcdb+tXMRyvwGNTntd4wCNJeNFrHRL70kY0wxWtSJNNhIl4/0JchAhkwAkQAdAGSEI2M5MpGjo4BOAzoJyAzQEQU6KEcHMWSCITNAZoBMABkpkL4cGeLoECATQAYKtF+ODDB0CJSXa1eLiRwdAnQI0GFABwDtxxAJ0GHoalS2GwPaj3VtHwZ0UHkshvTl6AggA1h3GQDHrE+HoZ9S0UEMHQF0BBAJkBEgfRztlyNjRdeYBgpkiKMjLwc/AMhAgfTliIQhE0D6ODr4MqIyhAHeJV5KtvpyRIJXh48s3vul+EcB6b8eBrDoAqQ8F//fxpa/qbV8saNzzG76GE36GE36N5r0f+2h/0OL/te99A806WgXHW2nI3UGWtWBfsuKTm3SvA7IEOpftLSu+6r4lw+LF35evOTL0vmfViz9unr5mOrlX1Yv/2f1kr/VLP6weiaqno5qp6PqySj5c9R5+bBTLKCFPLSIhX7N608ytrCRthDpStA+MTJUIGMFOqhAhwGZAjIFZAboWE+YvYQpdF20h/pc/Id7XiR9Ww711zL4sST4vxMwzbT5m7k3/7y1Fpm9bsDBIw5CuF+2IwXS+74OCfyBYAz/MIMzYbJr4R2aZ4q0bZ/vsy/TO1eqhK5dqZZdxZ5z1XvOVW0/W7XdumqbZeW2E8/P3ap1IQu/NgWkC/rX5GWPyLUn1CuOrKs231x1fFPV8U01xzdVH99ce1yt4djahqNrG46sbDi8vP7gskqjZS9cSKFRdT8elqGV3IElYzML7aCj3TS0h4G0uEiHi/bxkYEEGcuQsQwdkCGSHJFe3p97rasPADIG5ceZdwF9QLqADAAZv6uIIw4DQPoECAwZuoD2w0YvOB48GMwfgHkwmN8H83ug4Yn9RUeOdsnRHjnaJp9lBaQ7QLoNpJtAugOkQCDdAdIdIN182aLcvgGka7DdFf6xU4KWctEaNlrM6U8y5nSgRTQ0vxbNKUALStHCSrS4Ci2loKUUtJyCVlDQSgpa1YRWNqPVLWh1K1rdilY1o1WNaHULWtWEVjahFa1oRSta/g7xjsONMFrQsiYCr8fSJrSoCS38r8eiJrSgCc1uQr8MiplNaGYTmtGEZjShmY1oXiNa2IAWNqC5tejXWjStFk15iem1aGotmq7cqEHTatG0WvR9LZpci76rQZNr0I/V6Jcq9HMrmklHs/J7SMaffq1FmzoXmzUFxVECHlUGRFQGRNb0RoQqqgMiagIiqgIevej699GLgMhqAkNGzau6ESDwNhDRC5XDQGQXrj9+ERhVP3VbA5r0tIdk/HlJM9pLN/CuA6gHSQNIGkD8WtQPoQ+BQasnIUBgdEPaANCwklSPvozsKRmLmtAeurY7BUT1bDoBAgQI1LPp9RxGvUzQsMS4Hn1NHrJkMFvY7Pb3CA6rjc1ofO+1I0DgvxDDkwwOo5HLbmW2PGdWJtErUhgv3jkqUhgVyXRKDovRwGW1cOj1HMZoRN8qv7NYBAi8VQxLMho59Hpu6W12yDLhvW95D77nvwdM5gdNZt2fxUg9w20vpnXW0zpqRhvoHbUcOoXLaGDT67mMBg69nk6tfXux2C9jESDwDjAMyeCwmqmNz6tDDBVZWlBpBNWGUKWCGiOgmHSh2qiH6w1Rawy1xl3b1YZQbQTPdWmRuzNjbyYXvEjILEjMKhw9SMgsSM4uyn5eRO+olXIb6B11eSXFKbkFb4NnQmZBck5XLAmnQcB6//OJwH88hiEZfFZTXXVx+OOu92r0tU46R4mBOvw+wxSAKXo35haVJj7LUACMQmA4VLdQ0/MLOtsq0/IKqps7ZHLs7cWqaelMzc3n0mrFHGKtQeCtY0DJ+FN/kkGpKX5E7kcy6AzmjRs3jY0PKHHtmj+bPWLC4ebu4eHh2asxp6AoK7fry2fQLSjdVxJAb9dANqzOQxxQAXKJ7FFCemVl4eOkrNcf27ddMUDn/nrKpbKw+DRqywspl5AMAm8dA0rGhwNKRlTfmfzkyZMVK1Z076ampjKZTOV2Q0NDQ0ODclskEgFAfX09n89XtrBYrIaGho6ODgCQy+WdnZ08Hg8A2traGhoa6HQ6AJw4ceLUqVO9IuYWFmVmZQEAyGWAQ1V5+QUPTwBQyGUKTA4ATo5ODCoVcAXIZYMBxwUctr3dOSGXC4rXdZbLQC7DZFhRfv6RQ0eUKMzLxWQYJseyMzIC/K4BDlKxiM9ihMelVVYWRSZmASYHTBkLk4lE5sfMD5MOK48lR0RKxVKQy/tGUWB4a2PjZe9L+Tk5IQ8eRIQ/JEdEAg49mcilYpGAzQiJeUZtrSQkg8A7QJdkmNSjLx/1kIy/DUcy4uLiNmzYAAA5OTn+/v4xMTE4jjMYDD8/v+PHjx8/fvzixYuNjY3r1q2zs7MjkUhnzpwpLy8vKCg4c+bM8ePHzc3NU1NTQ0ND582bl56eDgAXLlw4fvz4qVOncnNz7ezsrK2te0XMKyxKzcgEAIlYBAApKcljx47Nzs5W3ogjIx599tlnFErdy1tzF2Qyaa8WAOhob5sydQqb1aVxcrkMw+QvuwGGyRUKHABkMqlYLAJQZGVlrVmzurKysrS0tLKycs2a1YVFheXl5StWLO/o6JDIpBIRj8ukhsc9q6p6HpGYJZGIJRKRRCySY3JaJ3Xy5H9nZWfVUeoaGhq0tPb6+Pgo40qlElVWAqFg1aqVWVlZQqGAy+UaGhqcfqWbCgDAMUwsFktEPB6TGhKTSkgGgXeDLsk4WI++CO0hGf/7uyQjPz8/LCxs0qRJjY2Nz58//9e//mVubm5ubj5//vyEhITZs2cHBAQAgIuLi4WFhbGx8dq1a83NzfX19Q0MDK5cuWJiYgIADAbD2dnZ3NxcXV1979697u7ug0iGWCwBgILCwg8++GDXrl18voDL5c6dO/eDDz7o6KAKRaLY2LjTlpaWlpaZmZlsDmffvn1GxsZ+ftciIiKMjI2Tk5NZbPaUKVP09PQOHDjg6+vL4XIZDKa7h8dpS0tnZ2c6nR4VFbVnz570jAw5hgFASmrq4iVLupksXbo0Oyenqqrqiy++uHHzJoZhEgGfS6OFx3ZLhkQiEYvFErkco9Hos2bNSs/IqKysqqmt1dbWuX79uu3Zs0ZGxnyB4NmzNCNjYyNj46gnT7hc7uTJk0+dOpWZmXntmv/p05YOjo4sNtvZ2fm0paW7u3snjSaVSsUCPo9GC4kmJIPAO4KKZIT9fsmIjo7u/mCSlpY2YcKE5ubmnJycuXPntra2tra2BgYGPn/+fP78+VwuFwAcHR0tLS0NDAy8vb1bW1tLSkpCQ0MvXryor68PAGvWrAkJCWltbb19+/bevXsdHR37fjDpkgwFLhbyAfDkxIRt27Y6OTo6OjocOXz4ymWfVStX0qgd8XGxU6dNMzMzO3bs2NQpUyMfPfz1lxlNjfUuzue1tbVaWlrU1DaEhgQvXbq0qDC/paXl6FFTNxcXE5MD6urqZmZm27Zt09PVcXJ02LN7t1AolIiEAPizlOTly5eBApOKRaDAVqxYnpuTVVZSPGfOHBq1QyYW8LlMVmfbw9jULsmQSiVikVjIl0slTAZt6tQpxoYGZqZHTI8cIj+OkEvFv/7669O42Nyc7BXLl7c0N7W0tGzR0Lh3N3DlypUV5aXBQfd3795ld9bW08NdT1d3+/btZmZmmzdv3rlzJwDweSx2Z3todAohGQTeDVwPga0AACAASURBVEZGMphM5p07dw4cOHDgwIErV65s2bKlsbGRy+Xev3//8OHDhw8f9vX1bWlp0dTU7OzsBAB/f//z589XVVXZ2NgcPnzYzMwsNzf3/v37tra2AFBQUGBhYXH48OE9e/ZYW1sHBAR4eXn1kYznqRlpIBeJ+SxQyBLjY9atXdPS3KyrrWVx3Kyzs23hgnn0juaw4Ps//fhjWlpaUkKs9wX3rPSUhQvmgUJ22dtLT1sLANatXR148/qqlSsUUiEAWJ0+eerEcY3Nm87aWKWlpT4MfRAWGuJ47uzRwyQAEPNYANLE2Cdz5/zWzWTe3DmZz5JKivIWL1oImEQq5PB5dGZnw8PYlKqq4ojEDImEJxFxxHyWXMyjtjbOnfMbj9UJAAAY4FKQixYtXFBVUfws+ensWTOVY6qpbbjic3HtmtUsWtuj0Af79XRsrS093VzWrl7l5uyU9iwl9MG9wFvX5VIxn0dndTaERidTW6sIySDwDjAykqE0FovFYrGU2ziOD9KoUCiU2xKJhMViCQQCZaNC0fUjAaFQyGKxlE9JVdt7SEbaM5CJxHy2UjKWLF4EACFB91KTniowycxff2luqC0tKT55wvySj88l7wtuLufzczLnzvkNlwoveXnqvpSM4PuBM3/95ZSFuYODw9Ejh5ISE4Lv37W1srzkc8nh3NnIiEf2drYkE2MAEPPZcqmgvq7Gwvy4w7mzdrbWDvZnLcyPNTc15OdkzJ83F5cKpUKugEundjSGKSUjIUMiYEsEbDGfLRfzO9uaZs38ta2JgkkEYj5bIuDgUuGC+fMKc7OaGutPmB9zsLdzcHA4cfxYQX7OooULaO3N4SFBejra1mdOnXc4d+/evbM2VpcuXbK3sw15cA+TiQVcemdHY3B0cichGQTeCUZSMt6lqUqGVMhlUFvLiwulQi6AHHCpgMMoKcrjMDsBkzKoreRHYeSIcB6LJhfziwvzJAJOa2NdzYsyqZBXUVpEa28uyM168vgR+VFYTWUZAA6gyMl4Rn4Ulp6aBKBoqKuqq6qQCnliPlvEYynkEgGHQY4IV4LPYeAyMbOzrfR5gUTAEQs4fBad2qoqGRylZEgEHCUxAYchEXDE/K7GsucFzM42XCbuGvZRGIPaCgpZcWGukMvsbGuqeVHWUFfVWFcFABmpSeRHYdnpqQC4mM/ms+idbY3BTwjJIPCO8AeWjPSMdAA5JuFjYj7IRQAYJuZjEj4m4eMSAQCukAoxMR8wSdcxcpGyHRPzAZcAyDExHwADuVjlCw8yTMzHxHwA5YIIx8R8UEi72iX8l+HEr6jIxZiYDzIRAI6L+RKRQMhlszpbwuOf1dWVRSZl4VIBLu1BDJcKeowGOMhEPYbFJMp2XCIAuRhADgopKKSqxHAxXyIWCLhsdmdLSHQqi1oHohYBp5kAgRGEkNPc69cRBpaMhaNaMnILCh+EhlZWlJYUF402FBXm5WWn3XjwKOVZ4q3Qx6UlRaVvLVZhYX5edlpA0MP8vGeVZdnFz7MIEBhBVJTl0doprCFJxrwmtIeu7TFKJYPJYheVlD4vLRttKC4tKy4rLy4rL6t4UVJeUVZR8W5iFZeVPy8tV+4SIDAieF5Wfjc4LCsjgdZW+YeXDMIII+wdWFxictLTsM7Wcja9gZAMwggj7DUW8zQxJfFRZ2sFIRmEEUbY642QDMIII2wYRkgGYYQRNgx7y5LR93UVqi4Yvuu1gQZ608QIcniXgUYDh8EDjQYOIxhoNHAYzQV/d5LRNzwOoHj5LaS+ruHaawuKD59Dv67uoYZ1UvHhc1AM6hrNyY4GDkTB34TD4JKRMGTJ+GgoktGLt2rsYQpBZlaml5fXj6r2UxeOHj2amZkpk8r6z7NfDnh/HFSJ9XUNVLuBXL2S7eUaPFC/528oHIZe8CFyGG6yo6fgby9ZeF2y/6kF728aD2OV8efXSkZfnRvoEgLAcTw3Ozc2JjbhacLT+KepKam5OblJiUlxsXHkx2QDAwP0Olu/fn1TU9OrQHj/gQbTLLxnuXu5oD+XQsU15GRftYxUoKEk+7Y5DBToDQs+ULJEwd9xwfsNNKxVxuslQ9EnJNYzq5ckaJ20iPCI0Aeh5AgyOYKckpgSfD/YycFp1sxZH3744QcffDCIUixftnzTxk2ff/45QigtNa1rcNVAytB4z42+LkylIr00ta8LU3H1W9/hchgoED5oIEV/gRQDBFL8Xg4jnuywCg5vh8M7LjjWn2tUFXy4yb7cGNFVhmok6EnxZQuGYVWVVfFx8TVVNRw2h81i02n0pMSkH6f/+NplxT8++ceN6zcAgMfhaahrkEgkBoPxKhA+VA5d1veQXkf1df2+QP3eTF7LYfBAI8hhoGRfy2GQQETBf0eyr+XwVguu2j6IayRXGfL+ZLUXUYDysvLIR5HUdmp6anpSQmx2Zsq9wLsff/zxQDLx/fff79q1a8P6DR/+5cPPP/+8vKz0so/XunXrHBwceiev6FM4VRf0cSn6uAam/Uq/Xxuor2uQQIO73g0H6M8FA3P4ryr46E/2HXMYyVWGqmSoLnt6ilZxQXEUOUosFO/etWvSpNmT/71k7NjxA+nFli1bKHV1AFBWXDbj5xmXL7mHh1XMX3Dr9m3/7du2Z2Zl9qhIrxWaKode6158ANcQR+jr6jfZQUbA+3AYwRGwkRhhkGTfS7lGecHfarlG1fx8K5KheLnd3x2spKgkKipKKpEsXjQLoRCEqAh91Fcs/vrXvzo5OfG4vPT0dLuzdmPHjiU/Jsul0ubGzvY2qZAvOGN5xtDQsLGhsfetslssB+KA97yoVF3YS1e3PHdvyPsc0svVbyB5z0XjUAK9lkPfZEecQ/doQ+cwlIL/Pg5vO9kR5/Dek33LHN6OZHQDf5nDSyspLokiR0nE4pUr5iGUhBAg9ImqWHzx+RdeF7yepT7jsrliIc3saKa6uv/1a17btm2rq61j0OksBs3V2XXrlq2XL1/upHa+KlOvPFUBAAqQy+W5eblGhkbGRsbGxsYB/gE0Gu0VMxVde2U9ZUIqlTY3NvcfCPok25cD3ucQ1dM8kGugQIMk2++J/90cBkl2uBxGMFn4Tyz4UJIdnMPbT3ZEJQMDkKsE7gU5AEBJiapkxCMkR+gvqpIR/CAYANhMdnNTc0tTU0M9ldbJbaQ0GBkYnT55mklnioXiLepbjhw68qoc/QXq7QJoaW6ZN3celUoVCAS4HH8U/qi0pPTVmVBZfWEyTCwUY7JXTWKxGAAaKA0L5i8Qi8SvDhk02X5c2MtAiiG7FCpV7XvU6wo+bA74yAXqdg032YE4jHjB+w302oIPa+INzmGQZAcqODYoh983u4bOYYQlQ96HR/dZebmhIhlzEYpDSIHQ/B7PO3/4/vr1622tba3NrS3NLR3t7bXVNRrqGhMnTNTV1g24FnD71u1tW7YFXA/oSlKuUnpFf7V4GbqlqWXe3Hk4hnd2dj6NfVryvEQmkXFYHB1tHSFPCAq46HXR39e/vq7+nN05ixMW5+zOUSiUekq9p6fnkSNHHoY/rK+r/+qrrzxcPXoUsReH7mSVLkxlNQgvJ71C5Sz2dWEqo3Un1dc1aLKvOPQKpOjDQa5ylCrtvoEUrys41oeDoj8O0JMMrsJhWMm+ecH7JvsmBe83WUXP1IZV8H6T7VXwt5esor9k38pPTFSXMb0+Fb+UDKlEPH/ebIRCEBIhVNrrQcaxY8eaGpt4XB6LweJyuB2tHdOnTd+7d+/qVWu++urzCxdcUpJTXhNI1dUtGS0tC+YvkMvk5eXlHh4eM2bMiIyIlIglP//8s/JvOJ48edLJwUlbS3vrlq3Hjh3buWOnrq5u0fMiMzOz6OjosLCwvPy8JUuWSMXSrhBD5ICrzGkY1KW6PlS95oebbLcLH5iD6kR5LYehJzt0Dt2NvzvZ/7yCv2Gyg9dhRJJ9W6sMuYpi9bxuS4pKnjx5IhRwjpkFbtjwaMOGhA0bEjdssP/115+VeuHl5SUSipITkl3Ou1zwuOh31euKj+PePeqlxUUXPFzWr1tLo0lfnYPu6ve6Rau6Xi6umuqbfvrxJ+WhbBZ74cKFD8MfSsXSadOmAQCDzlBTU/P28t6iscXf17+ysvJZ6rOHYQ8b6xvTnqV5enqGBIdUlFfMmjXrVfReyfbLoZtJt0uhouVYn6NUM+p1w1HNCO8ZqN+CKwblgA2BQ9+b3tALPsRk5UNOtm/B5e+v4IMk2y+HXsmOVMHxATi8pdn1ViQDe1kaVQXpJgRQXlIeHxfPoDPq6+rZzA42s5XDahfwhHa251asWOLne4lSV8Zhs8rLyo+aHv33d18gtBgh68WLrqQ/e+Fy/sJ33wZ+9ln67VtlcukAgfABOChAwBcE+AccOXTk6NGjLuddVq1aFfUkCpfjN27cMDMzc3Jw2rpl66WLl1KSUyxPWZ45c+b0qdPJScn5eflnLM9YWFh4untSaimXvC9duXylh2ANlKyqS/VCVW3v5cJV2rE+Z1rVNXiyfdtVA8kH5YD14TB4oIEL/hoOeH+ufpN9LYfBqzqsZImCD57syD/+VI2kUImHdd2biwqK1Dep7961e6vGli3qGlvUNXbv3LJRTffDDy98/nmks3N10P3k+rpqBc6ltrWame4cM8YSoXqE8hByR+g8QmUffJD++Wd6vr7xXesruYqyDs4BAADKSsvKissEPIFUIhVwBUpiZcVlNCpNIVdwmBwAaGxsLHte1kTp+gUWDotTVlL2cn0JDbUNvSs7dA6qyo33dKmep+4lYq/RfkcgrE+goXCQv0MOqoH6cugbCB800OgsuOJ1HAYJNCKz67UFH2Kgt/gsA1MpHwYKhYLD4TyNf3rr5i0dbR2tvVraWtraWtp6etrr1+9AyBChGoQAIQZC5XN+izp6NDctNVt/v9PYMakIBX0/2Xz/fi8L83uae+xOHHebP+8Xe3u7rliqwoy/vKx7rcBVXb1M2UfVVHsqerYrXrZ0HzVIIEWfO4aqq9dNY6DRhh6oZ8H7CTQQh9cGwvoEGoRDv643TBYbDof3UvB+A6ly6MVtBAs+OIcRT3bkv5fRV5kUAABSifRe4L2W5paGhgY2jS3oFLBpbAadwWQwSosbN6oFb9t679tJcQiVIFSNUBZC8X/963mEriH0/MfpsXo6/s+LSu8F+rq7nrvi4/Xb7DnnHc4D9LlLKHrm3JNDPy546VJlrqp9oDJIt0JDn0Cv5dBvIKy/QENxjUiyioGTHWiqDTFZxRCSfW0dBi849joOf6yCv+HsGpGC4yocBgn0FiVDobK2AZCKpLdv3mYymLlpufHZ8aHloQnZCVmpWRnPMrIzsipK82oq86Mi4729Qi5eCPP2euR9IcLDLeqiZ5S3V1h8THLNi+cZz9JdzrvY29lfvHBxzm9znOydugqh6G+N181BpnJKcJUFG67iUpVq5a5qN9Wz0ndB2zfZYXGQq3DAXsfhtcnKh5BsLxfWc7tfDnh/HN4w2WEVXKHC4Q9X8EGSxfpL9s1nF/bGBR+Ew8g//uwOiankqQCpUBp4O5BOo1dmVp5IP4FSkG26bUV6RVZ6lhKZaVkvykrP2Vlu3rRmi8Z6Vaxbu+rOzTsFuQVuLm6O9o7eXt4//fiTvZ19l0DifYLKVWok79mnX3ry/o7CB3VhPV1YfxyGGKhfl3xgDsMKpDrIcJMdFoc3KfgggfoteK/RRmHB33B2jeaCj+RbuXpdQqqx8S7JEAqEZUVl8SnxtyJvJaUlFRcUF+YVdqOkqCQsJMz3iq/v5d5ITkwuzCu8eOHiWZuz69auszxl2dba1jsQPiiHgVzy4bj6PQfvPtBo4DB4oGFxkL8dDkTB30bBR/Ldn3KVeHjPeDjIxDK/q35BQUFXr1z1v+J/x++O/xX/K5evXL18tRtXfK7cCLhx59adV7jZteHv5+972ffokaOrV62+f/++kk/vQL22sQHKhPfcHcQ1UEaDuLABOAweqPtUKQYONIhrRDgMJVnF0AIRBX/HyQ6x4IqR4DDCkqFKvXsX6zoB9TX16pvVN23c1Bub+rT051LfpK6tpV39ovrVsxy5CvCe4fpy6EsP73NgX5e8v0ADubBBOeADcxicXr8cBk92EA4jleybFPx3JDvKCz7Q5H9ns2vECz5QoGF9MHm9ZPQVZtkryRgxG0gUuwNhfTjgL1298pf358JVXHgfl+psGCIHbAAO+Os4dEfBB+AweLLYMJPt6/odyf7ugr822b4cZANwGMGCDyvZ/7CC97vOGmHJkPfMGRuAYvcCqXsb7+NS9HQpVCqlqqnynoF6yS2usov3dGEDnI9BTtVAgeT9Jat6lHwADkMMhL9xsn0DDZfDWy34EF39BhqdBR8oozcveN+MRqrgQ0z27UqGvA9e68KGeYj8LQQaDRxGNtBo4DDcQG/D9d6THQ0c3jDQW5GMvuj3OpQPzFI+cG7yAcrxWtc74zB4oH5dgwcacQ5Ewf+4Bf8dyY4sh3ckGQQIEPjPACEZBAgQGAaGJRkfvKFkEEYYYX8IGynJGMYXxvtAIVPUVpVXlBS8KCsiQIDA6ER5cX5DXdWADzjesWQwaFRqR2sntY0AAQKjE9SOFhaT1uNLHO9LMkA+ot/mIowwwt6SDaIX71oyCBAg8EcHIRkECBAYBgjJIECAwDBASAYBAgSGAUIyCBAgMAy8lbdyESBA4D8VxBfGCRAgMAwQkvHeTwBhhI1GIyRjNAKH4hpqTHZNQj6FAIFRgpjsmpIa6oDfGSck430CIOBJYfLz+mY6jy2BRiqbAIH3juTn9QFPiga8ot+pZOCvW/wMZV30nwSAwPjiFqaAx2F6e114o2UkYYSNkFHaWYHxJQDvXTIwkAqlUZFRd27eUYJSQ+nx2h8MyovLG2obCvMKWTTWgO8X+k+CUjJYIkpt9fTp09/95CCMsL5W3cIYHZIBQKmhjB0z1veyr+9VX9/LvjUvaro4yrv+N9Q39HT33Lxpc1pKmmr7K5MPutvdiPXX570LxACS0cwUNtbXLVy4cKinlDDC3qaNIsmoflG9ZPESVXLxMfGMTgZg0FDXkJuTe+L4CR9vn927dmemZQIAYPCi7EXp89LcrFwfbx8xXwwK6GzvvO5//br/9fqaegB48vjJFZ8rUZFRDCrDx9unorRCOXJ4SPh1/+uJ8YkAkJqUWpRfNNgrAAjJIIywlzaKJKO5vnnC+AkmxiYmB0ziY+IBYNbMWTmZOQBw985dPR29c2fP9ZAMgCuXrvzwww8+F30CAwP36+2nd9K5bO7RI0ePmh3dsX1HYkLignkLPN09vb289ffrBwYGmhibxEbHnjt7zkDf4KjZ0Z3bd9pY2+Tm5laUVIzGTzqEZBA2+mwUSUZtVe2c3+Z0tHRQ26kCrgAA5s2dV15SDgBB94JIJiQ7W7tekuFz0Ud7r7ZCoQCA32b/plxueHl5eXl5/fTTT7eu39qqvpXL5BbmFS5dshQAjAyMfLx9Fi1cZGZq5uXlZWtt63fFr6sS710gCMkg7I9go0gyKssrp02b1vWiHQUAgJ6OXuDtwLjYuEULFxnqG548cdLNxW3D+g2pSanKiM5Oztp7tQFAIVPMmjkr8mHkRrWNxcXFxcXFK5av8L3su3zp8sa6xtSk1Hlz5wHA3j17vTy9jhw+Eh4aXlxcHB4Sfv/u/ZrqmuaGZmKVQRhhQ7FRIxk4MDoZAdcCFDKF6t9ZcXNx8/H2KcgpiImKSUlMyc3KDQ0Oba5vVv7VspyMHHIEGXBQyBQB1wIEHAG1jWpjZWNjZWNrbVtZXhl0N4jD4DTXNwfeCgQcyBHkvOw8UICXp5eNlc0N/xsioSjqcVTGs4zR/Cyjvq7ml19+efeTgzDC+tqokQz5yxf59dSRAe0lvx7b/b4KEFfp1qull3e0ASAwvriRzu9oazU0NHztuSSMsHdgo0kyCPQnGTWtzHc/LQgjbCAjJGMUA+B27PP6Dva7nxaEETaQUdpZt2OLAUZCMv5GSMZIS0ZIcvmdp8XROTUECIwS3IkvDkmuGBnJIF6xM+KQiDAGU0hjECAwWsBgCiUibJD7HPEiv/cKHEBBgMAow2j4a2kECBD4TwAhGe8fGAECowyEZIxe4IDLFJgEJ0BglACXKd7BB5MnAAByCcjx938R/oGggNic2rtPSyIyKgkQGCW4+7QkNqcWFO9CMoQgH/hBK4H+qn8jpqiikSbHcAIERgnKGzpvxDwfmR+yvk4yRK+RjF5fD3+TX/pQWt/xFS+9A2nkqAJAYHxxbRvx7U/CRpHVtI7ctz/fSDJw4DA4R48cNTM1MztqFhYc1qUgv+NKwyGaHB0TFdNLdGQimUwsAxx8vH1aG1tH4++h9ScZyi+MNzc3Hzx40MzMzMzMLCcnB8OwvufSz8+vuLj4woULYrFYKpV2t/P5/IsXL0okkrc0hwY3iUSiylYmk927dy8tLe3tRVQoFO84WQzDVAve1yQSCY7jbW1tHh4e74xVXw7K10QMbteuXcvPz+/eTUpKunfvnmqHkfzC+F/fRDIAql9Ufzvp2+LC4pKSEi8vL2cn57bWtt5LD8WQdtkMNpvR+3vW7i7uzk7OANDZ1ikTyQYbp9tGjWQkJCTMmDGjqqqqqqpq8+bN0dHRfcl2dnbW1dXNnTs3LCzMxMSkux3HcSqVOkCGb920tbUzMzO7dz09PQ8dOsRmv8VvwTc1NW3ZsuXtjd/XIiIiDh48OEgHTU3NysrKmpr3+RvJGhoa9fX1r+22atWqgICA7t0LFy7s3btXtcO7+R2TIUlGTWXNwgWv3gqxft36kKAQHMdrK2utz1jbWNs8fvRYKBC2N7c72jtanLBobWyViCQPwx6SDpJIB0mFuYX0DrqOts79u/djomJio2P9/fyNDI1IB0kOdg58Pt/V2fWnH396Xvjc28u7ramtvqZeeWB4aLhYJHZ2co6KjDpudvy843keh/cw9GFcdNx7XomoSEZqauqyZcuampqampr27NmTlJTE5XJtbGyUN/CbN2/Gx8dfu3bt2bNn6urq4eHh48ePf/z4sbKSQqHQ3d09NzfX09MzIiKCRCJlZGTIZK9EMycnx8bGxsbGpry8XCKRVFZWkkgkEol0584dNpvN5/Otra1JJJKDgwOVShWLxQEBASQS6dixYywWq6ioqPvO6erqmpube/78+fj4eOXhIpFo3bp1ampqTCazu8/MmTOLi4s5HI5yWA8PD4FAEBoaqq+vX1VVpewmlUqTkpKUNHR1dUtKShwcHEQiEQAEBQWFh4fzeDxvb28bGxtvb28+n89kMu/du2dubp6Zmdna2vrZZ59dvHhRdaIrO1+9epXP5wuFQmUKR48effHihUQiSU1NVcaKi4vj8/ktLS22trY2NjahoaFCobCjo8PNze3YsWMUCoXL5ZLJZAsLi8ePH/P5fOXgERER48ePj4mJ4fF47u7uJBLJ2tqaw+F0R1+2bNmOHTsKCgpWr14dExNDIpHIZLJYLGaxWC4uLjY2NtevX+dyucrOCoWipaXFzMyMRCL5+PgwGAyhUOjq6koikWxsbHg8Xnp6up6eHolEys3NdXR0tLCw4PF42dnZykYSiVRdXU2lUu3s7JQD+vn5paSkLFy4UEdHRyaTFRUVKU93ZmamWCw+dOiQlZWVsuetW7dMTU2bm5s7OjrMzc1JJNKSJUvMzc0FAoGHhweJRBIK+PVU7iiSjAXzFyhkCuU9X32zOjmCLOKJfv755yOHjpiZmf02+7eb128G3Q86cfxEWkravbv3Aq4F7NfbT6FQ6qrrrl69mpKQMn3adBqNdsL8hL2d/Y7tO/z9/CkUyv3A+0YGRhc8LhgbGQsEggXzFzwMfai2Xq2msoZCoRjqG173v75q5aqtW7ZSaikBfgHaWtoMBoNNZ7/mR9DvUDJycnImTpxoampqamp67ty5pqam1tbWn376SS6XA4ChoaG7u7uGhkZwcPD27dsfPHiwfv16JpOZmJh46dKl8vLypUuXhoeHf/PNN4GBgRQKZcOGDcnJyd0TOj8/X/mR59dff42Li1u/fn1tbS2FQrl161Z2dvauXbsiIyMpFEp8fHxERMTZs2ctLS0pFEpOTo6GhkZgYODatWuV46xcuTIkJGTSpEnKDmZmZl5eXrq6ujdv3lTyBABHR0djY2M+n6+mphYVFUWhUHx8fE6cOGFhYWFmZqYUBQB4/Pixuro6hUKhUCizZ88OCgqaM2eO8qIyNze3t7cnkUjbt283MzPbtm2bjo7Os2fP9PX1o6KifH19s7Oz58+f39LSoioZrq6uZmZmmzdvPnnypKurq5JhaWlpQEBAREREd6yrV68WFhYuXLhQ+TFwwYIF3t7eYWFhpqam6enpt27dKiwsNDIyunv3rp+fX3l5uXLw0NDQDRs2sFgsPT29y5cvUyiUx48fq6mpdUdfu3ZtREREU1PThAkTvL29KRSKtrb2vXv3tm/frqura2Zmtnbt2u51ikAgWL58eW5uLoVCCQ0NTUxMNDEx8fX1pVAoERERenp6Xl5e27dvp1Aoa9eujY6OTkpK0tLS8vHx2bhxozILNTW1iIiIuXPnKgfU0tK6dOmSurp6enp6eXn59OnTlaf7xx9/fPz48ezZs3NycgCgoqJCW1s7ISEBAFatWpWWlkahUGxtba2srE6ePHnhwgUKhYJjWE0rc7RIRvWL6kULFymH6uzs1NiskZyYzKazv/nmm/iY+KTEJH9f/8Lcwra2ttjo2AseF9ra2lycXAz2GygPaW9vz8vOU75w2MrSytXZVVdHNy87DwBys3LV1qnZ29lbnrIEgFUrVwXfD541c5byQBNjE2cn5107d5UVlwHAo/BHGzds7DrV71EvekpGQkKChoaGktTy5csjIiIYDMbPP/8MACKRaPv27X5+fnv37g0LC9u2bdv1qUl5DwAAIABJREFU69eVnbOzs+/du1ddXb1hw4YHDx5s375dOcLq1avj4uKU25GRkfr6+klJSUlJSTNnzgwLC5s9e3b33GWz2b/++mtNTdfb3qlU6r59+9zc3AAAw7DZs2ffvHlz06ZNANDR0bFw4cKHDx+uWbNGKRCWlpZOTk7btm1LT0/vvnjs7OxOnz4NANOnT6dQKAAQERGhpaVla2t74cKrv9Vy9+7dbiXaunWrUjIAQCaT6ejoeHt7a2hoODo6JiUlPXz4MCgoiMlkpqamuri4pKSk1NbWzpo1S1UvDhw4cP369aSkJGtraxMTkxMnTihTAIC2tragoKBVq1Ypd+l0ektLi3KNlpSUdPPmzczMzPb29sTExAsXLlRXV3M4nPT0dA8Pj7CwMB6Ppzzq1q1bW7duVV5pysVdbW3tjz/+2E1g3rx5lZWVzc3Ny5YtU7bo6en5+/vPmzcvICAgKSkpKCioe1XI4/EmT56sfO4gl8vpdPqqVatiYmIAoLq6etWqVZcvXzY1NVXOhOLi4oaGho0bN169elXZCABz5swJCgpSvsmNx+Nt2rTpxo0by5cvZ7PZeXl5kyZNUp5ub2/v0tLSpUuXKhcylpaWNjY2ACCVSn/44QeBQKBMzdLSUldXNzQ0VDl4VTN9tEhGQ23D+HHjnZ2cXVxczI+bJycl4xjOpDNtrW2v+Fzx8/NzsnfKy827G3jX2cnZ9Ijp7Zu3M9Mzjx095uLi4uzk7OzknJaSpvxoc/rkaWcnZwN9A/19+i4uLpanLAPvBCYnJZNMSM+Lnq9etTolMcXJ3um843kXF5fjZsfTnqWtXbM2OyMbAEIehOzasSsjIyMrPWv0fDDJyMiYNGmSi4uLi4vLsWPHKisrhUKhlZWVi4uLm5vbb7/9dv369Z07d4aEhKxZsyY/P//QoUPdokCn05ctW3b//v2NG7ukcOXKld3e1NTUI0eO+Pn5+fn5TZ48OSsry9HR0dnZ2cXF5cSJE1lZWTdu3FAGOn369MOHD2NiYo4fP+7i4nLu3DkPD4/CwsITJ04od3/44YfHjx8vXbpUuSa3sLCwtbW9d++elZUVjUZThrOxsTEzMwMAb29va2trFxeXkydPhoWFHTt2zNnZufsaKysrs7Gx8fHx8fHx+e6775KSkjw8PJydnd3d3RcuXOjp6Xn37l0nJyc/Pz93d3cymZyammpra6tcAZWVlZ0+fTooKKh7tPPnz58/f97Pz8/AwEBXVzcuLq47hYsXL3an4OLicubMmefPn7u6ul66dMnPz8/JySkrKys4OPj8+fPHjx/39fXNz8+3tbV1dHQ8fPhwWVmZcvzCwsIDBw4kJCTcunXr5MmTLi4u1tbWly5d6iZw5coVV1fXrKysRYu6bopaWlr+/v4BAQHu7u5+fn7Ozs4RERFKl0QicXBwOHfunPIUPH36NDg4+NSpUy4uLlZWVrdu3fLy8jpw4AAALF26ND8/v7q6Wk1NLTAwcM6cOcosbG1tS0pKbGxsXFxclJ8EAwMDAwICvLy86uvrz5w5ozzdrq6upaWl8+bNEwgEjx490tDQUH7OxTDMxcXl7NmzLi4uGzZssLCwCA8PNzc3d3FxEYuElA7O6JAMDORieWZaJjmCTI4gtza2AgBgXb8Go2xsrm9WBkpJTElJTFFud7R0KL3KEcqKywCD5vrm9rb2lStWnjl9hkwmZ6VnKTvXVdU11jVWv6iWiWUAXcO2N7cDQFlxGZ/NBwyYncyG2obqiuqayprR88FEJBI9e/aMTCaTyeTuj9AAQCaTa2tr6XR6e3t7bW0tk8lUrpYZDEZJSYmyj0wme/HiBYPB6H5S8OLFC9VP2nQ6XTly9w8ylLvda3tl6O4H6dXV1WQyuVt0eDwemUxmMpnNzc10Or2iokI585RPXgAgLy+v+4bc0tLS2NioOmxRUREAUCiUtra2bkpCofDx48fHjh07duzY4sWLlUmRyeQXL16wWCzlsNnZ2WQyOSur6+RSKJTo6GjlMxoMw7Kzs0HF0tLSyGRyfHx8bW1tdwqxsbFKL5/P71Xb6OhoMplcV1en3M3IyHj69Klym0ajPXnypPvRg9I6OzuVClJYWEgmk589ewY9LT8/v7Ozs7KyUrlbW1urlNHk5GQymVxcXNyrf1xcHJlM7j5lBQUF3Seovb1d+SCzoqJCIBCIxeKqqipvb+/58+crs1AeolAoyGRyY2MjlUpVPv9WPoeWSqXKbso5UFpaiuO46vRQ2tOnT8lkcsL/s/em0XFc17mo78t7K3n5l6yVtbKybnKv1/ONnCjPvrElT7FjO44sihosi8+WLGuKSMoaKIIER5EUKZoURUmUKZGiKEogJYozJQ4ASHAAMc9AA92YGkMD3QAa89Bj1Rmrar8fp6tQPaIbBEDaqr32wuquXXX29311zq5TU6OwUKjd1NSUl5fHKHUtyH9LS++5jJj7hsZyNW5h/GcA8WugkeUAAHD86HFRDlKtDKZNtOh1kolyK0rGl808Hs+OHTv27NmzZ8+evr6+dO4OfsmttrbWqIDzal0DC3DHJP8SAABBQBlwLckISfEsebKQljKkd7IErS0MhtSJ0sAA8Nk1R8+QbwH6gWWWpWmu6cufibrxXJYMHF8yVNMIUeJGTrKQojeiRYfMX9XokWwOKXEYlJvDkCxRDIaY1tLQASDncqO9Z0TCVMJM/ys+0OgPLG5Jwr8pQvErpGj2ZjCwm8bAEmFIDfgmMViCTy9pco3kXG5KVDJU4GpmJePPZi4Zqp5GjR5vxl/zkmQh83A1GtFM400zuRo9kjNKlDCkmTDEJ0qNIUOyGhQ39Z4qasmt7MitdOZWdpi8M7fSmVvZGR0SS4yQ0xQ1r5ww5DQ1a24zWaKYUEc0hhSJOhIlmh2GWZOdEcNtKHhnnOBzRTYzDKeKmkuaPKAl6eFz88D4dMmgwBXg3ORMHyRcDzH9r6KPQHNIAU5N49bcjgqcmgqEOaroIXMis8eHlDgMMYkMDIoppJgwxCdKRtbAEEcWlMiPIKmq7gqoHFQNVBa5IqMq+nJF/2yE1LgQBxVA1aK3EsvVRCEtSWs8eSgGQww84ckwaHFkU2BIncggC3GJEmLgiaS7fQSfUYeMyBqw4wWfac9qHCB5D5+fkiEGGwWOgFPTqDOOzyLETCHj8EuAY31lc4gDx8CxvtwcYsARcBKdyMCAE2EQiVCiRApwnCQUg8GciCUiq81EFichKzAQE1lzomSheLLGwYFkLviMGJKRxYkSaTMlMoeMRDwTDGoags+a7AIInhHZGXvXnAgeM5QQcDKXJYNipFJm2nkUOAFOTHwUfZJjhHg0MkVfHg/aIBPfS5i+SUxITYSBp50oYShhooRk4zHE7KFMMaQme5OCx3fHdARPQfYmBVczF1yZC8HT710pBDcnyqiHJ0u0YILPSBYDQEFh0dyUDBljhWIdPdGhc70cGsSwvne56WBL9a1UHahR86juxkzJqLtMbxNMiagpFI/BSGTGoMQlUvREXG/NjMHQN0WiZGRJErJpYmDRGFKTTYhBmUlwNlvBsQlDPNnbTfD43pVM8PR7V2rBqQlDCrJKHFmWMtH8CZ6I7BzOMlCkZGC9wgnySP9sVDWxAjOFkH7OL0LGXIvpJwjG/sbRIUUXSCTCeiIzBm5KhBNhoPoHpm9unLbQaAzUdDbBdJyKqcaniYGaMNC4RGYM5kRc36lGohgMaQoeQzZNweltJjhPjkGZreDpkKV6OziObELBZ0H2JgVPv3fF73Rj22SCy3M5yzCVDMstt/xP0tHClgyNp3JQQKV6KbXccstvQ1+wkqEQjaHRoZ7B/o6hga6E7vU4Q74RUJlYX7yUoqPkoNJbLRYGUEAhtx7GTXqUtpZilmfkGZaMpL/KlUbJUIjU3lIVCExKUjChe9zOfncrgAIKVqk0NebVGAKOQaGByREc9oEyr1UDgcYAlBTTHN/4IMehP+4xoBCFhKfGvClF4LOc66nUXIw0hqbGvCqVbj1ry+fMMywZqR8Yn7FkdDnrVTXBT1oKGxv1ej3toCmgUhSavJx3QiFhUAgAlBdf6ul0AGigEAAt0i8Z1t+EVYGJ/gqgMb27k8hLshoHjQFApOJE+jSKLOco8gabykcG3f1uJwAAQwbs6UZUevXyaf+EeBdTbwR4BAAXAPRcKgWGpjcHDVQjlzY9rhiOQIqspgCLa5YjUEWbOrVICzoFhgAU4AQUGlke2VzTKQBoHDgS7wUSyV+Qf0oT8GJkVJXhAZe3rzMiAtOnJELbaQDqNAbgkYkhQHBqtNtpB9CAI1GbCvJPysHJaTyxLWgmYIaMTN9lGigkIlFGnmKTWbQ2O1+wRAuNYc5LBsNAdKwUg1FB9JLBefRPcppsdKTf624HRQGFotDU1ctnFBIGTgCgqvyKu7MFNNAY6ulqHh1yg8ZBUyeHB1wddm9vJ4CKJb+rw+4fHwKVASUqkb3uzq4Wm398OOwf72ht4DgMHI963RpDoDD/6FBwchRA8fZ19fW0A0BXW1Pu+aMB/yQwBgyDxlQquTrtXW2NoakxAPXG1XO+scFeV9uItxdAA4WOD/W5OhwD7g5QFRSYCkwOh3yjHa0NDAVBVTSGejube9odvZ3NUmAcQBv29rg67CMDvZEyRzAoZHTQ7ep0dDsbx7we0DRQ6fhgn6vdMeDuAI2BxuXgZGebTfJPgMaBEk9X61B/N2iKf2Io6BsFhY94ezWGcMg/PtQHoPrGB7vabe7uFmCM43BPV/PEYB+ANj7S191pb3VUX8k/rREcGZCMjAz0uDodQ/0uAHC21OdfPBYM+IAzYITKwakxLwpNdbQ2SL4J0FTQmLe30+W0T44OAGgTI/1ycBI4Gx3pH/b2fHE6Z3zUCyoTJePqpTMsHORE6m5v6mppRKEpUYA8PW2uDntPhyMwNQKgjQ64u9ps/W4ngBoOjIcmx/xjQ53tNhVL+q1E3RP2LiMkxgmJHi0seYiKXZCoNWNJwkSzw6BgYBhoHAaaBEM6iWjaZFk02XgMaZGdj1lGDEohB0uvZHjaARTgFAWnrl4+o6DILKOq/IrH1aopzNFQ7miq7Ght8Pa73D3OqrIrdTUlNVXXHY2Vnq7Wi+c+9U2Ng8JAZVJg4vwXRzqcdkdjZVN9mbPd3lBbMj7cd+XSaYVKAFBfXdRmr+3tbm+oKe5ub+rpbnF3t17OOxHwTYDKgFM57KuvvtHttHd2OOyNFRPjQ0XXzleUXOrpbHHYKjraGgGg3+2srSqsqy5sddQMeDrPnjrU3lLnbLc3VBdNjg01NZR1ORtd3W1XL592ttR3OR01ZdfqaksrywocTVX6eT69nHvC3lDe1dlib6jobG8CgP5eZ21VYV1lYXNj1eTESG3V9WZHXYujZnJ82NlS31Rf3tlq63N3NtaXttqrGSNXL58J+8eGBlxlRfkDHpetrqTD2dzZZmturBzq7z539vD42FB3Z0tTQ1lXR0tLY9WVS6c1MYNgCEBzOR211TdqKq93tDf1dDoKLp0K+qdAYaDxwPjwmVOHmm2VznZ7fXXR2HB/q726trqwrra0vOiSq6vFVl/a0WbDYX/x9QuDfV15F46NjQ4AZ6ASBYVvXD03Mdxvqy3p6nR0djTX1dwYGxloaapyNtd3d7UWF15oqi/rdbXbbRUdzub25lpnq623s+Xz0x93tDZ0OB31NTfksC9yX5PpHt+7aNxBlZk6OosbHilCPGUoIQaWBIM5UYpQ+okMsgkxzEg2HkNCsiw1hjkvGcSUjJgycaLgmUrGaL+3tx1UBVSKgpMF+af0OTNUlhb0Oh0Amn9qtKO1YWSwh1FSWVpQeOWLjvYmh62y1VHX291SV1UYmVGrLOwbv17wOQA4W+pstSUAUHjlXJ+rrfDKF2Lm0lhb2t5cRwl2tdv7e50EyZ3ttobaEgAAikBjvvGhS7knBDaVIk6kwqtfjHh7AKDP7awouTw5PtzmqGlprm+sK71y6XRfb3vR9QuKwgDgxrVzHlfblUunxI92tDpqOlobSgovVpYWdLQ1NdaVtjfXgcqBEeDk+pXPadgPAH2u9rKi/Imx4Ta7aLYk78IxTtCQt9fZ2jA+OsQZDvsmOtpsQ/3dlJKGmuKutsbaykJ3V0t58aWBns7qimt2W3lLYzUAgMIK8k/2dbdVFF0GgPKiPFdnMwAoOHyt4HONIeAEFDbU39PmqG1raaipuFZSeLGztcHeUA4AQBBo3D8+dOXSGYbDYi/0OO0F+acaqos62hsbaop6O5sBoLQo7+iRvVQKjA17Sm7kRnYBJwoOF10/73G1Xb/yhZCxtCivu6PpyqUzCpYAoLe7pbmxsrr8ar+7AwBQaPL6lc97Oh1lJfmqpgJAQf4p/8QQaGy6+7JEvcvo2alD5kNoTGs0esyYN5zzRDTR8phJwXxjSJjIjCGp4PNaMszq0PRKhn5igiV/ceHFca9nctQ7MT5SVXrF6+nWGG1vbRjy9tRWXvf29zQ3VTub6/3+yYnhfnevs7vDXlaUDwBAMWgsNDWWf/E4gNraWCVKydXLZ73uzorSy+Oj3n5P1+enPupoa+jtcQ71dTfVlfV0Ovp6ndXlV2UpDIyCykKB8ZLC3MnhgfHRoY5W28So91rBWf/YEAC4uhw1Zdda7bWOxopAwDfs7bl66UyP0xEZMAq/dvnsgLujsqxgfLhvcnKssqSgs81mqyv1dLf7fZPD3h53dysoDGikZHi62ybGR9octa2O2pammpbGqkDANzzgKsg/NTnq7XTauzpbaiquT02MdDvtw/29ddU3XN2twYCvquRKq6OGIORxtZdczw34JzvabLbakvHxkZGB3sqygj5Xuxix9oaK5qaqiYnRfld73sVjkZKhaZVlV7raGwMBX29XS9HV8+7utpqK60iWgFNQ+OToQEH+aVA4AJQW5Xc7m2oqC4f7e/z+Ca+nc3igt6O9sbmpytvXVVtZOOrtLbuRHw76QKXAiSKHr+SfGurvrii5PDE+NDExUllaMNDXVV1xdcjTPTk51lBb3NxY2WqvaXfUjY+P9PW211UXdbY0VJYXAABwcin3hH9sOFIyqOl4GNO7SPQ4NPf7ZCFqmsDHjD2qr5agG0e3lgIDjcaQcFjGYKDRGNIne/MYWByGpILPU8kQULAZDVGQ1NFWyxjVQNNAizLQNNCGRzwDPa3AFGAYFIrDPntDeVNdWX1N0fhQn8Y5EBr2jzfWlXm6WzlBoLDe7pa66hsttmomhadGvZ7uNtA4UAwKJXKgs80GjI0O9HrdnaDwbmcTCk4ROdBQW9zf0z7g6hgdcjOM2hy1zpZ6KgU0lQ/2dQ339QDnwDBwKgUmGutK66uLhga6FUa62pqQbwpUPjXqdXe3apx5XG31NcW2upLOFptvZLC3qwUUDgrtbmuSg5NE8jfWl9rqK/LOf+Zsrtc0raOtoa7qhrO1geEwEAKYAKcF+Scrywoa6kp7Ops1lWoqc3e11lcX22qLnc31CiejA731NcXjI/0KI9jvczRUuDocDIUBoNfZ7BsfAtBIOOB01IOqaJwNuDvqqm84Gio4Dof9464OO1Cmcebuam2oEc3WgYKBEyBYI6S7vclWU9xQW9ztbNI4H/B0jnrdoHCgVA5OdrU1ASegcE9369SYV2O4tbGmruqGq8POCe7tbp4aGwTQ2hw1Kpanhrx9rjZQOHCiErmz1aZSOeQbs9WU1FcVTY4OaJwzOeiwVdjqywryT9pqSzRN62l31FXdaLPXagqdGOrvc7WLKVhnayMO+EChCcaAuXeZj6ii45kn5EaIYMD6+jxuROHoo3rCRCwuUWoMMyZKFkpBNh4DTYRhdmSTYZgmO+clA5voUb1oUQycaAj1djZ5elr73e0R97T3e9qNr91O2/iQ6KkYiLgBoYKqgaZFFlIMjEau1Yt1FAVAA00FRoAz0BTgKEKbEAAVKAKFg8KBIQAVKAVKQRN3QJRIs+KOCSFAMKgcVAYUmTBooGqRIgIqMAIEAWcRDFwBTYtg4AwUBSgCjkHTNCQ31ZfZakvqq0tc7XY5FASFRRipKtDIpUegpLriGpH8AABcicilCV6iWQwKA00DzoBh4ETc2gBKgCNQFWAMsJgyqDpsBcDIQgHUSLOqfmtG1UxdjYCmswAVMAZFAUUXgdEIBoJAUYCxSCLQQFWAYQABAIOqijMdUDhgFOlqqgqEAGd6Xg4EtzRVN9SU1NeWdDQ3hIM+UFiEr6qCIlpQIi1EBDedxifuXXpfjwkJDGJ5TMgYisbYNreWMJG4dpgwUZoYaHIMMa2lIJsMwyzIEhNZnCbZ+SgZJAJCo/rVUKN6UawiSZUljiVOJBVLKpHEEhVLGkZAiEKxZpQ3gyTGYLQm/qLoROa6aMKgUqyyWAziQyQUk4hgIDgWA5ludhoDnQkDxYoc5lKYyiFVjKUYDEYiRtLHEJsIzSB4ArIJMcQLTuZYcEXHoGCJh8M8HAKKgbNUZNMU/CbJkkzIomiy6Qg+i941R4KnIDuD4El713ycmJBIxdUoVglWCNaIXreomAwTjRKVEpUQoAQIAfGBiXkyVihWcVyFI5HWYkMEQ0wirGPA0RjMlV4kInqNi0+UEANNhCEZWRIhC5SolEQlisagignOTZJNJrieSI0ha8ZgJotTkp1RcJKG4NS0x5MJzmclONP7fQqy8Yx0DOrN9K44wRP0LqYnusnelbbgsTs9RQ/nUWTVZL0Lz8dzGcYxgWKNYk4xo1glUcuNEKdYw6ZzTiGcCJEoNYUrFHOKlUj10QWiGIxEOGkiNVkiijUSG4pNFB8yJvY0AwzTZEk0BrHLMySr4Kj1o8jOWvDUOqQtOEuRKB3BSVzoJgWfi96lpOhdca2lIKsaiTLpeNPdeEbBycwYZin43J+Y0OmpjsKwgrFmVDKKQWXAGSgMNBZ561bRv6oMFAacRIof1guqPt1S2XQBThCKSUSTYyDTs6zpRDi6NZo8kXEQMB3WACdKRPUjHotc4tFSY5gdWZKSLJ2e1iqJEmWMAacSXDNhmIEsTpss0ROZMaQgGy/4rMnOonfR6UQzYMikd90awY2SYSaL5uHERKFYo1jDmDPMMOYYqwRTgjWCp3yBPu+YxzvWOzjW3T/q7h/tHRjt6R/1DIy6+kcGh8aRJHFKCMYaxoxibpxBEcwZ5gRTjDWMKcEKxmp0IqYnUnUMKsGcYYoxx1gR24pTNb2OUoxVjDnBzDhdJJFQBIOYpFGsUqzFYVBxNFkyjcFIZGBQYjCYEqkYM6KTNTCYyRoYkpMV8FgismYMnGBGplWNISswqEkEV5IIHp8oteAsXnAyk+AkkeApMUwLHkd2ZsHnqHcp5t6VSHBlngQn6QpOkwiuJhN8zksGI1hjWCGYYcwJVhlWMWYYc04lSbpvbc7y3Sez3/ti9bufr3r33Kr3Lqzed37N+3mvHLyy8dDle9fkvH2iGEBTCdYIAQBGscKwShEAgKooDKkEc4wJxoxilWGVRiXiGBOCOY0UyxgMlESuwHGMma6FijHFmIrWjBDDGsEKxtSUCFRVY1QxJYqECOZY3EMBFSEWh8FIFMEQk4hGEsVjECeiZrJclOAkZBUTWSNkkFVTYDDIEgSgAQDDKJIopeDMpINCMMeRpIkTpRRcjROcxZE1CR6LIaKD6GwZCs5MGHi84Ml7V4zgSiLBRaKkgifbs3iabLzgPFpwbd4ETzCU5rxkcGIqYDhyVUZjGBQaCoT+c9Uhd0+nNOkNTAz5J8fC/gkqBYFpvvAQAOz/oiL7/TwA0DifGBlasyqLhoIqZ5qqvvnGG9cKClRN1TDWOAFGNIIZwZQQoIQTErkWwAlQIo5IFGPAmBGiUaJRIq4Pa5QwSjghqggRojEiHk9QKCaUKARrhDCCNSwuhhNgRKGEEDI+OCgFAgolGsFq5NSOKIwwQkBVW5ubN25Yr6kqKFSUf0owIwQoYYSoBGv6XVWNEULE5ItwSoASTVwFpFhlhFKiEqKI4ovFxXACjCiMEII1cTwRW3ECFGsEM0ooIUJwlWCjQY0SQjDDGAihGGuEaAI2IxojlBJFxxBhxAmAdu7s6ff379dUlQsMOlkheOTwqO9ZcVPAENw4amkEa/phUGBQceQQHZGOYIVgIo6lGFNDcHG8Jdggy+Mw0PjeFYdBXMsUGEQirmPQSGwiMUJYPAadLI8jm6CHm8hqycmqCROZMWQuuBonOM9ccJxE8Fiyc375UxQqrk9jIo9pYKwxGvSHFq35yOl0To2NhiaCwclJFJQ0xD+07//5xXsAtPe/qNlw8BIAgKoO9fb809e/HpqaEr81+OADDxw8cCDylChGwHnkl9Q55xRxSkAD4Bw0VUVIwZghrFACABRjBSFQVVAUBWOOMENI4wxA1TgHAGAUMAYAjYnHUlVGEGgaMA4AGsYcIVAUAPjFQw/l5+aCBpHbCooCisoQ4hgDQElx8fe/8x0AAILF5gxhRjCjSBNoFQUAVEJUQkDTQOUAKkVIRQhAE5MUjhBDCEAFTeFInH9SAC2yXNM0jTOCOcKAECgRETTGmKDAOWgaIASaBpyDpimEaIwCaAyJ5yY4gKYRyhHSGBeJNM7FCSoQAgDbt2595qmnAEBM3SO7z9it+imYsWdVMf0WRwsWqQ6R6ztYP+zrIc0U4vqMgFHM4hIxPZEZg5Kkd6XGYCTiNBWGFGR5fCKcGVklCYYUZOdccCVDwePJKhjD3M4yMMYIY4oxEXdb9QoCGKuMjvuD9679uK93pKAjf33pOhKS/YHJFcUvfOXAVx67+hgAHDxft+ngJQDQVHXQ7f7O3XdP+XyccwB49NFHj+XkaIpSeP36ujVrXt28ubu7e3RkZO8776zfuGHb5s39Hk9pccmDixdfys/nisIIwRhXlJb87tlnf7d8+d633/b29Smc737zzVc2bHhz9+6hwcEdrR7KAAAgAElEQVTDBw++sWvX7p07f7d0qdPprK6uzlq58uOPP16+fFnu+fMBv99RV//88uVLly3bu3fv5MTE/fffv+iee0ZHR1VFAUImxsb2v//+8mXLlj77bHlRka2q6kc//OHRTz99btmyE8ePT/l8Uii0/bXXNmzc8P67744OD7/x+uvv79276ZVXnn/hhe7Ozsmpqc+OHPndsmXPLV36wOLFwx5PTU3NunXrNm7YcOzopxNjYwohoKqu9vZ7f/7zpcuWLV+27OSJEz6/jwSDO7ZufWXDhg/efW90dLSzq+v1HTteeP75ipLiiZGRk8ePr1m9+qP33x8cGnrppZfGR0fb2tpeevEFAHj997/P++ILb39/VlbWsmXLXtu2bWh46KMPDvz6kUe6Ojp6nc4Vzz//3HPP3f2d76xZswYARD+jeoeTMSb6oQb0TiZ2sSymvmKOgyPn8IAxwRjpW2kkcqQS/VsY0RtR9USqvgnBmOuJzBgS9i5mCql6IiU6kTgmqzhyzNQwRtEYlJQYmD7CzYkEWW4ia+iQkKyBgZowiESM4NSCszjBSRqCEx0DmklwGic4Tyj4nJcMYSqeFlrRS8aEP7hobc7YgC+v69xXDnzlqWtPLM5b9Bcf/sWOuh2UUQB4/0LNhg/0WYbb/Z277/b5fIxzAPjto49+euSIxtibr7/+h7ffLi0svHHjxooVK372059mZ2c/+9RTDz7wwEcffvjwgw8SQjDGoGm9HR1333XX2PBwwOe7+MUXdZWVmqru2LkzOzv7gfvue+mFF3//2ms/+O53W5ubvS7Xf/zHf5w8efLv//t/z71wIRgM/vznPz914sR//OQnfd3dwWBwdXb27h07nnnyyVMnTqiqqmAMADu3bVu+fHkwGJwYGjp5/HhZcfH//B//48SxY8Fg8KH77z92/LimaVs3bcrOzv7xj360bevWF194YdE99/T09FRVVz/0wAOHDx78zWOPBYNB/+Tk3XfdlX/u3NfvuGPlypXZ2dnf/t//+0hOjhC87Pr1b33rW8FgMBgMLl68+MLp05qibt64MTs7+8c//OH69euvXbu2YsWK2vLyk8dPdLS1Za1a9cnhw2dPn2602b71rW/V1tXt2Lbt2SefvH79+rPPPPOH3bsffuihouLiYDC4b//+lS++uDYra/trr3FF+c5dd7U7HMFgcNvWrS+/8AIAKKYxqeh9Ln7Pcj2k4emeLVajencEY4avryY6t9F9pw8tGIsDjxKXKAUGFpfIwGCMZHMiMVyxCYNxOE2N4WbIkjiyBgZD5BSC82iyaWIwJho4bcF5SsHn/loG0wubqhc/AV1lNOAP3rcup887EpL8OS2H/irnr/+fY1+74pn+T9YHLtSs10tGv8v1T3fcAfp/A//VL3954P33VVWtq63NO39+965dnr6+X//qV2tXr3Y4HGUlJSdOnDhy6NBvfvMbABBnCl2trV//+tfF5qMDAyPDw79+9NHjn35qdzje3rXr2Wef3bJ5857duwFgcGDgx//+70ePHFnyy1+K9e9dtOjk0aPf/ta3OGMAsPmVV7Zs2LDk4YevXr0qrnECwJo1a15+8UWxfmdn5/WrV+/52c/E14cffviTnJzfPPbYldxcu8OxKitr49q1K55//uTx4wDQ3NT0wOLF77/zjkALAIvuvffkyZN3/OM/2urqmmy2Y0eONNTVifOmshs3fn7PPWK1xYsXHzl06PHHHruSn293OFa9/PKLzz/vdrsryst3v/56RUnJ5MREWXn5wf379+3fPzo6+uLzz7/55psrXnjh+uXLzy9btm7Nmgtnz37/e9/r7ugAgM+OHXv6iSc2rV//7h/+AAD/62tf801NAcC+vXtfWLZMnNNxfXZK9WtyCp4+hmvGhFY/dMfsdHOI60ddVW/N6NBGpzdCVB9vxgduwhDfu4xExoE6JkRNaGMSMT0RS042HkNqskoisjQ9smp0onjB08SQgiyLI5u+4HNcMsQUQ6QUU6DpeQejU77gfesO+32R/3Jun6wdlN1gssMFtvUH8gGAMhYIBPbs2ZO9evX69es3bty4aeNGZ1sbZ2zPnj1bt25d8eKL169dKyoq2rJx486dO7du3px78eLhw4d/+8QToq9rjPmnpt568811a9Zs3Lhx9erVdXV1p44de2XDhtd37nz8scdWvPTSjtde+/3vfw8A/f39P7/nnmOfffb/PfywQPLA/ffn5+fn5OSsXr1648aN69asqauuvpyfv27NmkGvl3POOK+qrNywdu3GjRvXrl697733iq5fN8b2r371q+PHjh07cuTVTZt27tz54OLF27Zuffnll3NycgCgqbFx0T33ONva3tq9+4033nj99df/7u/+rrq6+oP9+1977bWdO3du27rVbrOJalVVVfUP//APGzdu3Lhx49bNm1taWg4cOLB506adO3fed999WzZuLCgo2LB+/ZrVq9/fv7+9pWXb1q1bXn111apVDrtdDofvvuuu4Pg4AGzdsmXDhg0A8MmRI6tXrdq4cWP2qlXXCwuzVq36wzvvAMCBAwcE2Z/+5CevrF2rAYg5tnGyyaJHFzEduGiSnW6UCSU6REx9kemTefPM2bjASU2JzBjMrRkYFP28IwUGmhKDORFNTjYeg5FISUmWx2GIIZtQ8IRk0xF8RrI4jiyNJhuPASEEAFfmdpahGmd0Jpk0RkP+0N3P7cvJrTlf1nKutOVGdf/1Gk9upTO3KuJPvH5m7f48cRhXOAeAmoqK6rKyirIyUWg0SgGgvLy8z+USeHpcroqyMnt9PQAEJia8AwMKIQrGimhB02rKy6vLysZHRsT6rU1NVWVltbW148PDkyMjvpERRgiWJK/HE5iY8Pb1UUJUQgY9HhIMAkBtZWVVWdnowIDYvLutLTQ1pVGKEQKAyZGRqrKyivJyAGCSNOh2K4RQQob6+kJTUwBQW1tbWVbmqK/3j42NDA5OTUwohKBg0OvxDA0PH/rww9UrV2ZnZf3ioYdGvF4AEGTHx8YAQEEIAG7cuPG/vva12tra6vLycDAoYDTW1FSXldnq6yeGhwGg2+msqKgQIRwKVZeXi/kCk+W+nh6CkELpxPDwxNAQpxQAHDZbVVlZT2cnAIwMDPhGR8WFz4aamqqyMntDw/joKBUyYqxgjPUP5j1rjA1zyDissbjVeNxqiulAaox2IykzjcBkGNToFoyxqsyEgZgmUMkwqKYpc2qyPG41lohsQgwGWZIhWaM4zqHgZhZJMcxtyTBKGtZ3CdEnSyohGKHPi+37z1UePF916HzVgfNVH56v/Oh85aHzlR+cr/zgfOW+LyqaO/pVxqi+iTEBUTmPzJrEQk0TZVLTz1wIxhpjoKrcVEFVSiPbK0rkTNUwRQFF0RSFY6wQAprGGdM0LXK5SNMUShUdgKqqoh6DpnFKma6+pkR+x1QhRLwgGzlFVFWFMWxKp3IOigKcc4wZpQDQ1ta2b+/eDw8cOHDggH9yEhSFG+k4j8weGRvq67uSny+Wc84pxmCSBRSFYCxO3xRCVIwVcd+Hc44xJQQACCEKxoJs5JwchIQaxpHbKESIMN2qQqPnuopJVW46/Cr6kQ3rncy807neGXD0NNjooNh06GOmkDCWPBFPlIiYOjo1LvVHJ+KJMJjJKmljMI/81BhY2hjoTILHqGouCvGCJ0x0k4LP8eVP4yYr1Tkzk0yKecQmM01hCBnlk5tos+hibAik6CGcKGTM9xRTlJlC5kSGjsx0IOImRuZEaiIMxFTOzTqYD84cYyru+5rHaCKyGCFxj5kjFIMhRgdzooQYmD5TVU0dxUyWRTMyC84XUPB42MkSxQiupBTcmMzTOLJRgidSdcY9m0xwmlJwnkRwnFzwhJ0/RnCjHSU5WZ4oUbqCz9PlT2w6KyMmqth0ioVMcnPTnR6kb0702m+siUwtqPqSmERMvwiM4xLFYEiYiJgSUdPxJ1mihBi4jmEOydK0yWYkOJkJA5lJcD6T4KnJxguemuwfkeDmRAsjuJqG4PTmBMdzfmJizIviba5CKMnyOU90O2BIkeh2wDC3iVIsvx3I3g4Y5jZRiuXJMMzx5c/kaHVwhNA4F6Z/nrENyyyz7JbZQpcMhVFJRmEJhcVfSTY8FJYwxpzRGRuxzDLLbpUtXMlglIYk+ZldZ5btPvPy3nMr/vDFij+cW7H3/Mt7z61892LWe7mr9+f+cvPRj/NqVFVFCBHzfQEAceV/AbQAAITQvCZKE4miKLcciWWWxdjClQzO6KQ/9KOXPmh0NA94ut29Lrenv79/YHh4ODgpTU1OYUpeP3pj1b5cAGCM+f3+1157bb1uFRUVnPN51YJzXlZWdubMmflOlA6Sw4cP2+32W47EMstibKFLxr1rPu7oaA9NjMtTkm9iTAoEgMANd8GyomcB4MC56vUHLwGAqqput/vv//7vr169WllZWVNT8+ijj545c8Z4CgMAKKVUf+xCURTzrER8ZoyJV9qM6QNjzLy5+MA5N5a/++67jzzySOQ6bvQ0x5zO3JQxIaKUmuEZmxsKmLObNxd8zbk4593d3RMTEzFNAYCmaYQQY31KrfM4yxbUFrhkBO9d+3Gva7DMVfxR4yGQFC7R/Y17//LQX/7o3L8DwIfn69fpJcPj8Xz729/u6+ubmpoKBoMPP/zw4cOHAeDtt9/evn37Z599hjGempr6+OOP165d297eHgqFKioqNm/efObMmWAwuGfPnqGhIa/Xu3v3bgD47LPPrl69ihDasWPHqlWr9u7dixDKy8tbsWKF2HbTpk1r1qz56U9/+sILL4gh7fP53nrrrdLS0lWrVh0/flyIdfDgwe3bt+/btw9j/Pnnn586dUqg3bp168TERHt7+/bt27dv315VVYUx3rx585YtWxBClFJCiCzLR44c2b59+549ezDG165d+/jjjwHgnXfeqaqq2r59e1ZW1qpVq44dO4YxPnz4sM1me/XVV7dv344xrqysFC23trbKstza2vrqq6/u379/amrKumJs2ULawpeMnLEB/9n241858JWdNb9/ueTFrxz4ym+v/XYwOAgABy7UrPsgUjIGBwe/+tWvPvPMM88999zy5cvPnj0ryzIAbN26NTs7e9GiRa+99tr58+efeeaZa9eu7d2712azLV269NChQwcPHiwrK7v77rurq6tzcnIeeOCBlpaWZ599dseOHcuXLz969KjD4XjnnXfWrVu3bt26Z599NhQKPfjggxcuXLDb7evWrVu6dCkAKIoyPj7+V3/1VytWrHA4HCtXrty3b192dvYjjzySnZ29ZMmSJ5544rPPPnvyySf7+/uLiooef/zx4uLiu+66Kzs7Ozs7+xvf+Mbnn3/+r//6r3l5eaqqEkI0TcvKyrr//vuzs7N/+9vfPvzww7m5uf/1X/917ty5J598srCw8F/+5V+uXbvmcDiysrL+8Ic/LFmy5OOPP/7mN79ZW1t79epVo+U777yztLT0lVdeeeedd06dOnXixAlFURasu1hm2UKXjEVrcwa8YyOBoXUV2X/+4V/8dc5f77PvA306by4Zbrf77rvvliTJmLdzzl944YVDhw7l5eUtXbr06aef9vl8V65c2b17t8PhkCSptrb2rbfeOnXqVDAY/OUvf5mTk7NkyZLTp08vXbr0lVdeOXjw4I9+9KOWlhYAyMvLW7JkybZt28Qc5Gtf+9r4+DgAfPLJJ0899ZQoGcPDw9/5znd8Ph8AbNq06bXXXvvFL36xdu3avLy8Tz/99MMPPwSA1atXv/766w8++KDL5bLZbH/7t3+bl5d3/vz5t956y2az/fjHP3a73ZHnsgEWL168bNmyvLy848eP79u3T1XVN99888/+7M/Onj1LCPn+978vaG7bti07O3v58uWffvrpf/7nf2KMT5w48U//9E95eXnnzp3bsWNHf39/V1fXoUOHcnJyxsfHrVmGZQtpC1oyJnzB+9bljIyNi6ZOdB0tGbxhPof/KL9+rV4yent7//mf/9nn84nrFGJu/9JLL7333nunT59+/PHHly9ffu7cuV27dm3ZsmXLli0NDQ1btmzZu3fv008/XVZWNjk5+a1vfcvpdFJKN23atHz5ckLIjh07tm7d+sEHH2zYsCEnJ2fVqlVbtmwBgA0bNuzcufODDz546KGHjJIxNDR05513jo6OAsCaNWs2bNhw8ODBXbt2nT59et++fYcPH9Y0TZblRYsWHTlyRFXVjo6Ol1566fTp06dOndq1a1dDQ8O3v/1tp9MpSoaqqvv27du6devp06c/+OCDkydPHjp06De/+Y3P51u0aNGZM2e+973v7dq168CBAytWrDh//vwjjzySk5Pz/e9/f3R0tLq6esWKFaLl3bt3NzU17dix4+DBg08//fSpU6esWYZlC2kLXTK++7v9hbVOR5fX3jXo9oTd/aE291ire1T46vcvrXzvoriqFwgEiouLJUkyjqLi6uOZM2cOHz584sQJu90OAEVFRZ999hlCSNO0wcHBTz/9tLOzU1wjvHHjhiRJiqI4nc6mpiZFUQDgwoULhw8fvn79OgA0NTW1tbWJZk+dOiWabW5uFuUpFAqVlJSEw2FKaWtrq8PhAICCgoLDhw9fvHhRkFVVtbKy0uv1cs41TZuamjp8+PDhw4d7e3s1TSsuLvb5fMYVSgAoLi4+fPjw2bNnAaCrq6uurg4Aqqur29ravvrVr7777rtHjx5taGgAgKqqKrfbXVFR4ff7AaCvr0+0PDo6qmlaKBT65JNPqqqqUmtumWVzbgtXMiglkozeOF70yqGCrYevbj18Ld5X7c8tqG4Xh00xkmNm3TF3MbD+npsYlor+XqmxJiEk5mmL+G3jnwERa8a3ELM5jn6AAiEkbtCA/uYrxN3RMG8uTkNEC+Fw+M033zTjB/10TChg3CIRt12Nezdz0QcssywDW9CnP8n0mNGSOID2ZXx+yShPtxqIZZbNYAv9wLhllln2R21zWDIuAygYB/QfRrbMMsv+BG3OS4YPYylFyQBQU5+YaAr/Ep6YWGbZH4stXMkghCCMSxq7Txc5zhQ7zhY7zhY7zhQ7zhTZhZ++0XSmyN7VP2q+ZEgpXbD3LNLMxTlPZ03OufnaBGOMMZZ6/TRxWmbZLbSFKxmcUV8wfPdz+7YeurD3+JU9xy7vOX5tz4nCd08V7j9bfuSC7eNLNQ9t/FS8Y2JsFQ6HfT7ffFwXjLmTQgjx+XwDAwOpcyGE/H6/z+fr7+9PvabP55MkyfgaCASCwWCKZqempqzplWW3vy1oyZjwhxat/Xiw36WGxljQh0JTiuwHRQGNOcYrAeCj3Jq1H+SLkiGQXb58+de//jWYXkgXr34Zzy+JG5PicSlsevVL/GyPuNkpVmOMKYoiXh5TVZUxVltb29bWJprinDc1NX344Yecc9FmTEUQN1DF0+Xl5eWHDh0y1hTTIuNOraIomqY9/PDD9fX14l6ppmlbtmx54403RGrjLqy52XvvvXd4eNh6Lsuy29zmtGRoCpZ8GCUtGZP+0L1rPuro6BoY9gyOeElAUiVlwjfybOFT/3zyTgDtg3O14rU0AWtwcPCpp57Kysr64IMPjKcVWltbGxoaBvT/EtDf39/Q0NDa2iq+BoPBhoYGm80misLg4CDGmBAyNjY2NTU1NjamqmpTU5PL5QKA5557TrxjIqpDOByenJwEgNHRUdEC51w8cAEA4+Pjdru9rKzszjvv9Hg8gUAAACYmJmw2myhGgUCgsbHRZrOJZ8x/8IMf5OTktLa29vT0AMCKFSteeeUVAOju7rbZbGIhAIyNjdnt9tLS0jvvvNMqGZbd/janJUNVcMiH5RQlI3jv2hyvZ/Js68mfnPtJ37jbMWj7ztm7//zDP3+j/g0AOHihTpQMSmkoFHrrrbf27dvX2Ni4dOlSMYZPnjz50ksvZWVlvfzyyyUlJTU1NatXr87KynrxxRdPnDjR0dGxbdu2rKyslStXvv/++42NjT/72c/EWyovv/zygQMHHn/88eeeey47O3vlypXl5eXbtm373ve+19bWJg71Fy9efPzxx2tqalatWrVhw4a33357fHxcXIOor6/fsGFDVlbWc889981vfvPcuXOPPfZYQ0ODeJB8165dQ0NDU1NTK1euXL169ebNm1taWhYvXrxkyZKsrKysrKyysrKNGzfu2LGjqKgoKytr9erVK1asuHr1qt1uX79+vWj2H//xH8fHx62SYdltbgtdMhat/XjUO1XeV/zXOX/1jVP/71c/+593HL/jet910bjxWpqmaRMTE3/zN39TWVlpt9vvv//+V199FQDuuOMOt9stJgLd3d2PPPKImIAoitLc3Pzee+8tWbJENPXd73736NGjP/zhD8X7rytWrNizZ88DDzywfft2ADh//vxjjz326quvvvnmm8ak5vPPP3/ggQc8Hs+OHTtOnz5dUlIiHvcGgKysrOzsbFHLfvaznx07duy+++7r7+/ftWvX0aNHS0pKpqamRP1av379HXfcsW/fvl/96lfi0e/c3NwlS5b8/ve/FwAefvjh9evXP/HEExs2bNi4ceP69evFSdD3vve9wcFBq2RYdpvbwpeMHLd3WCXUNlx/19m7Hrr00EAwcophLhmEkD179qxcufKVV15Zt26d+A+JDQ0N//Zv/2az2SilNTU15eXlzzzzzDvvvEMp7e/vz83NPXjw4JIlSyilCKEf/ehHJ06c+MEPfhAOh+vr67/xjW/s379/8eLFYhgfO3bsiSee2Lx586ZNm4yHu8+cObN48eK6urqrV6++++67O3bsmJiYEBdHNmzY8PLLL1NKvV6vKEb33ntvY2Njfn7++++/v3PnTpvNdtddd3V1dY2MjDz++ONvv/32Aw88cOXKFUrp8ePHn3zyyc2bN+/YsWPJkiXHjx8fGRkpLy8/f/78pk2bVq9eTSkdGBi48847rZJh2e1vC1oyJnzBRWtzQoGAaIpqIYi2IwW27PfzxOXAX/ziF+KNLGHZ2dmnT5/u6up64YUXli1btn79+vb29oGBga1bty5btux3v/tdaWnp2NjYRx99tGzZsqVLl+bm5k5OTl67dm358uVvv/326tWrz5w5k52dLU5wrly5snbtWq/Xu3Xr1srKSkVRVFUtLCzMzs7u7u4Wr5+fPn06EAiIH+Pyer1vv/32smXLnnnmmUceeeT69eurVq3q6enZuXNndnb2iRMnhoeHRa7nn39+0aJFubm569ate/TRRwXU3t7evXv3fvjhhy6Xa+3atc8//3x2dnZzc/PQ0NCbb765bNmyp59+evHixT6fz7rVatltbgtaMvzB8L+/fHDdgUs7j97Y8emNPcer3j5R8fqxYsPvW//JtsPXxJXO+OcaxDlCKBTy+/0YY03TxI0Sv98fCoXE6YmiKH6/X9QacYXC7/cbb3AYbVJKGWPix2+MW6HGQkqpaMF4QkTTNPFzpIFAQCARa4qFmqaJXIFAQGATvyEYDof9fr84MzJ+B1CSJGOhkUs0a71jYtntbwtXMsSiDs9IuaNHd1e5PcqrW90jE35jVEdtToixXLycbiwXSxJ+FesTk8W0lmxh/G9qGi0bDcavGbOC8TUefzxg61c8LfujsIUrGcJA5aApSR0UhVsjxzLLbl9b6JJhmWWW/VGbVTIss8yyDGyhSwal4iJfYhf/mHUh+VtmmWUZ2QJe/iQEIeTuaXX3tPW5nQnd1WUfHRmgzLjRiCiliqLiBXlfi1LKeYLHIhBCjHHGZ3grnwioaRghJM01LbPsdrMFLRmyJLW3VGMsc84S+tBgj7unlenjljE+NTXR29M5TwOM0ulJDaVsYmKsx+WkNPYVdcbY0GD/oLcvxdvrlFK/f6qnp2PGWRIhNBgI9LicaYIkhMRDssyyW2ULXTI62+sVhUMSGxsb8PS2i5Ihhkp7m72oMC8shYxblYqqqRoY0wGuKKoGiqqJW5iMcVUDVdXEnU5RaxBCnCuMMa4ojDFV1RRFVVWttcXW6+rQ9J8XDgYD42MjhFDOFVWbfigDAOpry2qrSwBAUVRVA0VRMSEYY84j6VRV9Q54LuefZoyLXOJXiNU4tAAwNTlxKfek6f4umW4WY8Y412c0ADA2OlxfW6aqsDBTLcssS223oGRwzhKVCwCAsdF+o2QwxkeGvSVF+c52e1VloaZFfuy7xVFfX1va3dVKMGGcu7rb62tKmx11oVCQcz485K2vLbXVV/j9PkmSOpzN4oe/PZ7u4aGB3p7O0dEhe1NNh9MhCkHeheN+v49SRimbnBx393YRQvo8Llt9+eTEmJgyaBo02qps9RUA0OF01NWUtrc1EUI55wP97rra0kZbVSgYGB4auHH9oqZBb0/n4GAf51yW5fa2pqbGao/HxRhnjHd3tdnqK6rKr1+9fNZ4uoRS6mx31NWUOtvsnCter6e/r0ds7up29vf1njn1kcfdzZj1YKhlt95u05JBKQ0FAyU38gIBn6ZpDXVlHU6HqmplJQXdXe3DQ/3tbU0ej6vZUddoqxK1wNlu97i7K8quDg8NeAfcZSUFfR7XpbxTgmFlxbUWR0PhtfM3rl0YHOxraa53NNU4mmrLS6+I6YCiqD0u543ruYNeT0XZVXdvV7O9LhDwUUpFybA31TTZqlqbG0aGB9rbmurry13d7dVVN0aGB/r6elqa670D7iuXzjjb7W2tjeFQkBBSUnSpqvy6rb78+pVzrS221uYGe2PNyPBAR7vj6uXPxSyDc6Wmuri1xTYyPNDe2tRoq7I3VtdU3QAAWZIu55/u7em4nH96cnKcWM96WXYb2O1bMvy+qQtffFpfV+ZoqrmUe8Jhr1UU9eL5z0KhIAAwxgilRYV5nZ0tACDmIG2tjaUll0VTBZfOdHe1Xrl8VlFUAKgou9re1lRafHlosB8A3L1dleXXbPUVreTih9MAAB8fSURBVM02AEAIKYrq7u0qvpFPKRkYcLc0N4yNjQgiomQ47LVFhbneAQ8AjI4MFl4/39RYVVdbItIhJA8PD+Se/8xWX9HbI/73Ej3/+SfN9roeV4ejqXbQ21dSdKmn2wkAwUDgWsEXomQoilZw6czQYB8AjAwP3rh+0dFU21BXBgABv+9awRfdXW2F1y6A6UeGLLPsFtotuZahJCsZ42MDnt52rqiyLF+/es7r9YyODA0PDfh8U+WlBa7u9kZbVVtrY093u72pps/j6uxobqgv73G1t7c1tbc1DXo9VRWFPS5nd1drVWXhyIi3uqqou6vN2Wb//PTHzjb7jesXRcno7movLb7c29NRW10cDAbEfZkeV0dRYZ7X62lpaWi219VUFYdCATHLqK8rszVUtLc12htrelzOZntts6Ouz9NdU13U43J2drSIr9evnmeMtbU22puqAwF/fW2Zq6t9oL/X2WYf9PY52+2NDRXuno4mW/WliyfEiQnnSlNjtb2ppsfldDTVtjQ39Hm6a6uLe1zttdXF584eGRzsryi7Njw0YD1RbtntYLfgjokshyjFCX1woNvd08oVFSHU29OJkMy5whhXVW1gwD0xMcq50tnR7Giq7fO4GOOKovb39Tqaajs7mjFGiqJMTIw57LUtzQ2hUFBRFEmSmh11g4N9Y6PD42MjAwPuYMDPGJuamhjod6uqOtDvHh8fpZRRSn1Tk/19vZxzr9fT2twQCgXFKGWMjYwMjgx7VVXr7el0NNW6XE6RfWRk0GGvbWttlCUpFAr2eVyUMkXR+jyuiYkxzpUOZ7PDXtvf1yPW7/O4mh11rc0NHne38W4L50pPT4ejqbbH5eScK6o6Mux1NNX4fFP9fb0YY79vqs/jSv1rw5ZZtjC20M9l9LmdKZ7L6OluHhsdpIxhjBVFNQaVuOUh7jUqqqaZ70FwRdNAUTUceYCCqRqoKohfzSCEqBqIS4+MMc4VQihCSDyCgRDmXNGP3ohSyhWxkGsaGLdLI89lMC5QafqtDYQwY1zTQFU1/SzD+EXPSLPxaFUNjJsjhiVsluoPelDKOFcwtk5MLLv1tuBPfzJGKSVJnFJmXeSzzLLb2ax3TCyzzLIMzCoZlllmWQZmlQzLLLMsA7NKhmWWWZaBWSXDMsssy8AyLhl/OXPJCGCMMCYYy3HpwvqHmBDCOIwxwRjFhWRTyHyXUbQvJ0+EEiUyMMQnQikTSfqHmJCUOYYUZGeBAc+EAc+EIaY1I5EluJxS8BRkU2NIRjY+NAuyeL4Fz7hk/F/pzjLCGEsmQLI+9UDRIclETMY4ZPoaNqGXTV+RaceI1cKmImWe48QnMjCkSBSKTmSEJFPeNDEkJJsOhmRkpei+koxsMsFTkMWJyN4SwWPI4iQhyYQhde+6GcHTJHtLBJ812ZsSHCEJQLtSWJxuyfhvaZWMkIkY0TmLr0GdvAgFTeUtqC8UZsxWRIPGcoRxQF8zZGpZrBk0JZKiExklNuY/sAdMddSMAZkwhKMxyHEYsIlscCayCTFkRBanJBuKJouiVU1IFkeTDaYkm0xwOW2ycjRZs+CGjOEkGIJxvSs0k+Dz3btCcb3rT0bwWLIIBTMrGf9HWiUD6UNUmGQqupKOwAAq6TUvrKsgzFyPQxiHTDvVXCbNI1aO/mzGEI7DYE4kR2MwNx6DIT4Ug0GKw2A+4Jg/JyMbTpnI0CEF2WSCJyQ7o+By2oKHZiV4TOPYtFpCHeQ4wZORvVWCh2Yr+Iy9a056eMJEOJpsjODTiRAKz3nJCEaQoRDGEkZhjML6hCocgYLCmIQxCmMk6oUUoYRCGIUxFptI+uxIxljGKBhpAUmmEMJYiiTCRiJD1vB0a9OJpIg6BoaoRAijYByGkClROFGiGAzIFApFtorFoJNNgEFOokMMWSmOrCG4kSiZ4OGUgqM4weXbTPDwrAQPRmPAUb0rgiFF7zILjpKQnYXgIV3whGTjBUdpCB6NwQAcSzah4Cl7Fw4jOZzZtYwZSkbYh8MhjAjGEpYlLAsyQYyDWJaxhCIDzBxCQSwhLCGMEUYSlo0qE8AojCWE5ZhQCOMARpIekjCSsBzWWQWwLGEJYZQoUQQDioQiiYIYhaISSXoImTHIsRjMiaYxmMimxoDSwRDSdZCxjKcxRMimToSSCB5KrmoyssGFEjyYruBy+oIbvSscjSGchuAxZIMpyUYLjlIILmEUStm7kgluJitUldMQPJCyd4lEOE3BkRyY01lG2IelUKTgyRIOB/R6JmMUxLIRCuFwACMJ4zCWRSiMsYwRwlIQS6FIsZRljAJ6SMbhAJZCkWKJJCwHI7UQiUQhPVEIo1AkJIdNiRBGISyHIpVVCmFJL7cy0jFIGCEcDmIpGJnppcIQjsMgWpAjiSJkw9M6mBMZGKbJBk2JgtOJZDNZOZqsgSFacDlacCmEw0GTDiayGQgeSCq4HCO4mWy04DhGBzmx4CgOQyzZcHLBQ8kFD0YLHrgJweN7V7Tg0pwLHk82oeDhOMGlRIIbZIXgJrJyqt6F8NzOMkI+jAIY+TEOYSRh5MMoiHEIY1/kRE72RaY9yKdXTT/GYYwDWPZHpkZoCuMwRn6MA5EPyK9PqHwYSxj5MQ5iHMLIj1EQIxkjP0ZiZR/Gokj7pjFETtL8Oga/PoGf0jEEIitEYTAShU2JBDtTs8iHsQgJsmGMTRhQeBoDCsWRNTAEpsnKycj6TGT9JrKhKLIzCy7IphY8kAaGQCzZBIKHkgsextiP5UASwX0zCS4lEtxvIhtK2bsCER3mTHB/nOBTaQgenBY8QjYOA85U8OS9CxtkQ9GJMhAcodBcX8uQQlgO6vMlP0bhyMQJh7EcxnIAywjLQX1WFtYPO2IrhGUx9QrrMzEJy0Esh7AsY9mPccgUCmM5iGUxlfJHWptOJDDo078UGKZbC2E5hGWE5UA0BtFaGMsylgPRGCQsB6LISjGJTBgiZKUosig+UUhPFK9DGMsSlv0YhaYZRWGYiWwCwZMlSih4QBc8YCIrJSA7s+DGnk1P8ARkEwqOZhA8QaIUgpt6VxSGtHvXvAieqHfJMZ1/1oL7owUPxwiOJHH5cw5nGVIII4E1gFFAn5cSLIf087cgRgEsi5CMEdZD4kjuj3zFWFckGBciWJYShcIYEyyHdR2jMaB4DGLajDBCSTCQtDHoiVAaZGVzIoEBYyRjOZgEwxySlZOTzUhwM9loDLKBIWbP3ozgYROGQErBAwsieFwPn03vmrXgoVSCy3PSw5MKjtCcn5jIfoz9emIJY3EgFfMof2RqJGoYCWAUxHIAYxHyYTkQKXvYH6EnQsgXqYKReVdourVISNxVig7JOgaiY8DxGMQROwkGOR6DlASDQTYhhoRkdQyCrGxOFIgj69NVTYZhIQUPRQRPTFZKg2wKwX2ZC54m2RSCx5ONwRDXu+IFT9C7Ahn2rvkXHJkxpN+7pgVHsn+uZxmy6ZAizs3EtVwhujmEffo1Wz0ki5A/IqixvghFCqFf38qosiJqJApMb2JONB01MEQniseAzBgCWA6YKm5oOlECsoHo1lKSRdFk5TQxRJOdWfDo1jIQPDBbwQMJBEfzLHg6vQslIpsCQ0Ky8RgS9q4UgqN0BE9CdtaCp9u7kmLQ75jM4U1WSYco5kiyHyM/DvuxHIpgxQEsh7EUwrIPy/7I+pKBTMJSECPRTgDLQSwF9EIexlIAIz+WfJGQrNddIxT2TYsiEgkMRiLZ0C48nSgWg2hNx4DEZfZg5DgwjSEYcWxg8CfGkJBsMgzYjCGabGSXx2AImDDoZMP6sQXNKHh4toKbyEoxZG9O8AjZuRYcpRA8BdkUgodnEBwlwxBIIHhqstJ8CO6PFjwhWdH5dcFlP5J9c36TVZ+2CTSR6ZPuWOcmilmEZ5KQeavI6I1ejkyJ4jdJEUqGwfiK/FFbodliSEFWSq1DIAGG9MmmUHU+BDfv9ISt3bzg0kwYMiV7KwWfo941r4InxID9SJqPkoF0BEaycDRQZCIc0xUMD8eBRiYtzMuxKRROFDInShMDThuDnARDQh2SJUodim9tbsnevOApyGYkePwmMwoe37tmFFy+RYLjaF7z1LvmWXAUnvOSEY5jJetfzSFsWi5Cku5Y3zYcHZJNIWOrhIliQnI0BikaA5ofDOFEGKSbw2DsSPPOTk32j1dwORpDwkQZCS7dBIZZCz5PvWteBU9BFs35LCPkS5DYXKsMhpKJJDJ9kKI/Y5OUZlbmUEzBjkkdkygeAzKJK0V3UJQkUUIM6ZNFpsaTYYhPJCfCYB5RcjSGhGRjBJ812YSCz5psPIaEZGcteEzvkqPJzii4FN1mwt6VWvCb713zJHj6vUtnPQ8nJmFTsrDuMfxR8pBsCiHT7jGmoEZINoViWpPTSHTzGHBKDJkmMvdFlJJsPAbz/r4lgqeTCEWT/WMUXFpAwW+e7PwIjkLzdGISNhU52VS6zMvN5T8cFzI+JwzJ0TtSMmkUkyj+OHOTGFAaGFBKDPGJ5ESJZsQQToThyya4vICCm+WNF3xeyZqrwOzIzong8zXLCEejwdG9CsXxMesSI4FRI42vODqETMLFh8ImDGbyKDqRnChRMgwJE8XvvHgMMWRRGmTjW0tB9k9McJSe4CkwzIJsRoKbySbcszEY5JsWPEXvmhPB0+hdCM1TyTBXQXPudELhRMslfUmmraWTSIpOlBrDLBLNIYZZJ5oPwdE8k/2jFjwcPT7TJHvb9/C5fi4j5Ivkk02JZdPlpZi5kGyaa5kLsHmJOWQskaJDRkZsWlNOlCgegzENi0mUJgY5EQZzd0lNds4xpCO4ND+CJyQbg0G61YKjzAWXU2JYeMFTk5UTtTZ3vWve7piEdUxG3TJXtYQhcwk0f5D9OKSvYC6fZrHSSRQ2LYnfSkoDgxTXWqYYUpCVohNJaZANp5dodmQtwb8MgocTYYhpLRrDfD6XEUMyRoVwypBsWp5MkfjWYrZKB0P8JskSxezj+Nak5BhuE7JpYpBuDkNGZFMILicRPAXZ201wOTok3/aCp0F2rkuGcWIiYBnXeI3hZEAxh8xqSqYrRvEFFUXvKhSdSMokUQp48RhQNAZpjjBIiUIzkpWjE8254AtJdhYYFr53yZmT/RMQPEnvmrdZhrk+IVPWhKGY5VLyTVKEZpHIEDEZBjT/GOaP7O2AIV5w9KcreMLedcsxzLXg8/BaWnz6hEzCeg1LGEoI1wglXJ4iNOtEtwOGOUx0O2D4Ugn+p0h23p7LmBFuwvIW1itcMhrJmMxu36TAkCLRHGKYNdlZYLjlgqdINOeCzznZucXwx9y75ufpT9nExHAjazjR8pj1w6ZQzGlV2ETJfK4lR++M2WGQMsdgTiQnSiQnShQDbBZkk2GYV8FjpE5NNiPB5UwwfKkET5+sNBPZeMHlDDHM1x0TQxE5EeLUITlRKKHi5g3jQzeZKP3QHy/ZWWBYYLKW4Lef4PN/+TMhrHRCCZfPLrRgiW4HDJbgtxXZ2wHDnCaa/5JhueWW/wn5fL7Jarnllv/JuVUyLLfc8gzcKhmWW255Bm6VDMsttzwDt0qG5ZZbnoFbJcNyyy3PwK2SYbnllmfgVsmw3HLLM3CrZFhuueUZuFUyLLfc8gzcKhmWW255Bm6VDMsttzwDt0qG5ZZbnoFnXDL+3CoZllv+JfaMS8b/bZUMyy3/ErtVMiy33PIM3CoZlltueQZulQzLLbc8A7dKhuWWW56BWyXDcsstz8CtkmG55ZZn4FbJsNxyyzPwjEvG/2mVDMst/xK79cC45ZZbnoFbJcNyyy3PwK2SYbnllmfgVsmw3HLLM3CrZFhuueUZuFUyLLfc8gw845Lx36ySYbnlX2K3nsuw3HLLM3Dr6U/LLbc8A7dKhuWWW56BWyXDcsstz8CtkmG55ZZn4FbJsNxyyzNwq2RYbrnlGbhVMiy33PIM3CoZlltueQY+Z/8t7cKlAgCgcoDKQcstt/xP1YkUAICrhcXFhedu6h2Tk1+cD4bC/v+/nTMNjuK6E7hSWyl/2tpdZ8sp55th43zZymIM+EiQEyd28G7VZsMGnCXB+EBCAiMhgxABQ8UrhLExRzisAwmwJRlJCFtIAqH7lhAaXSBp7u65es6evqf79fn2w2AhLkUaDYtH9L9+NaXp/uu996+u/k2fTw899FjQQRAkzXI1jS3t7fUBz0RUAnNTBhN2eN2mmtqamksXausu6ujoLGRqq2suX6q/etl0sz/kM8aijChBzIw5Rr06OjoLHcxxI4CNh31GMmCKXRkUjlA4qqOj85gwffePRRk6OjqPM7oyEhkcfXg8lN+r28xQV+IWdfcP8oJEV0aiQoQQJmyXaERh0IeBRNtF2ibS9jhhk5nbQwWkgwzZ71sXjdtFCpEZNO4oDCrRCKBtgLbHCZtII8q37QPKQT2gKDKE0GFHgnLXuYmujISECNqZkM1g6M8trNxy8ExaXknagXiSfqAkJa9o4/7COJKadzr9wJn0vJKMz84VVtUTPhMVvLsoKmi1GEc+PVu95eCZtLziuBeVmnd64/6C+BVVkLq/KP1ASVpecfrBM0fLa72uCeaejUXhKBGwu+xjNtOg3WSwGxMEk8FmHEQsQ7jfOt0ac5iVS+e7Ao7wBNrV2/f7XWf3lRrK+rHCNk/cKWrDitrjShtW2OYp7vCcbnf/1+7zh76ojZBOatoZCkegoyOGlINf7S/t7LvpHLb64s6I1Tdi9ceVWy13jLkzT13Zfao67Efo8B07GBGw240Gt/1GGHdSpI8ivIkB6SPCmAuZsE1en26NOTwwrvNdAUc1znWo+Px/7Lk4gkFHGIZ5GI7EAYK/zdSS6avi0sUNDJY0YyvTj0u0d5oyUIlxVtY1vJpZKKsaTMBAvcTyjUe9boQjHFMbi8LRoNc8MdrLR0KiyACRjhnxoSXP0IgghCfH+vxuo66MRAZHNM79yemKX+6o6LZCgpYhVKE2P6B6v71AnfYJIYRx6EVTh1H1eJ3jpZSjdyoDkRjXVzUNqz4oghBCRYHyXLg35vTvD2pwdsmarKqS6Pf6l737Geay36sM49g1AVCCQAkCGRsAULLMzjJZFGlJmm3y3+hXpE03BnRlJDg4onHuT4urfrW9sm0CekK8KvMiiB1JFBRJHBsdTk9LTd+Ump6WerG6KsIyZBjfnrUtmnPs6OFvvq7WVHleHQEeAL7PrByucf5s07F7lVFR2/ibrEIINWkubSqy6PN69vx5V3pa6ua0TR/n7Xc5UVkCkijIIpBFEK0xiiwCCQgi4CVwa60kCtGmpr5CTfn81ImqyvNQU2YzBiAIssA6nI7lMyhDIGNWhqxwwYDTcL0dQoHniZmTJYn1uM1jI72zV8zMqtKVkfjgiMa5DxVXvZJ1vmEUOvxAkQReiB1FVZ1O14svvjg+PuF0uTDM+7vVq78sLWVYdsmSJRaLJTt7Z35BAUGQAgDz6UgQBACErgnx4wv2Bynj9axCCDVh9m0CoEG4atWqqqoqDPO6XO7q6uqy8nJZVnhB4HkBAFHTNEmSIISyrPA8r2lQkmRNg7wg8Dyvqqosy5qmAVHkeV6SZAjh+vVv7d27F0I4u7qAInBO1PkwlCGKNC+Qw0NdnR31mMeiKJwgkJLEAEBFd2kxehoC6Gg+hMBsGm5pugghEEU6mqwr4/EGRzTO/VlJ1cqMsppBCfVFVIkX+NhRFQVFkaVLl9I0Fd36a9euKSkpVhXlqaeeeuGFF8wmI4RQBGA+vQg8DwQe8EzLDfaj86YZlQGBIMy6TQFCLTk5uaO9HUIoy1K0BEWWik8XZWfv+HDPbpfLVVdXm5Oz6+TJE++9t7G5uZkiyfb29nfeefu99zYeOXLY43YjCLJv74fZ2TsPHvwYw7AtW7bk5e2HEM5qDBFOYGnU/lCOMkSRdqCTPV1XHOhkZ3tdVAH9PY2dbbXdnVdGhrsjHDk5MdjSdLG3u6G/r4kkfTbrWG/3VbNp2GoZlWW2r7eRJH1TTtGV8fjxrTJe3lJe0SPa3aQqzGtmBFWMOGym5cueDwcwWWAhhG+u+f3Z4kJJYBcvXrT+T+uqK8+rMtAkXmDmNU8K4EjAkVcGuT3nzD/bdExi7quMAghlEKFnOScL4Cioiq/+8hetTQ1QkwSGUAAHZUGVQcGp41mZW9f9Ye0bq35z5nTBj/9lcUtzE4EHX0leWfFV6SvJK/0eRzgUqK78amiw//XXfr12zX9nZWW9ser1rMyM3bt25uX+BUI4qzGwFM/hqN20/N1DmOs+lz9jVoYo0hwXqrtURpJeRYkM9DcPGToglOpry9xusyQyk+MDA/0tA9daRgxdksT4/Whr09cW0/BAf8tAX/PYaA+E0qWvv8BxtyjGcqyhK2NBEFXGmaoVm8vPdUgWVxyUgZgnfvLssyrgolv/d7/9z/yTf40wxMsvvUjh/mNHj+zM3u5yoFCV+HlYI6qMmmuR7BLLA5TR9Pq2z6EaAXNok4Ka+PzS5/q6O6KD9zjsxonxrG0Z//uXvcMjI+Vfnn3t1786efzYO2+/BSHUJC555c+/OFuy7Pml0XwXYvF5HEv+7aclRfnDQ4M1F6uuNlzJ3Lol96N9c1AGi1tspmUPQRler72psbqn60p/b1PT1eohQyfPE40NFwgCgxBaLSPdnZcNg+2mySEIIcMEG+orzMahvp5G0+TQyHC3x23uaKulKF/0JEVXxmMJjmic+/CZC8vSSosaOTNKaAI1H2VIPEMTgcOfHtyW8X729qycnJxd2Ttu3hjFA9gLK5aHAxiEsPFqw6aUjX093bII5qMMkSOre6jMgomXU2dQBj97ZQgsqYiR8tJzmVvfz9m5IycnJ+P9za0tzfV1l3Z8sC03N3dzeuq/v7GqMP/UW+v/CCGUBeaV5JWd7c3Hjny2PSszJyfng20ZgwPXqirK/5yTnZubu3vXzpbmpg+2ZRzI/Wi2yuAonsbN5jgrI3q1ouFyBR5yAUBFIrim8b3dDcaJwdbmb7o66g3X268PtHoxxHC9veFyxbCh8/q1Vpt1zGoZ7e68DCFsb61tbqyORMKx+UJXxkIBRzTOfeTshSUpXxyvI01oGEq0FKFiRuRIVWShCno6WrramrraGincB6HE0zhqmQBsWOYpCDWn3eRGzApgY+5I5imepcrbw+knxl5OebAyNEHkKDAXIIQjhmsdrU0drU1W0wSEKoSaefJGR2tjT2cbYjWGfB4XahV5BnCU3TwpsKQm8Z1tzR2tTQHMCTUZQnVooK+jtXHy5giEmhu1+j2OaP7MiBzFMTRHha0Wc9yPMgSBJMIYzxMAUNErnTTlZ9lQ/aUy46TBi1nDuAdCtbvzSm/31UDA4fPaFYXjeQLzWGzWsZ6uKwE/qqp8bL7QlbFQiN4xKalcklpa0Bi5aQ0IbJAi5kmApkISYKNwLEERAZoMAp6myVsJfITiGIIiAjH3QpNBkgiWd+JbC4wrUo5I7D3PZVxqfHXrSaiwPBViiRBLzpIgS4YUgVUBpwJOitAsEWSJoMTTt5bwjMAQU8tlnolQeITCo2sBS7LE7RZknmGJoMhRU8tnhiNDNIEzYZ/dPPHc2594PPdTxug1ACghpguQUzdHbp2qSIwo0oj9JsfhisKJIiNJjNttDoVcqspHb47IMhsKuYYGO3DcJStczL4QBFLUn8tYGCis69w39T99tyDz88n9paFDZcQnZeGE4FA5kXuO+O2extV7iiU+NF0ZIu282tn1Uvqxyy09mO1G0Dnud9z87hNw3PQ5x+2ThhNfXnw143gw5GXvVEbIZ5kY6Q0HXUAgRZGJ3hOdJ5omSBI79ZSnqvKywoFv1wKRlmUOQnH6wrnDAJEmwtj4SG8AM+nKSGyYMIL7rIXVja9llSx79/zyt6qWb6iMM2/Hmw2VyzdUrthQ9fNNVRsPlFscTpkniKBtqigaR8iA7WJLz4bcc+s+LFq/t+hPcWffQ2Bv0foPi97cU5DycenguEXmaeqeV/u9rkm70WAzG1DLGGIZTQhQy5jNNGweH/A4bhLT3tDVlZGg2AHtlLlAKOTyeOweN+LxxBsM8XjjCoZ43IgHs3v9qBDBoUSxuIu4821xnnLInD8Q9NgcqA1xxh/UaXPEG7vThjpQt4umglCiI4Tn3vf6KRwNB2xBrznhuOs1VlJXRuJChBAqhLBhlCMSDJZAaRwhgjbinl2LCCFkCGESuqjgA6fMeORT8sU4h9DdVejK0NHRmTV/QxnrD9shQJiwjo6ODsKEEZZAVB5N3nwfZbi/t45Yf8wJJRdFuMgH4tbR0Xl8oEi3LLhXbnbcrYykpwe+t3T8n1eb/zVlYtEfJp9Za33mzdss/h/rs3+0/nidddFa9Jk1Dp3vIIvWOBat/faPRz0YnQWEc/Fq4/eXdCb9sOwOZTzxoy+feDr/735YkPSD+/GP+Ul/n5/0D/lJT+bfP0HnkfNkQdI/5Sf9ID/pSX0z6cSZ7z+d/8SPPr9DGS6McbmpB7Hvr1jSCsdzm0d6BtAZ0nQeIX3D3vLaQZvRUtc0XNtufuTj0VloeOg7lDFznKgQkpKZZXvs7gA1m3w9/v/DT4gdw2YoBsdMyKg9/KiHo8eCjVkpQw899NAjGroy9NBDjznE/wF8U2wAvfqDQwAAAABJRU5ErkJggg==" width="400" /> </div>
<div class="MsoNormal">
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</div>
<div class="MsoNormal">
Hilangkan ceklist <b style="mso-bidi-font-weight: normal;">Account
is disable</b>,maka sharing anda akan terbuka dan tidak akan terkunci lagi oleh
password.</div>
<div class="MsoNormal">
Semoga trik ini bisa membantu anda</div>
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com5tag:blogger.com,1999:blog-3720057657018235652.post-91651628017756222492012-07-19T17:44:00.000+07:002012-07-19T21:20:23.047+07:00Koneksi Database Dari Visual Basic Ke Ms Access(1)<div dir="ltr" style="text-align: left;" trbidi="on">
<b>PROJECT PERPUSTAKAAN ONE TO MANY</b><br />
<br />
Langkah pertama yang dilakukan adalah<span style="font: 7pt "Times New Roman";"> </span>buka aplikasi Ms.Acces disini penulis menbuat di Acces 2007,Pertama tama buka ms Access 2007 klik <b>Blank Database</b> di kolom file database beri nama <b style="mso-bidi-font-weight: normal;">perpustakaan.mdb </b>lalu klik <b>create</b>.Kemudian klik <b>View </b>isi <b>Table Name</b> dengan anggota.<br />
<br />
<div class="MsoNormal">
1.Buat Database:perpustakaan.mdb</div>
<div class="MsoNormal">
2.Tabel yang dibutuhkan</div>
<div class="MsoNormal">
a.anggota</div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field Name</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Data Type</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field Size</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Keterangan</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
kdanggota</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
5</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
PK(Primary Key)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
nama</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
alamat</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
40</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
notlp</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
12</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
</tbody></table>
<br />
<div class="MsoNormal">
b.buku</div>
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field Name</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Data Type</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field Size</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Keterangan</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
kdbuku</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
5</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
PK(Primary Key)</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Judul_buku</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
40</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
pengarang</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
penerbit</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 85.5pt;" valign="top" width="114"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
</tbody></table>
<br />
<div class="MsoNormal">
c.pinjam</div>
<br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 86.2pt;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field Name</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Data Type</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field Size</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 90.2pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Keterangan</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 86.2pt;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
kdanggota</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
5</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 90.2pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 86.2pt;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Judul_buku</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
40</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 90.2pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 86.2pt;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Tanggal_pinjam</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 90.2pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 86.2pt;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Tanggal_kembali</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 90.2pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 86.2pt;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
No_pinjam</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 63.0pt;" valign="top" width="84"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 90.2pt;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
PK(Primary Key)</div>
</td>
</tr>
</tbody></table>
<br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> DESIGN
FORM ANGGOTA</span></b> <br />
<br />
<img alt="" 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" /> <br />
<br />
<div class="MsoNormal">
Ketentuan Program:</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
1.<span style="font: 7pt "Times New Roman";">
</span>Ketika program dijalankan semua prosedur dalam
keadaan nonaktif. </div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
2.<span style="font: 7pt "Times New Roman";">
</span>klik Tambah krusor pada posisi Text1/Nama</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
3.<span style="font: 7pt "Times New Roman";">
</span>Kode Anggota akan muncul
otomatis.Simpan,Batal,Keluar kondisi True</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
4.<span style="font: 7pt "Times New Roman";">
</span>Nama,Alamat,No Telepon diinput manual</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
5.<span style="font: 7pt "Times New Roman";">
</span>Klik simpan,akan tersimpan di DataBase.Text Box
kondisi bersih.Tambah dan Keluar kondisi True</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
6.<span style="font: 7pt "Times New Roman";">
</span>Klik Batal semua Text Box dalam kondisi bersih. </div>
<div class="MsoNormal">
Komponen yang ditambahkan:</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
1.<span style="font: 7pt "Times New Roman";">
</span>MSHFlexigrid 1 buah</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 1.0in; mso-add-space: auto;">
Properties :
DataSource : adodc1</div>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin-left: 1.0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
