tag:blogger.com,1999:blog-4703106892959848412024-02-20T22:15:51.718-08:00ROFIQ 0307<a href="http://rofiqfv0307.blogspot.com">MS Word | </a>
<a href="http://rofiqfv0307.blogspot.com">MS Excel</a>Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.comBlogger12125tag:blogger.com,1999:blog-470310689295984841.post-2099337889709989752013-02-02T10:26:00.001-08:002013-02-02T10:26:30.949-08:00Daftar Isi My Blog<style type="text/css">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Foot note merupakan catatan kaki
yang terletak pada bagian akhir di halaman yang sama. Foot note berisi suatu
keterangan, uraian atau referensi suatu kutipan. Foot note biasanya ditandai
dengan angka pada akhir kalimat atau kata yang diberi footnote. <br />
<br />
Untuk membuat foot note di Word 2007, dapat diikuti langkah-langkahnya sebagai
berikut : </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.Letakkan
kursor pada akhir kata atau kalimat yang akan diberi footnote.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTlw_02u-btiRw3HmXjms1gLCp8YygcgLPo35MDGGCJNTXFgIY2bBmGhByGMqVfXZ26E_UiGx1HgccOzE2i7MjHeIr7ZRfwByGgBy2bnPjCMM3OFtt-NhcTb22Oog2QdgRQQb7GJ9raTne/s1600/insert-footnote.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTlw_02u-btiRw3HmXjms1gLCp8YygcgLPo35MDGGCJNTXFgIY2bBmGhByGMqVfXZ26E_UiGx1HgccOzE2i7MjHeIr7ZRfwByGgBy2bnPjCMM3OFtt-NhcTb22Oog2QdgRQQb7GJ9raTne/s1600/insert-footnote.png" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.Klik
References kemudian klik Insert Footnote <br />
<br />
<span style="mso-no-proof: yes;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.Ketikkan
catatan atau isi dari footnote tersebut.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.Maka
dibelakang kata atau kalimat yang diberi footnote akan muncul angka kecil, dan
dibagian bawah halaman terdapat angka dan keterangan yang telah anda berikan.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.Jika
pointer diarahkan pada angka footnote, maka akan muncul keterangan atau isi
footnote tersebut. <br />
<br />
<span style="mso-no-proof: yes;"><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjArRhSDZ_usjLjK_dExP-KxAfeoNPRTT1uO75m27TIjZPUB9rhKiPWJ_YBrRfwwtKRrSaa3lf9rJx1at9DCVSq_l0wJPbxc90SZOw3eElYPL7yyhiM3nRf-odXxf9BfETG4TvB0_foGkT6/s980/catatan-kaki.png" height="410" src="file:///C:\Documents%20and%20Settings\Admin\Local%20Settings\Temp\msohtmlclip1\01\clip_image002.gif" width="632" /></span></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6.Lakukan
hal yang sama untuk membuat footnote selanjutnya, dan secara otomatis nomor
footnote juga akan berubah sesuai dengan urutan. </span></div>
Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-1682637843933283022012-12-02T05:41:00.001-08:002012-12-04T19:06:28.340-08:00PEMBUATAN LEMBAR KERJA DENGAN MS EXCEL YANG BAIK DAN BENAR<b style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">Microsoft Excel</b><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> atau </span><b style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">Microsoft Office Excel</b><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> adalah sebuah </span><a href="http://id.wikipedia.org/wiki/Program_komputer" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Program komputer">program</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> aplikasi </span><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Lembar_kerja" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Lembar kerja">lembar kerja</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> </span><i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">spreadsheet</i><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> yang dibuat dan didistribusikan oleh</span><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Microsoft_Corporation" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Microsoft Corporation">Microsoft Corporation</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> untuk sistem operasi </span><a href="http://id.wikipedia.org/wiki/Microsoft_Windows" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Microsoft Windows">Microsoft Windows</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> dan </span><a href="http://id.wikipedia.org/wiki/Mac_OS" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Mac OS">Mac OS</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">. Aplikasi ini memiliki fitur kalkulasi dan pembuatan grafik yang, dengan menggunakan strategi </span><i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">marketing</i><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> Microsoft yang agresif, menjadikan Microsoft Excel sebagai salah satu program komputer yang populer digunakan di dalam </span><a href="http://id.wikipedia.org/wiki/Komputer_mikro" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Komputer mikro">komputer mikro</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> hingga saat ini. Bahkan, saat ini program ini merupakan program spreadsheet paling banyak digunakan oleh banyak pihak, baik di platform </span><a href="http://id.wikipedia.org/wiki/IBM_PC" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="IBM PC">PC</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> berbasis Windows maupun platform </span><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Apple_Macintosh" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Apple Macintosh">Macintosh</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> berbasis </span><a href="http://id.wikipedia.org/wiki/Mac_OS" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Mac OS">Mac OS</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">, semenjak versi 5.0 diterbitkan pada tahun</span><a href="http://id.wikipedia.org/wiki/1993" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="1993">1993</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">. Aplikasi ini merupakan bagian dari </span><a class="new" href="http://id.wikipedia.org/w/index.php?title=Microsoft_Office_System&action=edit&redlink=1" style="background-color: white; background-image: none; color: #a55858; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Microsoft Office System (halaman belum tersedia)">Microsoft Office System</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">, dan versi terakhir adalah versi </span><b style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;">Microsoft Office Excel 2010</b><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px;"> yang diintegrasikan di dalam paket </span><a class="new" href="http://id.wikipedia.org/w/index.php?title=Microsoft_Office_System_2007&action=edit&redlink=1" style="background-color: white; background-image: none; color: #a55858; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-decoration: initial;" title="Microsoft Office System 2007 (halaman belum tersedia)">Microsoft Office System 20</a>10.<br />
Ontuk menjalankan aplikasi ini anda bisa menggunakan langkah sebagai berikut :<br />
1. Klik START<br />
2. Pilih All Programs<br />
3. Pilih Microsoft Office<br />
4. Pilih dan Klik Microsoft Excel 2010<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipoKVMsum9Zv3auelOU0zDbBzGQEhdkei7j98B-S3bbqjUlv-lhvyZi_pC__LLMT4AUvme6j7Guy4WJkphMaIDni7hQ6AMndsjQ2x2LPisGUpF170UIB4m_2zkfP4Qixap4dkknqyJ6tmO/s1600/tom1+(1).JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipoKVMsum9Zv3auelOU0zDbBzGQEhdkei7j98B-S3bbqjUlv-lhvyZi_pC__LLMT4AUvme6j7Guy4WJkphMaIDni7hQ6AMndsjQ2x2LPisGUpF170UIB4m_2zkfP4Qixap4dkknqyJ6tmO/s320/tom1+(1).JPG" width="260" /></a></div>
<br />
Tunggu sebentar sampai lembar kerja ms excel muncul<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVyuHCbkWlyw-AGk4mVC_ydFJZ3BusqZq7oHFbrI2t2AkJi0WLFMnmtGM-lu2VMfAFb93tgrKhWdfiOJ5eWl2k3My4sUMDMCpHsfVG72R2XHHRAM60x4LFWAloBx5toe2OViYWTrE9uQBH/s1600/microsoft_office_excel_2007.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="235" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVyuHCbkWlyw-AGk4mVC_ydFJZ3BusqZq7oHFbrI2t2AkJi0WLFMnmtGM-lu2VMfAFb93tgrKhWdfiOJ5eWl2k3My4sUMDMCpHsfVG72R2XHHRAM60x4LFWAloBx5toe2OViYWTrE9uQBH/s400/microsoft_office_excel_2007.png" width="400" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com4tag:blogger.com,1999:blog-470310689295984841.post-18465604075318347142012-12-02T05:21:00.001-08:002012-12-04T19:10:12.715-08:00PENGGUNAAN NUMBERING PADA MS WORD<br />
<div style="background-color: white; color: #333333; font-family: 'Lucida Grande', Arial, Helvetica, sans-serif; font-size: 12px; line-height: 18px; margin-bottom: 1.25em; padding: 0px;">
Bullet and Numbering merupakan salah satu fitur pada microsoft word yang ditujukan untuk mempermudah dalam penomoran otomatis. Menurut saya fasilitas ini akan sangat memudahkan bagi pengguna yang ingin membuat data yang membutuhkan nomor urutan, setelah mengetik pengguna tinggal tekan tombol enter maka akan muncul nomor dibawahnya sesuai dengan urutan di atasnya. Tapi untuk bisa menggunakan fasilitas bullet numbering secara maksimal kamu harus memahami beberapa parameternya</div>
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untuk pengaturan numbered tidak jauh berbeda dengan pengaturan bulleted, tinggal klik pada tab Numbered, kemudian pilih salah satu pilihan numbered yang tersedia, pada contoh ini saya pilih abc, kemudian klik pada tombol customize</div>
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1. yang pertama tentunya buka dulu aplikasi microsoft word ya. Kemudian klik pada menu Format lalu pilih Bullets and Numbering . . .</div>
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.<a href="http://belajar-komputer-mu.com/cara-format-bullet-numbering-pada-microsoft-word/" style="color: #313428; text-decoration: initial;"><img alt="Cara mengatur bullet numbering pada microsoft word xp 2003" height="286" src="http://gambarsuper.files.wordpress.com/2010/11/cara-setting-format-bullet-numbering-microsoft-word.jpg" style="border: none;" title="Cara mengatur bullet numbering pada microsoft word xp 2003" width="411" /></a></div>
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2. Jendela bullets and numbering akan tampil seperti gambar di bawah ini. perhatian jendela bagian atas, terdapat beberapa pilihan. pada tahap ini kita pilih bagian Numbered . Pilihlah salah satu simbul, pada contoh ini saya pilih simbul huruf kecil. setelaah dipilih klik pada customize untuk mengatur parameter lebih lanjut.</div>
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<a href="http://belajar-komputer-mu.com/cara-format-bullet-numbering-pada-microsoft-word/" style="color: #313428; text-decoration: initial;"><img alt="cara format bullet numbering microsoft word " height="315" src="http://gambarsuper.files.wordpress.com/2010/11/cara-setting-format-bullet-numbering-microsoft-word-5.jpg" style="border: none;" title="cara format bullet numbering microsoft word " width="330" /></a></div>
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dibawah ini merupakan jendela customize numbered list, agak berbeda sedikit bagian atasnya. karena numbered ini tidak berupa simbul maka yang ada adalah number format, number style, start at, dan number position.</div>
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<strong>Number format</strong> berfungsi untuk menambahkan tanda tertentu, misalnya tanda titik diganti menjadi tanda kurung tutup, tapi untuk hurufnya<strong> <em>jangan diganti</em></strong>. <strong>Number style</strong> untuk memilih model numbernya, mau huruf besar atau kecil, berupa angka biasa atau angka romawi. <strong>Start at</strong> untuk menentukan awalan number nya, misalnya mau dari <strong>a </strong>atau <strong>c</strong>, atau kalo berupa angka bisa dari 3 atau yang lainnya. dan pada number position ini untuk menentukan posisinya condong ke arah mana, kiri, kanan, atau tengah. pada fungsi ini diabaikan juga tidak masalah menurut saya.</div>
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untuk aturan yang lain seperti Aligned at, tab space after dan indent at langkahnya sama dengan pengatura pada bulled yang telah dibahas paling awal tadi.</div>
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<a href="http://belajar-komputer-mu.com/cara-format-bullet-numbering-pada-microsoft-word/" style="color: #313428; text-decoration: initial;"><img alt="cara format bullet numbering microsoft word " height="361" src="http://gambarsuper.files.wordpress.com/2010/11/cara-setting-format-bullet-numbering-microsoft-word-6.jpg" style="border: none;" title="cara format bullet numbering microsoft word " width="311" /></a></div>
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itulah sedikit penjelasan mengenai bulled and numbering, semoga mudah dipahami dan bermanfaat untuk kebaikan kita bersama. amin</div>
Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-84536311716136266992012-12-02T05:05:00.000-08:002012-12-04T19:12:50.706-08:00PENGGUNAAN HEADER DAN FOOTER PADA MICROSOFT WORD<br />
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<b>Header dan footer</b> adalah fasilitas untuk membuat catatan pada bagian atas/ kepala (header) dan catatan pada bagain bawah (footer). Namun yang saya maksud disini adalah penggunaannya pada section (lembar kerja) kedua dan seterusnya. Ada kalanya kita ingin membuat tulisan atau teks dengan menggunakan <b>header dan footer</b> yang berbeda pada setiap halaman dalam satu file. Namun jika kita tidak paham membuatnya, mungkin kita akan memisah filenya. Berikut saya akan menunjukkan cara membuat <b>header and footer</b> pada section/lembar kerja kedua dan seterusnya.</div>
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<b>Langkah 1</b></h2>
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Buka <b>Microsoft Office Word</b> terlebih dahulu. Pada halaman pertama kita buat contoh <b>header dan footer</b> yang diinginkan. Pada contoh ini saya menggunakan Kop Ujian Akhir Semester (UAS), dimana pada halaman pertama, kedua dan seterusnya isi teks tersebut berbeda.</div>
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<img alt="" class="size-full wp-image-18555 aligncenter" height="309" src="http://news.palcomtech.com/wp-content/uploads/2011/08/turma1.jpg" title="turma1" width="467" /></div>
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<b>Langkah 2</b></h2>
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Setelah membuat contoh <b>Header dan Footer</b>, klik tab <b>Page Layout</b>, pilih <b>Break</b>, lalu <b>Next Page</b></div>
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<img alt="" class="size-full wp-image-18556 aligncenter" height="383" src="http://news.palcomtech.com/wp-content/uploads/2011/08/turma2.jpg" title="turma2" width="288" /></div>