2.<span style="font: 7pt "Times New Roman";">
</span>Adodc 1 buah</div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 1.0in; margin-right: 0in; margin-top: 0in; mso-add-space: auto;">
Koneksi
Adodc</div>
Properties :
name : adodc1<br />
Concetion string : perpustakaan.mdb<br />
Recordsource : select*from
anggota <br />
Pada
jendela properties pilih conectionstring<br />
Maka akan tampil jendela Properties sbb:<br />
<div class="MsoListParagraphCxSpLast" style="margin-left: 1.0in; mso-add-space: auto;">
</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 1.0in; mso-add-space: auto;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="margin-left: 1em; margin-right: 1em;">
<a 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" 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" 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" 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<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> Pilih Microsoft Jet 4.0 OLE DB Provider - Next</span> </div>
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Tampil jendela link properties</div>
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<a 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" 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" width="320" /></a> </div>
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Pada select or
enter a database name klik…(ke folder database perpustakaan.mdb dimana kita menyimpanya,disini penulis menyimpandi drive D - open)</div>
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Klik test conection - ok - ok<br />
Setelah itu pada jendela
properties pilih recordsource <br />
Tampil jendela Properties Pages <br />
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" 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Ketikan seperti form diatas: select*from anggota </div>
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<b>Listing Program :</b></div>
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Sub bersih()</div>
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<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text1.Text = ""</span></div>
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<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text2.Text = ""</span></div>
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<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text3.Text = ""</span></div>
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<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text4.Text = ""</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Sub aktif()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text1.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text2.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text3.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text4.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Sub nonaktif()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text1.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text2.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text3.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text4.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Private Sub bbatal_Click()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Private Sub bkeluar_Click()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">q = MsgBox("Yakin Ingin Keluar
Dari Form??", vbQuestion + vbYesNo, Informasi)</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">If q = vbYes Then</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Unload Me</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End If</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Private Sub bsimpan_Click()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">With Adodc1.Recordset</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">.AddNew</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">.Fields("kdanggota") =
Text1.Text</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">.Fields("nama") =
Text2.Text</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">.Fields("alamat") =
Text3.Text</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">.Fields("notlp") =
Text4.Text</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">.Update</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End With</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Adodc1.RecordSource =
"select*from anggota"</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Adodc1.Refresh</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">nonaktif</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Adodc1.Refresh</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bbatal.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Private Sub btambah_Click()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Dim urutan As String</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Dim hitung As Long</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Adodc1.RecordSource =
"select*from anggota"</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Adodc1.Refresh</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">If Adodc1.Recordset.RecordCount
<= 0 Then</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">urutan =
Adodc1.Recordset.RecordCount + 1</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text1.Text = "P" +
Format(Date, "yyyy") + Format(urutan, "000")</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Else</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Adodc1.Recordset.MoveLast</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">urutan =
Val(Right(Adodc1.Recordset!kdanggota, 3)) + 1</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text1.Text = "P" +
Format(Date, "yyyy") + Format(urutan, "000")</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End If</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">aktif</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bbatal.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Text2.SetFocus</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">Private Sub form_activate()</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bkeluar.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled = True</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bbatal.Enabled = False</span></div>
<div class="MsoNormal" style="margin-bottom: 6.0pt;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.SetFocus</span></div>
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">End Sub</span><br />
<br />
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wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-40586532997712935532012-07-13T08:20:00.000+07:002012-07-15T15:27:54.247+07:00KONEKSI DATABASE DARI DELPHI 7 KE MS.ACCES(Lanjutan)<div dir="ltr" style="text-align: left;" trbidi="on">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;">PENYEWAAN STUDIO
MUSIK ONE TO ONE(2)</span></b><br />
<br />
<span style="font-size: small;"><span style="font-family: "Arial","sans-serif"; line-height: 115%;"> K</span><span style="font-family: "Arial","sans-serif"; line-height: 115%;">ali</span><span style="font-family: "Arial","sans-serif"; line-height: 115%;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"><span style="font-size: small;">ini penulis masih membuat koneksi dari database yang sama</span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"> </span></b><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"><span style="font-size: small;">yaitu studiomusik.mdb,hanya formnya yang berbeda.Bagi yang belum lihat cara membuat databasenya bisa lihat di sini :<a href="http://wellyriyanto.blogspot.com/" rel="nofollow" target="_blank">KONEKSI DATABASE DARI DELPHI 7 KE MS.ACCES</a>. </span></span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"><span style="font-size: small;">Berikut adalah desain Form</span></span><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;">DESIGN FORM ANGGOTA</span></b><br />
<img alt="" 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Object</div>
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Properties</div>
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Table 1</div>
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Name : tbpelanggan</div>
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Databasename :
studio_musik</div>
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Table Name : Pelanggan</div>
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Active : True</div>
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Data Source 1</div>
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Name : ds_pelanggan</div>
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Dataset : tbpelanggan</div>
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.0pt;" valign="top" width="104"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 74.45pt; mso-element-top: 7.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Object</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 165.0pt;" valign="top" width="220"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 74.45pt; mso-element-top: 7.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Properties</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 78.0pt;" valign="top" width="104"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 74.45pt; mso-element-top: 7.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
DBGrid1</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 165.0pt;" valign="top" width="220"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 74.45pt; mso-element-top: 7.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
DataSource
: ds_pelanggan</div>
</td>
</tr>
</tbody></table>
<br />
<br />
<br />
<br />
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;">Cara kerja program:</b></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;">. </b><span style="font-size: small;">Ketika
diaktifkan<b> </b>semua dalam kondisi
nonaktif,button Tambah dan keluar True</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><b>.</b> Button Tambah di klik Form2 kondisi aktif dan bersih,krusor pada ID
Pelanggan/edit1,button tambah false,button simpan,batal,keluar kondisi true. </span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><b>. </b>Id
pelanggan,nama,alamat,notlp diinput manual,klik simpan akan tersimpan otomatis
ditabel anggota.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><b>. </b>Klik
batal form dalam kondisi bersih.</span></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<span style="font-size: small;"><b>. </b>Klik
keluar akan tampil peringatan”Yakin Ingin Keluar Dari Form?” klik ok akan keluar.</span></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
<br /></div>
<div style="font-family: Arial,Helvetica,sans-serif;">
</div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="font-family: Arial,Helvetica,sans-serif; margin-bottom: 0.0001pt;">
<b style="mso-bidi-font-weight: normal;">Listing program Form Anggota:</b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> public</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> procedure aktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> procedure nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> procedure bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> { Public declarations }</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">var</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> Form2: TForm2;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">implementation</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">{$R *.dfm}</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
tform2.aktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
tform2.nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
tform2.bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm2.FormActivate(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bbatal.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm2.btambahClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">aktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bbatal.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.SetFocus;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm2.bbatalClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bbatal.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm2.bkeluarClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">if
(application.MessageBox('Yakin Ingin Keluar dari Form??','Pesan',MB_YESNO+32)=idyes)then</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">close</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm2.bsimpanClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tb_pelanggan.Append;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tb_pelanggan['idpel']:=edit1.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tb_pelanggan['nmpel']:=edit2.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tb_pelanggan['alamat']:=edit3.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tb_pelanggan['notlp']:=edit4.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tb_pelanggan.Post;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsimpan.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">btambah.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Semoga bermanfaat </div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 6.75pt; margin-right: 6.75pt; width: 319px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 83.4pt;" valign="top" width="111"></td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 155.9pt;" valign="top" width="208"></td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 83.4pt;" valign="top" width="111"></td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 155.9pt;" valign="top" width="208"></td>
</tr>
</tbody></table>
</div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-44140111080603307522012-06-20T11:50:00.000+07:002012-07-14T18:37:31.451+07:00KONEKSI DATABASE DARI DELPHI 7 KE MS.ACCES<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<div class="MsoNormal">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"> PENYEWAAN STUDIO MUSIK ONE TO
ONE (1)</span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -.25in;">
1<span style="font: 7pt "Times New Roman";">
</span>Buka aplikasi Ms.Acces disini penulis menbuat di Acces 2007,Pertama tama buka ms Access 2007 klik <b>Blank Database</b> di kolom file database beri nama <b style="mso-bidi-font-weight: normal;">studiomusik.mdb </b>lalu klik <b>create</b>.Kemudian klik <b>View </b>isi <b>Table Name</b> dengan Tabel_pelanggan.</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -.25in;">
<span style="font: 7pt "Times New Roman";"> </span>Isi Tabel_pelanggan dengan struktur sebagai berikut:</div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;">Tabel_Pelanggan </b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; width: 319px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Type</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Size</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Size</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
idpel</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
5</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
PK</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
nmpel</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
30</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
alamat</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
50</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
notlp</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
12</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br />
Isi table Pelanggan(Contoh isi tabel)</div>
<div class="MsoNormal">
<img alt="" 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" /> </div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>
Kemudian buat satu tabel lagi dengan nama tabel_trans.Caranya sama dengan cara membuat tabel_pelanggan.Struktur tabel_trans sebagai berikut:</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Tabel_Trans</b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; width: 319px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Field</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Type</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Size</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Size</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
notrans</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
10</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
PK</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
tgltrans</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Date/Time</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
idpel</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Text</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
5</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Lama_sewa</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Number</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
diskon</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Number</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.2in;" valign="top" width="115"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
ttlbayar</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.0pt;" valign="top" width="108"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
Number</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: .5in;" valign="top" width="48"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br />
Setelah DataBase kita buat baru kita buka program Delphi ,buat desain Form sebagai berikut: </div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;">DESIGN PROGRAM</span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br />