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Maka akan menuju ke halaman kedua, pada halaman kedua ini klik <b>Insert</b>, pilih <b>header atau footer</b> lalu klik <b>edit header</b> (klik 2x pada header area), secara otomatis akan muncul tab baru yaitu tab <b>design</b>.</div>
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Langkah 3</h2>
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Pada tab <b>design</b>, klik <b>link to previous</b> (non aktifkan) dan klik <b>next section</b> pada menu navigation<b>header dan footer</b>.</div>
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<img alt="" class="size-full wp-image-18557 aligncenter" height="102" src="http://news.palcomtech.com/wp-content/uploads/2011/08/turma3.jpg" title="turma3" width="502" /></div>
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Silahkan ubah isi teks header dan footer pada halaman kedua, lakukan hal yg sama untuk halaman berikutnya dan bagian footer.</div>
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<img alt="" class="size-full wp-image-18560 aligncenter" height="432" src="http://news.palcomtech.com/wp-content/uploads/2011/08/turma41.jpg" title="turma4" width="438" /></div>
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untuk selanjutnya klil tombol Close <b>Header and Footer</b>.</div>
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<b>Catatan:</b><b></b></div>
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1.Tanda <img alt="" height="17" src="http://news.palcomtech.com/wp-content/uploads/2011/08/turma4a.jpg" title="turma4a" width="71" />yang tadinya ada di sudut kanan area header/footer akan hilang ketika kita non aktifkan link to previous.</div>
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2.Dalam suatu section/halaman, kita dapat membuat header/footer yang berbeda pada halaman pertama section dengan mengaktifkan <b>Different First Page</b>.</div>
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3.Untuk membedakan header/footer halaman genap dan ganjil pada section tersebut, aktifkan <b>Different Odd & Even Pages</b>. Caranya sama dengan yang saya jelaskan diatas, jd “<b>Link to Previous</b>” harus di nonaktifkan.</div>
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4.Selain itu apabila kita ingin membuat header/footer suatu section menjadi sama kembali dengan section sebelumnya, yaitu dengan cara mengaktifkan kembali <b>Link to Previous</b>.</div>
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Apabila muncul tanda seperti ini</div>
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<img alt="" class="size-full wp-image-18571 aligncenter" height="87" src="http://news.palcomtech.com/wp-content/uploads/2011/08/turma5.jpg" title="turma5" width="376" /></div>
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Klik YES. Secara otom atis header/footer yang digunakan adalah header/footer pada section yang lebih awal.</div>
Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-52288153987737950682012-12-02T04:55:00.000-08:002012-12-04T19:13:31.006-08:00PENGGUNAAN KOLOM PADA MICROSOSFT WORD<br />
Setiap orang pasti akan menemui bagian koran dengan banyak kata , tapi kata-kata tersebut tersusun dengan rapi. Bagian inilah yang dinamakan Columns.<br />
Fitur <strong>Columns</strong> (kolom) di Microsoft Word biasanya
digunakan untuk mengatur teks seperti pada koran atau jurnal penelitian
yang terbagi menjadi beberapa kolom., cara nenvuatnya sederhanas saj , yaitu dengan cara :<br />
<ol>
<li>Pilih orientasi kertas, pada <strong>Page Layout</strong> tab, <strong>Page Setup</strong> grup, klik <strong>Orientation</strong>. Pilih <strong>Portrait</strong> atau <strong>Landscape</strong>.<br />
<img alt="Page Setup Group" height="85" src="http://i412.photobucket.com/albums/pp205/imeily/c1001/article/page_setup_word2007.gif" title="Page Setup Group" vspace="15" width="255" /></li>
<li>Pilih kumpulan teks seperti contoh berikut.<br />
<img alt="Contoh Teks" height="227" src="http://i412.photobucket.com/albums/pp205/imeily/c1001/article/contoh_teks.gif" title="Contoh Teks" vspace="15" width="308" /></li>
<li>Pada <strong>Page Layout</strong> tab, <strong>Page Setup</strong> grup, klik <strong>Columns</strong>.</li>
<li>Pilih <strong>Two</strong> untuk membuat dua kolom.<br />
<img alt="Columns" height="317" src="http://i412.photobucket.com/albums/pp205/imeily/c1001/article/columns_word2007.gif" title="Columns" vspace="15" width="256" /></li>
<li>Pada contoh ini terdiri dari dua bagian:
<ol>
<li>Judul (Lorem Ipsum) = satu kolom.</li>
<li>Isi = dua kolom.</li>
</ol>
Untuk gabungan ini, Microsoft Word akan otomatis membuat Section Break (Continuous).</li>
<li>Pada kolom, teks akan mengalir sampai batas bawah halaman kemudian baru berpindah ke kolom selanjutnya.<br />
<img alt="Portrait - 2 Kolom" height="100" src="http://i412.photobucket.com/albums/pp205/imeily/c1001/article/dua_kolom.gif" title="Portrait - 2 Kolom" vspace="15" width="78" /></li>
<li>Jika Anda tidak menginginkan teks sampai batas bawah halaman maka dapat menggunakan <strong>Column Break</strong>.<br />
<img alt="Contoh Column Break" height="301" src="http://i412.photobucket.com/albums/pp205/imeily/c1001/article/contoh_column_break.gif" title="Contoh Column Break" vspace="15" width="196" /><br />
Caranya:<br />
<ol>
<li>Letakkan kursor di depan teks yang akan dipindahkan.</li>
<li>Pada <strong>Page Layout</strong> tab, <strong>Page Setup</strong> grup, klik <strong>Breaks</strong>.</li>
<li>Pada bagian <strong>Page Breaks</strong>, pilih <strong>Column</strong>.</li>
<li>Microsoft Word akan memindahkan teks ke kolom berikutnya.</li>
</ol>
</li>
</ol>
Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-70859700465057669882012-12-01T11:22:00.002-08:002012-12-04T19:15:04.164-08:00Penggunaan Fungsi Lookup Pada Microsoft ExcelDalam Fungsi Lookup terdapat 2 jenis yaitu VLOOKUP dan HLOOKUP. Berikut ini akan saya jabarkan mengenai penjelasan dan contoh kasusnya .<br />
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<span style="font-size: x-small;">1. <i><b>VLOOKUP </b></i>adalah <span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Menampilkan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> data </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">berdasarkan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">tabel</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">referensi</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">dalam</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> format </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">vertikal.Syarat</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">penyusunan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">tabel</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">referensi</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">harus</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">urut</span></span></div>
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<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Penulisan </span></span>
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<i><b><span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">=VLOOKUP(</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">lookup_value,table_array,col_index,num</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">)</span></span></b></i></div>
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<br /></div>
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<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">2.<i><b> HLOOKUP</b></i> adalah </span></span>
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<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Menampilkan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> data </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">berdasarkan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">tabel</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">referensi</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">dalam</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> format </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">horisontal.Syarat</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">penyusunan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">tabel</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">referensi</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">harus</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">urut</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">.</span></span></div>
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<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Penulisan </span></span>
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<i><b><span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">=HLOOKUP(</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">lookup_value,table_array.col_index,num</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">)</span></span></b></i></div>
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<i><b><span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Berikut contoh kasusnya :</span></span></b></i></div>
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width="318" /><i><b><span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></span></b></i></div>
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<i><b><span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"><br /></span></span></b></i></div>
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<span style="font-size: x-small;"><i><b><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Di contoh diatas juga ada formula INDEX. Fungsi INDEX adalah </span></b></i></span>
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<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Menampilkan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> data (</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">isi</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">dari</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">suatu</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> set)</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">pada</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">tabel</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> array </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">berdasarkan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">nomor</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">baris</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">dan</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">nomor</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">kolom</span></span></div>
<div style="color: cyan; direction: ltr; line-height: normal; margin: 0pt 0in; text-align: left; text-indent: 0in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">Penulisan </span></span>
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<span style="font-size: x-small;"><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">=INDEX(</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">array,row_num,col_num</span><span style="font-family: Arial; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;">)</span></span></div>
<div style="direction: ltr; line-height: normal; margin: 0pt 0in; text-align: left; text-indent: 0in; unicode-bidi: embed; vertical-align: baseline;">
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<span style="color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></div>
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<span style="color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span></div>
<span style="color: black; font-family: Arial; font-size: 18pt; font-style: normal; font-variant: normal; font-weight: normal; text-transform: none; vertical-align: baseline;"> </span>Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-61230684187888677352012-12-01T11:05:00.000-08:002012-12-04T19:19:10.976-08:00Penggunaan Fungsi IF (Logika) Pada Microsoft Excel<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="color: white; line-height: normal;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Microsoft Excel </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">adalah program pengolah berbasis angka yang sering di gunakan di
perkantoran ataupun di instansi – instansi lainnya yang membutuhkan
penghitungan dan pembuatan laporan secara komputerisasi.</span></div>
<div class="MsoNormal" style="color: white; line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">dan terkadang, banyak formula atau rumus yang diperlukan dalam membantu
proses pengerjaan sebuah laporan tersebut. </span></div>
<div class="MsoNormal" style="color: white; line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Nah . . .kali ini akan membahas tentang Fungsi IF . Apa itu Fungsi IF ?<b><i>
<span style="color: red;">Fungsi IF</span></i></b> merupakan fungsi logika, yang artinya suatu nilai mempunyai
syarat dan dapat bernilai benar jika syarat terpenuhi serta bernilai salah jika
syarat tidak terpenuhi. Secara umum rumus fungsi IF dalam Microsoft Excel
adalah sebagai berikut :<br />
</span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. <b style="color: red;"><i>IF (satu logika) </i></b>adalah</span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Untuk menghasilkan nilai dari satu logika
yang diuji kebenaranya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rumus <i style="color: red;"><b>=IF(logical_test,value_if_true,value_if_false)</b></i></span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 12pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.<b><i> <span style="color: red;">IF (lebih dari
satu logika)</span></i></b> adalah</span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Untuk menghasilkan nilai dari lebih dari satu logika
yang diuji kebenaranya </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rumus</span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <b style="color: red;"><i>=IF(logical_test1,value_if_true,IF(logical_test1,value_if_truevalue_if_false))</i></b></span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></i></b><a href="http://www.blogger.com/blogger.g?blogID=470310689295984841" name="more"></a></div>
<div style="color: white;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">C<span style="color: red;">ontoh Kasusnya adalah</span></span></div>
<img alt="" height="353" 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z+vra3F50KG8H1lMBiczw59kBWOnZ2dcXFxSUlJnHOy8WNqaWnJzMwEScjNzYXJeLW1tenp6U+fPn306NHTp0/xUysoKICpBzif2tra7OxsPC+cV4Ci3LhxQ0FBgbc5f+ywWKyUlJRr167l5ua+Pcme4P2Ymoqirm7DDz8cHByOHTvGj5w/DBcuXEhJSampqbG0tNyyZcvoH7y8vDwelOY5AwMD5eXlJ0+eXLRoUVpa2nvn09DQAH1oBG8gKioaGhoqISHxiuDVq1evXpWUlLBYLEVFxTlz5mzYsGHOnDlmZmYT/ZSmCDk5Oe9e1TcZ6O3tHVsUFmVl0yg+sHv3biUlJX7k/GFwd3eHZfzTp08/depUdHT0KE9csWKFo6Mjn7zS1tYmkUizZ88+evTonTt33jsff3//RYsWRUZG8tC3KUB4eLixsTGdTv/hhx9mzJjxI8GPP37//fchISEKCgr//ve/BQQEPvvsMx0dnba2tmaCcZORkVFVVTXRXoxATU1NRkbGaI78S1F279LdygcWLlw4f/58fuT8YVBSUlJSUtq2bZuysvK2bdtGf+IPP/wgIiLCJ68UFBTAJWVlZQUFhffOR0pKavr06Vu2bOGhb1OATZs2Xb9+vbq6+vvvv//mm2+mE0yf/sUXX5w/f15dXf33338XEhJasGDBkSNHXrx4kUcwbpKTk7OysibaixHIzs5OTk4ezZF/KYq7G1/6phwdHd9YVfc3QV5efvTdjhNFU1MTzEUmeAM7OzsLCwtjAg7y8/NhRsy8efNIJNK+ffsm+ilNEaZmrxfslMJz/rbR7In9UT5qGhoaYKIdAScREREeHh6urq7e3t6T/+v9sTA1R+Z5pSg2NjacX7W3FSU6OhpWt7yNvb09zHN9m7a2Nmlp6Y9okP9tRbG1tR32R8hkMg0NDblNv+YrvFIUV1dXiJeMEHr16hXeoOntbQLc3NwgSV1dHSxXrlwBC4Q4QwhFRkaCRV5eHmbrcaKjowOpDg4OYDExMQGLuflf3+HTp0+DBVYvcdLY2LhhwwZIhVnI3d3d27ZtAwueHU5o7Tt49X+jwxGME0JRhofJZJ45c+bzzz+HHyrwhqIkJydraGiYmJgMu8lKWVnZsPugDA0NqaioxMTE5Ofnj9PJD8bbiiIrKwsxSN6gtbV1yZIlo19UERsba2pqygMXeVFvslisy5cvf/XVV7B8p7y8XFFRMfk127dv5xQVJycnY2NjSLp06dLhw4evXLmiq6sLlvDwcBqNduvWLTU1NbA8fPhQSUkJ5lIDNBrN19cXUi0tLd3d3W1tbZ2dncHi6Ohob2/v6upqZWUFFm9vbxqNhk9va2tTUlKKiYmB1P3790dERGhqakZERICFRqNB/E1CUbjR09Mz+btzPy4IRRmea9euubi47Nq169atW9j4hqLEx8crKyufOHECtzZ6enoaGxuZTGZVVVVHRwfuT0xLS6PT6SAw6enp8+fPf/bs2Tg9/JC8rShKSkphYWHwP9xde3s7Qqi1tZVMJoOiNDc3w6p+hFBWVhadTscfYc0Ng8GwtrZev3497NyFEMrNzaXT6WVlZe/h5PjrzZiYGFtbW11dXYhkU1RUxBk6TFpaGiLKAAYGBrDuHSGUnZ29efNmFxcXAwMDsNTW1lIoFF9f371794Klr69v+fLlnForLi6enJwM/7u5uZmYmKirq+N4DSEhIVpaWkZGRuAMQigxMVFcXByf3tTUtGLFCny/VCrVz8+PQqHgNS66urrQ9CEUhRuEovAcQlGGB35+O3bsuHnzJjZyKkpXV5ePj4+Tk1NwcLCxsTHUiXl5eWQy2czMLDAwkEajhYSEDA4OhoeHS0pKUigUa2vrqqqqQ4cOffXVV2pqauP08EMyrKLcunWrr6/Pz88P7u7EiRPV1dVMJnPdunV9fX1NTU00Gi0wMJDNZt+9e1dOTo5Coejq6sKyRGlpaVNT0507dy5btmzGjBkQueTRo0ebNm2iUCgaGhrv0YAbf705ODjIZrP19PQgfvOLFy84F7jIy8s/evQIfzQyMrKzs4P/09LStm/f7ubmdvDgQezMxo0bAwIC9u/fD5a2tjYymczZbJWTk4OQMwghV1dXS0tLXV1dvOz06tWrBw4cMDc3d3NzA0tsbKycnBw+vbm5WVBQEDd69uzZExgYKC8vX15eDhY9PT3okiUUhRuEovAcQlHehbKyMn4TR/9XUaqrq4WFheF/DQ0NiJFVUFAwffp0iIOybdu2sLCw9vZ2HHPXwMAAtmwSEhKCN/qPhWEV5c6dO11dXTY2fy0m1dHRgRsXFxdvbm4+duyYn58fQojNZkNQMoSQn58fDDkICwtTKBSE0J07d3bv3g2px48fh4AFoaGhKioqY3WSV/WmtrY2VOKEokx5CEXhOYSivAtuijI0NGRsbPzFF1/o6+vr6+vPnDlTVlYWgotARYkQUlFRCQ8P7+3tnTt3rq6urr6+/ty5c6GDnkwmQ6yUjwUZGZk39oxRUlLCrbcDBw4cOHBg8eLFMBS8fPlyMpksLS3NebyVlZW+vj5sn4UQkpSUhFZIcHDwzp078WEnT57U19eXlJTkDK04SghFIRRlrBCKwnMIRXkX3BSlv7//p59+gqmHrq6u/v7+P/30U3Z2dmlpKWz4gV4rSk9Pz4IFC1xdXd3d3YOCgmpqamCDKc6ATpMfGRmZ9PT06upqPHKgqKgYERHR1dWlr69/7tw5Dw8PISGhy5cvI4SWLFni5eVlY2MD8slms83NzU+ePOnh4aGsrGxkZIQQkpSUTE1NRQgFBwdTqVTI8/jx47a2th4eHrt37+Ycgh4lPFeU4uJi3AxFCMnJycXExOCPhw8fxoqSkZGhpKTk6uqKFaW8vFxOTs7f3x8vdOjs7FyzZg2nokhLSyckJMD/586dO3bsmLa2dmhoKFiuXbump6dnamoKLT+EUFxcHKdONzc3r127Fo/V7d69OyAgQFZWFg9W6enpQVBUQlG4QSgKzyEU5V1s3boV/8IRQjY2NrAdlrq6OueIPUKosLBw//79d+/exWOnioqKoaGhHR0d+D3X39//3r17AwMDK1eurK+v54mHHwYZGRnYV3HNmjWwRbyCgkJUVFRLSwvsXPLkyZNffvkFhkOgl+/q1avbtm2DULsCAgJNTU3V1dV//vknRFYWERGBQemrV69u3boVOrtWrVpVUlLS0tKyYsUKDQ2NsTrJq3pTXV0dOiehjdL1mg0bNsC+L2w2Gxqp1tbWkJSQkLBjxw53d3c9PT2wPH/+fPPmzYGBgXv27AFLTU2NoKAgKMrQ0NDQ0JC8vPz9+/ch1dHR0draWl9fPygoCCwXL148ePCghYWFs7MzWKKiouTl5RFCvb29AwMDzc3NQkJCdXV1kLpr165Lly5t2rSpoKAALNra2nAjhKJwg1AUnkMoyrvQ0NC4e/cu/ogVhUKh4L4FzJYtW27durVjxw74CPM4h4aGkpOT161bRyaTbW1tGxsbWSzWhg0b3l6aMJmRkZGBgLt3794lk8lkMjkwMLC7u3toaCgxMZFMJtvb2xsYGMBg0oYNGzo7Ozs7O3Ez5eXLlyIiIlpaWidPnrS0tEQIKSkpwWy3x48f//bbb4GBgQihyspKKSmpPXv2ODk5wU4kY4JX9ebRo0fB7f7+/ri4OPJrQkJCWCwWQiguLk5bW7u5udnMzAyStm7dWl9f397e7uDgABZpaemSkpLOzk4vLy+wCAsLQyBqhJCTk5OHh0dtba2ysjKkHjp0qKWlpampSU1NDSwaGhpNTU0tLS2GhoZgUVFRgf0LbG1tb9++PTg4+OzZMyEhIUj18fHp7Ox8+fIlhUIBi6OjIwzXEYrCDUJReA6hKO+CxWINDAzgj7jXCyrTYQ+GSgc+4sD49fX19fX18JHNZnd3d8MWVR8LnCPzcC+ct19fX9/T0zM0NAQhwXHh9PX14aWODQ0NULvBur/u7m6o4AYHB1tbW2E/FYRQU1MTbAmMi3H08Kre7Onp4YxtXv8abAkLC4NtXVgsFiThvqy+vj6w4DeGwcFBsHD2c+rp6UFbra2tDVJx51VHRwdY8M+yq6sLLFAycAwun4aGBkjFN97U1MT5feNhyUw9CEXhOVNTUVzP8iX6lrOzM5629Ldi06ZNEDRtMtPW1oYHsfhKWVmZt7f3eHKIjo7mHJLhN21tbXhnMwJOBgYGRh/fiWA05OTkvMfr4Aemr69vbHG9rK30jvMBcXFxISEhfuQ8yZk3b56amtpEezECBw8e/OWXX6ytrfl9IXt7eycnp/HkcPr06dOnT/PKnxE5ePDgsmXLysrKysvLywg4ePnyZWpq6kR7MaWg0+nFxcUT7cUIvHjxYpTP/f8rihkfEBUVXbduHT9ynuTMnTt3z549E+3FCOjo6MycOdPU1HSiHZl06OjoLF26tKSkpKysrJSAA6hZJtqLKQWdTi8qKppoL0aguLh4lM8d8bXXy8XFhej1mrR8sF6vjw6i14sbRK8Xz5mavV48GZlvaWlpaWnhXEDAuWa+p6entbW15TVgHBwcnPyjUu8BHplns9ldXV34rt975T/MKuapj+8z/vz2I37jgQ5rwfT19UESfugDAwNvlMzQ0NDbV8EwmUxIxdvLd3d3gwX/LHt6esAybERn/CXEcz3a29vBgouCGJnnBjEyz3Om5sj8OBWlo6PD29tb8DUZGRnwa8SK0tfXJygouG7dOnzMrVu3enp6iouL3w45PgXAivL06dMFCxbgu4Y5su+RoYqKSmZmJm+dHFO92dHR4evrC3dBJpMzMjK6u7ujoqLwrcXGxnZ3dycmJmJLWFgYTFQD2trajh07BkmKiopNTU2dnZ3Ozs5gkZGRKS8vh+BvYBEVFc3JyeHU0YaGBhUVFUg1MjICJdDQ0ACLlpZWa2trW1vb4cOHwbJz507OCWNDQ0PZ2dnCwsKQ6u/v39XVVVpaKiUlBRYXFxf4bROKwg1CUXgOoSjD8OTJE1NT0/b29vb29rq6OlFR0bq6OsShKO3t7StWrCgtLW1/jaysLI6oMfXAihISEiInJ4fvOjc3V0xM7D2qKiEhoaSkJN46OaZ6MyEhwdjYGO6ioaFBRkbm5s2b8vLy+Nbk5OTCwsI4b1ZeXv7x48c4BxMTEysrK0iKi4ujUqmenp56enpgyc7O3rp166VLl/bu3QuWiooKYWFhzpbK5s2bo6KiINXBweH48eMGBgaBgYFg8fPzO3TokKWlpZOTE1giIyM3b96MT29ubhYREamqqoLUXbt2BQUFbdmyJS8vDyw0Gg1CXhKKwg1CUXgOoSgj0N/fv27dOlhZxqkonCGVEELS0tJPnjzp6urC8a/odLqnp2dAQACvPJlAOBUFB3ZECDGZzEWLFkFVlZOT4+np6ePjA0kvXrx4+fJlbm6up6cnrsvq6uo8PT1ra2sVFBTS0tLa2tqePHkCSUlJSfX19SwWKy0traWlxdPTk7P14+npmZqaWllZ+fz5c25Ovne9OTg4KCEhcf36dc6oWdLS0iEhIVJSUtjyjigsz549GzEKC5PJHDEKC41GwzEagoODdXV1xxSF5eLFi7KysrBTACKisIwCQlF4DqEoI7Ns2TL4lWJFaWtr44z4hBBav359UlLSixcvVq5ciRB6/Pixrq6ulpaWhoaGj4/Px/5jxooSHR39+++/H33N4cOHAwIC2Gx2TEyMuro6jUbT0NCAoFiBgYHLli0zMzPT0tJycHDo7u4uLS01NTXV0tI6cuTI4sWLX758mZmZuXbtWriElJRUdHR0S0vLjz/+aGBgoKWldfjw4dzcXITQuXPnaDSaqanp2rVrT506xc3J8dSbZDI5ODh448aN2CIrKxsaGiojI4MtRKTIqQehKDyHUJQRsLe3d3FxgTdBrCgsFmvhwoXKysq7d+9WU1NTV1e3s7Orr6/Py8uD6UY0Gs3JyQkhxGQyFy9ejMddP1KwokRFRS1evNjmNRYWFufPn4dYLCQJzbcAACAASURBVAwGAw5esmQJQigkJGT58uUQYFhAQKC+vj4yMhLCUj148GDOnDkvXrzIzs7GoZoVFBRiYmJaW1tnzZoF0Tn37t174cIFNpsNGVZWVgoKCnLbgxmNo948ffq0l5dXQkICp34QivJ3gFAUnkMoyruwsbGxtrbGgViwojCZTAEBgQsXLly+fFlcXFxaWhrm4WRmZoKiHDly5PTp0+h1PcgZ1eNjhLPXa9euXdje1tb2559/QlV1/fp1GRkZGRmZ+fPnI4T8/PxgksLQ0JCwsHBjY+ODBw8UFRXhRFlZ2ZycnLcVpa6uDofaVFNTgw27BAUFYerUiRMn8HYsb/N+9aadnZ2lpSWbzc7IyJCUlMR2QlH+DhCKwnMIRRkeNpvt5OQEqoB5o9cLfqLt7e2ampr3799HHIpy4MAB2JAVtm6dMopy48YNzr2w6urqVq1axWazPT09DQwMMjMzg4OD//zzT4TQxYsXYXMtUJSmpqbo6OgtW7bAidLS0rm5uQwGY/369WDZtm3bw4cP6+vrcXciVpSVK1cODg4ODQ3p6OicPHmSm5PvUW+6uLjgDBMTE7EzCCFJScng4GDOXXhlZGTesSvwli1bOHcFrqmpkZKSemNX4BUrVrxjV2BTU1MNDQ28e0JISAiNRjMyMvLw8MAevrEr8MqVK/HrDt4VGIcgI3YFHhFCUXgOoSjD0NnZefjwYTk5uaSkJAaDkZWV9cbs4ba2tqVLlzY3N8PxRkZGtra2XV1dDAZj1apVCKHTp0+bmZmlp6dHR0crKSnhmH0fKZyKQiaT019z9+7d7du3I4TOnTtnaGhYUFCwc+fOr776CiF04cIF2PgEotnX1tYmJibu3LkTTly0aFF2dnZhYaGCggJY1qxZA20UAQEBuOjOnTu9vb3ZbDYM41+6dGn27Nm4en2bMdWbnZ2dR48elZaWfvr0KYPBYDAYmZmZSkpK+NZUVFTu3bu3Y8cObFFWVgYBgND0p0+fNjExgaSrV68ePHgwKChIV1cXLJGRkSAPqqqqYImLi9u6dSs0tiCosIaGxsWLFyHV2tra1dX1+PHjZ8+eBYuzs7ONjc2ZM2eOHz8OFn9/fwjyX1pa2tjY2NbWpqCgEB8fD6n79+8PDw9XU1OLiooCC41Gg4khhKJwg1AUnkMoyjBkZWWJioqKi4tLSUlJSEgoKCi8MY7S1dWlp6eHOxzYbLaxsXFBQUF1dbWhoSF63cSRkJDYsmUL55SwjxSsKAwGQ1xcXOI1CgoKEDaYzWZ7eXlJSEg8ffoUoupGR0c7OjoihIaGhg4cOFBTU4MQiomJgRPFxcUrKioQQhkZGdhSXFzc2tp64MABuKiDgwNsJcBisSQlJV1cXKytrXGz4G3GVG/m5ORwPuItW7aw2ezs7Gx8axAjoLi4GFvwLL6oqCgFBQU2m33mzBlI2rdvH5vNZrPZgYGBYFFUVOzq6mKz2bdu3QKLjIwMbj2Ym5vb2tqy2WxNTU1Itbe3hxyOHDkCFmNjY7DY2dmBhUajwTJGBweHqKgohFBdXR34LyEhcefOHTabzWQyt27dCpagoCA4nlAUbhCKwnMIRRkDnGvm/1a8vc/8B4PFYuHth42Njc3NuT7ZD1ZvhoeHc/aPvQf6+vqwl+WHgVAUbhCKwnOmpqLwKa6Xk5MTbBj1d2Pjxo05OTkTdfWzZ8+am5tbW1tbWVm9I7xYc3PzOCv6UdLc3Pzw4cPx5MBgMD5kecJayA92uY8IIq4Xz8nJycFrpCYtY47rZW6mpcwHFi9e/Pvvv/Mj50nOjBkzxMXFJ+TS27dvV1FRIZFIJBJp7ty5+/bt43aknJzct99+u23bNn67tGvXLnV19fHksH///nfcCM+Rk5NbvHhxfn5+QUFBPgEHubm5ycnJE+3FlCI5OTk7O3uivRiBnJycUT73vxTF3u5QGB/YsWPHli1b+JHzJEdAQMDe3n6irn7r1q34+Pj4+Ph79+6947Dz58//8ccfoaGhH8yxj4Xz58+vXLmyoaGhqampkYCDmpqa9PT0ifZiSpGRkVFZWTnRXoxAdXX1KJ874muvl6Ojo4UFX3Ke5MjLy0/+7ubGxkZRUdGJ9mIy0tjY+EaIBwKgv7+f6PXiLR9Fr1dvb++HjmbPZDITEhISEhLwDB/0f0fm8/PzExMTE17zfitO6uvrIQblJIdzZB6XTEJCAp1O53ZKS0tLVVXVh3IQIb6NP+ObfTvwQWVlJSTheAENDQ1gSUtLA0t7eztYho2MmZOTA6mwWxxCqLCwECxFRUVgKS0tBQvEpHmDp0+fQiqeUkin08ECb1iIGJnnDjEyz3Om5sj8OBWlvLzcwsJCVlZWVlZWWlr65s2bUJtwRmGZN2+epKSk7Gs8PDzw8pTRY2lpaWZmNh5XPwxYUWprax0cHPBdb9q0KTY2Fu/MwcmFCxdUVVU/pJM8rzc7Ojo8PDzwzbq5uTU1NeHUgoICAwMDSNq2bVtmZmZZWZmZmRlYNm/enJCQUFVVZWdnh3O4ffs258okWPUCSTo6OsXFxXl5efv27QOLqqrq8+fPi4qKtLW1wQKrefDpfX19EREROPOTJ09WVVXFx8dv2rQJLObm5rAJHaEo3CAUhecQijIMaWlp58+fxx+XL18Oyyk4VziSyWTOl1ZxcXHOwLSj5KNTlGvXrnEGVK+trZ0zZ86wVdUUUJS6ujrO5S8UCgUiIwD6+vo4Ckt2dvbGjRudnZ3xYpra2loJCQlvb28cqrm/v3/ZsmWca+ZFRUXxmvlz584dPXpUVVU17PWa+evXr2tqah4+fBjHHk5MTOTs1mtqahIQEMD3u2PHDh8fH3FxcbyHira2NgTWJBSFG4Si8BxCUUZm+fLlb8Qehmj2bW1t+BgZGRnYPKOurk5TU1NTUxN6QlpbW4OCgkpKSjQ1NePi4uBgWNoWFBTk6uoKAzOenp7w/pucnIzjmU8esKJcvXqVU1GYTOa1a9egjRIVFaWpqamrqwtxQby9vSEKC0Lo5MmTmpqa7wjyyBP4XW9KSUlxKsq743qVlpa+Edervb39jbhenHvqjDKul6ysLD4d4nrhXy+O6wVLRxER12sUEIrCcwhF4cq1a9c2bdokLy//dq8XKArnnriSkpJPnz6tq6uj0Wh+fn5+fn40Gi01NbWzs/Pf//43lUr18vLS0dGBwFCHDh3y9PR0cnJasmQJ7GCxcOHC4uJihNCZM2e2bds2fud5C1aUqqoqe3v7TZs2bdq0iXOrktDQUD09PS8vL1dXV4ht5efnByFD7O3tjx8/7uXldezYMYjHzCf4VG/S6XS43zd6vYhIkVMAQlF4DqEoXHnx4sW9e/du376to6MDnRVYUXp6ehYsWCAkJLR+/fq1a9eKiIgEBQV1dXVlZWXB/igIIRkZmeDg4J6enoULF8IINo1Gg184hGdnsVhUKvXEiRMIoZSUFC0trQcPHuzfvx/6vicVnCPzLBbr3r179+7dU1FRkZCQgIaamZmZiYkJHIAjRYKiCAsLwzD1gwcPODeM4jl8qjcbGhrgfrW1tfEIPCIUZUpAKArPIRRlZFasWPHGOEpHR8eaNWtSUlLy8/P19fX37dsHhVhcXPz111+TyWQymbxs2bL09PS2tja8XFlHRweGZ8hkMoR4OnnyJIQV6erqWrduXXBwMOemgZMHrCgsFgt/XSoqKh4+fLh161aEkL29PSgK1JuIQ1FwvXn79m0czZ4f8LvelJaWHn2vF6EoHwWEovAcQlGGob6+vqCgAH8UEBB4exxFSEgIT7vesWMHDH48e/ZsxYoVYMzIyKirq6urq8P7o2BFWbJkCVhOnz4NitLe3q6hoXHu3DljY+PxeM4nsKJcv36ds1Ouu7t74cKFCCELC4up10bp7u5+9uwZ/kihUO7du4c/6urq4kj4+fn5GzZscHR0xNHsm5qaxMTELly4wLmJ8p9//sk5Mo9LBiHk4eFhZGS0b9++iIgIsNy8eVNdXd3Q0BBPEklJSeFcVtLU1LR06VL8EUI1r1+/Hg/v4eD/hKJwg1AUnkMoyjAkJyerqqp6eXl5eXm5ubnp6+vDqyXnXK9FixbhXnU3N7fDhw9XV1eXlpbicRQtLa3U1NTGxsZFixbBMMyePXtg1OTQoUNnzpzx8vISFxc3NTWFTAoLCydt8CWsKElJSWpqal6vcXR0BAkMCwt7YxzFw8MDdlL5eMdRampqNDQ08M1qaWlBMK7a2trk5OSgoCADAwNIsrW1PXPmTHR0tK6uLi4ZGxubuLg4HR0dsEDJQKjmvLy8goICXDJeXl6HDh26fv26r6+vqakpWExMTPz9/a9du3b48GGw4NDLjx8/Ligo6OzsNDAwcHV1hVRtbe24uLjjx487OjqCRUdHJzIykh8lM2UgFIXnEIoyPAwGQ11dXV1dXUNDA7dFOMdR3N3dOZeGenp6FhYWIoTq6urgRHi9bW1tdXd3hx9zWFgYrJdks9l6enrq6up6enp4BWV+fv6HCXT4HnCOo2RnZ6u/5tChQ/iYu3fvqqura2trw5KLlJQU3IFjZ2enrq7u4uLCVyf5UW82Nzfjm33x4gUYIyIiYOvJGzduQJKVlRUkxcTEgOXw4cNgodPpYMElgxAyNDSEWeNQMurq6kFBQZDk5uYGFrwTzKVLl8CCm0T+/v4JCQkIob6+PhqNBql4qYqhoSFYYmNj+VcyUwNCUXgOoShjwNbWln+9UqWlpevWreNT5uNEVlYWr5yYtJSVlQkLCw+73JK3REZGcs7ifQ+MjIyOHTvGK39GpKysTEhIaGho6INd8WOht7eXUBTe8lEoCovFGrOiDPGBEydOGBkZ8SNnDQ0NKSmphIQEfmQ+fmRkZBITEyfaixF4+fKlkJBQf38/vy9UV1eXnp4+nhwKCgqKiop45c+IQMkQbZS3IdooPOejUJQxt1FMTTRE+MDs2bNnzpzJj5w/++yzf/zjH7KysvzIfPx8/fXXy5Ytm2gvRmD16tVffvmlsLAwvy8kISExziclLS0tJSXFK39GZPXq1QsXLszOzs7Ozs4i4CAzM/Pp06cT7cWUIikp6dmzZxPtxQg8e/ZslM/9L0VxdDAu4QOHDh3S1NTkR851dXX19fX8yJkniIqK3rhxY6K9GIH4+PiVK1e+ePFioh2ZdMTHx69bt66rq6uH4P/S3t6emZk50V5MKRgMRlNT00R7MQKtra2jfO5/KcrZM3zppD558iSemvW3Qk5ODs9znbRUV1eLTNbJchNLdXX1hxlh+ujo6+vLInq9eEp2djaTyZxoL0agZyy9nTwemY+Pj8dRwfFcLzabffPmzbNnz555zXsEHkYIZWdncy7DnrRwzvWqqqrCd+3t7T2xjnFSws8ZTZmZmTi8PCY5ORnK4cqVK2DJzc0Fi4+PD1hevXoFFrxQkZPr169DKl7qGBkZCZaoqCiwxMXFgeXGjRtv53Du3DlIxaEWvL29wYJ3UOZryXzUjKlmIRgNU3MchVeKEh4ePn36dFzpY0Xp6uqaOXOmhobGgdeYmZnhLS5Gj7GxMecE3EkLVpT8/HwjIyN819ra2ufPnx+aHJOI+Fdv0un0BQsWXLx4kdMYExOjp6cH5aCjo3Pz5k06nW5gYIAtAQEBWVlZR44cwRYXFxdoRwNXr17V1taGVF1d3bi4uOjoaGzR0dG5d+9ebGysrq4uLu2rV6/i01kslrOzs46ODqQaGRllZWVdvHgR52BgYJCSksLXkvnYIRSF5xCK8i42btxIIpFevXoFHzlXOL6xKZ6IiAhEgRwT1tbWH8WmkFhRLl++vHHjRmxvbW2dN2/eJKmq+FdvOjg4kEgkWC2I0dbWxgtECgoKZGVlHRwccDT7lpYWUVFRLy+vXbt24VMWL17MuWZeUFAwIyMD/vfw8Dh8+PCePXtu374NlrCwMFVV1YMHD3p5eYElNTVVUFAQn97Y2AgB4oAdO3ZcuHBBREQEx2XR0dGBODGEonCDUBSeQygKV9zd3W1tbcXExN5uo0Bk8pqaGjyAs3HjxidPngwNDT179oxCoVAolOjoaIRQY2OjiYlJQkIChUK5du1af3+/trb2hg0bYHXk8ePHbW1tHRwcKBQKrMAfHBy8fPky5AD9GE+ePHFxcQkJCaFQKLgU0tLSKBRKRESEg4PDBxjhwIoSGhqqqKiIx6zYbHZmZiabzWaz2d7e3hQKRU5ODvbnuHv3rpeX18WLFykUSmVlZX19PYVCsbW1hd78vr6+ffv2USgUY2NjsJw4ceL+/fumpqYDAwNPnz6FEoCLlpaWWlhYxMbGUigUXK1XVVVRKBRPT09/f/+bN28ivtWbDx48MDU13blzZ2BgIKediOs1BSAUhecQijI8LBZLU1MzMDBw586duMrmXDM/f/781atXk1/j5+fX0dFRXFysqqpaUFBQUFCwb9++Bw8esFisf/3rX1QqNT093cjIaPny5WFhYQ8fPoQIJa6urrNnz758+TKdTldQUGCz2bdv3z569GhBQUFubq6CgkJ7e3tMTMwXX3xx6tSp9PR0BQWF0tLSvLw8RUXF9PR0a2vr//73v0+ePBnnzY4IVhQmk+nv7w+3HB0dDeHOEELu7u5GRkYFBQVpaWkKCgoIoeDg4K+//trNzS09PV1MTExSUjI9Pf3EiRM2NjYIoQMHDty5c6egoMDT0xP6/eTl5efMmZOWlpaXl0ej0aAMVVRUMjIyampqPv30Ux0dnfT09D179ty7d4/FYm3evDk9Pd3Hx+fbb7+Ft3h+1Jv9/f3nzp2ztLS0sLDAQyMAoShTAEJReA6hKMPj5+cHoQ9lZGRw1EjO2MNr167Nz8+veY2SklJSUtLg4GBzczODwWAwGGJiYrdu3erq6lq1ahW8tuvq6lpbWyOEampqVq9ejRCytbU1MDBgs9m9vb0rVqxob28fGBiorKxkMBjp6emLFi1qb2+PioqSl5eHNoGoqGhBQUF6erq4uDiUi5SU1Hv0to0VzpF58L+mpmb//v2CgoIw/GtjY7Nr1y4GgxEfH//LL78ghC5durRjxw4IiLly5crU1FSEkLu7u6amJkKot7c3Ly+PwWDY2dkpKysjhBQUFC5duoQQYrPZDQ0NUIarV69OTk6uqKhYt24dVJ0qKirBwcHd3d0QkXNgYEBVVdXV1RXxp97MyMhQUlJCCOno6HCOYSBCUaYEhKLwHEJRhqG+vn7z5s0iIiLXr19ftGiRo6MjRGR6I/Yw5yQ5KSmp+Ph4Fot15coVKSmpLVu2zJ49OyYmprOzU0hICDp2cOzhly9fwjzX48ePQ0io5uZmMpnc1dVVU1NjY2MjJSWlpKQ0e/ZsFosVGRm5fft2uIqkpGRRUdGzZ89wEN/t27fjSUH8AytKXV1dbm4uGGExNvTse3h4zJkzR0pKSkZGRk9PDyHk5+cH4jE0NCQiIgIbC7q6ukJqVlbWtm3bZGVlhYSE1NTUEEIKCgoQ2be1tdXb21tKSkpBQeGnn37KysoqKysDBUUIUanU0NDQ7u5uMpnMYrEQQqamphB/k+f1JovFMjExmT17dkhIyPr16zU0NDhHQQhFmQIQisJzCEUZhvz8/P3796upqVGp1B9++EFZWRkqr3eMzK9fvz4pKamgoABiuRcVFS1btuzevXudnZ2c0eyhdsCKgqPJstnsxYsXI4ScnZ2hDoqMjJw9ezaTyYyMjMQB5CUlJYuLi+l0Olw9KSnp999/x7US/8CKEhAQAEESgc7OTnDb3NwcTzEIDw9HCPn6+sKuwENDQ8LCwjC7wdXVVV9fHyG0cOFCqPj27NmzZ88ehJCCggKMkURFRQkJCSGEnj179scff2RkZJSVleEYmqAoXV1dMChdUlKydu3aCxcuID7Um21tbZqamhoaGlQq9bffflu7di3nZmj8GJnfu3cvHpm/efMmjMzjaPbvMTIP3y5CUbhBKArPIRRlBAQFBfH2t2/MHt6zZ4/WaywsLGpqalpbW21sbGg0mpmZ2aJFiyIjIzs6OvBuKPv27XN0dESv9QYhZG9v/8cff2hpaeFYs1lZWYcOHaLRaAcOHJgxYwaTyQwPD8dxCdesWcNgMOrr662trbW0tExMTJYvX/4hx1EKCwuNjY3xXaurq/v5+SGEUlJSDhw4QKPR1NTUbG1tEUKenp47duxACA0NDS1duhQC954+fVpVVRUhFBwcrKGhcfjwYVlZWej1kpKSAikqLy+3sLCg0WgmJia//fZbWlpaSUkJ3nVm8+bNly5d6u/vP3PmDI1GMzU1FRUVhWUxfK039+7di0fmCwsLg4KC4uLidHV1oRw0NDRu37797NmzgwcP4pK5cuVKbm7u0aNHscXNzQ16L+/fvx8bGxsaGqqhoQGpOjo6iYmJDx8+1OLg0aNHCQkJ2tra8FFTUxO24QkICEhMTGSxWOfOnVNTU4NUY2Pj3Nzcy5cvq6urg+XgwYMQkJhQFG4QisJzCEUZgbi4OPxeybnC8fbt256enh6vwb0Z3d3dHh4eRUVF+fn5FRUVAwMDjx49ghUbGRkZsJk8k8mESOOvXr0KCAjw8PDgXCpYXFwMGaampvb29tbU1CQlJb3hTFdX14ULF6qrq3fv3n337l1e3Sw3OMdRampq8F0HBATgY7Kzsz08PKC5gBB6+fIlzGhgs9mxsbHQQ1hcXIz3sLpy5cqNGzfa2tpgzcTTp09ho0yEUEtLi4eHR0VFRXZ2dkNDQ1dX1+PHjyEpJSUFr/u5cOFCVlaWlZUV6DRf6820tDQ8iTwsLExUVBSMUA64qyo/Px8sWH7KysrAgksGIaSnp2dkZARZQSou3nv37oEFD48lJiaCBRQXIfTo0SP8luPl5QWp0K+IELp48SJY8PgfoSjcIBSF50xNReFfFBbY1mJiKS4utrS0hP+3bdv2Adooky0KS1dX15EjR+B/Q0ND0OMPFoUlLi4OeureG3t7e75uPvYGRBQWbhBRWHhOdnY2bCs3mRlzFBZHB+MiPmBgYKCurs6PnMdEZmbmiRMnvvnmm2+++cbGxiYrK4vfVxQWFr527Rq/rzJ68vLyfHx8vv7662+++UZDQyMjI6OoqOjRo0crVqzIz8/n99WzsrKePn06nhzodHpaWhqv/BmRR48erV27lslkslisbgIO2traMjMzJ9qLKQWDwWhsbJxoL0agpaVllM8d4Wj2onzg119/nTVrFj9yHhNiYmJiYmKLFy9evHixqKiouLg4v6/4zTffCAgI8Psqo2f9+vWSkpJLlixZvHixoKCghISEqKjomjVrvvzySxEREX5fXVxcnEKhjCcHSUlJSUlJXvkzImvWrIFo9jk5OeMMAz7FyMzMTEpKmmgvphQfRTT70T939PHu4TiZkZGRwWM5k5bS0lJip8JhgZIhxlHehhhH4TlTcxyFUBTe8rHsCoyX/hBwAiVDKMrbEIrCcwhFGZ709HQajbZ37969e/fq6em9sR5lcHDQ0tJy//79cEBiYuJo8gwJCfkAo+j8gHOuV2Zm5t7X4OUXb5OUlHTt2rUP5SBCvJjRVFxcrK2tDbemqqra3d3d0dGBb7awsPCN44ODgyHJ3Pyv79v9+/fBYmBgAJbk5GSwaGho9Pb2vpHD8ePHIRXPmjtz5gxYzp07BxZ/f3+wQAAbTnp6etTU1CAVohIghPT19cHy8OFDXpXMVIVQFJ5DKMrwODs7r1mzJiAgICAgIDg4+I01852dnb/++qu7uzscoKamhqe3voPdu3c7ODiM07EJASvK06dP1dXVA17j6up64MCBYTuazp07h5f6fxjGX2/euHFjwYIFcGuXLl0qKSmBoPSAuro657fw4sWLBw8ehKTTp087ODhERkbq6urikrG0tHz06BGNRgOLl5eXjo4OZ5yF48eP29nZQeqRI0euXLni5eVlYWEBFnNzc29v76CgICMjI7DY2toeP34cn97Z2amjo+Pl5QWpNBotNjb22LFj586dA4u2tnZERARPSmaqQigKzyEUZRj6+/udnJxOnTr1hv2NNfO4Ji0pKYHQjfCxoaGhoaGBs55taGjo6ek5ePAgfvFsampqaGjAL62w8A3WXuCzWltbYZkL56YaEwJWlKCgoDei2ZPJZKiq+vr6GhoaIIIyQsjb2xvWzCOE2tvbGxoa8FpuPjHOenNwcPDKlSuGhobYUlRUtGrVKvyRQqFAnBhAT08Pr5l//vy5vLy8k5MTbpo0NjaKi4tfuHBh9+7d+JSlS5dyrpkXERHBc7Ih1Ob+/ftBAxBCoaGh6urqhw4dwmvmk5OTOadHNzU1wTpZYOfOnT4+PmJiYnhplI6ODnhIKAo3CEXhOYSiDMP9+/c3bNiQmJiYlZWVnZ2N7ZxxvQQFBTlrBwqF8vjx497e3rCwMAjN6+/v39XVNTQ0lJKSQiaTbWxsNDU1IUounU4XFRUlk8mWlpbw+1dSUgoMDCSTyXp6elAp19XVbdq0adu2bW5ubtra2uO5nfGDFSU6OnrHjh14FgRCCPxva2uztbUlk8nCwsKQ5OPjA4pSV1enrKxMJpP37t0LETP5xDjrzczMTDExsSdPnuC7Kysr46zB5eXlHz16hD8Scb2mAISi8BxCUYbhzp07n332mbS0tLi4uJiYWHR0NIRReYeiwNh1dXX14cOHwbJ79+7w8HCIFNnZ2Xnnzp2ZM2dC/Fp9fX2Y6WxnZweRIhctWiQhIcFkMt3c3HR1dRFCGzZsSEhIqKioWLhwIcQpmUCworDZ7OjoaHFxcXFxcTc3N9gDBiFkZ2d35MgRJpNZXV0NUbkuXryooaGBENq4ceO9e/eYTGZISAhfb2Sc9WZGRgaJRIKHLi4ufuvWreLiYjExMXwAoShTD0JReA6hKMMA0TXg/8HBwVWrVkGAkHcrCgyl9Pf3QwwMAQGBqKiozs7OtWvXQg+Ynp4e7vXy9fX18PCQ41oLHAAAIABJREFUlZWFWklUVLSkpAQhdP78eQjZS6FQYHrVrVu3cKTIieKNaPaAubn5hg0boJfmxIkTEPyfyWSuWbMGcSiKtLR0QkICQigyMnLLli38c3Kc9WZxcTHnKJeEhERISIiMjAy2EIoy9SAUhecQijICvb29ZDK5trYWvaUonLWDuLh4fHx8W1vbiRMndHV1Dx8+vGjRovv373d2dpLJZBjY19XVBaGCbUIOHjwoKioKozWioqIQ8svT05NGoyGEpKWloRK/f/8+bNExgWBFKSgowNGlEEKtra1Lly5FCNnb24OitLe3r1u3DnEoiqysLMxwu337NmzGxSd4W2/KyMjcuHED7xqA3lKUI0eOYEVJT09XVlbmVJTS0lJ5eXlORYGS4fzO4JJBCLm6ulpYWOjo6HAqir6+vpmZGVaUx48f45ih6PUOCPjXC4qyYcMGHOCLUJQRIRSF5xCKMgx0Ot3d3R1/XLly5RttFHjfhJ4rhJC3t7epqWljYyODwYAaNjU1de7cuQ8ePOjo6MBxc/X09EBR5syZgxBqbGxctWoVKIqwsDBMTvXw8IA2iqioaFZWFovFEhIS2rlz53huZ/xgRQkMDMRblSCEamtrV65ciRCytrbGu1sKCAgghPz9/WHjEzExMTj37t27nK/YPGf8bRQ80o4QEhcXDw4O5uz1emNzswMHDkCUZYQQg8HYvHmzi4sLnk5dXV1NoVB8fHzwyDyUDGe7FpcMQujcuXMmJibq6uqwwzFCKDg4WEtL68iRI/ir+OTJE05/mpqali9fDv2xCKGdO3f6+vpKSkrW1dWBRVtb+/Tp0+MvmSkMoSg8h1CUYaiqqrK2toZQGRISErdv34ZJWZy7Ai9YsABigUhKSpqamjY3NyOEOjo6Ll26JCkpeeLECTk5uVu3bg0ODoaHh0tISEhKSs6cOTMoKAghFBMTQ6FQDA0N9+3bh3u9ioqKEEKenp5aWloIoby8PAUFhZ07dxoaGlKp1PHczvjBitLQ0ODi4iL5GhjsQQiVlZUZGxtLSkpSKBQYXMEj81lZWcrKypKSkrt27crJyeGfk+OsN5uamjhv7erVqw0NDTdu3MAWT09P0AM6nW5lZfXixYuDBw9CkqKiYm5ubmVl5bFjx8AiLy+fkpJSU1Nz6tQpsEDJDAwMIIT8/PyuXLmCS0ZSUlJHR6ekpKSoqGjv3r1g2b9/f1FR0atXr7S1tcGioqICPwNHR8eoqKj+/v6oqCjsnoODQ21tbVJSkpycHFgsLCygvUIoCjcIReE5hKJwvWRqampqaiqdTsdGrCgIoRcvXtDpdDiGc14sm81OTU1taWlpbW1ta2sDIxzGWdapqanl5eUsFgumP5WXl8PLZmtrK7xjdnd3P3/+vKSk5OHDh5s2bRrn7YwTznEUXDKpqamZmZn4mIaGhtTUVDwdtrW1FboKEUL5+fmpqanQrcc/xl9vDgwM4FvDa++xBbcGwsLCYA5YTU0NJMHWyAih5uZmsDAYDLB0dHSAhTN4s56eHsROhpJJTU2trKyEpJcvX4IFB8+vqKgAC45O/+rVKzxrLi0tDVLxVyszMxMsuD1EKAo3CEXhOVNTUVzPWvDDD0dHR7xTIb+xsbGJiYkpLS29ePEi57q2CUFeXn7y//CamprwVo98JTs7G+8m8H4EBAS8sWs9X2lqavowcf4/Ovr7+zmXBxCMn5ycHDwcMGnp7e0d/XMnIYTsbA2D+cDmzZspFAo/cn6by5cv/+c//yGRSDNnzrx+/fqHuSg35s2bZ2lpObE+jMjZs2d//vnnq1ev8vtC169fH+cTGX8OY+Ls2bO///57fX19Y2NjAwEH1dXV6enpE+3FlCI9Pb2iomKivRiBqqqqUT73vxTlmDltJx9QUlJSVFTkR85vs2vXLjU1NXV1dVVV1V27dn2Yi3Jj69at27dvn1gfRkRFRWXLli07duzg94WoVOo4nwiVSqVSqbzyZ0RUVFS0tLQKCwsLCwsLCDjIy8tLTk6eaC+mFMnJyTk5ORPtxQjk5uaO8rkjvvZ6dXR0cM7+/PuAJ6ROckpLSyfahUnKy5cvJ9qFycjAwADR68VbcnJyIK7uZKavr29svV58imZfXl4O6xD/buTk5LS3t0+0FyPQ09PDYDCIaPZvQ5QMN4iReZ4zNUfmCUXhLYSifNQQJcMNQlF4DqEoY4BQlMkMUW9ygygZbhCKwnMIRRkDhKJMZoh6kxtEyXCDUBSeQyjKGCAUZTJD1JvcIEqGG4Si8BxCUcYAoSiTGaLe5AZRMtwgFIXnEIoyBghFmcwQ9SY3iJLhBqEoPIdQlDFAKMpkhqg3uUGUDDcIReE5hKKMAUJRJjNEvckNomS4QSgKzyEUZQwQijKZIepNbhAlww1CUXgOoShjgFCUyQxRb3KDKBluEIrCc6amopw9c4wfflRVVZWVlfEj50lObm5uV1fXRHsxAoODg0TtMCxEyXBjcHCQiOvFW6ZmXC9HB+NXr16VlJS84ikMBiMzM5O3eX4U0On0goKCifZiBIqLi1NSUibai8kIUTLcKC4uhs3NCHgFbA030V6MQFFR0Sif+1+K4uRoUsEHcnJysrKy+JHzJCctLa24uHiivRiBkpIS2Blzoh2ZdBAlw42SkhI6nT7RXkwp6HT6ixcvJtqLEXj16tUonzsier34wUfR6zUwMED07QwLUTLcIKLZ85yp2etFjMzzFmJk/qOGKBluECPzPGdqjswTisJbCEX5qCFKhhuEovAcQlHGAKEokxmi3uQGUTLcIBSF5xCKMgYIRZnMEPUmN4iS4QahKDyHUJQxQCjKZIaoN7lBlAw3CEXhOYSijAFCUSYzRL3JDaJkuEEoCs8hFGUMEIoymSHqTW4QJcMNQlF4DqEoY4BQlMkMUW9ygygZbhCKwnMIRRkDhKJMZoh6kxtEyXCDUBSeQyjKGCAUZTJD1JvcIEqGG4Si8BxCUcYAoSiTGaLe5AZRMtwgFIXnEIoyBiorK0tLS/mR8yQnNzeXyWROtBcj0N/fz2AwJtqLyQhRMtzo7+8nFIW35OTkdHd3T7QXI9Db2zu2uF4Op4/m8YG0tDQ6nc6PnCc5SUlJDAZjor0Ygezs7KdPn+bm5k60I5MOomS4ASUz0V5MKZKTk7OysibaixHIzs5OSkoazZF/KYqzk2krH2hvb29vb+dHzpOcjo6Otra2ifZiZDo6OibahUkKUTLcIEqGtzx79qy6unqivRiBurq6jIyM0RyJ+NrrRUBAQEDwDqZmrxdWlKqqqtjY2KjX5OTkvN/l8/Lyhh3YrK+vh32+xkp7e3thYeG7j+nr68vLyxsaGnqP/CcbHR0dKSkpwyZVV1e/setMQ0PDy5cvP4RbI9He3l5QUIA/FhQUNDc3c1o+AEVFRfCuNBre+zuTlpbW1tbW29ubn5+PjYWFhc3Nzfn5+aMf1a+rq3uP2StMJhO+HhUVFVVVVWM9nYcMDAzk5eUNDAzw7xJ0Or2jo6Ozs5NOpyOESktLa2tr+Xe5D8wUH5k/dOjQH3/8sfk1ampqaWlpo8yIwWAUFRUhhEpLS1evXj04OPj2MefPn9+7dy+3HJ48edLc3Dxs0qNHjygUyrsdqKmpWbVq1eTfvmY0lJSUmJsP33C0sbE5cOAAp8XHx2fXrl0fxK8RiImJkZSUxB9Xr1599epVcXHxD+mDvLx8RETEKA+urq5etWpVb2/vWK9ibW1dXFycn58vLCyMjSIiIkFBQWJiYv39/aPMx9XVVV1dfaxXr6ysNDU1RQgZGRlZWFiM9XQe0traunLlyhEl/MmTJy0tLe93CSsrq9LS0oqKCktLS4QQjUZzdnZ+v6x4AovFevz4Ma/eXKe4otBotAsXLuC0K1euKCoqjjIjPT29s2fPIoRKS0uFhISGVZQLFy6oqqpyy0FERIRbqyg2NlZGRubdDtTW1goKCk4NRXkH9vb2hw4d4rT4+fnt27dvovzh5NGjR7KysvD/zZs3jx8/npiYKCEh8SF92Lp1a2Rk5CgPbmhoWLdu3XvXDs+ePcN6GRERYWZmlp6eLioqOvoc3N3dtbS03u/qCCFjY2Nra+v3Pn38dHV1rVu3rq2t7d2HCQkJwbDt+NHV1YV6ZqJoa2tbvnw5r3Kb4oqira3t5eWF0y5fvqyiooIQ8vT0hNZ9bm7u+fPnIdXFxYVKpR49ehQhlJSUtGDBguXLl7948aKhoUFYWBgUJSwsjEql7t27Fyr6CxcuHD169Pbt21QqtbGxkdMPHx+fGTNmKCoqwn66KSkpVCqVSqVWVlYihGJjY3ft2pWamkqlUvFXs7q6Go5JTk5GCNXU1AgJCXEqSl9f36lTp+CBRUVFhYWFgf3gwYNUKtXT0xM+enl5FRcXa2trHz9+HJ9rb2+vpqb28uVLfBhQX1/v7e39/PlzKpUaHx+PEDIxMaHRaPiAK1euUKlUTU1N6Pp4+PDhw4cPr169SqVSYUpxSkqKv78/LsPW1tbi4uKrV68+ffqUSqVCO6+iouLMmTMIodDQ0Pv37yOEWltbnZycEEKnT58+fPgwnH7ixImhoaFLly7t378fLHZ2dtAnwGAwoHCgQ6y0tDQgIODZs2dUKvXZs2dvfw/c3d2pVGpJSYm7uztYwGd1dXXcpxEdHU2lUgsLC728vOCVMykpCa5SXV2NEHr06JGcnBwcLCQklJWVVVlZiWtYb29vOp3e39/v6OgIeV6/fv3x48cIIQ8Pj9zcXHj3vHnzJpVK3bdvX09PD0LoyZMnd+/ejYiIoFKpTU1NkFVmZiaVSs3MzAwMDHyj10hJSen+/fuGhoYmJiZv3J2hoSF8DA0NTUxM9PX1ffz48ZYtW/Lz86lUanR0NP7aqKurU6nUa9eu4Rze+M64ubmVlZXl5+djvZSWlr537153d7eMjAxk+ODBA0jq7+9XU1OjUqkhISHYn+fPn3t4eJw/f97c3BxuGdfL8D2nUqmwcTdCqLi4GCzQnV1TUwNlZWpqamNjAxm+evWKSqX6+Pjgr1Z5eTlCKD093dfXF4y2trZUKtXKyuqNp19VVeXv75+dnU2lUqFz6eDBgwYGBvgAX19fKpWqq6sLHyMjIx8/fhwYGBgfHy8pKQmeh4WF3bx5Ew7Q1dX9f+x9Z1wUyfZ27977XjfcDequrquuqy6GQUVYkTgkMRAUVpKAgAKSh5wEBVGigqCoqARHkg4iSUREBAOgRIkSlDgkJaeBAWbq/XD+9m8uyAo6qKvzfIKa7upTp6vrqTrn1Cl1dXXo5+fPn1+4cOHu3bvBYZCdnc3aZyoqKiIjI1NTUykUCnodAgICqFRqS0uLv78/QsjU1BT+6O/vd3Nzg68sJiZGXV1dR0fntctNEAZXgp+fHyiWVTNubm7q6uo4PZPJ5Pz8fF9f3/7+/ra2NhAYNGNsbPzTTz8dPXr0tdLOFJ84o9jb269evXrbK+jp6cHwTSQSb9y4gRCKi4sTFxdHCHl7e7u4uFAoFH9/fwcHh7q6uq1bt+7Zs6ejo6O5uVlERITJZEZHR5uZmVEoFDKZbGhoiBC6du3aypUrjx07Fh4erqur29LSgsuRk5PDzc3t4eFBp9MzMjL09PQoFAqFQtHV1W1tbS0uLl6yZImVlVV4ePi+ffvKy8vb29t1dXXhmgMHDty7d6+/v38CowwODq5evRqe4uDgYGpqihCytLQMDAykUChOTk7QNUVERLi5uSMjI48ePQodxcvLy9XVNTo6ev369X/++ServhoaGubMmaOjoxMeHm5pabl9+/bAwMDTp0/b2NgghEJCQqytrSkUSnBwsImJCUIoMDBw0aJFPj4+4eHhenp6dDo9NDR0586dUBsPD09DQ0Nubu73339vY2MDrauqqiorK4N50IEDB+D7b2ho4ObmBs3b2dlBQ86ePctkMsPCwsBy4uzs7Onp2dfXl5ubiysHeLG6uvqbb74xMTEJDw/fv39/VlYWa6MCAgIcHBzCw8MFBQW5uLgQQpcuXbK0tKRQKKGhoTCOJCUlGRoahoeHq6mpzZkzZ3BwMCsrS19fn/U1PXjwAGcUGRmZrKysuro6mMUHBwcbGxs3NDS8ePGCQCAAW+zbt8/LywshtGDBAklJyYyMjMjISBKJRKFQLl26BH3m8uXLCxYscHd3hz7T19eXn5+/f//+8PBwExOTb7/9dkJfV1FR4eHhuXz5speXF9hJfH19nZ2dKRTK6dOnQXX29va//fZbUFBQU1PT0qVLVVVVw8PDDQ0NExISEELGxsYhISEUCsXKyiosLAwhZG5ujvcZYHoBAYHs7Oxnz57hjKKkpBQXF0en0xcsWKChoQEVAksZGRmFhYVRKBRLS8vw8HCE0IoVK/j5+R8+fHjlypU//vjDy8sLWjc4OJidnc367pqbm6uqqrS0tPCSkpKSZ8+ebdiwASHk6OgIPXbZsmViYmLh4eE2NjYw5+Pl5QVfS1hYmKysLELI1dXV3d2dQqF4e3tPIJWqqqqvv/76wIED4eHhpqam27dvDwoK8vPzc3R0RAidOXPGzs6OQqEEBQUBK3t6ei5ZsuTkyZMNDQ0wIKSmpmppaRUXFzMYDHNz86CgIAqFYm9vf+7cuZycHAKB4OXlNTo6evfu3QMHDuBtaWtry8vL+/77701NTacaszZv3lxQUFBSUrJp0yaEkKmpKTRQV1f3ypUrTCYzPDzc3Nwc7zOsW8EYDIaxsTEIY2dnBzfy8fE9evRogmY8PT1ZNaOlpbVy5crw8PDa2lp8LDIwMMjKyoqNjf3jjz9SUlJeK+1M8YkzipmZGYlEevgKJ06ccHd3RwjJycndvn0bIZScnAyjYX19fWtrK41Gu3fvHrxpW1tbmMHV1dWJiIgwGIy2trb6+noajdbW1gajYXh4uKysLFhd+fj4qqurWUXZsWMHEFh3d/ezZ89oNBqNRuPl5X327FlBQcHmzZthvbJ169bMzMz6+vqNGzfCNVu3br18+TKdTp/AKAwG4+HDhwYGBvHx8Xp6eu3t7Qih6urq7u5uGo3m5+cH7gdgBYRQWloa2Nbk5eUTExMRQhcuXGB1DCCEamtr161bB5Lv378fPjAqlQrEY2Fh4eDgQKPRnj17tmLFCoRQYGCgkpIS9PL169fTaLTo6Gjc7SEmJtbU1JSdnS0gIABTNklJSRiq4EO1tLSEMbepqQlM9sePH7e2trawsMBno2FhYQcOHAA6gSlbb29vTU0NKIefn7+goKCmpoaPjw9c+jt37rxy5QprozQ0NGA6SaFQhISEEEItLS2NjY00Gg1nMl9fX6CW4uJibm7uFy9e9PT04K9p48aNz58/z8nJAUY5dOiQr6/v0NBQRUXF9u3bz549q6enB19Oc3OzsLAwzCXNzMwCAgIQQry8vBkZGQghvM+0trYSCASEEJlMlpWVhVkwHx9fR0dHYmKinJwcdEI+Pr4JS66//vrL29sbIfT48WNRUVGEkKqqqr+/P41Gy87OhrYcPHhQT09vdHS0p6dn3bp18LUYGxt7enoihKqqqvr7+2k0mo2NDSwHiURiQUEBjUZraWmBif+2bdtyc3NramqAUXx8fI4cOdLX1wdiQzc+cOAAtI5AIDQ1NdFoNFNTU2tra4SQgIBAXFwcdLCdO3f29fUhhHh4eBobG3t6evB3x8vLW1lZmZeXJyUlBSXV1dUDAwNVVVWw8sMZZfPmzdBjT506BYbl6upqTU3N1NRUDQ0N8N7X1ta+ePGCRqMlJiZC78JRUVEBbxAhpKKiAk6ap0+fCggIQN+jUqk0Gq2srIyHhwch5OXlpampSaPRRkZGJCQkwsPDlZWVweowPj6+fv36srIyGo12+PBhWD3Dug3epry8PLRl9erVz58/z8vLExAQYJ1cTsDWrVuLi4vLy8vBk2pubu7p6amrqwvtRQi1trY2NDTA2yEQCKwmuPHxcSEhofLychqNRqVSQQ9VVVVTaSYhIUFMTAwhpKenB0oYHR2trKwEgeXk5GJiYqA/TCXtTPGJM8pkq5eamhp6HaP09PQYGhoKCgoKCQnBR0UikWAlXl9fD1avgYEBLy8vQUFBSUnJP/74AyEUEhICE08mkykqKjohQklaWhrmDjQa7fLly4KCglu2bPn555/b2tpycnLk5eXhMjk5uYcPH3Z0dMyfP19QUFBQUHDz5s15eXkDAwMTGAUh1NLSIiYmRiaTcYdQW1ubnJwcrEuAD3bs2AHr2YSEBLhMTU0Nxtznz59v3bqVtcLq6mrocwihffv2Xb58GSFUWloKn6inp+fSpUtBqt27dyOEfH19YfkyNDQkKCg4PDw8mVHu3buHr1p27NgBQ9VUjHL+/PnFixevWrXq5s2b4AGOjY1duHDhmjVrwsPDYaQeHh6OiYkRFBSUkpKaP38++JBxR9Tu3btxAyBAX18fpm8dHR2wpOjv73d1dRUUFJSQkFi7di1CKDAwEFZdCCFxcfHm5ubh4WEymcz6mrKzs8GPsmfPnvPnz4MCf/rpp3Xr1jk4OACtgnFyAqOIiorCqNrf3+/p6cnaZy5evAh9hsFgiIqKdnZ2pqSkKCoqgiSysrITguIUFRXT0tIQQunp6UBvpqamK1asgJeip6eHELKxsfHx8UEINTc3A+sghExMTGD9AconEol//PEHzKiGh4d37dolKChoYWEBAxbOKKAuU1NTuLK+vh6v0NDQELySXFxcmzZtEhQUFBAQANuOmJgYjGWnT5+GOIvR0VEhIaGmpqbh4WFYLEpJSf3000+VlZVMJvPhw4cgf2xsLJ1Of/r06QRGIRKJYO308/PDXxM/P//169dxebq6urS0tISEhPj5+RUUFFiVVlxcjEe+qKqqQvd49OgRFPb29trZ2QkKChKJRJg5ubm5gYFoaGiIi4trw4YNmpqaoBkmk7lx40ZeXl5oL5iVpKSkIMYnOTn5p59+grYICwv39fU9ePAA7/yvxQRGcXJyWr58+apVq/Lz88EB1t/f7+7uDn2Gi4trQjBuf3+/jIyMoKCgnZ0dnhtp06ZNsbGxr9XMrl27EEI6OjoRERHwXjIzM+FDWLRo0Z07dwYHB4WEhN4imuO1+PQZBTcsIoQiIyNhWCQSiQ8fPkQIPXjwAEZ2BQWF6OhohNCxY8egc5uZmQEbwRoFIeTs7AxTvNjY2DVr1iCEQkNDwT4zFaNApCmZTIb3mpWVtXr16sbGxpycHPwb2LJlS0ZGRl1dHW6PKigoaGpq6uzsnMwobW1tJiYm3t7eMP1ErwxNw8PD+/btMzIyQgjt2LEDPCI4o8jKyoKVz9PTc4JjuaamBg/v2b9/P6irrKwMCMDMzAzs2ggh8BD4+vqam5ujV4wyMjJy6dIlFRUVuEZKSqqxsfH+/fuw+kaTGOXAgQPgPhkYGIAPwMfHx9zcfGxsjI+PDyaVISEhmpqao6OjoqKiYM6Kj48H/sjLyyMQCOXl5U+fPsWHjMmMsmfPntDQUITQuXPnYFpqaWkJQ0ZkZOS6desQQidOnIA1SmZmJhcXF51Ov3LlCozs2dnZq1evhsXWzp07GxsbDQ0Nk5OTEUKlpaWioqKjo6MmJiZAjVQqFSw2CCFbW1vwsgoLC8MK0t7eHgj42rVr0GeCg4OhzwCjdHV1JSQkgLpgtVRYWMjaFgUFhXv37iGEHj16JCwsjBBSUlIKDg5Gr0YHhJCNjc2xY8fQ/9KbiYkJ0Nv69etHRka6uroUFBRACVlZWeAXDAoKgjkWzijbtm2jUqkWFhYwBWFllAMHDoBZlUAgwDBXU1NTXl6OECISiTU1NQihwMBA4EtglL6+PgqFAp9YTk7O6tWrKyoqenp68vLyoM4tW7bcuXOHSqVOYBRRUVHwJ+GMMjo6SiKRcMsVQkhSUhJcOw4ODnh/A5SUlOAhBmpqapGRkQihx48fQ5/Zt28fvKZz587BR3f06FGotqenR1BQcHR0NDAwENh6fHycm5sb1hwNDQ2Qz2bLli3gIAwLC8Pndvfu3RscHMzIyJggzARMYBQzMzM/P7+xsbH169eDVu3t7cGYGRMTs2bNGtYBGsgY/vb19d2/fz9CiE6nQyW4ZqSkpO7cucOqmX379sGqvbCwEGwwVVVVmzdvTk5OHhgY4KxR/gb/wyj6+vpbtmzxeQVLS0v4FP39/e3t7X18fDQ0NMAKFBQUZGNjExAQICoqCgOEsbGxpKRkS0sLlUrl5uZmMpmJiYkmJia+vr5qamrz5s1DCJ09exYGUyaTuW7dOuhkOPj4+AwNDYeHhx89emRoaOjr62tqavrDDz9QqdS8vLxffvkFpDI2Nq6pqens7DQ3N/f19fX19dXX18/Jyenp6cE/XVbk5OSwsoKbm5ubm5uvr+/GjRvBPiAkJASzWgqFwto6Pz8/ERGRCVHLlZWVYDlBCCkrK4Mf+8mTJ2ANiImJIZFIvr6+R48ehZiFY8eOwYAITp3u7u7Hjx8bGRlBW3766afW1tb09HScpYSEhLKysnCrF/iifHx8HBwcVq5ciRBycXGBMcjNzc3Dw4PJZJ47d05JSQkh5Ofnd/Dgwa6uridPnhgZGfn6+lpZWc2dO7e8vLysrAwnYGlpaVafM3rlNfHx8ZGWlt68eTNC6Nq1a2ZmZr6+vrt37164cOHo6Gh6erqxsbGPj8/evXuXLFkyODiYn58PTzExMfn++++pVOq9e/cUFRWdnJzwaLSioiLQDIVC0dPTg/HRxsbG3d3dx8dnw4YNp06dQggRCASYYsfFxZmamkKfmTt3LkIoMDAQ+gyDwVi3bh2VSi0tLQVJTE1Nf//99wlBRNu2bVNXV/fx8bG3t4dxMCQkxMrKytfX99ChQ0eOHEEIGRkZQXA2lUrFnTra2toeHh4IIUdHRx8fH29v7zVr1sBlzs7Ohw8f9vX1xb8IAQGBrKysysrK7du3e3h44LF2VCr1559/9vQQzv6rAAAgAElEQVT0hI4KpryDBw96eHj4+voaGRmB2WT9+vWwv+r48eOwYB0dHV2zZk17e3tBQQFolUQi/fDDDzU1Nc+fP9fV1YWubmRkVFlZWVNTs379eoQQiUSCYXHdunVAUceOHcOFaWtrg9EQAC7PgIAAAQEBfJ0NKCwsxOOXZGRkYDB9+PAh9JnLly9bWFj4+vrKyMgsX74cVAR++66urrVr146NjT148EBLSysrK4vBYLi6usInZmpqeunSJYQQDw+PsbHxyMhITk4OjAm+vr6GhoYvXrxg7fwIoZs3b8JqFcfWrVtLSkqKi4tBGG1tbZhjWVtbnzt3jslk4n1GRUVl3rx5E/wo9vb2R44cgYkdOLFAM9DPcc04OjoGBARs3rwZ2EJJSQls+I2NjVD5oUOHfv311xs3boyMjPzwww9kMhmxA584o2RmZtrb25NegVVrAQEBJBLJxsYGD+e4ePGitbV1W1sbDE/379+3t7evr68fGRkJCwuDBWlaWhqJRGptbYUol6KiIrB+gj95Qoj6pUuXbGxsgBLKyspIJNLz588TEhK6urq6urqcnZ1BKjz7ZFdXF5RAAExfX19oaOjkrQAPHjyQlpZmLTl48OCZM2eePXsGYaaRkZHgYKiqqsIDTkJCQuzt7QsKCvBwWPyh4K1FCCUmJsIE+cWLF7iuEhMT8e8cIZSdnQ3BWqOjoyEhIfC1PHnyBCQ/cuQInU5vaGjAh/jIyMiWlpaKigr8m4+PjyeRSBYWFtDFs7Ky8CCiU6dOMRiMkpIScCkjhM6ePfvixQuE0LNnz0gkUkVFRVJSUktLS0dHB/45USiUybsOY2JiLCwsKioqcAZNSkoikUhtbW1Xrlyh0+kIocLCQgsLi4aGhq1bt0K0TGlpKYlEevbsWVxcXFdXV1NTU3x8fFZWFqzPQDMwpsBz8/PzEUIjIyMQSuTo6Ahz9tDQUIjxQwjdvn2bRCK1tLTArL+wsHByn2lubrawsKiurlZSUgJLKY7r16/b2NiQSCRYHwAiIiJIJBIen3P79u379+8jhPr7+0NDQyHw7ObNm7gBzdzcPCoqqqSkBKYaCCE3NzcSiYS/poiIiObm5q6urpiYmNzcXNxPS6PRPDw8oHUQggiws7MjkUj4ZZcuXYKG5ObmwmJufHw8NDQUXIzl5eUkEqmmpiYhIQG8a01NTdBhYFWKazU9PR0aEhYWBvfm5OTgQWtNTU2CgoKs2w/9/f0PHTrU0tKCR50B2tvb8Q4cGxtbWloKSsb7zNWrV0kk0osXL8Aycf/+/fT0dITQ8PBwaGgoGAbS09PxBh46dIhEIgF9wvu1tbWFy0pKSqAtsPmstraWdX6Dcy0OaWnpvLy8ly9fgjApKSnwxsfGxk6dOgWOw9TUVLzPTN4/AMLgAxdoZsIOh5MnTx46dKi5uRl6XUJCAp4ttLOzE95mRkYGeIMOHz4My9l3xyfOKJ8ksrOzJ8zI3oiTJ0/CjK+wsBA3YrxPlJaWCgoKvrfHBQUFgX+7rq6Ode7GiuTkZJxueXl5P+BW7dzcXDyKV1RUdAKjcICjtbWVj49vVje0sx2bN2+eELAjISGBW67YhdbW1ql2Yb9nFBcXf/x5ymk02owZhfEpYmxsTFFRUUZG5smTJzO68dGjR8rKymJiYrt27Zrpve8OdXV1KSmpgoKC9/bE/Px8TU1NMTExCFJ47TXV1dWWlpZiYmKioqLx8fE0Gu29iTcBVCrVzc1NTExMTEwsNDS0p6fnQ0nyMcPY2FhISOj+/ftjY2NsrJbJZLKxtskoKioaHByEv8PDw8XExC5evNjd3c3GR4BmHjx4MD