<img alt="" src="data:image/png;base64,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" 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<br />
<br />
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<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 71.1pt;" valign="top" width="95"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Object</div>
</td>
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Properties</div>
</td>
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<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 71.1pt;" valign="top" width="95"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Table 1</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 148.5pt;" valign="top" width="198"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Name
: tbpelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Databasename
: studio_musik</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Table
Name : Pelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Active
: True</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 71.1pt;" valign="top" width="95"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Data
Source 1</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 148.5pt;" valign="top" width="198"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Name
: ds_pelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: .15in; mso-element-top: 2.05pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Dataset
: tbpelanggan</div>
</td>
</tr>
</tbody></table>
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14pt; line-height: 115%;"> </span></b></div>
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<br />
<br />
<br />
<br />
<br />
<br />
<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: margin; mso-table-anchor-vertical: paragraph; mso-table-left: 9.85pt; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 8.0pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Object</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 148.5pt;" valign="top" width="198"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Properties</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Table 2</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 148.5pt;" valign="top" width="198"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Name
: tbpelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Databasename
: studio_musik</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Table
Name : Pelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Active
: True</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 1.0in;" valign="top" width="96"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Data
Source 2</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 148.5pt;" valign="top" width="198"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Name
: ds_pelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 9.9pt; mso-element-top: 8.0pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Dataset
: tbpelanggan</div>
</td>
</tr>
</tbody></table>
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<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: page; mso-table-anchor-vertical: paragraph; mso-table-left: 318.6pt; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 10.3pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.9pt;" valign="top" width="109"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.65pt; mso-element-top: 10.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Object</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.65pt; mso-element-top: 10.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Properties</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 81.9pt;" valign="top" width="109"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.65pt; mso-element-top: 10.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
DBGrid1</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.65pt; mso-element-top: 10.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
DataSource
: ds_trans</div>
</td>
</tr>
</tbody></table>
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<table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-anchor-horizontal: page; mso-table-anchor-vertical: paragraph; mso-table-left: 318.0pt; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 4.95pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 115.4pt;" valign="top" width="154"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.05pt; mso-element-top: 4.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Object</div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 105.1pt;" valign="top" width="140"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.05pt; mso-element-top: 4.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
Properties</div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 115.4pt;" valign="top" width="154"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.05pt; mso-element-top: 4.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
DBLookUpComboBox1</div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0in 5.4pt 0in 5.4pt; width: 105.1pt;" valign="top" width="140"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.05pt; mso-element-top: 4.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
ListSource
: dt_pelanggan</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: page; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: 318.05pt; mso-element-top: 4.95pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
KeyField
: idpel</div>
</td>
</tr>
</tbody></table>
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<b style="mso-bidi-font-weight: normal;">PEMBUATAN KONEKSI </b></div>
<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
.Ketikan <b style="mso-bidi-font-weight: normal;">odbcad32</b> pada Run di
Komputer </div>
Pilih ok </div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;">Pilih Button ADD</b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
Klik MS Acces Database klik lagi <b style="mso-bidi-font-weight: normal;">ADD</b></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
<img alt="" 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" /> </div>
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.Pilih Microsoft Acces
Driver(*.mdb)</div>
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</div>
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<img alt="" 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" /> </div>
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.Klik Finish <br />
Ketikan Data Source Name : studio_musik </div>
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" /></div>
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Pilih Buton Select <br />
Cari Database dimana kita menyimpanya </div>
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" width="200" /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
Klik OK<br />
Yang diblok Biru adalah Data Source yang dibuat(Disini penuls menyimpanya di Drive D) </div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in;">
Klik Ok</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
Klik Ok </div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Cara Kerja Program</b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Ketika diaktifkan semua dalam kondisi nonaktif.Button
New dan Exit dalam kondisi True.Tanggal dan Jam tampil otomatis.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Klik Tombol New No Transaksi tampil otomatis.Krusor
pada posisi id pelanggan.Klik tombol id pelanggan akan muncul daftar id
pelanggan.Ketika di klik nama,alamat,no
telp muncul otomatis.Tombol Exit dan Cancel kondisi true.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Lama sewa diinput klik enter Jumlah bayar akan
muncul otomatis.Harga sewa perjam : 20.000 Rupiah.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Apabila sewa lebih dari 5jam diskon sebesar
10%.Selain itu 0.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Total bayar didapat dari jumlah bayar dikurangi diskon.</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Uang bayar diinput .Klik enter uang kembali akan
muncul.Tombol Cancel,Save true.</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo2; text-indent: -.25in;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";">
</span></span>Klik Save akan tersimpan otomatis ditabel
Transaksi.Tombol New dan Exit true.</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 0.0001pt; text-indent: -0.25in;">
</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b style="mso-bidi-font-weight: normal;">Listing program Studio Musik:</b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> public</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> procedure aktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> procedure nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> procedure bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> { Public declarations }</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">var</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;"> Form1: TForm1;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">implementation</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">{$R *.dfm}</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure tform1.aktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">eno.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit5.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit6.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit8.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit9.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit10.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">dblookupcombobox1.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
tform1.nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">eno.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit5.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit6.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit8.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit9.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit10.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">dblookupcombobox1.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
tform1.bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">eno.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit1.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit5.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit6.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit8.Text:='0';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit9.Text:='0';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit10.Text:='';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.FormActivate(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">ltanggal.Caption:=datetostr(date);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsave.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bcancel.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.Timer1Timer(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">ljam.Caption:=timetostr(time);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.bexitClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">if(application.MessageBox('Yakin
Akan Keluar Dari Form???','Pesan',MB_YESNO+32)=idyes)then</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">close</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">else</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">ShowMessage('Silahkan
Lanjut');</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.bnewClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">var</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">no:integer;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">aktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">eno.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">no:=tbtrans.RecordCount+1;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">eno.Text:=inttostr(no);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bnew.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bcancel.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsave.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">dblookupcombobox1.SetFocus;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.bcancelClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bcancel.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsave.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bnew.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.DBLookupComboBox1Click(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">if
tbpelanggan.Locate('idpel',dblookupcombobox1.Text,[locaseinsensitive])then</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit4.Text:=tbpelanggan['nmpel'];</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit5.Text:=tbpelanggan['alamat'];</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit6.Text:=tbpelanggan['notlp'];</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.Edit1KeyPress(Sender: TObject; var Key: Char);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">if
key=#13then</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit3.Text:=floattostr(strtofloat(edit1.Text)*20000);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.bdiskonClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">if
edit1.Text>='5'then</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Text:=floattostr(10/100*strtoint(edit3.Text))else</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit2.Text:='0';</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.btotClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">var</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">a,b,c:integer;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">a:=strtoint(edit3.Text);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">b:=strtoint(edit2.Text);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">c:=a-b;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit10.Text:=inttostr(c);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit8.SetFocus;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.Edit8KeyPress(Sender: TObject; var Key: Char);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">var</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">a,b,c:integer;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">a:=strtoint(edit8.Text);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">b:=strtoint(edit10.Text);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">c:=a-b;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">edit9.Text:=inttostr(c);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsave.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">procedure
TForm1.bsaveClick(Sender: TObject);</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">begin</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans.Append;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans['idpel']:=dblookupcombobox1.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans['notrans']:=eno.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans['tgltrans']:=ltanggal.Caption;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans['lama_sewa']:=edit1.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans['diskon']:=edit2.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans['ttlbayar']:=edit10.Text;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">tbtrans.Post;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bsave.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bcancel.Enabled:=false;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bnew.Enabled:=true;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">nonaktif;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">bersih;</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Courier New"; font-size: 10pt; line-height: 115%;">end;</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: 0.0001pt; text-indent: -0.25in;">
Semoga bermanfaat,disini penulis masih mempunyai design Form satu lagi yaitu Form Anggota,dengan Database yang sama.Untuk pembahasan Form anggota akan penulid postingkan selanjutnya.</div>
</div>
</div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-20278498081299483892012-02-05T09:32:00.000+07:002012-02-18T10:19:11.675+07:00Perbedaan KBps dan Kbps<div dir="ltr" style="text-align: left;" trbidi="on">
PENTING ! Anda Ketahui disinilah banyak persepsi salah! Sebenarnya antara <span style="color: blue;"><b>KBps</b></span> dan <span style="color: red;"><b>Kbps</b></span> adalah beda, memang dalam pengucapan banyak yang sama.<br />
Pada dasarnya <span style="color: blue;"><b>KBps</b></span> dan <span style="color: red;"><b>Kbps</b></span>
merupakan satuan yg sangat berbeda. pernah liat kan iklan promosi para
ISP (Speedot, IM*, atau Tel*sel Flash) yg menawarkan speed inet mulai up
to 128 <span style="color: red;"><b>Kbps</b></span> – 7.2 Mbps?? Tapi kenapa pas donlot real gak prnah dapet segitu ya?? kenapa gtu ??<br />
Berikut penjelasan detailnya:<br />
* <span style="color: blue;"><b>KBps</b></span> (Kilobyte per second)<br />
* <span style="color: red;"><b>Kbps</b></span> (Kilobit per second)<br />
<span style="color: red;"><b>Konversi 1 Byte = 8 bit</b></span><br />
<img alt="" class="aligncenter" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUU7HcnNGjeEWdUoHA93xW4GyhER6aSjQiC7C8Pd33ecZ2zJYK_SJgRn6N2iAtyI8nORvFphX7iyYQ33dkWBRvZyGlaqnhqUhDvfdmnCKpCOJewBPyMWLMXlm3lpDCYYysRQ4Z7-r6rzTd/s1600/kilobyte.png" title="KBps vs Kbps" /><br />
Untuk mengetahui speed download realnya, gampangkan, tinggal dibagi aja speed yg d kasih ISP dgn angka 8 (Delapan)<br />
Berikut listnya:<br />
128 <span style="color: red;"><b>Kbps</b></span>: 128/8= 16 <span style="color: blue;"><b>KBps</b></span><br />