4+zsZq3w5Pnjzp7e390FK8AQMDA0VFRdO5EuHZ7IuKip48eVL0yYFMJkdHR1dXV8/orqqqqri4uODg4CtXrsz03ndHRERERETE+3xuZWVlUlJScHBwREREVVXVa6+pqKjIyMgIDg4OCQkpLS0tLi5+b+JNQFlZWU5OTnBwcHBwMOxU+FCSfMy4cuVKWFhYZWUle6vNy8tjb4UTUFNTg3etlJSU4ODg/Pz80tJSNj5iljTzdsjKysrPz//QUrwBBQUFDx8+nM6V/8covicc6Z8oYCH21je+3b3viA/yXLy9o6OjU12DJ0AcGxt7n7JNBuNV3pTx8fEPK8lHize+zbdAf39/QUEBGyv8e0B/Y/srng3NvDWePHnS1dX1oaV4A3p7e4uKiqZzJfoc/CgccMABWzAyMsI5w5G9+GT9KPDPvXv33pgHv7S0FIL6p4mbN2/CNuMZ4eHDhxDRFB8fj2dzYgvodHpsbCwEjE5AXV3dVMkV7t27N53c/ngQ0XTwdpp5n0hKSoJYowkYGBi4fv06gyXBIp1ODwkJYTAY1dXVEAX0WiQmJr6HVOSjo6NTvWJWhIeHQxaGCUhMTMRj0LOzs11dXV1dXSHKeQL8/PzgV3y/SFBQEJTgSoiIiIASPB4PB2wjBcCG87GxsSNHjkAJHtPo7e0NJW93ugQbwTlnnu34xGO99u7di+8EnAonTpxQV1efvjTi4uKTv6U3IjMzE6IqeXl5IeSUXejp6Vm7du1r0+bHxMRMlTN/7969kNtjMmg0WmBgIOySu3nzJh44+0ZMRzNJSUkz4u+3RlhY2IQYG8SyU2cCIDULa6A2nU4/d+4cg8EICgqCXbGvBT8/P2zRmFX09fWtWbMGoqj/BiEhIZMZ3cPD45tvvoHucfv2bVNTU3t7e3t7ewsLCzyHJkKIyWSePHkS8lHa29ubmZllZWVBUjIoMTExSU9Pj4mJwWswMTFhjdltbW11dHS0fwUHB4eSkhIPDw9ra2sosbKyKioqCggIsLKywp8y1ak57wccRmE7PnFGMTIyYo3ify3wXb7TxM6dOyGDy9tBQkKCvZ14cHBQWFj4tac14HvmJ8PIyGhCEmIcnZ2da9asmbAtazrYuXPnG/PN6evrv5905WJiYpOTwOPZBCagsbFRVFT0tedKBQcH/82BBXiinVkFjUYTEhJ6i6Ut5CPYuHEjMIqtrS2ewLi5uRnf6o8QYjAY69evx3uRhYWFj4+PjIwMfgCXt7f3wYMHVVVV8cUKmUxm5drCwkJ+fn78XykpqYiICEiqBlBUVAwJCYGMA1Cyf/9+yBPzocBhFLbjc2GU6upqY2NjJpM5Njbm7+9PJBKlpKQgs8K5c+fMzc3PnDlDJBKrqqogmjApKYlIJBKJxNzcXCaT+eTJEwcHh7CwMMh0GxUVpaSkBJlCQD5LS0sikaiiogKmibGxMQ8PDyKRuGPHDngKmUwGSSQkJIqLi8fGxlJTU+ERd+7cYTAYtbW1VlZWKSkpRCIxNjZ2Qmg5jUZzcXEhEolycnKQbmhsbCwgIIBIJKalpUlKSnZ3d9Pp9NDQUKgTzt3DGWVwcNDExIRIJKqrq4PMkEPbwsJCWlp6Anns27fvu+++09fXRwgFBgbC1jMTE5OMjAwikejq6gobAkZGRnbt2qWrq3v9+nVIm79r1y7Y/Hj37l1II8GqGTqdfvfu3V9//fX333+fkAxxbGzs8OHDRCJx165dIMyFCxcuXrzo5uZGJBK7urqKioqIROLp06fh0VpaWkQiUVhYWFBQELZnjoyMqKmpEYlEa2vr0dHRc+fOzZs3j5eXd8K8HhiFyWTCsR9EIjE+Pp7BYFCp1C1btty+fZtIJIaFhY2Pj9NoNF1dXQaDER4ebmxsfOHCBSKROPkoTxkZmWvXru3YscPQ0BAUCwlaiESilpYWXuLk5EQkEhUUFGDIptFonp6eRCJx27ZtkKzl6tWrAQEBnp6erCvCsbGxwMBAIpF4+/ZtCQmJzs5OOp1OJpNBchAmKyvLxcXl/PnzFArF2dl5gh2puLi4s7NTSkqqra0NIeTq6oozSkVFBWvuDQaDgSc+QQhZWlqePn1aTU0NEsQhhDw8PI4dO6anp4fz9MWLF/FDB9D/Jj5BCEEWwq1bt+IJo1RVVSMjI2VkZKDJCCF9fX3WtHvvHxxGYTs+cUYxNDQMDg7u7e3ds2cPhIKdOHHC0dGRSqWWlZVBuiEKhfLrr79evHixvLxcRkamt7c3LS1t7969kNpTQUGhpqamoqLi66+/trOz6+joUFZWXrNmTWFhYXR0NHxRR48eJZPJVCo1LS1NWVkZIeTk5HT48GEqlVpUVATZgY4dOwbJ5yUkJKqrq8vLy42NjeERqqqqubm5bW1tc+bMMTU1raio0NTUnJCoys/PLzAwkEqlPn78GBKCnT592tLSsqKiQlFRcdGiRWNjYzdu3ICmNTY2ysvLd3Z23rp1Cxjl8OHDV65coVKpcCIIQsje3n7FihWpqan379+fkGWvqKiIh4cHthnDNniE0G+//SYuLl5RUQEWcISQmprazZs3Hzx4sGzZMk1NTYTQrl27Hj58WFlZqampCVvQ3dzccM2oqKj09fVpa2tbWVnh+8kBBw8ePHr0aEVFRWpqKgjj6em5cOHCa9eulZWVEQgEFRWViooKc3NzsP4/f/68qqrK39+fn58f7PVqamq3b9+mUqlnz541MzNrb28XFxe/cOHChIwDsD2ltrZWQUEBlK+lpXXr1i06nT537lwtLa2Kigp9ff3Lly8zGIwNGzaMj48nJSUtWrQIDtSRlZWdcAi0lJTU2rVry8vLz58/D0nVDAwMLl++TKVSExISQC0kEsnHx4dKpebk5MA158+fP3HiBJVKffLkCXTC0NDQ+fPnBwcHs7J7YGAgpAlQUlJauHDh2NjYrVu3HBwcQHJ5efkXL15kZWX997//PXr0aGdnp5iY2IMHDyZ8D3Q6XUhICAZxDqNMAIdR2I5PnFEsLCxMTU35+fkhNwZCyNXVVU1NLTMzMyEhYenSpejViYHgleXn5+/q6kpJSRESEsrMzMzMzFy6dOnTp0+LiookJCQgmExeXh7yH9y7dw/P41tWVpaZmXnhwgXYGX7ixAk7O7vMzEw8JZ+Xlxfk/catXl1dXfAIPj6+nJycxsZGYWFhWOKoqanhqT5wVFVVZWZmRkdH8/LyIoSOHDkCo0Nra+vmzZth8kulUjMzM+/evbtmzZqurq7U1FTc6lVcXJyZmXnmzBnYb48nOmxqamI1ViCEWM9lsbW1BUeUkJAQGEDwzH0iIiKQgercuXMwdCopKdnb2/Py8rISBq4ZyNhoa2vr6+s7oWl6enqQfr+xsRGEcXV1BXUNDQ1t3LgRvN+2trasZ4j5+fnhp2KIiIgEBQVlZmaam5tD5lcFBYXJHnVIW1lbW8vNzQ3K5+HhiY2NHRgYEBAQgEyuBgYGwFtCQkLj4+MRERF79uyBlyggIDAho8aWLVtgWRYXFwdcqKioeOTIkczMzOPHj0MSqiNHjri4uGRmZubk5OBLnGfPnmVmZl6/fh3SVp45c0ZPT2/CAsjNzQ2yTLa3t/Pz84PVq7m5GSRfu3bty5cv4UwwWLpJS0uzJkoBDA0N4WkrOYwyARxGYTs+cUaxs7Nbt27dX3/9de3aNejZvr6+f/zxh7y8/K5du+DAgKCgIPCjjI2NCQsLd3d3379/f9GiRfLy8vLy8rq6uv39/Y8ePcJzp+N+lLS0NDjWorCwUE9PT15efufOnXh+lEuXLsnLyysoKIBrwdvbG2eUsrKy7u7ugIAAeXl5NTW1JUuWFBUVNTQ04B+kuro6noAIUFJSYmJiIi8vv3v3bkgw5+7uDqMD+FEGBgYaGxsPHz4sLy+voaGxbNmy/v5+nFHy8/N1dHTk5eXl5OSABY2NjcGPwpp7GNDZ2SkoKAjDK84oIiIiECV14sQJyJkvJSUFIQZwhCVCSElJSUhISF1dHXdWT9YMns2eFUZGRjCI48K4uLjA6VKQgBlClWxtbSHDLo1Gu3DhAuuB5JKSkkQiUV5eXlVVFdzF8vLyk506wCgtLS0///wzvF8dHZ26urqOjg5RUVGYVRgaGkImfGAUsHPC7aKiohOSgeJ+lJiYGMj/qKGhsWnTJnl5eTw3H0IoMDAQ3h1o5unTpxYWFvLy8ioqKpCmMzAwEJLAs8LDwwMYBfwovb29TU1Nrq6u8Ip/++23np6etLQ0fIm5detWDqPMCBxGYTs+cUYxMDCAtKO///47jEo2NjZ4fj1IEnfmzBn8Y96wYUNXV1dsbCzkvkUIxcXFdXR05OTk4MkZ8aEqLS0NMkVv374djFTW1tawRklOToYZPZPJXLZsGXp1rhRCSFxcvK6uLjMzE5yWjx8/5uLiys/Pb2howNloMqOoqalBZI67uzs4VJ2cnPDRAUZhf39/WCskJCQsWbKkt7cXZxRxcXFgQRMTE/jsjY2N8UEccqTj6OjowDnGxsYGGEVYWBjiiHBG+fPPPxsaGsbHx2VlZcF3vXPnzry8vJ6eHkjbjhDaunXrBM3glitW7N27FwbxFy9ewJzdxcXFyckJvaI3sAXZ2trCu+vr6+Pj42Ot4c8//wR/1cuXLyEPo5yc3ISDHeFN5eXlPX36FG9yenp6VVVVe3s7rnx9fX1wFwsKCgKj4OOmiIjIBEbZsmULmAeTkpLg8JKtW7dCvDWDwQBuu379OiTu7OnpgXTLhoaG0JBTp06tWrUK/e9hLTicnZ2hz4D+mUzmmTNnIPl8cnLy0qVLu7q60tLS8NM4plqj4FYvOzs7vM+wJuEHaTds2IBHDIJnXlZWFl/ce3l5HTx4UE1NDdKkI4QuXbo0U898aGioqKgo/dWmvP3793/YI9Y5jMJ2fOKMoqOjA5miz5075+joCC5ZEomkoaGhpqYG5pdLly4tXrxYQ0Njz549p0+fHhkZaWhocHZ21tDQ0NDQcHR07OjoePjwIT4GbdmyBaZpKSkpkFX+7t27enp62trampqaYOi4ffu2jo4O1ADc4ObmBkMGPz9/aWlpe3v70aNHof61a9c+fvy4rq4Oz9StoKAAx3vgePDggaGhoYaGhr6+Pjc3N4PBKCgogIYoKyv/+uuvcDSbnZ2dhoaGtbU1TGCTk5Mh03BaWtr+/ft1dXXV1NSALfbt2wfniVVVVeF5vwF9fX0//vgjzI5JJBIYmjZu3Aj7Cdzd3eEU+qSkJE1NTRMTE2VlZchvLy0tffPmzcHBwaNHj4La09PTJ2jG1tYWHA+sT7x//76BgQGoC1Kl2tnZwWDa0dGxYcMGWDCZmZlBnJipqelXX32lpqamoaFx/fp1hFBCQoKWlpaGhoampiYcJigtLQ3nWbE+iEgkZmZm9vb2wkEGGhoaZmZmVVVVPT09P//88549e0B7ZWVlw8PD4EcJDQ1VVVWF23l5eSckORYREZGUlNTQ0Ni/fz9wdmpq6v79+zU0NPBz3W/cuIHLBslrHz9+bGJioqGhYWRkBMdw+fn54SshHJAaWUNDQ0VF5ZdffhkeHq6uroZXbGtr+9tvv8FpXfhcR1hYeLIfZXBwkIeHBzzzeOfX0NDYu3cvGG+vXr0aGxvLZDKvXLmi8QqWlpalpaVpaWkguYaGhrGxcUFBQWZm5r59+6BEX18f4giOHz9eVlbW2dl54sQJvAYvL6/nz59fuHABXpOGhsbhw4dramqio6PV1dWhxNbWdkJPeM/gMArb8YkzSllZGb6vCk+ZXlFRQSaT8YzT7e3t169fJ5PJcHwhANK5k8lkcCd0dnbCkW0Iofz8fPAGd3R04DtLHjx4AAcO4iVPnjwhk8l4dtvnz5/DYPTo0SMYH/v6+shkcmtra1VVVWdnJ41Gw+NQnzx5MnkjXn5+PplMHhkZKSgoAIN7ZWUlmUwODw9PS0sDQ39jYyOZTO7r6yspKRkZGXn58iUeVXX37t2oqCi4HTQDE+fBwcEJewIYDMbNmzfhhK7KykrwRefk5IAqamtr8YjSxMTE9PT0hIQEGHPz8/MhtmpwcBD3YUzQzPPnz2NiYibvCszLyyOTyXg8QnV1NawG6HR6dnY2+AmePn0KwiQlJSUkJFy+fJlMJuM7WJOSkshkMp7VtaCgIDo6ekIIQF5eHnAMHNdIJpNh8k6n01NSUqBC6DBjY2PZ2dlMJrO5uRl/RE5OzuQKo6KiyGQya1ByRkYGmUxmtbk9fvyYTCYD1QFKSkqgd8HraGhoeO3YWlVVBT3z9u3boAQqlUomk3t7e0tKSoaHh1k7YW5uLmSAZ8X4+HhOTg5ueoI+wypMYWEh/nVdu3YNfoVM1QihGzduQAmuhPT0dCjBu016ejq8UAhFA+Abp0GrZDIZvhqE0JUrV6Dkg++H5TAK2/GJMwoHsweINBsZGQkKCjpw4MCHFocDDmYMOp3+xpwaHMwIJSUlE2ZdHyGGh4en/97/L1Nkf3//wMBAP1sxODg4ODjI3jr/ERgaGpqszKqqKikpqfXr12trazc3N38QwVgxMDAwNDT0oaX4GMHRzFTo7OwsKCj40FJ8UigsLGxvb//QUrwBYLyZzpUIz2ZfXFwMR2+yEbm5uY8fP2Zvnf8IZGdnFxQUTCh8+vRpbm5uTk5OQUFBRUXFBxGMFUVFRVlZWR9aio8RHM1MBY5m2I6srKzCwsIPLcUbMP33jmbV6tXQ0ICHV35WKCkpeYukLO8ZIyMjRa/OPeWAFRzNTAU6nc7xo7AXxf+E3MMz8p9xGIX9KCkpgWiCjxnDw8NFRUWvzc31mYOjmanA8cyzHcUcz/z0wWGUjxmccXMqcDQzFTiMwnZwGGUG4DDKxwzOuDkVOJqZChxGYTs4jDIDcBjlYwZn3JwKHM1MBQ6jsB0cRpkBOIzyMYMzbk4FjmamAodR2A4Oo8wAHEb5mMEZN6cCRzNTgcMobAeHUWYADqN8zOCMm1OBo5mpwGEUtoPDKDMAh1E+ZnDGzanA0cxU4DAK28FhlBmAwygfMzjj5lTgaGYqcBiF7eAwygzAYZSPGZxxcypwNDMVOIzCdnAYZQbgMMrHDM64ORU4mpkKHEZhOz5NRvE/6fzG694Cvb29cJz754YPfo7FNAGnp3AwGRzNTIVnz559aBE+KZSUlMBpuR8zZnSKAYYQcjtCOj8LOHnypJ+f32zU/JHD29s7MDDwQ0vxBpw7d87Ly+tDS/ExgqOZqXDu3Llz5861tbW1csAm5OXl1dXVfWgp3oCGhobc3NzpXPl/jOLsZKg7C+Dm5l61atVs1PyRY968eTt27PjQUrwBSkpK3333HRx+zAErOJqZCkpKSitXrqyuroYzQzl4d+Tk5JSVlX1oKd6A8vLynJyc6VyJZtXqdeLEicOHD89GzR855OTkysrKPrQUb0BPT4+YmNiHluJjBEczU4GjGbajpKQEjg//mDFjq9cseebd3NxsbW1no+aPHNu2bcPPb/9oUVtbKywsPD4+PqtPYTKZ/zgX999rhl3N+cepBSFUW1srKirKYDA+tCCfDj5Nz/xUjHL//n0eHh4fHx+E0NjYmJCQkKqq6vTlmCmjGBoa8vDw7Ny5E/49derUhg0b+Pj4mpubp3O7rKystLT09D/U27dvc3FxhYeHT1/CaWIyoyQlJYmKisLCpbq6euvWrRISEqWlpQihZ8+eiYmJ3b17NyoqiouL68GDBwghfn5+dXX1dxQjLCyMh4cnOzv7tb/ONqMMDg7Gx8eLiIjIyMhkZmaOjo6y/RGzNCizasbPz4+HhwfeFJVKNTQ0vHr1KkLIyMiIh4dnmoEnL1++5OLi0tfXRwj19PR4enpu3brVzc2Ni4uLRCIhhFxdXXl4eGYaGHnr1i0uLq6IiIiZNvCtwWEUtuPzYpT4+HgMw1atWgUGsi+++GLVqlXTl2OmjCIqKoph2OLFi1+8eIEQ0tfXxzAMw7BpBt4sWLDghx9+eOMoU1RUdO7cOYTQnTt33huj3L1796effkpKSkIIXblyBdoVEhKCEEpPT58/f35OTk5ERAQwCoPBwDCMQCC8oxhHjx7FMCwlJeW1v84qo4yPjx86dMjKygrOE9XV1T1z5gwbCYBOp4eGhpaXl7OrQlawasbMzAzDsIKCgrGxMR0dHVlZ2ZcvXyKEREREMAxrb2+fToXAKHp6egihiIiI//znPxkZGXV1dVxcXGZmZgghDQ0NDMNmainlMMongM+LUW7cuIFh2Jdffunj40On0+fOnbtx40b816dPn966dWtwcHCqqmfKKFu2bMEwTFtbu6Kior+/39vbe/78+RiG1dXVIYRGR0cfPXoUFxdXUlICY1NfX9/9+/eLiopqamoGBwdXrlz566+/IoSoVGpWVhadTkcI9fb23rhxIysrCx6Rm5u7fPnyr776KjMzs7OzMyMjAxZAeXl5ubm5nZ2deXl5nZ2duEhtbW1VVVX19fX3798HnpsOJjNKY2PjunXrgoKCEEKenp5z586dN2/eoUOHEELh4eFr1qypr69vamrKyMjo6uqi0WhfffXVpk2b4N7u7u5bt24lJiaCqL29vQ8fPmxra0MIjYyMZGdnNzY2gjZu376dkJAA/yKEvL29MQxLSkoqKyt79uzZBPKYVUYpKyv7/fffIyMj4d9jx45t3LgRQkFA1W1tbXl5eR0dHWCiraysHBsbA6ni4uISEhIyMjIyMzNx8fLz8xMTE2FN0NnZaWVlhWGYqakpjO/sBatmbGxsMAx79OiRv7+/tLR0U1MTXCMtLY1hGHQJOp3+8OHDuLi4iooKnDWLi4vj4uJgKjY6OpqRkVFZWdnY2Lhjxw4Mw86fPz8wMJCRkQEsoquri2FYTU3N8PBwZmYmbGbq6upKSUlJTExsaWmBOul0ekZGRnx8PDz35cuXeAd+P+AwCtvxOTKKhISEkpJSVlbWggULgFEYDEZERISurq6YmJiTk9NUu/lmyiiSkpJffPGFi4tLUFDQgwcPnJ2dhYSEMAxramqi0WjJyclHjhxRV1cXExODofnRo0cYhklJScXHx7e2tq5atWrFihVUKlVeXp5EIg0MDHR0dJBIJAEBAQkJiaioKCaTeeLEiTzN5pgAACAASURBVP/+979ffvmlm5tbYmIihmGnTp1CCC1duvTbb7998OCBsrKyiooKjNcNDQ1aWlrHjx83NDTEMGz6q5nJjEKn0zds2KCgoNDX1ycjI7N3714DAwNxcfHe3l5NTU1Y+fn6+uJLCpxR6uvrr1y5YmRkJC8vLysrW1hY+OzZs0WLFnl6eiKECgsLv//++6ioqJaWlpiYGBKJpKCgsH379jt37qBXjOLt7e3t7S0qKgr2NByzyihnz56dM2dOfn4+/BsZGfnNN9+kpaUhhH799dfvvvsuPT1dTU1NUVHx6tWrx48fFxYWvnnzJkIoJSVFUVFRQUHhX//6Fz8/P51OZzKZ165dExUVlZSUNDMza2trq6ys/PPPPzEM4+XlLSkpYbvwkxnF1tb266+/trCwwK8BRunu7u7r60tKSjp06JC6urqEhERERMTw8HBoaKi8vLyampqoqGhUVBSVSsUwTFlZOSMjY8WKFRiG7d69u7S0FMOwXbt2oVeMUl5e7uTkJCMjU19fX1dXd+XKFQMDA1lZWTk5ufz8/N7eXkdHx507d/7111+ysrLl5eXXr1/HO/D7AYdR2I7PkVF8fX1NTEysrKy++eabP//8EyH0/PnzpUuXhoaGvnz5ctGiRRQK5bW3z5RRxMXFv/rqq4CAgN27d3t5eenr66upqQGjDAwM5OXlDQ8PV1VVrVu37scff6TT6YWFhRiGgd0AIfTHH3/Mnz/f3t7e0tISFiiBgYE//fQTQigxMXHJkiVgp+bl5f3++++hEMOwwMBAhBAXF9cPP/zQ29sbERGBYVhsbCxCyNnZefny5e3t7a6urhiGRUVFTbMhr/XM6+vrz507NzU1ddmyZeHh4VFRUQsWLLhz586vv/66Z88ehJCfnx+GYampqYiFUSorKysrK4eGhpKSkjAM09DQQAjt3LlTW1ubyWRGRUUtX768rq6urq6uvLx8eHj4zp07//rXv3bs2IEQ8vHxAdtaX1/ft99+u3fvXlZ5ZpVRwGJZVFQE/8bExOCqXr58+fz584eGhsLDw4HwxsbGFi9evHXrVvz2qqoqYWFh0GFDQ8Nvv/3m7e2NEFqzZg149RISEjAMm6rjvSNYNWNra4thGA8Pz+bNm1etWtXR0QHXAKN0dXV1dXXl5+cPDw9XVFQsX778jz/+qKmpWb58+ZYtW4aGhigUSlRUVGNjI4Zh8FKgwubm5p6eHqAWhJCenh6GYY6OjlpaWrCSq6ioqK6uBl8UhmEmJiYwf/Ly8mIymadPn378+HFcXByu1fcDDqOwHZ8jo1y4cKGsrIxAIGAYJigoiBAKCgr64osvMjMzEULffvutnJzca2+fKaOIiYl99913N2/e3LRp07Zt29zd3WFxUF9fjxDKzMw0MDBIT08XFBTEMKy/v//JkycYhjk4OMDt3NzcGIb98MMPbm5uUCIjI/Of//xHQ0ODSCSCqQEhtGHDhu+++w4hBGP0mTNnEEJcXFwLFy5Er8Y+8HAQCITff/8dIQRjX3R09DQb8lpGSUxMXLlypYaGxtq1a+vr6xsaGggEgrm5+Zo1a8DZC2uUCYyCEPL393d1daVQKF988YWoqChcuWjRovz8fHl5eRkZmeHhYYRQUFDQwYMH4+Pj58yZs2HDBvSKUcDi9+WXX8JsAMesMsqZM2dY1yhRUVFff/01NG358uVLlixBr7QKrLBw4UIoRAgNDw8rKipaWlqCBQle06ZNm/bs2fPVV19B065evYphWFhY2GwIP3mNcvLkyYKCgh9//PHy5ctwDTAK2NySk5ONjY3v3LnDzc09Z86clpaWY8eOLVq0iJeX18vLq6ur68WLFxiGycrKIoRIJBKGYZWVlV1dXRiGKSkpIYQOHDiAYdh//vOfv/76Cx+vT5w4cfToUfC6gf9mz5498+fPl5CQgA4DaxTowO8HHEZhOz5HRgkICEAIqaioYBgmICCAEIqLi5szZw4MED/++KOJiclrb38LRvnmm28qKyvFxMR+/vnn+/fvw5f24sWLpqamBQsWKCgoIIQUFRUxDBsYGABGsbOzg9uBFfT19X///fenT58ihHR0dL755pvLly8nJSWlpKRAAgkCgfBaRlmwYAH636FKSkoKGCUkJOTdGaWsrGzRokVff/21gIDA4ODg6OiopKTkvHnzFixY8OjRIzQFo5DJ5C+++OLKlStjY2Nffvkl7AZ48uTJkiVLTExMfvvtN5A/Njb2//2//xcUFMRkMr/77jswTgKjAPH/+9//FhYWZpVnVhmltLR02bJl+KrO1dV1w4YN4Mdevnz54sWLEUKXL1/GV36//PLLypUr4WJPT08CgVBdXQ3/3rt378svv9TR0YmPj09JSUlPT0cIwVISH9/Zi8mMAsH4e/bs2b59+8jICHrFKENDQ0+fPp07d+6+ffsQQuLi4v/617/6+vr6+/szMjJ8fX2XLVumoqJSU1Pz94wCSzpzc/Nffvnl2rVrCKELFy5gGHb9+vXh4WEMw2AB19LSEhcXZ21tPXfu3LNnz7J24PcDDqOwHZ8Xo4BtAewMmZmZeABSd3e3hISEm5vb7du3N2zYkJOT89rbZ8oo/Pz8GIZ1dHSYmpquXLlyYGBAVVUVw7DW1tb29vZffvlFQ0Ojs7MTbOj9/f1g9cKt2wsXLvz555/7+/v37NmjpKQ0ODiYmpq6atWq7OzsuLi4Xbt2VVZWIoQEBAT+/e9/4/YEf39/hNDixYv/+9//IoQiIyNhWYYQunTpEoFAePz4sYWFxbszSldX1+LFizEMw5d0QNLffvstuF69vLwwDAN3AoZh3NzcCKGoqKgvv/wyKiqqqKgIZ/ShoSFJScmvvvrqxx9/BMtSfHz8v/71rwsXLjx9+hTDsLVr1yKE3N3dMQyDIRi8DqzyzCqjjI2NOTo6HjhwoLS0NCcnR1VV9dSpU7DmWLhw4dy5cxFCoaGhOCt8//33ixYtQghVV1cvXrzY0NCwubm5paWFyWR2dXVt377d2Ni4tbVVU1Pz7NmzCKHY2FhYOsyG/KyaAQJ4/PgxQig5Ofm77767fv06ehWXODg4+Pz587lz5xobG0NAF4ZhLS0tDg4O1tbWLS0tkpKSMjIyVVVV4PBDCBkYGGAYVlFR0dnZiXcGTU1NoJmAgAA+Pj4qlRoREfHll1/GxMTk5uYCo7S3t+/evZtMJldWVi5atMjX1xesXtCB3w84jMJ2fF6MkpmZSSAQyGQyQmh8fFxXVxffj1JRUeHs7GxmZpaamjpVVOhMGUVbW3v9+vWDg4MhISHa2toIITs7OwKBAJbluLg4HR0dCoWiqalJIBCGhoYqKysJBIKvry/cDps8EELFxcVaWloPHz5kMpnXr1/fvHnztm3b4uPjwTpUVFQkISGRnJwMrQOekJGRAYNSSkoKgUAAPwpC6MKFC5GRkceOHXtHzzxCiMlkWllZ8fHx4ZXHxMSsW7eOSCTCtBcIDIxUvLy8KioqCKGBgQEfHx9TU1MKhUIgEHR0dOBeY2NjDMN+//13CH8aHBz09/c3NDS8du0afm9ISAiBQMjNzUUIrV+/HnwwOGZ7P0p/f39MTIyIiMiOHTvu3LkDbUQsrykhIYFAICQnJyOExMTEtm/fjhC6du0agUAQEBAQFRVVUFAAf1hjY6O2traQkJCrqyuYQOl0urW1tZaWFmtgHrvAqpnjx48TCATw//f39+/btw+srAcOHCAQCD09PUwmMzo6WkdH59q1a3/99RcfH9/AwMDz58/NzMyIRKKZmVltbW1XVxeBQDAyMkIIeXh4EAiEurq63t5eAoEA86FDhw4RCITm5mYajWZsbBwRETE4OOjt7U0ika5evUogEAwMDMbHxzMzMxUVFYlE4vHjx0dGRtLT0/EO/H7AYRS24/NilDfi7/vWbOyZn35vxnlubGxs8l1vrIfJZJaUlMCIdvHixX//+99TbeyYDLbvmWcwGBNoOzo6+osvvjhy5Ahr4Yw2qL+fPfOjo6MQFjxNgPwMBmN0dHTCpsjJeyQnq4UteLs985N71Ftv6sSrmtxA0MzbVfvu4DAK2/FpMsos5fXy9fX9R+f1ioyMvHTpUnBwsK6u7rFjx6Z/o7y8/Ozl9Wpubr548aKJiYm6uvq77Mbo6ekRFxdnn1yfDjiamQqcvF5sx6eZ1+uQs5HhLGDTpk08PDyzUfP7gba29rx58zAMwzBMTU3N2Nh4mjcuWbJEQUFhlqTi4eHBMGzOnDmKioqmpqZvXY+6uvrChQsNDAzYKNunAY5mpoK6uvr69etramqePXtWzQE7kJOTU15e/qGleAMqKipycnKmcyXCz0cJnAXIyspu2bJlNmp+Pzh79iyZTL569WpkZGRQUND0b1yzZo2lpeUsSRUcHHz16tXw8PALFy68Sz2urq7Lly8/deoUuwT7ZMDRzFRwdXXl5eWFoIlmDtiB3Nzc2traDy3FG1BXV5ebmzudK9GsWr2OHz8OiUY+N8jJyc3GXm72oquri2PBeC04mpkKHM2wHZ+m1Ytd2ez7+/tZtTPZMz88PDxVutaWlpa+vr6paq6urqZSqWwR8j1gsme+u7sbIs0mgMFgdHR0fBBXJ7s880NDQwMDA/i/+Nk7k2vu7u6Gn/DMYwMDA1CCp92FtAhVVVU1NTWTn0WlUuFXPMQLEq9VVVXhSRs7Ojqg5LUdpqamBn7FY89qa2uhBM9Qx6qZnp6ev8lcNwFMJrOjo+MtVNrS0gLu2Y6Ojo85yz3HM892fJqeebYwSktLy5YtWyAYFDCBUfr6+k6dOmVhYQHRwBNw+PBhyEY1AQwGIycnR0BAwMbG5t2FfD+YzCh79uyJj4+ffGVvb6+4uHhPT880a+7u7oa8me8OtjBKd3e3oqJicHAwQmhkZOTGjRsirxAWFsb6qTQ3N1tbW8NPCgoKdXV1L168OHLkCJRs27attLS0s7Pz5MmTUCImJvbgwQNW8Z49e6akpAS/mpqatrS0NDU1aWtrQ8m+ffuamppaWlpMTEygREVFhfVQ9LGxsXv37hGJRPg1ICCgs7OzuLhYWloaSo4ePQoZGFk1Y2JicvHixWlqY2RkRFJS8rXd++/h4uKSmZnZ398vKSmJU91HCA6jsB0cRnk9SkpKLC0tly5dClu+ARMYJTU1VUtLy93d3dl5ZkY2QUHBj/kzm4zJjKKgoBATEzP5yp6enk2bNnV3d0+z5qSkJE1NTTaIyA5Gef78uYuLy4oVKyDFQHV1tZCQEP7rtm3bbt++jf9raWmJZ8d5/PjxX3/95e/vb2pqiguzffv2kJAQPPnYZM1IS0tnZGTA335+fgcPHjQwMMB3Y4SHhxsbG9vb2+M7/u7cuSMtLY3f3tnZyc/Pj6+D1dXVQ0NDt23b1tDQACWGhobHjx+foJn9+/cHziRx1qZNm6aZ4n4yqFTq5s2bP+auzmEUtoPDKK/HrVu3bt26ZWBgADkkABMYJSsrS0lJ6dChQ/guivb29tu3b1dUVNy5c+f+/ft46m8nJycnJ6eCggKE0OnTpxctWgSf+j8Fkxll9+7doJnh4WFoHex17+7uFhQUBEtgdnY2vkrz8fFxcnKC81QQQgkJCZ2dnd7e3rt27Vq7di0kVkEI+fv7Ozk5sep8+nh3Rnn8+HFMTIyjoyPk6ampqYFdogAZGRlINgywtrbGI7Dz8vKUlZUDAgLMzc2hpL6+XlZWNjQ0FN/C2dfXJyAgwMoo27Ztu3fvHvzt7+/v7OxsZGSEJ4uMiooyNTV1dHTEc/HevXt327Zt+O2dnZ2CgoK4gU5TUzMsLExGRgZPUG9iYgK7ZVk1o6enFx0dfenSJXd3d7yq9PR0Jyeno0ePwr/5+flPnjxJS0vLy8uTk5Orr693cnK6desWfv3JkyednJzwna0IoQsXLjg5OeF5ySBFUGdnp7CwMIdRPitwGOXvsHv3btbPhpVRXr58aWNjk56eXlhYaGZmBhu5y8rK5s2bp6Ojc+fOHSUlpYiIiJGREWdnZycnJxcXFzMzs4cPHwYHBy9evPgTYJSEhITBwUESiXTo0CEXFxdTU9Ps7OyRkRFBQUEmk1lQUKCmppaens5kMl1cXGxsbEADwBZ8fHxiYmI+Pj4qKirc3NwwsLq7u1tZWbm4uJBIJPwkkumDXX4UAwMDGMRramqIRCJeLisry2rGtLGxwRklNzdXRUXl1KlTOKPU1tbKycmFhYXhjNLT0yMoKMjKKDt27GCl0kOHDhkbG0PORIRQZGSkmZnZwYMHcUZJT0+HdL+Azs5OISEhfI2yd+/eS5cuycrK4msUExMTPz+/CZoxNzcXFRU9cuSIra3tyZMnEUI3btwwNTV1cXFxcHCAFgUGBnJxcR08eLC4uHjTpk0wbTI1NU1ISEAIeXh4THhNQUFBlpaW0AeAjGVkZCIjI2k0GodRPjdwGOXvoKysPBWjVFZWQtZYhJCamhqkAS4rK+Pi4oI8icrKynFxcX19fevWrYPL9PT0gEjwPCX/FLyWUeLj4+l0Oj7I7tu3D8Y+SUnJ+/fva2lpQTQFk8nELYeBgYEwwoqLi0PUXEpKCj7m4jaliIgISIo+I7CLUQwNDT9hRjExMdHU1GQwGC9fvoQObGFhAea70dFRLi4uhNDFixfFxcXBfbJu3TpIXO3j4wNpV/DXRCaT4TUJCAjAUc1w6BZCSE1N7dq1a0NDQxxG+dzAYZS/w98wCpFI/Pnnn4lEIpFIXLp06eLFi1taWqqrq7ds2QIXqKqqXr9+fXR0dPHixSIiIkQikYuL6/r160wmU1BQcPrnJ34MAEZhMBh4fBe+emtqaiISiRISEosXL4bRcPXq1VxcXJBWGTA2NqagoCAuLr569eqDBw8ihKSkpOAE3OjoaDhMBaCmpiYmJsbNzY07JKYPDqNMh1H09PQgr115eTm0zsfH57fffiMSiUJCQpC409/f38rKCiE0PDwsKioKhjUPDw88lkRFRUVMTIxAIMBrampq2rNnD5FIxN8ah1E+W3AY5e8wFaNUV1dLSko+ffq0pqampqamqalJUVHx1q1bFRUVkDQQvWKUgYEBAoFApVLb29sLCgqam5tpNNo/kVEKCwurqqrghD6E0M6dO+Pi4iC9R2tra1FRkaSkJAxVf/75Z319fUBAgKWlJUKIwWBISUkVFBTU1NTo6OjAUCUlJQUruaioKC0tLfwp9+/fr6urMzIy0tfXn6mQbGeUqqoqfn5+vFxaWprVl2Bqaurh4QF/l5aWysnJnThxgkQiQUl7e7uUlNT58+dxz/z4+PiGDRtYY83FxMRACQih06dP29nZ7d+/Py4uDkooFIq+vr6VlRWe3T0rK4t180RHR8fGjRvx2Fx1dfWLFy9KSkrigcjGxsZeXl5oEqOAt6O+vp6Pjw8hZGdnZ25u3t7e3tzcDEuNkydPwoEOIyMjwsLCkEnaw8MDOv/27dsfPHhQW1traGgIr6mtrQ16eEREBOT05DDKZwsOo/wdtm/fzpoJ1c3Nzd7eHiHEy8uLH+cHYDAYwsLCUVFReHSQjIxMVFTU0NCQpqbmzZs309LSLC0tk5KSxsbG1q5dC8f0/lOwbdu2/Pz8uro6ZWXlpKSkpKQkLS2t7Ozsvr4+FRWVtLS006dPL1iwABK5wwEBKSkpe/bsqaqqYjAY2traMTExV69eXbFiBYy5mzZtAjNaVFQULy8v7NXQ19cPDw+/fv06FxcXTjPTB7sYZe/evXDeQVNTk4aGRtIraGpqwolb3d3dlZWVgYGBVlZW8NOZM2cOHToUExNjZGQEJWFhYZaWlsnJyXp6elBy9epVLS0t+NgaGhqoVKq1tbW/vz/86uDgcPHixRMnThw7dgxK3NzcTp48ef78eUdHRyjx8/OztrZGCD158qShoaG3t1dLS4tCocCvurq6N2/etLCwIJPJUGJgYHDlypUJmtHW1t6/f39SUtLFixcNDQ0RQufPn7exsUlLS4uNjTU2NkYIeXl5wdJqeHiYm5sb9sHAEgpeU0REBLwmyKhtb29/5syZtLQ0X19fmDHIyclFRUUNDg5yc3O/dt/SRwIOo7AdHEb5OwQEBIDLHeDm5gbHYbm4uMDEjRUeHh6PHj2CWSFC6NSpUzDj6+joUFRUVFRUhOnn8PCwi4vL32x+/AiB+1Gqq6uhLdA0hFBbW5uiomJ0dDSFQoGTS1xcXMBOcvXqVeBjJpOpqqp69OjRe/fuwTrG3d0dtlaUlZWpqqriwV06OjoODg7Z2dngl5oR2MUoISEh+FqkublZ8RXwLpiYmAjWp+DgYPgJX5rExsZCyb59+2CcunPnDpSoqKjgX5qNjQ24kaytreHX06dPw09ubm5QgsdinTp1Ckrwo9hOnToFUWd9fX3KysrwKzgwxsbGtLW1oQTfMMSqmejoaLjlwIEDeJPDwsIUFRXV1dVh8+PNmzdhHTM6Ourq6gqWuoSEBDxcQltb++DBg6yvydbWVlFREQ+jh1N+R0ZGXF1dP2Bq4TeCwyhsB4dRZoDZyGb/j8C2bdvgmJOPGXV1dcLCwu9hdIiPj5eUlHyXGszNzXF6eA94b5r5x6Guro7DKOzFp8koJ/2cZkMOT09PcCx/bpCRkcGPWP9o0drayrp9ZPbQ0dHxjqfFlJeXwzHP7wfvTTP/OLS2trIGX3Dw7igpKZl+mp8PheHh4Znl9XJ00JeeBaxcuXLZsmWzUfNHjvnz52/atOlDS/EGiIiI/Pjjj1u2bJntB8nKyu7evftdalBQUNi1axe75Hkj3ptm/nEQEREhEAhlZWWlpaUlHLADWVlZhYWFH1qKN6CoqCgrK2s6V/4fo3h52jyaBejr62toaMxGzR85Nm/efP78+Q8txRsQGxu7fv36rKysDy3IRweOZqZCbGzs5s2be3t7+zhgEwoKCtra2j60FG/AixcvCgoKpnMlmlWrl5eX12dr9YIUMh8z2traOBaM14KjmanA0QzbUfJJWr3e3TPf0dERHR0dHR0N8ZcA3DPPZDLv3bsHsUwAiG7q7u6GeKdPDHisV09PT3JyMt5qSMvxFigoKOjt7WWrjDOO9erq6prwioeGhvCm0el0hND4+Dhe0jcpPK+8vBx+wpMC1NXVQUliYiKUtLa2QslrE2ump6fDr7ifMCsrC0pycnKgpKioCEru3r07uQYKhQK/4vkc4+PjoaS+vn6yZioqKqZ/jAKDwcjLy3uLDSXZ2dlNTU1MJjMvL+9j9ntzYr3Yjk/TM/+OjFJVVWVhYaGqqqqqqqqkpHTx4sWhoSHEwihDQ0NLly5VUFBQfQUPD4/W1ta6ujo8a+SnBJxRbty4MX/+fLzVampqMTExb3EAhqCgINuDx2bEKNXV1ZaWlvgrDg0NraurO3HiBN60U6dO1dXVnTt3Di9xd3dnDRnPzc01MTGBnzQ1Ne/evVteXm5tbY1rJjExsbq62snJCUqUlZUvXbrEOjqnpqbu3bsXfjU0NCwoKMjOzt63bx+U6Orq5uTk5OfnGxgYQImWlhZrJuyRkZGwsDBlZWX41dnZuaamJj4+HhfY2tq6rKxsgmb27t2Lb8J/I0ZGRjZu3Agn2c0IAQEBjx496u7u3rhxI2eH42cFDqO8BiUlJaxLkw0bNsBHhTNKT0+PsLAw60gqJibG+rV/Yvj/7J1nQFTH+v+PMTHJzb0pJrneRONNsxeiovSqUhQBEVRAxcpKEWkiAgqiUqRaEFGEiA1QaSJNxEaVpQsiSkf6skvdxu78Xzw/57+XoihLUc/nFcyZPWfO7Nn5nmnfBytKaGiorq4uTqfT6fPnz3+HLSDy8vL4HVxYvJWiFBYWCppRSkhIhISECK4JlpGRuXTpkpSUFE5RVFSMi4vD/+7evRvvmS8uLlZRUXF3dzc1NYWUlpYWWVlZf39/Qa/+efPmCe6Zl5SUxLudTp48aWlpuWXLFryJJDw8fNu2bXv37vXz84OU9PR0SUlJ/PGWlhZsGYdemcvJyMjg4DS7d++GTS199syfOXNmKFWEEBqmY1Btba2EhASpKB8VpKK8ATabLS4uDq55WFEYDIagpRJCaOXKlampqY2NjdgS/OzZsxoaGps3b+ZyucIqzFiBFSU8PBxsNoC6ujoxMTFoqi5duqShoaGjowMDgHfu3AkLCwsLC9PQ0MAhmzIyMjQ0NNLS0tauXZubm1tVVYUbZS8vr8LCQgaD4eXllZOTo6GhgbcZtre3a2hoBAQExMbGYpOS/rzzDkcul6uoqBgaGrpq1SqcqKysHB4eLuge/2H4eu3cuTM4ONjBwUFQ6oKCgjQ0NHR1daH1j42NvXnz5oULF5KTk9esWQNfh7+/P85vaGiooaEh6J9tbW2toaGBZxlhhyO8eJGK8lFBKsobYDAYUlJS/RVFXFy8pqams7OTyWQymUwlJaXHjx+XlpYuWrQIIXTq1CkrK6uoqKjg4ODt27eP523DQwErSmJi4o8//ij/CmVl5UePHvH5/IsXL1paWiYkJNy8eRPa0MuXL3///feurq5RUVH6+vp0Oj0rK2vLli1RUVGmpqZTpkyprKykUqnYOGv58uW3b99mMBiTJk0yMDCIiorasWNHXFwcn8+HT70xrsw7K0pHR8fKlSvDw8M/BkUxNzefPXv2xYsXg4ODwUs4ICDAysoqISEBekUIIX9//x9//NHT07OmpmbevHkrVqyIioqysrKC3tLevXuDgoISEhKcnJygD7R3715fX9+EhARvb2/YNg8uLKSb/UcIqSivg0ajbdmyJTk5GX6NWFGYTOaff/4pKioqLi4+Y8aMhQsXRkdHs1is/Px8OTk5hJCxsTF4Q7W1tYmIiMA07/sLVpSIiIgVK1bkvSIxMXHz5s29vb1tbW3V1dXNzc3Pnz8HX6+LFy9qaGjAs7V48eKmpqbY2Fg1NTWEUENDw9KlS4uLi/Pz87FVs6amZlJSUnNzzkKvpgAAIABJREFUs4iICMSM2rJlS0BAAJ/PFxERQQixWKzNmzdjk5v+vJui0Gg0AwODtLS0x48frxCIkPihKgqFQrGzs0MI1dbWCjpFNjc3FxUV/fbbbwghPz8/HR2dnp4ePp+/ZMmShw8fIoTc3NzAWriurq6+vr65udnd3R18ozU1NW/cuNHc3FxXVweGdaRT5EcLqSiDUltbC2/HOAUrSnt7u5iY2LNnz5qampydnSkUCoyP5+TkgKJYWlpC21dTUyMhIfHBKEpYWNj69etxekNDg6ioaG9vL41GO3z4sLS0tJKSEsTYCAwMNDQ0RAjxeDwpKanm5uaEhIS1a9fCB1euXFlQUNBfUQRXc27bti04OJjP50tISMDcgJOTEw7E2593UJS6ujoDA4ObN28ihDIyMnBh0IerKDt27IB4J33c7KWlpWVkZPT09KAwcCMsFktKSgqebexmX1FRoaamJicnJyIiAhbFCKGdO3dKS0tv3rwZZhxJRfloIRVlYBoaGqysrHDQVkBw1EtSUhJXnJaW1pUrV5CAouAQ3+BmP55/VENBcGYeGh0AZuYRQra2tlAzoaGhM2fORAhduHBh+/bt6JWitLS0xMTE4GElZWXlwsJCKpWKrZrXr1+fkJDQ2NiIJ8OxosybNw8h1NLSoqSk5OHhMVgh31ZRGhsbrayscKT3+/fvC0aVH3Bm/vbt2/hfwZn5kpISZWVlNzc3bBlJo9FkZGTOnDkjOF0xd+5cwZl5CQkJ7G0DTsabN2/GbzDXr1/funWrmZkZnkjPyMgQLGFzczPUDLBhwwZ/f38ZGRmsMYPNzIeEhCCE6urqcMQtvEARVpe83s1+wYIFIBtbtmwBN/u7d+/29PQghJKSksDuhVSUjxZSUQagoqJCVFR0zpw5x44dO3TokJubG/wqBNd6zZkzBweiCAkJMTIyqq2tLSgogCGaiIgIiLRqY2Nz7Nix4Rviji1YUW7evDl16tRDr9i3bx90xeLj401MTJycnHR1db///nv0auQEIcTj8ebNm1ddXV1SUrJnzx744HfffVdQUFBXVwfRZA8dOvTTTz+lpKTU19fjVlJbW9vPzw+CCgNLliyBoLMD8laKUllZuWzZspkzZ8JX7OrqWl5ebm1tja9la2ubm5trb2+PU8zMzEpLS+GzsbGxkZGR8BUfOnTI0tLywoUL9+/fxyn79u07ceJERkYGvmVbW9tDhw7BMnQYZDtz5gyE14V4urGxsWFhYWZmZpCyZ8+e69evx8TEmJqaQoq5uTmoS0REBJVK7erqwqeF/JmZmT4+Pvv27YMUY2Nj0EvBmtm6dauCgsKhQ4esra0hCj1cwsnJydbWdv/+/QghFxcXsKlnMpkQ3QchZG9vD/MuXl5eNjY2R48eFRUVhegvnp6eZmZmTk5O5ubm4EYMUYG7urrmzp1Lutl/VJCKMgAVFRVHjhxxcXGxs7Ozs7M7evRoH0VhsVihoaGCP5Vr167V1NQwGAy8kS0+Pt7Ozs7FxWU4JRknYEWpq6tzc3Oze4XgrMaDBw/s7Oyam5thc9+TJ0/AcZ3P54eGhsJoT3l5OXzQ3d0dUpqbmyHFzc2tubm5u7sbD/skJiYWFhbC3wcPHkxMTHRxcXnNdp+3VRTBrxjGr9ra2vCtwQbMrq4unIK3Zdy8eRN6oklJSXDo1KlTcCgzMxPfDqQ8efIEUhwdHfHVTU1NwXv47NmzcDQmJgYOXb58GVJwYJ7o6GhICQgIgJTr168/fvwY/j506BAcxdaT+KZwHsGaefTokbOzs52dHcgJkJycbGdnh5cpUqlU2E3Z29sbGhoKi/eysrIePHiAL3H+/Pmamhq8Yj4gIMDOzg488BFCt2/fLisr43K5oaGh4/l1ilQUofNhKsoIubAcPXoUIm59bCgrK2e8ijY4yjCZTJhJRgjt27cPDzT1p7q6WnCQauSIj4/X1NQczhns7OxeMyEkdEatZt47qqurpaWl32GLLslg5OfnwyvIeKanp+ftFMXj+P7WEWD//v0mJiYjceZxjoKCQmxs7JhcuqGhITg4eO7cuXPnzt29e3dRUdFgOalU6rJly5qamka6SOXl5ZmZmcM5Q0FBQWFhobDK80ZGrWbeO6hUqqSkJJvN5pAIiby8vLa2trEuxRtob2/Pzc0dSs7/UxSbfdslRoBffvnl559/Hokzj3O+/fbb+fPnj8mlJSUl5eTkfvjhh8mTJ8+fP19eXn6wnIsXL/7Xv/4lLi4+0kWSkZFRVFQczhlgN4+wyvNGRq1m3jsWL148Z86c/Pz8/Pz8XBJhkJqamp2dPdaleANUKvXRo0dDyfn/+ygj4YFsZ2dnZmY2Emce5ygqKiYmJo7V1Ts6OuB9oaen5zXZCgoKxMTE6HT6qBXsfYGsmcEoKCiQkpLicDi9JEIiLy+PTqePdSneQEdHR25u7lByohGNCnzkyJGPdh5F6DZcQoecLRgMsmYGg5xHETof5jzK8BXl6dOnlpaWlpaW1tbWnFceKnitF4/HO3XqlLW1teUrhu4QLsjDhw/7bHkZn+C1Xgih0tJSfNevWXmVm5sruHtjFHhnF5bX0NHRgW+2urq6z9Hbt2/DIbxuKjU1FVLwxHtBQQGk2Nra9j//iRMn4CjsskQIBQUFQcrFixch5caNG5CCV5RheDyejY0NHAWbYYSQo6MjpOCXgJGomcrKyrCwMCGecEwg13oJnQ9zrdcwFSUrK2v79u1Hjhw5cuTIoUOH9u/fD2tJsaJ0dnZOnTrV1tb2yCtMTU1hs8JbYWVltXfv3uEUdXTAikKlUo2NjfFdHzhw4PDhwwP+IH18fAQ9JUcBobebDQ0NRkZGgl+xYHD469evm5iYwCEbG5uAgIC7d+/iyjlw4ICXl1daWhrOc/DgQTs7O9iPApw8edLa2hqfPDo6+sqVK+bm5pCyd+/ea9euRUZG7tmzB1KsrKxOnjyJPw4rmw8ePIjPkJ6e7unpCYuhjxw5YmRkBJv8R0JRbt++/QH0e0hFETqkogxAdXU1XsuPEJozZw50QQR3OPb5OcnKyiYmJsLfXC63v99wnxQul8vn8w8fPvxeBIXEinLx4sXVq1fjdDqdPm/ePNxUcblc/PfZs2dhzzxCiMfjwf2OaCGF3m52dHTgHfUIIXl5+djYWPxvnz3zKioqffbMy8rK9tkz39/NHj9mp06dsrS0HHDPPHazz8jIEHSzb25u7uNmD3vmcSizAffMAwM+n32qbsA8OPHOnTuCxprvKaSiCB1SUQalo6Pj5cuX5eXlq1atghARfVxYBHc4KioqJicn83i8tLQ0KSkpKSmpsLAwDofT1NS0bdu2mJgYKSkpf39/MPiCcW17e/uDBw/CxrcNGzaA10VYWNg41BisKJGRkdra2i9fvsSxpyoqKvh8PpPJ9PLykpKSkpOTKy8vRwKK0tXVpa+vLyUltXPnzhENFzoSb+IIISaTCferra0NnonAe+rr1dPTY2lpKSUlFR0dvWPHDoRQe3u7k5OTlJTU8uXLwaOTxWL5+flJSUnFxMRs3769tbW1p6fn77//hgc7IyODx+MlJyeTikLSH1JRBiUwMFBSUlJCQiIuLg6UACtKR0fHkiVLkpKSsrKyCgoKCgoK1q1bl5+f//z581WrVjEYDAaDsWnTppiYGBaL9fnnn2/durWqqmrXrl0XLlxACK1YsaKsrCw2Nnb69OlgVKWhoXH//v329vZjx47BbupxBVYUNpsdFhYmKSkpKSl56dKlnJwcyHD8+HFzc/OqqqrCwkLwW7xw4QI0WOvXr79+/XpVVVVQUBB4e4wQI6Qojx49gvs9e/asYCTj91RRzM3NPT09q6qqxMTEZs+ejRA6e/bsqVOnGAzG8+fPwRkzICCAQqFUVVVt2bLliy++YLFYKSkpMPbLYDBWr15dVVWVmppKKgpJf0hFGRQul8tiseh0upycHHh0C7rZz5gxA/Yl/Pjjj3/88QesXC4sLJw1a1Z0dHR0dPTcuXOvX7/e1dUlJiYGo+cUCgXGwZcsWQJtk52dHcSTaG1tVVJSunLlCnbnHVcIzswjhFgsFovFMjIykpGRgdd2cDBDCHV3dy9ZsgQJKMry5ctxRGFwsx8hRkhReDwe3O+aNWsEI72/p4qydetWsN7Kz88HV0eEUGlpaXR09MWLF2EYzdvb28jICCHU1dUlLi4O9jONjY3wYM+ZM6empiYtLY1UFJL+kIryBgaL4SgpKQk6ERERYWVlVVlZiRAqLS2dMmWKjo6Ojo6OiYlJVVVVc3OzpKQkjD7v3r0bxsRxpFUnJyewGKHRaOLi4jdu3FBUVBRWyYUIVpTKykrcCCKE6uvrIcYG9qeBdhMJKApuN6OiokZUL0dIUTCqqqrgVAa8p4qyc+dOsJtsbGwEd7Lc3Nw9e/bo6Ohs3rwZFOXEiRPYpl5OTq65ubmqqurQoUM6Ojo7duyYPn16Q0MDqSgkA0IqygDk5ubitZtooDjzEMMRtw4aGhoQcyIrK0vild94XFzckydPmpubxcXFYdCMQqGAosybNw+sJ11cXGBRaU9Pj7e3t4WFBTaaHFdgRblw4YK8vDxOb2trW7BgAULI3t4eD9aBeTB2s5eSksrMzEQIxcfHC4a0EjpCV5SmpibcmqN+ceaNjIxg3hsh9OTJE1VVVcE4883NzXJycq+PM49rBgnEmcdhj3Gc+dOnT0MKTNHhj7e0tEDlAxBnXlZWFj+WeO2AYM3o6urC0OuOHTvgbcDQ0BA8It3d3f/880/4A2yGfXx8fvrpJx6PFxQUBP3LmJiYX3755eXLl2lpaaqqqu9ateMFUlGEDqkoA1BWVmZpaamlpaWlpaWpqRkUFAThHwTXei1atKj1lZt9amqqgYFBUVERjUbz9fWFD5qbm5eVlTU2Ni5atAgUZfv27d7e3giha9euQZ4//vgDG76Cv/pwij1yYEWpqqpycnLSeoW2tja0gIWFhebm5lpaWmvXrr106RJCyM/PD6zOk5OT9fX1tbS0tmzZIti/ETpCV5S2tjYXFxd8s66urtBVzcvL8/HxoVKpJiYmcEhXV/fBgwdPnz61srKCFB0dndjY2BcvXjg4OEAK1Aw8CWFhYVFRUbhmtLS0KBRKXl5eZmbm1q1bIWXbtm1ZWVm5ubmGhoaQsmnTpuTkZITQqVOn7ty5w2KxQkJC1q5dC0cPHTr04sWLW7duaWtrQ4q1tXVxcXGfmsnKytq1a5eWlpaRkRHoU25uLtyIubn5nDlzWCzWs2fPbGxstLS0bGxs5s+fT6fTq6qqDh48qKWlZW9vP3v27Nra2kePHo3P/vRbQSqK0CEVZWDa2toiIiIiIiIiIyNxIlYULpebl5cnuLySSqU2NzcjhDgcDnwQ9IbJZObl5cHC2bKyMuyIfuvWrYiIiISEBLxo6tmzZxIC8ZTGFYLzKLhmIiIi4uPjcZ7y8vKIiAiwskcI1dfXP3v2DP5++PBhRETESLsXj8SoF5/PxzeLdwLfuHEDZiBKS0vhEF5kXF1d3admmpqaIAXXDELI2NjY0tISvaqZiIgIvD/x8ePHkIKDcRUVFUEK/gqoVCqMsiKEoqOj4WhLSwukxMXFQQreddunZvLy8m7fvl1VVSU4jxIREcFms4uLi+Gprqqqun37NovFkpOTgwVgra2tERERHR0dz58/BzscXOb3F1JRhM6HqSgj5Gbv6uqKndWFC51Of/TokeAIybhCVVWVSqWOdSneQGNjI44oPKJkZGTgaYZ3w9fXF0dmHAUEa+bkyZM3b95ksViZmZkQJb4/MTEx3t7eLBaroaFh7dq1I7rme2wZtWfm46GgoGD8PzAsFis/P3+ImQmEkMsxy3sjwLZt2zZs2DASZ542bdrnn38eHR09EicfPqKioidPnhzrUryBq1evzps37+7duyN9oTt37sTFxQ3nDAkJCYmJicIqzxsRrJno6OglS5YQBPHtt99GRUUNmP/27dtaWloEQRAE4e/vn5KSMmpFHWWuXr26bNmytrY2BoNBJxEGVCr15cuXY12KN9DY2JidnT2UnP+nKLb7d6qMAH/++edvv/02EmdWVlZWVlZWU1MbiZMPnx9++EFMTGysS/EGZGVlv/32W2Vl5ZG+0KpVq4b5Ta1evXr16tXCKs8bEawZNTU1VVVVJSWl1zxvUDwlJSUlJSXIP2pFHWVkZWXnzp1bVFRUVFRUSCIMUlNTc3Nzx7oUbyAvLy81NXUoOdF7Ouo1zlFVVcWbGcct5AjGYJA1MxhkzQidD3PUa4Tc7PHM/MdGnx2O45OKigpJSUlylrU/ZM0MRkVFBTkzL1w+zJl5ISqKk5NTWVkZ/C241mvXrl2rV69e9QrYM/+2XLt27cqVK8Iq6sghqCgPHjzAd62np9ffT3CsGNEdjmfOnBHc3gj4+/tDPcDuDYRQaGgopOjr60PNJCQkQIqmpqagiQtgZmYGR2FZOULIwcEBUsDwDSHk5eUFKebm5n0+TqfT1dXV4SjYDLPZbF1dXUi5fv06ZBuJmikoKMDbcd5fyLVeQodUlNdhb29PEAReJYkVpb29/c8//wwPD094xcaNG99hNdS+ffv6NxPjEKwoycnJmzZtwnd96dIlXV3dkdum/laMnKKEhoZ+9tlnly9fFkz09fW1tLSEejh79qytrW1oaKiRkRGumT179sTExOzYsQNSbt68qaurK/hjMzMzO3nyJBw9cOCAv7+/m5ubi4sLpBw9etTDw8PPz8/Ozg5SBPfkI4QYDIaenh6sQU9ISNi2bdutW7dMTU2vXLkCKYaGhvC+MhI1ExcX9wGMF5GKInRIRRkUOp2uq6s7adIkvK9CcIcjXssPSElJ4S0IxcXFxcXFsCuew+HQ6XQej1dcXAwVXVVV9fTpU8gJwS2amppgJxrQ1dUFZ8D/dnV1dXZ2CuaBE/b09HR2dsLuyxFlMDd7Go2mrKwMTRWdTi8uLsa31tHR0dPTw2AwcLGLi4vBewaoqKgoLi7G23FaW1v5fD5sfYC7Ky4uhjOzWCwGg8HlcouLiwX9nouLi2k0GovFAieSEVKUrq4uV1fXL774Au9mB0xNTfFLemFhoZqamoeHB3azb2xsVFRUDAgIgG2eCCEulysiIiK4Z15WVhbv0Tl58uS+ffu2bduGQ2+FhYXt3LnT0tIS75l/9OiRrKws/nhLS8tff/2FW0NdXd1z584pKCjgjSlGRkaurq6oX800NDTAl4K36NJotOLiYsEAPx0dHcXFxTwej06nQ2eLyWQKPpZJSUmkCwtJf0hFGRQLC4vjx4+vW7cOB7EQjLi1aNGisLCwuFcYGhoWFBS0t7efO3dOVlZWVlbW19eXRqM1NTVJSUn5+PjIysq6urqmpKRs2LBBQUEBOjRHjx7dsWOHhYWFnJwcBHOsqak5cOCArKysjIxMbGwsl8uNjY3V1NR0cXGRlZW9evUqk8ns6uq6ePGirKzs8ePH+9gXjhCCfZTNmzfDLUNDAwEu6+rqoNjy8vKw3S8kJERXV9fR0VFWVha2c8rKyhoZGcHWvKysLDU1NVlZWQMDg+fPnyOE9PT0bG1t9+7dS6PRTp06BXV4/vz5jo6OsrIyeXl5qEMvLy8ajcbj8RISEuTk5A4cOLB161bY2zFCinLlyhVjY2MrK6vz588Lpr+nvl4VFRW7du2Cp3HlypUIoWfPnhkbG8vKyi5fvjw1NRUh1NDQ4OTkBM+wtLQ0jUZraGhwdnaGLyU8PJzFYt29e5dUFJL+kIoyMKWlpSYmJgkJCRoaGv0VpaenZ+bMmSoqKmtecfLkyZaWlvLycjz8raurCyFSvv76azDvsrCwmDNnTnl5eUNDAxiueHt7z5gxIzs7m8vlLl68mMPhJCQkBAcHwxnExcVbW1tTUlL+/e9/QwRWGRmZp0+fPn78GMy1/v777x9++OHBgwfDvNk3IjiP8vDhQ7hlR0fHc+fOQSLEeoG/ly5dihAKDw+fOnUqGGHNnDkTPCJ9fX0NDQ0hP7wg37p1S0tLCyGkqam5dOnSzs7O0tJSNzc3ONWqVavu37/f2Nj4zTffQKKOjs61a9e6u7vBk+revXvTp08PCAhAI6MoTU1Nhw4dunjxorm5Ob5Z4D1VFAMDA/AeXr16NdiChYSEQCQxHo8nKiqKEPL29oaZIRsbm2+//ZbJZKalpeGukry8/IsXL0inSJIBIRVlYLy8vPbv348QWrlyJR4N6BPDUXBSWl5eHmI4cjgcW1tbW1vb2bNnx8fHt7e34/ExCoUCbd+LFy/AUsnR0RECktNoNDExMWhuSkpKbG1t9+/f//vvv3d1dUVHR+O9zQoKCqWlpVQqFVsuamlpjUI49wHXerm7u2/cuBFsB728vMTExKCT8Z///AchFBgYiOerpaSkGhsbEUI+Pj5gk44Q8vPzs7W1VVdXh6ApmpqauLNFp9OhDn/77TcqlVpRUYEtpECnu7u7xcTEYFzRysoKwryPhKKkpaUpKysjhCgUytWrVwUPvaeKsmPHDujS1dTU4DG0R48e2drampmZgcunr68vNgWQkZGBocjq6mpbW9sDBw78+uuv9fX1pKKQDAipKANQUlIyb968//73v/r6+uBO38cpksFgSEhICC7dgTa3qalp7969R48edXNzExERiYuL6+jokJCQAH/A3bt3Q+vw/PlzkBknJyeIj9LW1rZs2TI2m/3w4UMwtXVzc5s1a1ZnZ2dMTMy6devgKoqKiqWlpdnZ2VhRNDU1R1NRqFQqiCLQ2dk5d+5chJCXl5e0tPTRo0ddXFygTTx37hx4D/N4PCkpqRcvXiCEfHx8TExMEELe3t779u07duzYpk2bsKLExMQghJ4+fQpTFO7u7rNnz87Ozq6srMRtn66ubnh4eHd3N1QXQsjCwmKEFIVOpyspKX3zzTf6+vq///67mJgYdtNCCFlaWmJFyc7OXrduna+vL1aUyspKVVXVCxcu4CBj7e3tsD1bsFZhqBMh5Ovra29vT6FQoDOKXo222dra4tjyd+/ehYhYQGtrq5iYGHYb09fXDwoKUlFRAQFACBkbG/evme3bt4OiVFRUQK1GRkaamJgcPXrU0dFRREQE/a+iSEtLt7W15eTkGBsbHz169Pjx4zNnzgTvYVJRSPpDKsoANDY2Xr9+PSIiIiQkZMaMGa6urjBbIKgooqKizc3Nva9YsWJFZmZmaWnpokWLEEKJiYk///xzQkJCR0eHqKgotH07d+6ERaJlZWViYmIIoYMHD+7bt6+3t7epqQkGi3x9fbdu3YoQcnV1/eabb7q7u6OiojQ0NKBgsrKyT58+zc7OVlRU7O3tDQgI+PHHH0dhpwhWlJCQELg08OLFC4iGcvjwYQcHB8js5OSEEAoICIDGlMfjLVu2DCZLPD09oeOyaNGi0tJSDocjLi6up6eHEFJTU4MQ6/Hx8dDShYWF/fvf/87JyamoqMAemjo6OqGhod3d3UuXLuVwOImJidOnT4dQAkJXlJ6enhs3bkRHR4eEhEhKSm7dulVwXt3CwsLJyQnqIT09HRTFxMQEUsrKykBRNm3aBCmtra1Lly7toyjJyclw1NPT087OjkKhXLlyBVIuXrxobGy8f/9+b29vSElMTARF4fF4fD6/tbUVJAqO6urqgqKUl5dDCoVCGUxR4ImFZ9XMzAyGak1MTKZNm4YQ8vX1pVAovb29ZmZmkydP5vP5ly5dUldXRwj5+flNnjy5oaEhNTVVUN7eU0hFETqkorwBTU3N/mu9WCyWiIiIuLi41CsuX77c3d3NZrMjIyOlpKTc3d319fXj4uI6OztXrFgBimJubu7v748QKi8vh7EUf3//P//8U0pKSl5eHkJl0Gg0d3d3CEq/fPnyjo6OuLi4zZs3QwHWrFlTUFCAr+Lj47N69er++ySEDlYUBoNx9uxZfNcrV64Eo4KmpqaDBw9KSUnJyMjA6F9wcDB0R3g8npKSUkVFBULIz88PPHcrKipWrVq1cePGo0ePwsyKnp4eTLp0dnZeunRJSkoK4gJkZ2dXV1fjUBzbt28PDw/n8/mZmZnS0tIODg5bt26Ft/gR3Y9ibm6OQ9c8ePDAzMysvr7e2toa6kFTU7O6urq1tfXIkSOQoqSkVFxc3NbWduLECUiRlZVNT0+H4vn6+p49e7ayslJbWxuO7tmzp7Gxsa6uzsDAAFK2b9/+8uXLhoYGU1NTSFm/fj10ko4ePRodHd3b25uamiojIwNHT5061dbWVlRUtGLFCkg5duwYrPsSrJnm5mYTExN4eGA2rqGhYd++fVJSUmfOnFmxYgWTyWQwGMePH4eHUEJCorm5mcFgnD59GvKoqqrW1tZmZmZqa2uPRFWPJqSiCB1SUd4ArFuFvwX3zLe2tlZWVla8AvzqgYqKip6eHhaLxWQy+Xw+nU6Ho3ilb29vL3iQMZnMly9fVlRUVFdX448zmUw4YVdXF4/HY7PZeKycwWBwOJzu7u7y8nJ421VXVxe0SR8hBOdRuFwuvmvsl44Q6urqqqiowIP4PT09+MGi0+nQnMFyZ0isq6uDcCNwd+3t7aC7CCE+n19RUcFms5lMJpvNxtWFEOro6GAymRwOp7y8HOb2LS0t+8eVEjpwXfgbu9m3t7dDPcCNwA32qRk2mw0puGaQgJt9Q0MDHMU32NLSAil4aS+dTocUmIuCPLhuq6qq4Ch0oxFCNTU1kIKXlQvWTH19fU1NTVtbW319PczDw92B5Hd0dPD5fBqNVllZCQ/Y0qVLYRiNw+FUVFTweLzu7u7e3l4Oh9N/w+Z7B6koQufDVBQfb/uRKIeHhwde0TSG1NXVWVpaZmRkPHz40MLCAqYoRpTVq1dDX2T8YGVl9eDBg0ePHtnZ2cGUfltbm+B2jZGjrKwMb3F/N27evAmTRqODYM0EBwefPHkyIyMjPDz80KFDA+a/e/fuoUNJsa/NAAAgAElEQVSHMjIykpOTLSwsRq2co8+oPTMfDwUFBaOwQ26YsNnst/P1cnI09RgBlJSU5OTkRuLMb4WXl9fWrVvBbFxPT8/b23ukrzhz5kxjY+ORvsrQ8fT0tLW1hRqQlpb29fX18PCwtbX99ddf3d3dR/rq3t7ep06dGs4ZTpw4AWUeHQRrxsfHZ+rUqVB1Pj4+A+b39vaWkpKCPAcOHPD09By1oo4ytra2ixYtqq2tra2trSERBllZWc+fPx/rUryB8vLyzMzMoeT8P0VxsN9tNgKIiYktXrx4JM78tlhZWTk6Ojo6OlpbW4/C5aZPn66trT0KFxo6FhYWUAP79++HFAMDg59++snU1HRsCzYO6VMzdnZ2jo6OBw8e3Lt372Af2b9/P1SvhYXFaBVzDDAwMFi4cOGLFy9evHjxnEQYZGRkFBcXj3Up3sDTp0/T09OHkhON6KiXp6fnYAMFHzZqamrjPwQsnU6Xk5Mb61KMR8iaGQw6nU6OegmXD3PUSygz81wut6enp6enBybY0f/OzPN4PCaTCRmGeEI+ny84gf8e0WeHY88rYI/hgIz+zQplZl7wS4cUfLP9M/N4PDiE1xTg/II10+eEgnA4HDiKJ4dxAfB6EHwVPPcuSP+HkMVi9UkRrJm3/V7e7UuE9RTv/PFRg5yZFzof5sz88BXlxo0bCxculJSUlJSUVFVVhRgyWFHYbLaCgoK4uDhkOHPmzFBM3cHPY5gFGxOworBYrNDQUMlXKCsr19XVDfiRa9euHTgwIlFqBmP4ivLw4cP58+fDrcnIyNBotPz8fHyzt27dEmzTu7q6HB0d4ZC2tnZ7e3tPT4+vry+kqKio1NfXM5nM4OBgSJGVlX327JlgC8tgMHR1deHo/v37wQ+UQqFAipGRUWdnZ1dXl42NDaTo6+sLLq/i8XhPnz6VlpaGoyEhIbB0UElJCVJOnjwJuiJYM/b29kMPoMBmszds2CDo7zlEDh48mJKS0t3dvWHDBkG5HW+QiiJ0SEUZGE9PT21t7fr6+vr6+sbGxj59FAaDsXDhwuLiYshga2t7+vRpvC52MLZu3Qo7zt47sKJERkauW7eu/hWZmZni4uIDNuKnT5/W19cfzUIOX1GuX78uKysLt9bQ0FBWVrZixQp8s2pqatg0BSFkb29vb28Ph+Lj47ds2eLv729sbIxrRltb+9KlS5s3b4aU0tJSeXl5vEoYIaSlpRUREQFHjx07duTIEQsLi/Pnz0OKv7+/tbW1k5OTq6srpNy4cQM80AAajaagoPDs2TM4qq+vf/ny5XXr1mVnZ0OKoaHhqVOn+tTM5s2bsa3LG+HxeH/99VdDQ8Pb1iSHw+nt7a2rq1u8ePFrOrJjDqkoQodUlAGor693dnbu416O/ldRJCUlBSVkxYoVycnJCCEWixUSEhISEoJ3DyCEQkJCnjx5Ymtr6+PjAymhoaGQCP/m5OSw2eyQkBDY5wjExMTcunWrq6tr6Dc/QrzGzd7MzAx+kKWlpSEhIdj86uzZs+DCghBKSEgICQkBT+KRY5iKQqPRfHx8goKCcEppaSneq48QUlFRgc2bgLm5OXazz8nJWbt2rbe3t9krF5aamhplZeXAwEDswtLV1SUqKiq4Z37FihUPHz6Ev319fQ8cOLBr1y68j/Lq1atGRkY2NjbYheXevXvYfQchBJvw8WCavr7+hQsXlJSUcIAAIyOj48ePo36+XleuXLl79y6+EEKoqKgoJCQEG8CUl5fX1dUVFBSUlpbCCUNCQgQfQvARwFb8CKGkpKSQkBDszFZUVNTU1NTU1CQpKUkqykcFqSgDEB0dPWvWLHd398OHDzs7O+MHro+vl6Anh5KS0sOHD2k0mp2dnb6+vr6+vp2dXXl5OYfDgbf1/fv3Kyoqgq+it7f3xo0b9fX1TU1Ns7KyEEIiIiJbt27V19fftWsXeD3dunVr06ZNu3fvXrt2raam5nBuZ/hgRcnJyTExMTl8+PDhw4cFR2Cys7PNzMz09fU3btwIru/Y1ys2NtbAwEBfX3/btm0JCQkjV8hhKsrjx4+nTZvm4eEBd9fd3f3y5UvBKDg4TiLwnjpFmpqarl27ds+ePXp6ehDkMTMz08TERF9fX09PD3yvT506JSEhYWlp+ejRI2lp6d27d+vr6xsZGaWnpyOEgoKC4OndtWsXSAj+ivX09KD86urqV69e7enpIRXlY4NUlAGIioqaOnXq/v37bWxsLC0tnZyc4Hf7GkVRVlZ+9OhRa2trSEgIpOjo6Fy5cqW9vX3+/PkIoZKSEhEREXgFxmaLrq6uEMNx8eLFe/fuRQidP38efK7ExMSgB6OhobF+/frh3M7wEZyZf/78uY2NjY2NzY4dO7CRMNQV/A3ekRcuXNixYwdCSFJSEsIBJCYmLl++fOQKOUxFycrKmjx5MtyIjY2Nk5NTRkYG9jxGH5CirFy5sru7u6WlZeHChQghMzMzHD4AvrvAwEARERGw3J41axasb3R3dwdPNhwnJiwsDIIUiIiI5OTkIITa29thpnD9+vXXr1/v7u4mFeVjg1SUAaitrRVcW7ZgwQKYf36NoqxcuRJGvVpaWtTV1TU1NadNm3bnzh1B72ELCws86rVx40YNDY05c+a4u7sjhOTk5GCU7PTp0+BzBZ0ehNCdO3cER8/HhAHd7KOjow8fPgye/0eOHAFFgXYTCSgKbjejoqKgARohhqkoLS0t0F8EpKWlr1y5AvZrwIehKDt27ICXnidPnkBYX3C5VldXV1JSmjlzJhTGysoKIcRkMmVkZLq7uxFCx44dg0SE0O7du9XV1RcvXgwWxenp6fr6+urq6jg40IYNG0hF+TghFeUN8Pn8pUuXwth0n3kU+KUhhFgslpKSUkZGRnV19bp161JSUmJiYsTExGJjY8F7GLKZmppC2KL169dHR0fHx8evXbsWWiUZGRl4JcSKIi8vDw1ccHAwdrMfK7CiJCYm7tu3D6f39PTMnj0bIeTk5ASKwmQyIRYWVhRFRUWIDBgbGys4ByN0hOvrtXz58mvXrikoKOAUZWVlwXkUMzMzPI+Sm5uroaHh5eWFowLX1dWtXLny/Pnz2OUTakbwLQTXDELoxIkTtra2O3fuhJEohNC1a9coFIq1tTXMriOEHjx4INhnamlpWbJkCV5JpaenFxgYuGLFCjyRbmRkBO8rfRQFOhnPnz8HA2x7e3t9ff2UlJSUlBR4ifH29gapYLFYkpKS8PAfO3YMHv5t27aFhIQkJSXt3Llz586dcC0qlZqSkoJnkkhF+WghFWUAUlJSjI2NS0pKSkpKcnNzVVVVYQElVpT29va5c+emp6dDnr179wYHB7PZ7KKiouXLl9fV1Z0/f37y5MngPayiolJQUFBSUqKhoQGzrPLy8uXl5Xfu3Jk+fTq0SkuWLCkpKUEIeXt7w1yunp5eREREVlbWjBkzYBxsDMGKEhERsWbNmpJX3L17F0zOT5w4sXfv3pKSkqysLPAJ9vf3h7Ve+vr6V65cKSkpCQgIwA3QSDBMRSksLNy2bRu+tbVr10J8SZyiqakJDS6TyWxtbXV2dra1tYVDN27coFAoFy5cMDIygpQ7d+5s2rQpNDTUwMAAUqBmYPKpvb29o6MD10xJScnhw4ePHz9+4MCBU6dOQYqvr6+Dg4Orq6uzszOkhISEQJW+fPmSTqe3tbWpqqpmZ2fD0c2bN4eFhYE2QIqhoWH/6JZbtmyBYt++fRu6jK6urg4ODnV1dU+ePDE1NUUIHT9+HObAWCzWX3/9BR10R0dH0EtVVdXU1NTc3NyZM2du27YNIWRhYREbG1tXV3fx4sUNGzYghNTV1a9du9bV1fXXX3+RivJRQSrKALDZbFhICrx48aLP6mEOh6Ouri4jIwMZ8C4THo+XnZ0tKysbHBx85MgR8JkvKyuDnBISEjA13dDQICsr6+joGBgYCL/5Xbt2wWBFeHg4OOkihPT09CCMEvxKxxCsKL29vdHR0bhm1NTUYBiHy+WePHlSVlZWUVERzHAiIiKg+8Vmsw0MDCDI/IhuTRimonC53JSUFHxrOTk5vb29RUVFOCU5ORmanri4OB0dHQ6H4+bmBod0dXXZbDaXyw0ICICUNWvWgONyWFgYpEDNwIPk4ODg4uKCawYeBi6Xy+FwzMzMIMXc3JzD4XC53IMHD0LKtm3boAJdXFxiYmL4fH51dbWCggIcvX79em9vb1tb2+rVqyHl/PnzsE1KsGZOnDgBm2O0tLRgsSKXy/Xw8JCVlVVSUgIP7CtXrkDnhs1m79ixo7m5GSEUFBTk6+uLEOru7l69ejUEB4OvuLOzE26EQqFACcG+k8lk7tixg9yP8lFBKspbILhnfqSJj4+H5iAuLm7lypWjc9HBGHAeZbwxom72gty4cQNmIN4Z7GY/Ooxazbx3kIoidD5MRfkA3OwvXrzo6Ojo5eXl6OgYGxs7OhcdjHHoZt+fUXMmb2pqGqYXfWZmJpVKFVZ53gjp2T4YZM0InQ/T18vugOGmEWDWrFm//fbbSJy5P8bGxmAnPnHiRGNj49G56GB8/fXXioqKY1uGN7JmzZovv/xST09vpC+0ffv2YX4jFArF0HBEHtEBGbWaee9QV1f/448/SktLS0tLn5IIg/T09MLCwrEuxRsoKipKS0sbSs7/UxTnw2ZBI0BYWFh4ePhInHlAIiMjb926FRERMWpXHIybN29eunRprEvxBi5evBgREREcHDzWBRl3kDUzGIGBgefOnWtsbGxsbGwgEQaPHz+urKwc61K8gerq6qysrKHkRCM66kVCQvKBATEwSIRFQUEB3lYxbhkbN/txC5vNLi8vhxU4jY2N5eXlQ3E+xvT09OAw9a+ByWTiWO596OjoADPm19DV1VVeXg777+rq6p4/f577CnxOLpfLYDA6OjrKy8uLiopyc3MFzdBwntraWjx3WlVVlZub+8arDwafz6+trcUWwg0NDfn5+XiTIEKopaUlLy9PcNcInU7Py8sT9N/t6urKz8/H9lkIISaTmZ+fDwulAA6HU1BQIBiwmcfjFRUVwa6jPkBVMxiM1tbW8vJyJpNZUVEheP4h8vLly/Ly8neYgW9paQHHoN7e3vLycrjZpqamAQvD5/MrKyvr6uq6u7uh2G97uaFQU1MDqx87OzvLy8u7urrgUW9paYEMDAZj+OP1TCZzzE3zPjA+zJn5D1tRioqKJk6cCJYYSkpKBEFUVlYO/eN37tyZOHGii4vL67M9fPiQIAjYoCBIR0eHj48PWDy9hoiIiIkTJ/r5+SGEREREvvzyS3l5eQUFBQUFhdu3b0Oe2NjYmzdvhoSETJw4cf78+QoKCiYmJvgoXMvBwWH27NlsNpvNZgcGBiooKMjIyFhaWoKgvhUsFsvX13fatGm1tbUIodzcXE1NTTExMTAMRgiVlpbq6emJi4sbGBiUl5cjhKqrq3fu3CkuLq6trQ2mOE1NTebm5suWLVNTU4MtqHQ63d7efvHixcuXLwefq87OTjc3t4ULF0pLS8fExEAoHT8/v4ULFy5duvTq1at9Ip3cu3ePIAgPD4+9e/cSBJGWlvbNN98IbmYcIoqKihMnThzwJeD1bNmyhSCI0tLS5ubmiRMnwq4XXV1dgiAePXo0ceJESUlJnJnD4Xz11VeioqK3bt0iCAK25QudWbNm/fzzzwihS5cuEQQRGhqqpqZGEIStrW1ZWRlCKDo6+sKFCwPGjBk6pKIIHVJR3j+Ki4sJgoDdgoGBgWZmZoLv1G8kMTGRIAhnZ+fXZ6uoqDAzM4uOju6THhoaamho+MYuzo0bNwiCgB2dv/322/fff98nQ2Nj48aNG589exYUFEQQBFjhBgcH//7777Cj5d69e/v27fv8889//PFHHo/X2dlpZ2cXGRkJJ4TdeR0dHUO89+zsbHt7+ylTphAEQaPReDyeurr65s2bGQzGkiVLXFxcent7d+3atWrVqs7OTgUFBXNzcx6PZ29vLy4u3tHRsW7dOj09vd7e3hMnTsyfP59GoxkaGiopKbHZ7KtXr/75558NDQ0ODg6ioqKdnZ1JSUnTp08vLy8/ffr0nDlzWlpasrOzf/nll6ysrOvXr//66699eiqPHz/+73//Gxwc7ObmNmPGDCqV+tlnn73DGiRpaWmCIAS7XEMkLCzMzMysubm5traWIAjwkbOxsfnjjz9yc3MXLly4adMmnJnL5S5dunTDhg3379+fPn3633///baXGwr4mYmNjZ0+fXp8fLyxsfGcOXM8PT3BDKa6ulpXVzctLW04VyEVReh84IqSkpLi7OwcFRWVlZVVW1vr7OwcHx+PEAoNDXV2dmaz2Y2NjZD48OHDS5cuvXz5srS0NDAwMC0tDTajBQUFwZbDyspKZ2dneIILCwstLS0PHTokONDB4/HCw8PBXRghFBERce7cOSaTyeVyw8PDzc3NT58+DeMJXV1dzs7OYWFhRUVF58+fh9dhhBCfz09MTHzw4MGNGzecnZ37v4aXl5cnJiYmJycTBAFmLfHx8X5+fmw2u6mpydnZOS4uLi0t7fbt23iYqK2tzc/Pz9zcPCwsDHa0JSUlEQQBfZRTp06B1XF7e/u5c+fMzc0vX74MTVJjY6Ofn1+fvgiXy925c+dQdlzevHmTIAhwnZkxY8a///3vPuH84uPjZ86c2d3dHRwcTBDEtWvXEEKlpaVTp069ceMGQgg8gOGzgq+iPT0906ZNU1JSgqvIysqePn0aD4YMhp+f34EDB2RkZD755JOurq4XL15MmTLFzs4OISQnJycuLl5aWvr777/DJnAdHZ1Zs2aVlZUtWLAALAD27Nnzyy+/lJaWLl++HGx1jh079sMPPxQUFOjp6f3+++8IoeDg4K+//jotLc3CwmLy5MlQ1V999VV8fLy7u/tXX33V3t5eVFT05ZdfQtcN09nZmZ6e3tTUVFdXl5OTU19f/+mnn8rJyWVnZ0dFRQnuOU9MTLSwsMBrlxkMhrOzs7+/f1JSUmNjo7Ky8oQJE6hUanBwcFpaGn4GHj58aG5ufvjw4WfPnkFKQUGB4AP84MEDPz8/BoNRU1NDEISuri5CqKqqKjs7G4b4BCcb+Hx+YWHhs2fP2tvb09LS4CktLS2NiIjIyMhwdnYGgzuEUFpamrm5uaOjI/hB4EtHR0enpqY6OzvD08Xn81NSUiA6AB4n/PPPP6dMmcLn8+l0empqKp1Or6ioKCwsvHr16rx585qbm3k8nqSkJPa4fDdIRRE6H7iimJmZEQRx+PDhwsLCzMxMgiDAuU9WVhbe5rKzswmCWLt2LZVKXbJkibS09K1bt6ytrRcsWACR1WfNmkUQBEIoPj4eGmIqlSouLu7k5LR79255efmCggK4Fp/P37t37/Tp0zs6OuBxV1NTo9PpkZGRoaGhnp6eioqKmpqadDqdRqMRBAGXWL58+erVqyEQ0+XLlxUUFK5fv75s2TKCIPrMHdXW1mpqarq4uJw8eZIgCAqFghBavnw5QRBtbW15eXkEQaxYsSIiIkJSUhJe+RsbG69evXr58mUvL69FixaBJdfdu3dhsCIgIEBeXj47O7u1tfXatWtXrlzx8vISFRU1MTFBCKWnpxMEAf5OGBqNJiMjA37JQE1Nzcb/BT4SFRUlqChTpkzp8z15eHjMnz+fz+dfuHCBIAgIrNLQ0DBp0iRo1ltaWnp7e0VERL777jusKOnp6crKykpKStCPKS4udnBw2L59+6pVq9zc3FpbWwsKCvqUx97eHkre29urrq5OEASLxYK7g91F0tLSkyZNun//PkEQ4D6io6MDAz4EQYCimJubEwRx79697777TkREBCHk5uZGEER8fPzcuXNhfCYkJATGZ5YvX/7ZZ58hhED7z5w5A8NK7e3tT548IQgCangw2traPvvss3nz5kVFRamqqnp4eIA2gHza29urqKhAHMbKykqCIGbPnp2amtra2qqiojJhwoTQ0NB9+/YtXLgQHuD4+PiwsDAvLy9dXd2lS5eWlJSkpaWJi4sfPnyYQqHIy8vDyB5BEE+fPm1ubsaKMnTAFvPYsWMHDx7EI6VJSUlw3U2bNi1evBhGCIuLi5WUlLy9vS0sLOCHiRC6ffs25NTW1hYXFwf5AUXpv/cwLS1t6tSpDx48QAipqalt3rx5OANfpKIInQ9cUQ4cOEAQBDx/+fn5+Me8Zs0agiA6OjqgIQbDIkVFRRgSAe3x8PBACImLi0PrAA2xn59fYGAgQRABAQEvXry4c+eO4NtxfHz8tGnTsrKy6urqZsyY4ePj09vbW11dXVtbm5ubq6ysTBBEXl5eT08PQRDgQghD58XFxb29vcuWLVNRUWGz2TCEjeNxAQEBAZMmTXr69CkUD/ooa9euJQiCTqcXFRXBUBiLxZKXl5eTk+vu7oa509ra2ocPH/7yyy///Oc/+Xz+gwcPCIKQkJDQ09PLzc1FCMHsa21tbVpa2syZMz/55JOenh6oGUFfSIRQRkbGP/7xD2wxixCi0+mX/hfoYURGRmJFmT9//qRJkxQUFBQVFRUVFcGKZsmSJfBqL6gojY2NBEEITiHMmTNn8uTJuNWoqak5derU0qVLb926JViGkJAQJSUlHR2dly9f9ilPXFwczgnTTkwmE+rQwcEBISQtLf3Pf/4T9ENQUdLS0iZMmACKAl/Tw4cPp0yZ8tdffyGEXF1dCYJISkoSERGZOnUqQujixYsEQVy/fl1FRWXSpEkIoTt37sCjsn37doIgGAwGfE0QuWAwaDTaJ598IiYm1tPTY2JiMm3atIaGBh6PJy0tDUNhGzduXLhwYVdXV0NDA7wPwQfl5eUJgmhqagK9hIChtbW1NTU1T58+tba2JggiMDDw7NmzBEGcP38eHuCOjg4TExOCIMrKypqamt5BUTw8PL788sv6+nq4X7Cjrqurq6mpKS0thd8gdCbs7Oy+++67rq6usLAwgiAgIBiUsKSkxNTUFEqIBleU4uLizz77DGxJtbW1J0+e/A5LGDCkogidj0JRYKgqNzcXKwq8q2JFsbW1Ra8UhcfjZWVl4eZGVFT0008/Ra+mTz09Pdva2kxMTKZOnbpgwQIfHx/BGYWGhoa5c+fu3bvX19f3xx9/hE7GjRs35OTksrKyYNPi48ePmUxmn5ffoqKi9vb2iRMngs3w7t27+yvK1q1bCYJobW2Fwe4BFQV+aSoqKp9++im8lbu6umpqahYWFi5btmzChAlYUT7//PPvvvsOGncej+fr67tq1arCwkKoBFwzfRQF5mCcnJxwSmVlper/Am670dHRWFFmzZr13XffpaenZ2VlZWVlgQZPnjx5+vTp6H8Vpba29p///CcMRgFz584VVBTgv//976xZs/h8PofDKSsrCw0NXbt27fr16+Pi4qhUap/yCDbfIOpMJjM7O/uTTz6BPoqMjMz333+fnp4+ceJE8Etev379p59+mpmZ+fnnn69atQq+pokTJ6alpf3yyy+LFi1CCLm5uX3yyScpKSlLly6dNm0aQigkJGTChAmRkZHq6upffPEFQig5OXnChAlBQUG7d++eMGFCR0dHcXHxhAkT+tRqH6ALC7Fk7Ozs8FvIv/71r++//15aWnr+/Pm//vprRUVFS0sLQRDa2trwQVAUhFBGRgZBEBDXpKioSF5e/saNG/Am1OcB9vX15XK50JS/s6JoamoSBMHlcqEHBory9OlTBQWFa9euQdcNnhlpaekvv/wSvVr3AYqSk5MjJycXHR19+vRp/MwMpiglJSUEQcDagXXr1hEEgQeN3wFSUYTOR6Eo4ElVWFg4YcIEUBRoWXC7CQ0xNKYcDgd+kPAbkJeXhz4KrGw5fvx4Z2dnVlZWWVmZi4sLQRCXLl3C1+7t7TU3N58/f76kpKSmpiaLxerq6vrHP/4BI+/79+8nCCI7OxsUBWJdwMtvYWEhl8tduHDhqlWrOBzOpk2b+ivKiRMnPv3004qKChCPARUFhsJWrFixdOlSHo+Xk5NDEAQMUklKSn7yySdYUaysrLZt26asrNzT01NWVkYQBIw1qaqqEgTR2dk5oKKkpaV9+eWXgn0UDofz8n+BbUF95lH6j3otWLBAsI8CSwCSk5OnTJkiGG4WFIXL5bLZ7MLCQhge/PXXX3V0dBBC6enpixYt0tXVjYuLg+eYxWL1KY/gdBR87wwGg8FgLF68GGpGQkJix44dbW1tSkpKGzduRAitWbNGXV2dTqfr6elBh2nHjh1SUlJtbW0WFhbQR7Gzs5szZ05TU5Orq+sff/yBEDp9+vS0adOqq6sDAwP/85//IISioqJ++OGHkpKS6OjoyZMnt7S0PH78+Ntvv4WZhsrKyidPnvRf+U2j0SZMmCApKcnhcMzNzadMmVJXV9fb2ysqKiopKdnR0VFYWHj//n0WiwXvFjjYASgKl8tNS0sjCAJsHBUUFAiC6O3tTUhIAEXBD/DRo0cJgkhISIAn8/WK0tbW9uTJkwHXCjs7O3/xxRfNzc0wcgjvZ6tXryYIgsViQSKsBLGwsPj222+ZTGZERATuRYmJiU2aNInP58Mzc+bMGfTaPsqnn34Krmjr1q37+uuvwRr53SAVReh84IoC8ygQ4ZxOp6upqa1ater58+cLFiwgBOZRQGaWLFkCigIDICAz58+f//XXX5OSkjw8PAiCcHFxycvLk5SUBMetBQsW9LFQhO48QRDQ7HI4HF1d3UWLFuXk5GhoaBAEkZGRAaNeEMMchrAhyuGZM2cUFBRSUlJWrlzZX1FevHihoKDg7u5+/vx5/JqG51Hg9VBTUzMsLExUVBRW4NTX1y9evFhLSysvL2/atGkEQfD5fBjcd3Z2ZjAYoqKiLi4u9fX1srKy4Lo/e/Zs0FqomT7zKAwGQ1FR0cLC4o1fw9WrV3GT8cMPP3z66ad99kn4+PgsWLAA7pogiF27dqLf5YUAACAASURBVF2+fPnAgQObN2/GsdMRQj/99BMUm0ajaWtr6+rqBgYGrly5EkYyy8rK7ty5M3S/dHFxcRgXQggdP35cQUHBy8sL1vgihC5cuCAtLe3r64v9pCMiIiQkJLy9vRUUFMB59969exISEsePH1dWVoZOQF5enpSUlLOzs4aGxt69e7lcLnxT+/fv37Bhw/bt27u7uxsaGlRUVExNTbdt26ajowO9NDExMVwYQVpbWwmC+OWXX+7du7dq1SpbW1uour///ltaWjokJERTU3Pr1q09PT2gKNhIdNGiRaAogi27m5vbzz//HBsbe+TIERh9ys3NlZSU9Pb2PnjwIEzmGRoaEgTx9OlTGEZTU1PrX3UnTpwgCALmb/pQXFwsKyt79uzZ48eP4+v6+Pj85z//iYyMdHd3x4lUKhVu4dChQ8SrgWUnJ6dffvklKSkJOmTe3t4Ioe+///6zzz7rryjp6enTp0+HUYc1a9Zs3779rTZj9YFUFKHzgStKZGQkhULBK1UKCgp8fX2fPHly5swZCoXCZDJramooFMrNmzcRQt7e3hQKpbe3t6KigkKhQCvT1tb2999/R0dHZ2VlUSgUGCbKz8/funXrrl27YB5CkNLS0mnTpn311VcwnYAQqqqq8vX1vXnz5oULFygUSlVVFYfDoVAosLI2LCwMEiFzdHR0RkbGtm3bCILAc/6Y/Pz8CxcupKenUyiUy5cvI4T8/f0pFApUEHRHAgIC/P398UdycnLc3NwSExOPHDliYmLC5/PLysooFAps+7hz546/v39nZ2dxcbG7u3t8fPzx48cpFAqLxRKsGQyPx9u1axe8yL+e3NxcCoUCMQoPHjxobW3dp3VISkqaMWNGW1tbWloahULZsmWLrq5uWFiYoJwghJycnCwsLKBJra2ttbOzs7GxgTnnd+DEiRMUCgUWs7HZbF9fXz09PWzEyePxAgMD9fT0YOEZEBoaqqend/78ebxWLTY2Vl9f39fXF4/FpaSk6OvrHzlyBO8Wfvz48aZNm2xtbaFThRB68uSJgYHBnj17Gl5FxPLy8lqwYEH/TZ1dXV27d+/28fHJysry9/cXXB4dERGhp6eHx1ppNBqFQjl79iw+IYVC4fF4L168oFAocF90Oj04ODgwMDA6OppCoUCEhfz8fAMDA0NDQ/hdXblyhUKhNDU1dXR0UCgUmMnoQ3p6uoSEBH6q+1BUVBQZGQnLMWCYESIEnzt37tatW7gwCCEqlXrr1q3Lly/jXhSNRgsMDAwODo6IiKBQKPCu4ODgYG1t3Wd9IEIoPDx8zpw5ra2tfD5fQkICXPffGVJRhM4HriijT2Nj45w5c2RkZN52W0BbWxss0EII6evrz549Gzc9QwHmfobSexgmISEhhoaGw9+uXF9fr6mpCfHJP04KCwtjYmL6KOi4paGh4fr167A5tA+3b9+GXYePHj368ssvYUpsQKKiomCRXnR09L/+9a93MNW+fPkyrKNpbm7evHkzDoL5bpCKInRIRREaLBZLX19fUVFRT08PujJvRVdX17lz58zMzDQ1NVVVVQW3jg8FUBQclXbkYDAYPj4+MEw3HPh8fnR09ICvwx8JFRUV72wnM/o0NzeDs0B/kpOTHRwcNDU15eXlnZycXvO2ERsba2dnBzmPHz/+tsG4Ojs7PT09YXlxbGzsxYsXhxnOi8VikYoiXPLz82Hf23gG1rIOMTOBEHJztc7Ly8vPz88bRahUqru7u4eHR3JyclFR0dt+vKCg4PHjx+fOnTt69GhoaGh+fv5blT81NdXf3z8qKuptrzsUcnNz8d9PnjxJSkpKSUkZ5jnz8/MzMzNv3bo1zPMIIljO8U9xcfE7PCfvxvBrpqioqLi4eMBDhYWFERERR48ePXHiRGZmZkFBwWAnKSgoCA8PP3r0qJ+f3+PHj1+Tc0AeP34cHR0NfyckJNy7d6+wsPCtztCHnJyc1NTU4ZyBpA+pqalUKnWsS/EGhv69/5+ieHrYdo0Az549KykpeU0G0DQOh9Pd3f0O52cymTBwzOfze3p63vazCKHe3t53uO4byc7ObmhowP+y2Wwmkzn80zKZTA6HM/zzADQaLSsrq7OzU1gn/GAY6Zrp7u7G0+OwvvE1OfECjdfnfM2F4MfFZrPf4Qx9oNFoVCp1mCchESQnJ6epqWmsS/EGWltbh/i9oxEd9aqurq6oqBiJM49zCgsLx//YKJvN7r9QggSRNTM4b+VqTjIUCgoKusb9WC6YhQ8x