256 <span style="color: red;"><b>Kbps</b></span>: 256/8= 32<span style="color: blue;"><b>KBps</b></span><br />
384 <span style="color: red;"><b>Kbps</b></span>: 384/8= 48 <span style="color: blue;"><b>KBps</b></span><br />
512 <span style="color: red;"><b>Kbps</b></span>: 512/8= 64 <span style="color: blue;"><b>KBps</b></span><br />
1 <span style="color: red;"><b>Mbps</b></span> : 1024/8= 128 <span style="color: blue;"><b>KBps</b></span><br />
Hal ini sering menimbulkan pertanyaan “katanya 256 <span style="color: red;"><b>kbps</b></span> kok dapatnya waktu download cuman 32 <span style="color: blue;"><b>KBps</b></span> ? Kalau dijabarkan,<br />
Jika 1 Byte = 8 bit artinya bila berlangganan 1 Mbps Dedicated dan dapatnya adalah 128 <span style="color: blue;"><b>KBps</b></span> x 8 = 1024 <span style="color: red;"><b>Kbps</b></span> / 1 <span style="color: red;"><b>Mbps</b></span><br />
Jika kecepatan 256 <span style="color: red;"><b>kbps</b></span> maka yang didapat adalah 256/8= 32 <span style="color: blue;"><b>KBps</b></span><br />
Jika kecepatan 384 <span style="color: red;"><b>kbps</b></span> maka yang didapat adalah 256/8= 48 <span style="color: blue;"><b>KBps</b></span><br />
Semoga bermanfaat <img alt=":)" class="wp-smiley" src="http://www.binushacker.net/wp-includes/images/smilies/icon_smile.gif" /><br />
<br />
<img alt="byte-bit" class="aligncenter" height="234" src="http://www.dudu.web.id/wp-content/uploads/2009/11/byte-bit-300x234.gif" title="byte-bit" width="300" /><br />
<br />
Sering orang bicara “kecepatan internetku 384kbps tapi ko download cuma 30-40kbps ya?”<br />
Sebenarnya kedua istilah itu apa sih? Kalau saya ambil dari <a href="http://id.wikipedia.org/wiki/Bita" target="_blank">wikipedia</a>,<br />
<blockquote>
bita
(Bahasa Inggris: byte) adalah istilah yang biasa dipergunakan sebagai
satuan dari penyimpanan data dalam komputer. Satu bita terdiri dari
delapan bit.<br />
Huruf B digunakan dalam singkatan kepada byte. (bit
menggunakan singkatan b.) seperti kB = kilobita. Cakram keras (hard
disk) berkapasitas 40GB secara mudahnya bermaksud cakram keras tersebut
mampu menyimpan hingga 40 ribu juta (milyar) bita atau gigabita data.</blockquote>
Jadi
Byte dengan bit adalah berbeda. Biasanya kecepatan internet ditawarkan
384kbps, berarti untuk kecepatan dalam Byte adalah 384 / 8 = 48 kBps
artinya dalam satu detik, dapat menghantarkan data sebesar 48 kilo byte.<br />
<span style="color: red;"><b>Contoh perhitungan Byte dan bit</b></span><br />
Misalkan
anda memiliki sebuah file yang terdiri dari 100.000 kata dan anda ingin
tahu berapa lama kita bisa mendownload file tersebut melalui internet
yang memiliki koneksi 33.600 bps.<br />
Asumsikan dalam setiap kata
terdiri dari 5 huruf/karakter. Berarti jika ada 100.000 kata, maka anda
memiliki 500.000 huruf/karakter:<br />
Setiap karakter terdiri dari 1 Byte, berarti anda memiliki 500.000 Byte<br />
Setiap Byte terdiri dari 8 bit, berarti 500.000 Byte yang anda miliki bernilai 500.000 x 8 = 4.000.000 bit<br />
Selanjutnya 4.000.000 bit yang anda miliki dibagi dengan 33.600 = 119 detik<br />
Artinya
waktu anda untuk mendownload file yang memiliki 100.000 kata kurang
lebih 119 detik (2 menit) dengan kecepatan akses 33.600 bps<br />
Dalam jaringan komputer, biasanya Byte dan bit dipakai utk menggambarkan kecepatan transfer/download data.<br />
Satuan
KBps (KiloByte/second) dipakai jika data di sini secara umum memakai
Byte untuk satuannya (contohnya seperti protokol-protokol yang ada pada
level aplikasi seperti http,ftp,smtp,dsb).<br />
Sedangkan kbps
(kilobit/second) dipakai jika data yang ditransfer memakai bit untuk
satuannya (contohnya adalah protokol-protokol layer 2 ke bawah seperti
ethernet yang mentransfer data dalam frame-frame).<br />
Itu sebabnya
kecepatan sebuah modem tertulis = 33.6 kb/s (karena modem termasuk dalam
protokol layer 2 kebawah seperti halnya ethernet), sedangkan saat kita
mendownload sebuah file, maka browser akan memperlihatkan (misal) 3 KB/s
(karena browser terkoneksi dengan protokol http/ftp).<br />
<span style="color: red;"><b>Mengapa 1 Byte = 8 bit ?</b></span><br />
Ada
dua cerita. Pertama, saat masih jaman punch card (kartu berlubang).
Kedua, saat jaman pertama munculnya teknologi prosesor yang berbasis 8
bit.<br />
Cerita pertama. Punch card teknologi terakhir mampu menangani
karakter sejumlah 64 karakter dimana tiap karakter dikodekan dalam
susunan 8 kombinasi lubang. IBM, selaku produsen mesin punch card,
menyebut kombinasi 8 lubang tsb dengan ‘byte’ yang katanya semakna
dengan ‘octet’. Meskipun begitu, kombinasinya masih belum dalam format
ASCII karena waktu itu memang belum ada standarisasi ASCII.<br />
Cerita
kedua, lanjutan dari cerita pertama. Teknologi punch card ini kemudian
berkembang menjadi teknologi prosesor yang saat itu baru mampu bekerja
dalam kombinasi biner 8 digit. Maka diadopsilah kombinasi 8 lubang punch
card ke dalam biner 8 digit yang semakin ‘menguatkan’ istilah ‘byte’.<br />
Demikianlah,
akhirnya ‘byte’ kemudian dipake sebagai satuan 8 digit biner. Sehingga
walaupun teknologi prosesor berkembang hingga mampu bekerja dalam 16
digit, tetap disebut sebagai 2 byte.<br />
Kemudian, sekedar menambah
informasi. Karakter ada dua jenis, yaitu singlecode character dan
unicode character. Keterbatasan standar ASCII yang hanya mengenali
sejumlah 256 karakter tidak lagi mencukupi kebutuhan perkembangan IT
yang semakin mendunia. Pada awalnya, hal ini diatasi dengan
mengembangkan character encoding yang memetakan ulang 256 karakter untuk
wilayah2 tertentu. Misalnya, di Asia karakter ke-60 adalah ‘A’, tapi di
Eropa karakter ke-60 adalah ‘À’. Tapi ini jadi masalah saat tulisan
Eropa (dengan encoding Eropa) mau dibaca di Asia (dengan encoding Asia)
karena tulisannya jadi kacau balau. Karena itu dikembangkanlah standar
baru yang disebut unicode character dimana satu karakter tidak lagi
diwakili 1 byte, melainkan 2 byte.<br />
(sumber : http://www.binushacker.net/perbedaan-kbps-dan-kbps.html)<br />
Semoga dengan sedikit tulisan ini, kita tidak salah kaprah lagi dalam menggunakan istilah Byte Bit Kbps </div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-7607717405654931202011-12-29T11:26:00.001+07:002012-02-07T07:54:42.633+07:00Presentasi Statistika Deskriftif<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNoSpacing" style="margin-left: 58.5pt;">
</div>
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 10.0pt; margin-left: -27.0pt; margin-right: -16.55pt; margin-top: 0cm;">
<b style="mso-bidi-font-weight: normal;"> </b></div>
<div class="MsoNormal" style="line-height: 200%; margin-bottom: 10.0pt; margin-left: 81.0pt; margin-right: -16.55pt; margin-top: 0cm; text-indent: 45.0pt;">
<b style="mso-bidi-font-weight: normal;">STATISTIKA DESKRIPTIF</b></div>
<br />
<div class="DAFTARISI">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942803"></a></div>
<div class="MsoNormal" style="margin-left: 72.0pt; tab-stops: 72.0pt right dotted 342.0pt; text-indent: -72.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"><b style="mso-bidi-font-weight: normal;"> </b></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> </span></b> </div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">BAB I</span></b></div>
<div class="BABIPENDAHULUAN">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942804"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309941765"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940876"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940540"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940336"><span style="font-size: 14pt; line-height: 115%;">PENDAHULUAN</span></a><span style="font-size: 14pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="11PengertianStatistika" style="margin-left: 94.5pt; mso-add-space: auto; mso-list: l4 level2 lfo7; tab-stops: right 49.5pt; text-indent: -94.5pt;">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942805"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940877"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940541"><span lang="EN-US">1.1<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US">Pengertian Statistika</span></a><span lang="EN-US"></span></div>
<div class="MsoListParagraph" style="margin-left: 58.5pt; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 49.5pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif";">Statistika adalah suatu ilmu yang mempelajari cara pengumpulan, pengolahan, penyajian dan analisa data serta cara pengambilan kesimpulan secara umum berdasarkan hasil penelitian yang tidak menyeluruh.</span><span style="font-family: "Times New Roman","serif";">Statistika dapat pula diartikan pengetahuan yangberhubungan dengan pengumpulan data, pengolahan data, penganalisisan danpenarikan kesimpulan berdasarkan data dan analisis.</span></div>
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<div class="12MaksuddanTujuanPenelitian" style="margin-left: 49.5pt; mso-add-space: auto; mso-list: l4 level2 lfo7; tab-stops: 81.0pt; text-indent: -49.5pt;">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942806"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940878"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940542"><span lang="EN-US">1.2<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US">Maksud dan Tujuan Penelitian</span></a><span lang="EN-US"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Maksud dan tujuan penelitian ini selain untuk memenuhi tugas mata kuliah statistika deskriptif juga untuk mengetahui data – data secara rinci tentang proses – proses cara mengumpulkan data yang berhubungan dengan rumah sakit agar terjadi keselarasan dalam penyimpanan data sehingga mudah untuk di pahami agar dapat di jadikan referensi dan bahan pertimbangan untuk kearah selanjutnya yang lebih baik.</span></div>
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<div class="13RuangLingkup" style="margin-left: 49.5pt; mso-add-space: auto; mso-list: l4 level2 lfo7; tab-stops: right 49.5pt; text-indent: -49.5pt;">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942807"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940879"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940543"><span lang="EN-US">1.3<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-US">Ruang Lingkup</span></a><span lang="EN-US"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Ruang Lingkup meliputi data – data rumah sakit seperti data – data dokter, pasien, penyakit, ruangan, karyawan dan lainnya di mana data tersebut kami olah dengan menggunakan rumus – rumus statistika dan di susun dalam tabel dan grafik dengan bantuan aplikasi Ms.Excel.</span></div>
<span lang="EN-US"></span><br />
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<div class="14MetodePenelitian" style="margin-left: 49.5pt; mso-add-space: auto; mso-list: none; text-indent: -49.5pt;">
<span lang="EN-US">1.4 </span><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942808"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940880"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940544">Metode penelitian</a></div>
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<div class="141MelaluiPencarianData" style="margin-left: 49.5pt;">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942809"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940881"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940545"><span style="font-size: 12pt; line-height: 150%;">1.4.1 Melalui pencarian data</span></a><span style="font-size: 12pt; line-height: 150%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengumpulan data untuk tugas presentasi sebagai nilai UAS kami lakukan dengan menggunakan data sekunder yang kami peroleh RS Mitra Cibubur. </span></div>
<div class="142AnalisaData" style="margin-left: 36.0pt;">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942810"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940882"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940546"><span style="font-size: 12pt; line-height: 115%;">1.4.2 Analisa data</span></a><span style="font-size: 12pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Pengolahan data di lakukan dengan menggunakan rumus – rumus statistika di antaranya rumus menghitung rata – rata , median, modus, fraktil. Rumus penyimpangan yaitu :</span></div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>Jangkauan ( Range ), </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>Simpangan rata – rata ( Mean Deviation ), </div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>Simpangan baku ( Standard Deviation ),</div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>Jangkauan kuartil,</div>
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<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>Jangkauan Persentil </div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18pt; line-height: 115%;"> </span></b><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> </span></b>BAB III<span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></div>
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</div>
<div class="PEMBAHASAN">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942811">PEMBAHASAN</a></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-US">3</span>.1</b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US"> </span>Landasan Teori</b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Statistik adalah cara untuk mengolah data dan menarik kesimpulan-kesimpulan yang teliti dan keputusan-keputusan yang logis dari pengolahan data. (Prof.Drs.Sutrisno Hadi,MA).</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Statistik adalah sekumpulan cara maupun aturan-aturan yang berkaitan dengan pengumpulan, pengolahan(Analisis), penarikan kesimpulan, atas data-data yang berbentuk angka dengan menggunakan suatu asumsi-asumsi tertentu. (Prof.Dr.H.Agus Irianto).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Statistik adalah ilmu yang mempelajari tentang seluk beluk data, yaitu tentang pengumpulan, pengolahan, penganalisisa, penafsiran, dan penarikan kesimpulan dari data yang berbentuk angka. (Ir.M.Iqbal hasan,MM).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Statistik adalah metode yang memberikan cara-cara guna menilai ketidak tentuan dari penarikan kesimpulan yang bersifat induktif. (Stoel dan Torrie).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Statistik adalah metode/asas-asas mengerjakan/memanipulasi data kuantitatif agar angka-angka tersebut berbicara.(Anto dajan). Statistik diartikan sebagai data kuantitatif baik yang masih belum tersusun maupun yang telah tersusun dalam bentuk table. (Anto dajan).</span></div>
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<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Statistik adalah studi informasi dengan mempergunakan metodologi dan teknik-teknik perhitungan untuk menyelesaikan permasalahan-permasalahan praktis yang muncul di berbagai bidang. (Suntoyo Yitnosumarto).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">3.2 Penyajian Data</span></b></div>
<div class="PEMBAHASAN" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;">
<span style="font-size: 12pt; font-weight: normal; line-height: 150%;">Penyajian Data merupakan cara yang digunakan untuk meringkas, menata, mengatur atau menorganisir data sehingga data mudah untuk dimengerti oleh pihak-pihak yang berkepentingan dengan data tersebut.</span></div>
<div class="PEMBAHASAN" style="line-height: 150%; margin-left: 36.0pt; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;">
<span style="font-size: 12pt; font-weight: normal; line-height: 150%;">Ada 2 cara untuk menyajikan data yaitu dengan </span><span style="font-size: 12pt; line-height: 150%;">tabel</span><span style="font-size: 12pt; font-weight: normal; line-height: 150%;"> dan </span><span style="font-size: 12pt; line-height: 150%;">grafik. </span><span style="font-size: 12pt; font-weight: normal; line-height: 150%;"></span></div>
<div class="21DataYangDianalisa" style="line-height: 150%; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3.2.1 Penyajian Data Dengan Tabel </span></div>
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<span lang="EN-US">Tabel merupakan kumpulan angka-angka yang tersusun berdasarkan kategori-kategori atau karakteristik-karakteristik tertentu sehingga memudahkan untuk dianalisis.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-align: justify; text-indent: 36.0pt; text-justify: inter-ideograph;">
<span lang="EN-US">Berikut adalah tabelnya :</span></div>
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<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 77.4pt; width: 376px;"><tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="3" nowrap="nowrap" style="border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 282.0pt;" valign="bottom" width="376"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="color: black;">Jumlah Pasien Rawat Inap Masuk Berdasarkan Kasus</span></b></div>
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<tr style="height: 15.0pt; mso-yfti-irow: 1;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="color: black;">No.</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black;">Kasus</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black;">Jumlah</span></b></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">1</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Mata</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">2</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">2</span></div>
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<span style="color: black;">Paru </span></div>
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<span style="color: black;">2</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">3</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Gigi </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">3</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">4</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">THT</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">3</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">5</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Bedah urologi </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">5</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">6</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Bedah tulang </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">7</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 8;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">7</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Jantung </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">8</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 9;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">8</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Bedah syaraf </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">11</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 10;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">9</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Bedah </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">21</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 11;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">10</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Kebidanan</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">28</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 12;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">11</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Syaraf</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">36</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 13;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">12</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Anak</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">59</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 14;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">13</span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><div class="MsoNormal">
<span style="color: black;">Penyakit dalam </span></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<span style="color: black;">131</span></div>
</td> </tr>
<tr style="height: 15.0pt; mso-yfti-irow: 15; mso-yfti-lastrow: yes;"> <td nowrap="nowrap" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 59.35pt;" valign="bottom" width="79"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="color: black;">Total</span></b></div>
</td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 158.15pt;" valign="bottom" width="211"><br /></td> <td nowrap="nowrap" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 64.5pt;" valign="bottom" width="86"><div align="right" class="MsoNormal" style="text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black;">316</span></b></div>
</td> </tr>
</tbody></table>
<div class="21DataYangDianalisa">
<br /></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"></span></b> <br />
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<b style="mso-bidi-font-weight: normal;">3.</b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">3</span> Data belum di kelompok</b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US">k</span>an</b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Rata – rata hitung / Mean</b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
Rumus <span lang="EN-US">:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<br />
= 1/n {X<sub>1</sub> + X<sub>2</sub> + X<sub>3</sub>+ ... + X<sub>n</sub> }</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span> { 2 + 2 + 3 + 3 + 5 + 7 + 8 + 11</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
+ 21 + 28 + 36 + 59 + 131 }</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 144.0pt; text-indent: 36.0pt;">
= <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 8.5pt;"> </span> . 316<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 24, 30769</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Median</b> dari data di atas adalah 8</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Rumus ; ( n + 1 ) / 2 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
( 13 + 1 ) / 2</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
= 7</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Data ke – 7 Adalah 8</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
2 2 3 3 5 7 <b style="mso-bidi-font-weight: normal;"><span style="color: #00b050;"> 8</span></b>1121 28 36 59 131 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Modus</b> adalah nilai yang sering muncul</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Karena di atas ada 2 data yang frequensinya sama, maka modus nya <b style="mso-bidi-font-weight: normal;"><span style="color: #00b050;">2</span></b> dan <b style="mso-bidi-font-weight: normal;"><span style="color: #00b050;">3</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Atau disebut juga bimodus<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Kuartil </b>adalah fraktil yang membagi data menjadi 4 bagian</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
2 2 3 3 5 7 <b style="mso-bidi-font-weight: normal;"><span style="color: #00b050;"> 8</span></b>1121 28 36 59 131 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Karena median = nilai kuartil ke -2 atau Q<sub>2</sub></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
maka ;</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Q<sub>2</sub> = 8</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
2 2 3 <span style="color: #00b050;"> |</span> 3 5 7 <b style="mso-bidi-font-weight: normal;"><span style="color: #00b050;"> 8</span></b>1121 28 <span style="color: #00b050;">|</span>36 59 131 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
Q<sub>1</sub> = 1 ( n + 1 ) / 4 </div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
= 1 (13+1) / 4</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
= 1 (14 / 4 )</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
= 3.5</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= Data ke 3.5 yaitu 3</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<span lang="EN-US"> </span>Q<sub>3 </sub><sub><span lang="EN-US"> </span></sub>= 3( n + 1 ) / 4 </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 3(13+1) / 4</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 3 (14 / 4 )</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 3 * 3.5</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 10.5</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"> </span> = Data ke 10.5 yaitu antara 28 dan 36, maka</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"> </span>= 28 + 36 / 2</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"> </span>= 32</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Persentile</b> adalah fraktil yang membagi seperangkat data menjadi seratus bagian yang sama</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
P<sub>i</sub>= i ( n + 1 ) / 10<span lang="EN-US">0</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
i = 1, 2, 3, ...... , 99</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
Data:</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"> </span>2 2 3 3 5 7 81121 28 36 59 131 </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
Misalnya kita mencari persentil 10 % , maka</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
P<sub>i</sub>= i ( n + 1 ) / 100</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 10 (13+1) / 100</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 10 14 / 100</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 10 * 0.14 </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 1.4</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
Data ke 1, 4 = 2</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
Atau jika kita mencari persentil 90 % , maka</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
P<sub>i</sub>= i ( n + 1 ) / 100</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 90 (13+1) / 100</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 90 14 / 100</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 90 * 0.14 </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 12.6</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
Data ke 12,6 = 59 + ( 7,2 * 6 )</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 59 + 43,2</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
= 102,2<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Jangkauan atau Range </b>adalah Selisih antara nilai maksimum dan nilai minimum</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> Range = 131 – 2 = 129</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Simpangan rata – rata ( Mean Deviation )</b> adalah jumlah nilai mutlak dari selisih semua nilai dengan nilai rata – rata di bagi banyaknya data.</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Data tidak berkelompok ;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 72.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">SR = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> ∑f |x- | </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
SR = <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span> ( | 2 - 24,3| + | 2 - 24,3 | + |3- 24,3|+| 3 - 24,3| + | 5 - <span lang="EN-US"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<span lang="EN-US"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<span lang="EN-US"> </span>24,3| +| 7 - 24,3| + | 8– 24,3 | + |11– 24,3 | + | 21– 24,3| + <span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<span lang="EN-US"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
<span lang="EN-US"> </span>| 28 – 24,3| + </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
| 36– 24,3| + |59– 24,3| + |131– 24,3| )</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
<span lang="EN-US"> </span><span lang="EN-US"> </span><span lang="EN-US"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 90.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">=</span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> ( 22,3 + 22,3 + 21,3 + 21,3 + 19,3 + 17,3 + 16,3 + </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
13,3 + 3,3 + <span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%;">
<span lang="EN-US"> </span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 99.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">3,7 + 11,7 + 34,3 + 106,7 )</span></div>
<div class="MsoListParagraph" style="line-height: 150%;">
<span lang="EN-US"></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 90.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">= </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> * 313,1</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> = 24, 084</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Variansi ( Variance )</b> adalah rata – rata kuadrat selisih atau kuadrat simpangan dari semua nilai data terhadap rata – rata hitung :</div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> S<sup>2</sup> = </span><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 9pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;"> ∑f |x- | </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%;">
<span lang="EN-US"> </span>= <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span> ( | 2 - 24,3| + | 2 - 24,3 | + | 3- 24,3 | + | 3 - 24,3 | + | 5 <span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
- 24,3| +| 7 - 24,3 | + | 8– 24,3 | + |11– 24,3 | + | 21– 24,3| <span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
+ | 28 – 24,3| + | 36– 24,3| + | 59– 24,3| + |131– 24,3| )</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
=<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span> ( 22,3 + 22,3 + 21,3 + 21,3 + 19,3 + 17,3 + 16,3 + <span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-indent: 27.0pt;">
13,3 + 3,3 + 3,7 + 11,7 + 34,3 + 106,7 )</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 63.0pt; mso-add-space: auto; text-indent: 36.0pt;">
= <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span> * 313,1</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 63.0pt; mso-add-space: auto; text-indent: 36.0pt;">
= 26, 092</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Simpangan baku</b> merupakan akar pangkat dua dari variansi</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
Simpangan baku (s ) = <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 3pt;"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<sup> </sup><sup><span lang="EN-US"> </span></sup><span lang="EN-US"> </span>= 5,19<span lang="EN-US"></span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Jangkauan kuartil / simpangan Kuartil / Rentang Semi antar Kuartil atau Deviasi Kuartil</b>, persamaannya ;</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
JK = <span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span>( Q<sub>3</sub> – Q<sub>1</sub> )</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
JK =<span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; position: relative; top: 7pt;"> </span> ( 32 – 3 ) </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span lang="EN-US"> </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: 36.0pt;">
= 29</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
Jadi jangkauan kuartil data di atas adalah <span lang="EN-US">29</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; mso-list: l3 level1 lfo6; text-indent: -18.0pt;">
<span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><b style="mso-bidi-font-weight: normal;">Jangkauan persentil</b> adalah selish antara persentil ke- 90 dengan persentil ke-10 , </div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%;">Dengan persamaannya ;</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%;">
JP <sub>10-90 </sub>= P<sub>90</sub>-P<sub>10</sub></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto;">
Karena kita sudah menghitung persentil ke-10 dan ke-90, maka jangkauan persentilenya adalah ;</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
JP <sub>10-90 </sub>= 102.2 – 2 </div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
= 100.2</div>
<div class="MsoNormal">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940339"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></a></div>
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> </span></b> <br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">3.4 Hasil Data Statistik</span></b></div>
<table align="right" border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 6.75pt; margin-right: 6.75pt; width: 468px;"><tbody>
<tr style="height: 22.15pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #3891A7; border-bottom: solid white 3.0pt; border: solid white 1.0pt; height: 22.15pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">COLUMN1 </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #3891A7; border-bottom: solid white 3.0pt; border-left: none; border-right: solid white 1.0pt; border-top: solid white 1.0pt; height: 22.15pt; mso-border-left-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">COLUMN2 </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> </tr>
<tr style="height: 30.0pt; mso-yfti-irow: 1;"> <td colspan="2" style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 30.0pt; mso-border-top-alt: solid white 3.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 350.9pt;" valign="bottom" width="468"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">SUMMARY STATISTICS </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
<div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 2;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">MEAN </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">24,30769231 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 3;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">STANDARD ERROR </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #CEDCE1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">10,05330958 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 4;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">MEDIAN </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">8 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 5;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">MODE </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #CEDCE1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">2 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 6;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">STANDARD DEVIATION </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">36,24772318 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 7;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">SAMPLE VARIANCE </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #CEDCE1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">1313,897436 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 8;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">KURTOSIS </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">6,638045331 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 9;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">SKEWNESS </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #CEDCE1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">2,475771175 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 10;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">RANGE </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">129 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 11;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">MINIMUM </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #CEDCE1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">2 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 12;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">MAXIMUM </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">131 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 13;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">SUM </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #CEDCE1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">316 </span></b></div>
</td> </tr>
<tr style="height: 18.2pt; mso-yfti-irow: 14; mso-yfti-lastrow: yes;"> <td style="background: #3891A7; border-top: none; border: solid white 1.0pt; height: 18.2pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 258.3pt;" valign="bottom" width="344"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">COUNT </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"></span></b></div>
</td> <td style="background: #E8EEF1; border-bottom: solid white 1.0pt; border-left: none; border-right: solid white 1.0pt; border-top: none; height: 18.2pt; mso-border-left-alt: solid white 1.0pt; mso-border-top-alt: solid white 1.0pt; padding: 1.0pt 5.4pt 0cm 5.4pt; width: 92.6pt;" valign="bottom" width="123"><div class="MsoNormal" style="mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-left: right; mso-element-top: 11.3pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">13 </span></b></div>
</td> </tr>
</tbody></table>
<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> </span></b></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;"> <br clear="all" style="mso-special-character: line-break; page-break-before: always;" /> </span></b></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">BAB I</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">V</span></b></div>
<div class="PENUTUP">
<a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309942812"></a><a href="http://www.blogger.com/post-edit.g?blogID=3720057657018235652&postID=760771740565493120" name="_Toc309940340">PENUTUP</a></div>
<div align="center" class="MsoListParagraphCxSpFirst" style="margin-left: 18.0pt; mso-add-space: auto; text-align: center;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18.0pt; mso-add-space: auto;">
<br /></div>
<div class="31Kesimpulan">
<b style="mso-bidi-font-weight: normal;"><span lang="EN-US">4</span>.1</b><b style="mso-bidi-font-weight: normal;"><span lang="EN-US"> </span>Kesimpulan </b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
Berdasarkanhasil penelitian dapat di peroleh kesimpulan bahwa. Dengan statistika akan mempermudah dalam mengetahui perkembangan suatu perusahaan. Mengetahui nilai peramalan data danhasil penelitian ini dapat digunakansebagai referensi bagi perusahaan untuk pengambilan keputusan</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto;">
<br /></div>
<div class="32Saran">
<span lang="EN-US">4</span>.2<span lang="EN-US"> </span>Saran</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 18.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 72.0pt; mso-add-space: auto; text-align: justify; text-indent: 1.0cm; text-justify: inter-ideograph;">
Saran kami adalahagar setiap data di simpan dengan baik dah harus selalu di perbaharui jika terjadi perubahan data, agar data dapat selalu di awasi dan di analisa untuk kepentingan – kepentingan pengambilan keputusan dan lain sebagainya.</div>
<div class="DAFTARPUSTAKA">
Daftar Pustaka</div>
</div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-13129622405757596002011-10-29T11:51:00.003+07:002012-01-04T17:02:53.409+07:00Belajar Vb<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="" height="300" 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" 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" width="400" /> <br />
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LISTING PROGRAM</div>
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Private Sub Command1_Click()</div>
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Text1.Text = ""</div>
<div class="MsoNormal">
Text2.Text = ""</div>
<div class="MsoNormal">
Text3.Text = ""</div>
<div class="MsoNormal">
Text4.Text = ""</div>
<div class="MsoNormal">
Text5.Text = ""</div>
<div class="MsoNormal">
Text6.Text = ""</div>
<div class="MsoNormal">
Text7.Text = ""</div>
<div class="MsoNormal">
Combo1.Text = ""</div>
<div class="MsoNormal">
Option1.Value = False</div>
<div class="MsoNormal">
Option2.Value = False</div>
<div class="MsoNormal">
Option3.Value = False</div>
<div class="MsoNormal">
List1 = ""</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Private Sub Command2_Click()</div>
<div class="MsoNormal">
X = MsgBox("YAKIN ANDA INGIN KELUAR?!", vbQuestion + vbYesNo, "PERINGATAN")</div>
<div class="MsoNormal">
If X = vbYes Then</div>
<div class="MsoNormal">
Unload Me</div>
<div class="MsoNormal">
End If</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
Private Sub Form_Load()</div>
<div class="MsoNormal">
Combo1 = "-NAMA KAMAR-"</div>
<div class="MsoNormal">
Combo1.AddItem "MAWAR"</div>
<div class="MsoNormal">
Combo1.AddItem "DAHLIA"</div>
<div class="MsoNormal">
Combo1.AddItem "ANGGREK"</div>
<div class="MsoNormal">
List1.AddItem "SINGLE"</div>
<div class="MsoNormal">
List1.AddItem "DOUBLE"</div>
<div class="MsoNormal">
List1.AddItem "FAMILY"</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Private Sub Option1_Click()</div>
<div class="MsoNormal">
If List1 = "SINGLE" Then</div>
<div class="MsoNormal">
Text3.Text = 200000</div>
<div class="MsoNormal">
ElseIf List1 = "DOUBLE" Then</div>
<div class="MsoNormal">
Text3.Text = 400000</div>
<div class="MsoNormal">
Else</div>
<div class="MsoNormal">
Text3.Text = 600000</div>
<div class="MsoNormal">
End If</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Private Sub Option2_Click()</div>
<div class="MsoNormal">
If List1 = "SUITE" Then</div>
<div class="MsoNormal">
Text3.Text = 300000</div>
<div class="MsoNormal">
ElseIf List1 = "DOUBLE" Then</div>
<div class="MsoNormal">
Text3.Text = 500000</div>
<div class="MsoNormal">
Else</div>
<div class="MsoNormal">
Text3.Text = 800000</div>
<div class="MsoNormal">
End If</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
Private Sub Option3_Click()</div>
<div class="MsoNormal">
If List1 = "SINGLE" Then</div>
<div class="MsoNormal">
Text3.Text = 500000</div>
<div class="MsoNormal">
ElseIf List1 = "DOUBLE" Then</div>
<div class="MsoNormal">
Text3.Text = 800000</div>
<div class="MsoNormal">
Else</div>
<div class="MsoNormal">
Text3.Text = 1000000</div>
<div class="MsoNormal">
End If</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Private Sub Text4_KeyPress(KeyAscii As Integer)</div>
<div class="MsoNormal">
If KeyAscii = 13 Then</div>
<div class="MsoNormal">
Text5.Text = Val(Text3.Text) * Val(Text4.Text)</div>
<div class="MsoNormal">
If Text4.Text > 5 Then</div>
<div class="MsoNormal">
Text6.Text = 10 / 100 * Val(Text5.Text)</div>
<div class="MsoNormal">
Else</div>
<div class="MsoNormal">
Text6.Text = 0</div>
<div class="MsoNormal">
End If</div>
<div class="MsoNormal">
Text7.Text = Val(Text5.Text) - Val(Text6.Text)</div>
<div class="MsoNormal">
End If</div>
<div class="MsoNormal">
End Sub</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Private Sub Timer1_Timer()</div>
<div class="MsoNormal">
Text2.Text = Format(Date, "dd; mmmm; yyyy")</div>
<div class="MsoNormal">
End Sub</div>
Silahkan dicoba semoga bermanfaat.<br />
<br /></div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0tag:blogger.com,1999:blog-3720057657018235652.post-91825435188283351782011-10-16T11:43:00.000+07:002011-10-16T11:43:51.705+07:00SISTEM OPERASI<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-family: Arial,Helvetica,sans-serif;">PILIHAN GANDA</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">1.Dibawah ini merupakan fungsi sitem operasi,kecuali:</span><span style="font-family: Arial,Helvetica,sans-serif;"> </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> b.Alat penyimpan instruksi dan data</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">2.Berikut ini pengertian sistem operasi,kecuali:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> b.Pelaksana penerjemah</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">3.Pengaturan informasi,menetapkan proses yang boleh mendapatkan informasi dilakukan oleh:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> d.Sistem file</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">4.Tahap dimana proses telah siap untuk run karena semua sumber daya yang diperlukan telah dipenuhi akan tetapi karena masih ada proses lain yang belum selesai menggunakan prosesor maka harus antri sampai tiba pada giliranya,adalah tahap:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> c.Ready state</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">5.Sistem operasi sebagai kumpulan prosedur yang dapat saling memanggil adalah struktur dasar sistem operasi:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> a.Sistem monolitik</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">6.Berikut adalah beberapa tipe memori,kecuali:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> d.Hard Disk</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">7.Komputer terdiri atas sejumlah rangkaian komponen elektronika ditambah dengan komponen mekanika,magnetika dan dan optika,merupakan:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> a.Tingkat Konsep Elektronika</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">8.Bagaimanakah kerja komputer pada tingkat transfer register?</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> e.Berlangsung melalui pemindahan rincian informasi diantara register</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">9.Berikut adalah kerja komputer pada fungsi komputer ,kecuali:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> a.Penjadwalan</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">10.Tataolah direkam ke alat perekam.Memori yang bertindak sebagai alat perekam adalah:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> d.Hard Disk</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">11.Apakah kelebihan dari alokasi memori yang berurutan?</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> a.Tidak ada rongga memori bersebaran</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">12.Apa kekurangan dari alokas imemori yang tak berurutan?</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> d.Memori banyak yang berserakan dan tidak terpakai</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">13.Berikut adalah strategi pencocokan memorikecuali:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> b.Cocok kedua</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">14.Menurut prosesnya terdapat dua macam fragmentasi,yaitu:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> c.Eksternal dan Internal</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">15.Pencocokan ukuran informasi ke penggalan memori kerja disebut sebagai:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> d.Fit</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">ESSAI</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">1.Sebutkan dan jelaskan strategi pencocokan pada memori!</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> jawab:1.Cocok pertama(first fit)</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> Pencocokan terjadi menurut antrian informasi</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 2.Cocok pertama berdaur(cyclical first fit)</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> Pencocokan tidak harus dimulai dari urutan penggalan memori yang pertama,tetapi dapat dilakukan setelah terjadi pencocokan sebelumnya</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 3.Cocok terbaik(Best fit)</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> Pencocokan dilakukan sesuai dengan penggalan memori yang ukuranya pas</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 4.Cocok terburuk(Worst fit)</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> Informasi akan menepati penggalan yang ukuranya terbesar</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">2.Sebutkan dan jelaskan kekurangan dan kelebihan system buddy!</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> jawab:kekuranganya utilisasi memori pada sistem buddy sangat tidak efisien</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> kelebihanya:berurutan</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> best fit</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> ekskusi cepat</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> Ketika blok berukuran 2k dibebaskan,maka manajer memori hanya mencari pada senarai lubang 2k untuk memeriksa apakah dapat dilakukan penggabunan.Pada algoritma algoritma lain seluruh senarai harus dicari.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">3.Buffering terbagi menjadi 3.Sebutkan dan jelaskan!</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">jawab:1.Single buffering :Teknik paling sederhana.Ketika proses memberi perintah untuk perangakat I/O,sistem operasi menyediakan buffer memori utama sistem untuk operasi </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> a.untuk perangkat berorientasi blok.teknik ini disebut juga reading ahead/anticipated input.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> b.untuk perangkat berorientasi aliran karakter.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> single buffering dapat diterapkan dengan dua mode yaitu:</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 1.1Mode line at time</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 1.2Mode byte at a time</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 2.Double buffering(buffer swapping):Proses dapat ditransfer ke/dari satu buffer sementara sistem operasi mengosongkan(atau mengisi)buffer lain.Double buffering menjamin proses tidak menunggu operasi I/O.Double buffering mempunyai 2 mode alternatif :</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 2.1 Mode line at a time</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 2.2 Mode byte at a time </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 3.Circular buffering:Melembutkan aliran data antara perangkat I/O dan proses jika:kinerja proses tertentu menjadi fokus kita,maka kita ingin agar operasi I/O mengikuti proses.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Masalah sering dapat dihindari dengan menggunakan lebih dari dua buffer jika melakukan operasi I/O yang berurutan dengan cepat.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">4.Apa saja fungsi yang diharapkan dari pengelolaan file?</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> jawab:a.Penciptaan,modifikasi dan penghapusan file</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> b.Mekanisme pemakaian file secara bersama</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> c.Kemampuan backup dan recovery untuk mencegah kehilangan karena kecelakaan atau dari upaya penghancuran informasi</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">5.Sebutkan dan jelaskan arsitektur pengelolaan file!</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> jawab:5.1 Sistem akses,berkaitan dengan bagaimana cara data yang disimpan pada file di akses.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 5.2 Manajemen file,berkaitan dengan mekanisme operasi pada file(Saving,Searching,Sharable,Security).</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 5.3 Manajemen ruang penyimpanan,berkaitan dengan alokasi ruang untuk file di storage.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> 5.4 Mekanisme integritas file,berkaitan dengan jaminan informasi pada file tak terkorupsi.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br />
</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br />
</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> </span></div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com1tag:blogger.com,1999:blog-3720057657018235652.post-65481461388599930972011-05-01T15:20:00.000+07:002011-05-01T15:20:30.348+07:00ESET NOD 32 ANTI VIRUS KECIL KECIL CABE RAWIT +KEY<div dir="ltr" style="text-align: left;" trbidi="on">Bagi yang pengin anti virus tapi gak mau mberatin kinerja komputer dengan file yang besar,patut di coba anti virus yang satu ini.Biarpun ukuran yang kecil (cuma 28,5 mb)tapi hasilnya sangat memuaskan.Cukup bisa diandalkan untuk melindungi komputer anda,terutama komputer yang terhubung dengan jaringan internet yang sangat rentan terhadap serangan virus.Makanya penulis menjuluki anti virus ini dengan "kecil kecil cabe rawit".Silahkan di coba.Agar tidak masa trial berikut penulis sertakan key plus paswordnya agar antivirus anda aktif terus.Perhatikan juga ya huruf besar dan kecil pasword dan key agar tidak ditolak ama pihak pembuatnya.Untuk donload anti virus silahkan klik disini:<br />
<a href="http://www.mediafire.com/file/jfddpkcwcb5y8i9/eset%20nod32%204.0.314.rar">http://www.mediafire.com/file/jfddpkcwcb5y8i9/eset%20nod32%204.0.314.rar</a><br />
<br />
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UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> <br />
<div class="MsoNormal">KEY ANTIVIRUS ESET NOD 32 <b style="mso-bidi-font-weight: normal;">;EAV-13824419</b></div><div class="MsoNormal"><span style="mso-spacerun: yes;"> </span>PASSWORD<span style="mso-spacerun: yes;"> </span><b>;</b><b style="mso-bidi-font-weight: normal;">fk634mskej</b></div><div class="MsoNormal"><b>Silahkan dicoba dan di share kepada yang lain semoga bermanfaat .</b></div></div>wellyamhttp://www.blogger.com/profile/04063710499883479100noreply@blogger.com0