8wgqSlVV1XC2U72/FBQUjJBpuRBhMpm5ubn9VweRkDUzGOTMvNAhZ+bfAlJRxjNkuzkYZM0MBqkoQodUlLeAVJTxDNluDgZZM4NBKorQIRXlLSAVZTxDtpuDQdbMYJCKInRIRXkLSEUZz5Dt5mCQNTMYpKIIHVJR3gJSUcYzZLs5GGTNDAapKEKHVJS3gFSU8QzZbg4GWTODQSqK0CEV5S0gFWU8Q7abg0HWzGCQiiJ0SEV5C0hFGc+Q7eZgkDUzGKSiCB1SUd4CUlHGM2S7ORhkzQwGqShCh1SUt+CjdWEpKCh4W3P+0YfFYpFeIwNC1sxgkN7DQufD9B729LBljQDPnz8vLS0diTOPc3Jycpqbm8e6FG+AwWA8fvyYyWSOdUHGHWTNDAaDwcjOzh7rUnxQ5Obmtra2jnUp3gCdTs/JyRlKToTd7MG+O1eoUKlUKpUq3HO+F2RnZ+fk5Ix1Kd5Mdnb2WBdhnELWzGCQNSNcUlNTx3+VUqnUR48eDSUnwqNefBLhgRAa6yIMifelnKMPWTODQdaMcMnPz29vbx/rUryBrq6uvLy8oeREYx4VmISEhOSj5cOcR8GKkpycbG5uvvsV7xaDtq2tLSAggMfj9T+UlZV18+bNdzhneXn533///fo8HR0dAQEBHA7nHc4/3qipqfH29h7w0P379/uEQKZSqTdu3BiVcr2BFy9eCH5NQUFBRUVFwcHBQz9DcnLyO4SILi8vP3HiBEIoKioqPT39bT8uROh0+tmzZ3GYrJHA09Ozra2trKzMz88PIRQeHp5LriN4b/nA13rt3LlTRUXlxCssLS3PnDkzxBNdvHgxLi4OIfTixYt58+YN+KPy8fHR0dEZ7AwuLi6DrTaOj4+XlJR8fQHq6urmzp3b3d09xAKPZ1paWiIjIwc8ZG9vv2vXLsGU06dPa2lpjUq53kBcXJyEhAT+d9GiRSEhIWJiYkM/g7W1tbGx8dtet6GhITo6GiGkp6fn5ub2th8XIhUVFbNnz37ja42zs3Nzc/O7XSIiIqKzs/Ply5exsbEIIXV19bNnz77bqYRCQ0ODs7PzGBbgveYDVxRDQ8OgoCB87Nq1a2pqagih3t5e/qshVCwVbDa7s7Ozp6cHIcTlcjdt2uTg4NDb21tVVSUlJQXZeDxeZ2cn7tb5+/sbGhr29vb27+gxmcwlS5YkJSXxX+0DEPxgcnIylKTPBwXzvHz5UlJSEsqDwaXl8Xi429TT09PZ2Yl/9pCn61WoYIDFYsGZ+0gjHi7s7OyEPyAgseAVIaCs4Mm5XC4uJ4/Hw+fEtYRvp0+1CBYbMh87dszCwgJXGkIoMDDQwMAAF1vwbIIXHewSAIfDgUOClxO8Ebh3yIMrAfX7mlRUVOBvKyur0NDQwsLC5cuX978ufAqfBC7KZDIdHR3t7e1xYQSv+5qvHkOhUKCzgr8jwaqGRMH6ZzKZnZ2dsEZFkP/H3nkGRJFlfb9mdnced9bJq87O7KyDzjhmHTDQCAKCZEXCkFRAaEAEARWMmEAwoo4EBcTQAgKKWQwIIkFyhiZIbDJNTk1Dd5/3w3mstx+0FdxmQKd+n7pvVd0+dar6/OuGOvdVdw25PYRvfnh5abhcbnl5uYyMDN5aPB6PvMd6enpIYzgczty5c8mGxZCzw5/m8/lcLheGwbp168h2IWkP3m+inq6EjXmzZ0gbSMtJt5AGp6amzps3T9g5FMPnA1cUOzu73bt3l77kzJkzLi4uAGBhYREfHw8AsbGxdDodABoaGiwtLWk0mo6OTmtr68OHD7/99tupU6cWFBSw2WxUlNbW1oMHD9JoNFlZ2cLCQgA4f/48nU4/ceIEjUZLTk4WDtaenp5ffPHFsmXLurq6sP+KRqPRaLTY2FgejxcXF6etrX3x4kUajXbjxg0ul4uFuM/Fixc5HE5jY+MQRenr61NXV8dXQ7y9vQ8ePAgAFRUVGhoaNBrN0dER30Ok0+kMBkNNTW3t2rVtbW0A0N7ebm5urqSkFBwcvGHDBmF/VVdXGxsbh4WF0Wi08+fPV1ZW6uvrKysrNzY2AkBXV9fevXtpNNqKFSuwvRUUFLR///6DBw/KyMjk5OQIBILIyEhHR0eszdDQsL6+PiMjw8bG5vz58zQa7e7duwMDA4WFhUZGRgDg5uaGzcT6+np9fX0AOHLkiJOTEwCUl5ebmZnx+fzLly+bmpoCQFNTk6mpaXV1dU9PD4PBQOdERUUNDAwUFBSYm5tjYWho6JD/f0dHx+bNm2k0WlhY2Nq1awGAzWbv2rWLRqMpKCiUlpbiXXXq1CkajRYeHm5oaMhms7u7u8+dO4e/EhcXx+PxYmJiSEWRlZVNTU2tra1VUlIKCQkhL5NAIMjKysKjTp48iZHayMjowoULhw4d8vLy2rZt2549e2RkZPCe6ejowN+l0WgpKSl8Pr+/vx/9T6PRbt68iYv4rl+/HgBsbGx8fHwAwMDAICIigkajHTx4EGOflpZWbW0tAAQHB2/btg0AamtrdXR0aDSapaVle3u7sEPS09OtrKzwfrt9+3Z5ebmSkpKBgQHeHg0NDVZWVjQaTVtbG5saHh4ex48f37Vr18OHDxUVFfHec3FxuXbtmkAgKCkpUVBQoNFo7u7u3d3dO3bs+Pzzz9XV1XEReG9vbzyX9PR0gUDw4MEDBweHw4cPX7169bX/WAMDg/r6+pSUFEtLSwBYt27d5cuXAeDJkye2trYA0NzcvG3bNhqNtnLlyqqqKoHQq5oCgaC4uFheXp5Go7m6ura0tADAqlWr6uvrAYDBYAzxjJWVFXrG3t7ez89v8+bNXV1dN2/eRINv377N5XLV1NQ+//zz3bt3v9ZaijfzgSvK9u3bp02bJvcSMzOzkpISAFBWVsYerdu3b6uoqACAm5tbVFQUj8dLTU1VV1fv7++n0+kHDhwYGBjANopAILh8+bK3tzdKC/7NIiMj//Wvf125cqW5uVlBQaGsrIy0o6urS15e/uHDhwKBIDo6eu/evTwej8fjqaqqlpWVFRQUfPPNN56enmw2W0tLKykpqaqqSkVFBfcxNTWNiIjo6+sboigcDkdHRyc5ObmlpcXFxcXLywsA7OzsXrx4wePx/P39N27cCACKioqzZ8+ur68PDw/HOG5qanr58uXm5uZ58+YJd+MAAIvFmjBhgoODA5vNtrW1nTVrFs6uU1VVBYDdu3d7eHjweDwWi6WgoAAA/v7+kydPvnnzZlNTk5ycHIfDYTAYqA0AsHTp0urq6oyMjIkTJx4/fpzNZmtoaKSnpxcXF0tLS6O12KVQXV29aNEiADh8+PC+ffsaGxvXrl2bnp4OAIGBgXZ2di0tLWZmZtHR0Twe7/nz5zt37kTnaGpqZmdnV1ZWfvrpp3v37mWz2bq6ukO61DZt2nT69Gk2my0jIzN79mwACAgIOH/+PI/Hq6+vx2t37tw5GxsbNpttaWn597//va+vLy4ubt++ffgrKioq5eXlSUlJqChVVVUmJiY5OTkNDQ1ffvmli4sLm802MjK6ceNGb2/vihUrent7eTyeo6Ojt7e3QCD47rvvtLS0urq6zpw588MPP0RFRTU0NCxfvpzH4929e9fT0xOf95WVlVtbW+/du6ehoYG/6+joWFFRkZ6evnz5cgCwsbHB0YV//vOfurq6bDZ7x44d7u7uAGBoaPj48ePW1lY3N7cDBw4AwJYtW3Jycng8XkREBOooCV6RQ4cOsdlsbW3t+fPnV1VV3bp1Cy+cu7v7vXv3eDxeRkaGuro6AOzateuHH35ITExsaGhQVFTkcDju7u5Hjhzp6+vr6upSUFBobGzk8Xj79u1zc3Pr7OyUlpbGa+fn52dnZ8fj8TgcjqKiYkdHR3R09BdffOHj4zOktU2yZMmS6urq2NjYlStXAsC6detu3rxZVla2fv16fKz5/fffr1y5wuPxKioqFBUVhbvgOjs7paSkmpqa8P4PCgoCACMjoydPnuDz3/79+4U9Qz5h6Ojo/Pzzz5WVlYWFhVu3bkXn6+rqPnv2LD8/n0ajjf9XescnH7iibNy48dSpU+S2Cxcu4MOvpqbmo0ePAODevXurVq3CrYmJiQwGY//+/XJycgDg6OiIg8mVlZVkr1dJSQmDwTh37hzGqaCgIAsLCzycRqPhwy/JypUr8W8GAE1NTQwGg8FgzJgxo7q6Ojk5Gf+6AKCurh4fH19XVzdjxgzcZ+bMmVevXuVyua/2etXU1KirqwcFBa1bt44svHXrFoPBMDMzs7a2BgA1NbWnT58CwN27d/Hs9PT0IiIiACAlJUVZWVm4wtLS0mXLluFnc3Nz7MIuKirCwj179ujo6DAYjFOnTv3www8AcPLkSQcHBwAYGBhYvHgxh8MJDQ01MTHBGpYvX85isZ49e6ahoYElKioqKSkppaWl8vLyAODk5HT48GEAYLFY+BOnT5/W0dGZP3/+s2fP8JDg4GB1dXUajSb8VNvW1obO+eWXX/Lz85lMJvY+AcCaNWvw7Eg2bNhw9uxZPBEMzQCQn5/PYDC8vb3nzp0LAL///juOcAwMDNBoNBaLBQCNjY34Kz///DOLxSIVZf369TitIy8vj6zQyMgoLCyMy+XOnDkzKCiIwWAsWbIEZV5GRgYf9vfv3799+3YA6OnpWbRoET5Es1gsBoNx6dKlX375paWlJT09fcOGDfi7eLkTExMxvJKKIi0tjce6urru2rULADo6OlauXMlgMHR0dMgTj4qKYjAYmzZtMjAwEHbIs2fP8BEBADQ0NHAqRHR0NNkCS0pKYjAYbm5usrKyALBly5ajR48CQH19/eLFi42MjAwNDXHP3t7eOXPm+Pr6MhiMFStWoDHLly/HdBL+/v7Lly9nMBgXLlyYNGlSd3c3qVuikJOTY7FYcXFx2A9Mp9M3bNgwbdo04WZWdnY2g8E4efLkggULhHsCent7N27ceO7cOQaDgU1AAGhvb1dSUmIwGHp6ekM8Y2tri57R09O7ceMGburu7kbnz5079/nz5/X19XivUrwDH76iYDc0cvHiRQzEryrKo0eP6HS6mZnZ2rVr8Rl28+bNx48fh5eKwufz09LSHBwczMzMbG1tSUXBprpAIJCVlX3x4oWwKcrKysnJyQBQUlKya9cuMzOzzZs3T506tba2Njk5mYy5mpqaCQkJTU1N33//vZmZmZmZ2fbt21ksVltb26uKgo9pISEha9aswZKwsDBTU1NLS8uVK1fa29sDgJqaGkbnW7duYbgxNDQMCwsDgOLiYgxVJKWlpRhEAGDDhg2BgYEAkJ+fj38qNze3X3/91czMzNLS8syZMwBw4sQJ7OPq7e2VlpYWpSiamppYoqamlpqa+gZF8fX1nT17to2NjZeXF5vNBoDw8PBp06ZZW1sfOnQIA31lZeXevXvNzMzs7OymTp1aVFTEZDJJadTV1R0yN4xOp2PfWkNDAzatnj9/bm9vj6I7b948APD29ibHzJcvX97U1FRWVrZz507yMtXV1SUlJWET1tTUFE8/Ly+PDDfGxsYRERGDg4MSEhLr1683MzNzdnYuKioaGBgQVpQdO3YAQHt7u7S0dG9vb0FBgbOzM/7K9OnTq6ur8QTx0nt4eLS2tqalpb2qKK2trQDg6urq6uoKAC0tLbKysteuXSOV9datW+bm5hYWFqtWrRJ+4ACAZ8+ekeKhpaWF088ePnyIQfzRo0dWVlZmZmbr1q1Dd23ZsuXYsWPowP/85z90Ot3Z2TkhIQEAOBzOzJkzjYyMzMzMtm7dmpmZCQBycnL4OHXp0qUZM2aYmZmZm5sfOnQIAK5du/aG2SvwiqJYWVktX77cwcHh4sWLg4ODaPymTZvwJpSUlHx11uXGjRvRn/h3Y7PZNBrt2rVreO2EPaOlpYWe0dPTw3ZtbW2tm5ubmZnZpk2bpk2blpaWxmKxyIcGipHygSuKtbW18OQusn9GQUEhLi4OAGJiYjD2KSkp4ewaMzMz7Beys7PDIFJRUYElW7duxW7ZEydO4AP7+fPncVhCIBDIyMgMURQlJaXc3FwA8Pf3x1+JjIz87rvvamtrnz9/TsZcZWXlp0+f4hAolty+fTsrKwtj0BBF6ezsPHnypL29PSoiAEybNg1Hm5WUlLDfWUVFJTY2FgBu3rypra0NAFpaWnfu3AEATU1NDBkkpaWlZD+Yubm5v78/AOTn52NDzd7enpz1ix36J06c2Lx5M16VJUuW9Pf3X7p0iQwZ8vLy1dXVcXFxZPxSUVERVhQbGxucvIR6CQAeHh7YZz1r1qyCggJ0F87+Wrx4cXR0NACEh4ejzD948ODf//43k8lkMplYAgA6OjrXrl0TPikTExNsUpiYmEhKSuLvYm+bm5vbtGnT8ESwk9DDw2Py5Mk4foOPF9iZWVtbm5iYqKurGx0d7eDgkJ+fDwC5ubmkoujr64eEhPT09EhJSWFJbGxsXFzcwMCAtLQ09tjs27cPh+7a29uXLFkCAF5eXtjxwmAwpkyZ0trampubi901APDrr79mZWXl5uaiTlhbW6PblyxZgnK7Z8+ePXv2AACHw8EuJpwiBQCzZ89GfdLS0sLeTpK4uDjySYJsozx48AAfa5SVlTG8WlhYYOekk5MTXiZ8nAIAd3d3GxsbvAMXLFiAVaWmpj548AAAZGVl6+rqAOD48eP4WAMA586d6+vru3btmnBb4VVQUZ4+fYrGGBsb3717FwCmTZuGQyYmJibY07Bjx46ZM2cKK0pfX5+npyd+dnV1xfu/r6/P19fXzs6OnJVOekZTUxM9o6uri/P+o6KiFi9eDABPnz6dOnVqWlpadXX1kP8IxfD5wBVl69atv/zyi8ZLLCws8JEqOTnZ2NhYQ0NDSkoKY25GRoapqemaNWs2b96MTyjbt2+fMWNGUVFRU1PT0qVL+Xx+cXHx1q1bNTQ0XF1d8Tk3MDAQu9EEAoG0tPSQXi9ZWVkZGZnu7u6amppDhw5paGgcPHhw4cKF1dXVeXl5X331FVp14sSJlpaW3t7egIAALHF2di4vL29paVmyZMmrvc9paWnCz1CxsbGrVq3CZ0zs9VJWVkZFuXHjBobIrKwsU1NTPT29zZs3k70fSElJCTkddv369djrlZeXh3GkoKDA3t5eQ0NDU1PzypUrAHDs2DE7Ozu8KosWLWKz2TU1NQcPHkTLv/nmGzabHRcXRz4eKisrC/d65eXl2dnZaWhoKCoqzpkzBwA8PDywG+3x48d0Op3P51+4cAFj7vPnz83NzWtqahoaGo4dO4YOlJKSys/PLywsJCP76tWrh/R65eXlWVlZoSdRGgsLCzdv3qyhobF79+6FCxdyOJzKysrdu3draGjs27dvwYIFLS0tdXV17u7uGhoaBw4cWLBgAYvFSkxMXLt27d69e7FvBwBevHhBXjg3N7fa2loejxcaGqqmpqahoWFnZ5efn8/lcpcsWdLQ0AAArq6u+BTS3t6+aNGi7u7uqqoqV1dXDQ2N/fv3z507t6GhgcVi7dq1C+v09fXt7OxMTk5GvaTT6d7e3gCArgaAXbt2kcaUlZWhACBJSUm6urqmpqZWVlZkJxUSFxdHNmXU1NRQhKKiolD4MzIyzMzMVq9e7ejoiLeWg4MDRurKysrFixcPDg6Wlpba2NjcuXNncHDw1q1bWlpaGhoaVlZWGRkZADB79mxNTc3BwcHy8nL0qpqamre3N5fLDQ8PJ9vT/f39O3fuHDJrgFQUNMbIyOjSpUt8Pj8oKMjZ2Rmvpq2trYaGxo4dOyQlJYV7vbhc7oULF9B1Tk5OTCbzzZ6h0+noGW1tbWzXstns33//HS86jUZ7/vw5m83+/PPPqQnE78YHrij19fUJCQnRLyFvOADIysqKjo5+9uwZmU44Pz8/JiaGz+fjAHtDQ0NCQkJHRwefzy8pKcHHpdra2ujo6MHBwcrKSgBoaWmpqqrCw0tKSobM2iwpKcEnVgDAIcre3t6amhoOh8PlclNSUtAqUjP4fD6W4F+Oy+UWFxe/2sZPTk4e0iqPj4/Pzs7mcDhozIsXL/CidnR04AQtgUCQm5ubkpLCZDKH9BH39/fjbAUAqKqqwrDV19dHFlZWVqKj8GtjY2NNTQ1aW1xcjNMx29vb0fL09HScYE1OUsBZA0VFReQ/vKKiIjo6OiYmBlskZIV4UQQCQWtrK+nVnJwcnDPa09MTHR3d2dlZW1uL86lI/S4vLx8SpAQCAZPJTEpKqqmpIUeJqqqqcJy/oqICJ5hWV1cnJSXxeLxly5bhLw65TD09PZWVlY2NjfgADgADAwNpaWnClwl58uRJdHQ0tkt4PF5xcTFe9/r6epyRJVzIZrOjo6M5HE51dTVe/e7ubqwTd+ju7sb2bnV1NfaeFRcXYxdQXV0daUxxcfGQeRbJycmpqakDAwNDkmSTFQJAWVkZDjt3dnaSl6mgoABvfrxhampq8FzwJsSbv6qqCjshASAuLi46Opr8mp+fn5CQgLs1NTVFR0c/efIEN7W2tpLG9PT0/PzzzzgRi0RaWprJZJL3TGVlJY4YAQA+/6HN0dHRaJ7wXC/k6dOnwsYMxzPC90x/f390dHRbW1tDQ0NnZyefz09NTc3JyQGKkfOBK8qHR0lJSUhICPm6xjDZv3//1atXq6urr1+/jo2qP5KKiorIyEhyrOUP4NixY4GBgSwWrOjgcgAAIABJREFU68GDB0Oe1kmuX7++f/9+FouVl5e3atWqd35Bb6woKyu7devWH+nV/56BgQFyyjIANDU1FRYWamtri3fZoffRMx8Mubm54/+l7P7+/uE/MRAAcPzYjpZRoK2tra2tbTRqHibNzc3y8vIqKiqNjY0jOrCmpsbExGTevHnq6uojPbalpaW9vb21tXWkR5GoqanJysrW19e/cw3DobW1taOjAz/X1tbiCLyCggKLxXrt/vX19Z6envPmzZs7d256ejqbzR5V88SOpqYmjUarra19657CnhlzGhsbSVe7u7vPmzcvLi5OvM4fkWfa29vF+NMU6enpNTU1Y23FW6irq0tLSxvOnkBms8/Pzy8oKMgXK6mpqSkpKeKtc6QUFxeXlJQwmcwRHcVkMotfMtJj8/PzMfPzSI8iQZuLioreuYbhkJOTEx8fj5+Fz1fU7xYWFgrvI/a7ZbQZvleFPTPmCLuavEzidf6IPJOQkCDGn6ZISkrKzs4eayveQk5OTlJS0nD2hFHt9WKxWDh88mcjLy9v/OcTHRgYoNbjey2UZ0QxMDBAjZeIlw+z14taZ168UOvMv9dQnhEFtc682KFG5kcApSjjGSpuioLyjCgoRRE7lKKMAEpRxjNU3BQF5RlRUIoidihFGQGUooxnqLgpCsozoqAURexQijICKEUZz1BxUxSUZ0RBKYrYoRRlBFCKMp6h4qYoKM+IglIUsUMpygigFGU8Q8VNUVCeEQWlKGKHUpQRQCnKeIaKm6KgPCMKSlHEDqUoI4BSlPEMFTdFQXlGFJSiiB1KUUYApSjjGSpuioLyjCgoRRE7lKKMAEpRxjNU3BQF5RlRUIoidj5MRTnptXs07KipqfnT5vXCZSLHM4ODg1R0eC2UZ0QxODhI5fUSL7m5ua8uEjje4HK5I8vrdfSIS+UokJOTk5WVNRo1j3NSUlKKi4vH2oq3UFpampCQUFFRMdaGjDtevHiRnJxMeeZV0DNjbcUHRUpKSklJyVhb8RZKS0uHed3/v6JUjALZ2dlZWVmjUfM4JyUlpaioaKyteDssFmusTRiP4P+nvLx8rA0Zd6BnxtqKD4rk5OTxHytKSkqGed2B6vUaDd6LXi8KUVC9XqKger3EzofZ6zXaI/MCgaC/v/+tQ51cLvfVVeJFIRAIcM32kdLV1cXn8/l8/rsdPhyGPzLf39+PCz62trbiMgl9fX349bWa1NbWhlvJEvJw0nWdnZ1YggutC4OL0re2tpILzQJA60veUPKnghqZFwU1Mi92PsyR+dFWlK6urtWrV7e3t795fyMjo8zMzGFWXlxcrKen9w5Wbdy4sbGxMTk5ef369e9w+HAYvqKsWrVq0aJFNBqNRqOdOXOmpaXF1tYWv5qamrLZbHJPHo+XnJwsLS2NW0NDQ3t7e4uKiuTl5bHE19e3u7u7pqZGXV0dSzw8PITN6O3tvXTpEu0lmZmZvb29t2/fJkuePn3a29sbFxdHlty4cYPD4YjfQeMbSlFEQSmK2KEUZQSQitLe3i4pKYmrEL8BOTm558+fD7PygoKCpUuXvrNt9+/fV1ZWfufD3wypKPX19bhSpijmz5+fmJjY0dHR0dHB4XA2bNjg5+eHX69evfrbb7+Re9bU1MjJybHZbNyqp6cXFhamqalZXl6OJebm5hcuXNDT08vIyMASR0dHT09Psobr16/r6+vjpvr6ejU1tevXr69atarjJWpqajdu3FBTUxMuefbs2Sh5adxCKYooKEURO5SijABSUTo6Omg0GipKQUFBamoq7nD58mUfH5/ExET8qqqqmpOTExAQcP/+fbKSe/fu+fj43LhxA7+mpqY2NzfHxMTExcVpa2uz2WwfHx8Wi0Xu7+fn5+Pjw2QyyZLz58/7+Pikp6fj12fPnvX29kZHR2toaGDJkydPfHx8rl69il+zsrIaGhqio6P9/Pze7cRJRUlMTDQzM/Px8amvr391t4SEBBcXFx6PR5aYmJhcvHgRP9+5c2f16tXkpurqamlpaTLM6enpBQcHr1y5kmz5WVhYBAQEaGlpvXjxAkucnZ0PHjxI1hAeHq6vr4+fuVyukpJSeHi4pqYmucPKlSuvXbu2cuVKskRFRSU2NvbdnPD+QimKKChFETuUoowAYUWRlpbm8/lFRUVGRka3b98WCARBQUGWlpbW1tYbN2589OgRAKxcuVJHR8fe3t7KyurWrVsAEBkZaWVlZW1tTafTIyIiAMDU1FRBQcHd3T0tLW3evHlOTk5WVlbOzs5FRUWDg4P79u2zsLCwtrZ2cHBIS0sDAD8/P/yVDRs2REVFAcDChQsrKyvj4+MxmIaFhZmZmeFPBAcHA8C2bdvk5ORcXFwsLCz8/f2FI/4wEe71ysnJsbKy2rx58/bt2wcGBoR3W7ly5dq1a3fs2OHs7BweHg4A69atu3DhAm69deuWjo4OuTOLxVq2bBlZg76+fmhoqJqaGtkzZmlpef78eW1t7eLiYixxdnZ2d3cna4iIiCAbPb29vSoqKhEREatWrSJ3UFVVvX79uqqqKlmipqb29OnTkZ7++w6lKKKgFEXsUIoyAoQVRUlJKT8/39raGiOUQCCYN28ejkWfO3fOxMQEABQVFW1tbQHgzp07ampqAKCgoIC9Ljk5OdLS0gBgY2OzevXq/v7+mpqa//znP7dv3wYAfX39oKCgwcHB0NBQ/GlHR8dDhw4BwNSpU7GEyWTiT8vJyVVXVz979gzbKHfv3m1oaACAurq6BQsWAMCePXuUlZU7Ojp4PN7s2bP7+/tHeuKvjqPExsYeOXJk8+bNwoNJqqqqJiYm7u7u7u7umzdvjoyM3LRpE6UoYw6lKKKgFEXsUIoyAkhF6evrmz179owZM4T7WKSkpGRlZVVUVGbNmrVz504AUFZWLioqAoCQkBADAwMAMDAwWLhwoYqKyuLFi7W1tQHA3NwcWxK5ubnkQIixsfHly5fxh1RVVdXU1H788ceAgAAAiImJ0dDQUFFRCQoKwp2HKAoAeHp6qqioyMnJycnJAYCTk9OZM2cAoLq6mkajvcOUsCGKMjg4eObMGUNDw4sXLwrPFMzJySEV4sKFC3Z2ds7OzpSijDmUooiCUhSxQynKCBCe6yUpKZmamnrixAlXV1cAEAgEkpKSN2/ezMzMfP78OXb9Kysro90RERGoHxoaGsePH8/MzExNTcVN5ubm586dA4D8/Hx5eXn8IWNj46tXr/b392tpaSUnJ8fFxamqqqIqoC8yMzOdnZ2PHj0KQoqC8rZt27ajR49mZmYeP34cFWXr1q2HDx8GABaL9V8qCofDCQkJkZGROX36dEJCwpDdhGsODAx0cnKyt7dHaQSA+/fvk5oHANXV1YsXLya/6ujoMBgMRUVFcpLxhg0bzp07p6amVlVVhSXOzs779u0jDwkNDdXV1SW/KigohIaGqqurkyUrVqwIDw9fsWIFWaKsrPzkyZORnv77DqUooqAURexQijIChOd6zZ8/HwBu3rxpYGBQW1srEAgMDQ0fP37MZDLPnDnz+++/AwCNRgsICEhLSztx4oSjoyMAbNy4MTAwkMlkRkZG7t69GwAMDQ1RKnJycqSkpPCHtLW1GQxGf3+/mppaYWFhaGjot99+i+PqFhYWSUlJTCbTxcXFw8MDAH799dfKysqYmBgFBQUAcHBwOHnyZFFR0dKlS+fNmwcAtra2Bw4cQPvnzZv33yhKTEyMg4NDZWXlq6+GAICLi0tQUFBaWlpaWpq7u/uxY8cOHz58+PBhLPH29t60aRMAlJWVtba21tfXa2trP3/+HLeuXbv27t27pqam0dHRWGJhYREREWFjY3Pjxg0ssbe39/X1FQgETCaTy+VGRUWZmJjgpvj4eBMTk6ioKCMjo7SXGBoaPnz40NDQkCzR09NLSUl5h0v/XkMpiigoRRE7lKKMAFJRenp67O3tu7q6BAJBQEAATmfq7e3V09NTUlJyc3PDzhwXF5cVK1YoKSm5uLjg/1kgEDg4OCgpKdHpdIzsR48evXPnDgBUVFQ4OTnhD7m7uz9+/BgAampqlJSUvL29z58/jyP5TU1NWlpaSkpKp06dwjodHR2bmppyc3Oxq00gEOzYsUNFRSUhIWH79u0A4Ofnh+MxTU1N9vb2rxWDN0MqCo/He8PAPpfLtbW1VVJSUlJS2r9/v0AgEAgEu3fvxhIHBwc02M3NDbueKisrlV6CTYeWlhZNTU0suXbtmkAg4HA4BgYGWBIQECAQCHg8noODQ2NjIwBERUXhJmVl5ZqaGgBITk4m6ywsLASAoqIismT4k7k/JChFEQWlKGKHUpQRQGWzp3gfoRRFFJSiiB1KUUYAi8X60+b16u7uHmsrKN4RKq+XKKi8XmInNzcXp7yOZ0ac1+vIYeeCgoLCwsICsZKWlpaamireOt8LkpKSsrOzx9oKinckLy8vMTFxrK0Yj+Tl5SUlJY21FR8USUlJOTk5Y23FW8jNzR3mdf9fRTl+bAd7FGAymQUFBaNR8zgnPT29qqpqrK2geEfq6uowNcNYGzLuqKurS0tLG2srPijS09NZLNZYW/EWamtrh3ndger1Gg2oXq/3moGBAarX67UMDAxQvV7i5b3o9erv7x9f2ex5PF5ZWdk7pDN5Z+rq6pqbm4e/f1lZ2TvMEi4pKcE5VEPObsjIfEtLS1NTE/n12UteXRehtrYWN5E5mJubm7EkOTkZSzo7O7Hk1RdcACAvLw+3knMiiouLsYTMdVZZWYklw79LOjs7yddcAGBgYKCsrGzI2DWTyYyPj8eaa2trX2sMCY/HI/1Auu5VzyQmJmLJqzMdhuOZ/v5+ss5hnilQI/OioUbmxQ41Mj8ChLOwLFmy5I9cb2PTpk3Hjh0b5s58Pp9Go5WVlY30V7y8vB4/fszlchcvXiwc8oQVpbGxUVFR0dvbGwD6+vpCQkJUVFRUVVVVVVVPnjwpLHvFxcVOTk64SUdHJy0traqqavfu3ViipaUVGxtbW1vr6emJJSoqKjdu3BAWwrS0NCMjI9xqbW1dXFxcWFhobm6OJevXry8oKCgpKbG1tcWS3377jcza+WaioqLw9R0E3/0UTlPG5XJ//vlnRUVFrPnWrVv4ggtpjHAO5vb2dn9/f9WXBAUF1dfXh4WFkZ45depUXV3d/fv31dTUsMTNzQ2nOyMVFRW7du0S9kxNTQ3pGVVV1Tt37tTV1Xl7e5MlDAZjmMugUYoiCkpRxA6lKCNAWFGWLl36BysKviE/TJYuXfrOHXRNTU1Llix5raIUFBTs2LFj/vz5/v7+AFBeXi4pKUnuhoGP/Ork5IQJBQCAyWSqqamdOnUKE50BAJvNVlRUPH/+POanAQCBQLBgwQJhTZKXl4+Li8PPvr6+Tk5O1tbWZE7lGzdubNiwYceOHSdPnsSS5ORkWVnZt55gc3PzgQMHzp49S5bU1dVJS0sPSXw5d+5c4fY7mZMNjTE1NSU3PX/+XEZGRnjPkJCQZcuWkSUaGhqXL1+WlZUl9dLIyAhzJSBHjx61sbER9oy/vz+ZY4bP58vKyjIYDOGMMlJSUsIZqd8ApSiioBRF7FCKMgJem80+KioKw6ivry+O5MTHx2Oy+gsXLpSWlnp5eQFAdnY2nU6n0+mYxrGkpCQyMjIzM5NOp5eUlGD9TU1NdDo9JibmwYMHZLJ6xN7ePiAgwNfXd+PGjWThvXv36HT6xo0bMRQmJSU9efLk9u3b8fHxq1atysvLo9Pply5dIvffv38/nU738fEhS7y8vOh0Or57DwARERHp6el9fX3S0tKvVZTc3Nz79+/v27fv+PHjAFBZWbls2TJyscVVq1ZhOmRk586de/fuxc9ZWVm6urq+vr729vZYUlNTo6mpefny5bVr12JJT08PjUZjC63Kpaamhm96AoC3t/fOnTsdHBwwDRpau2nTpn379qGHAeDZs2cqKipDrhqbzUbPk71J6enp5FI0oaGhdDqdyWQqKSkJK8qZM2eEJQcA1NXVo6OjSWNIAQCA1NRU4VwvampqERERysrKpGfWrFkTGhoqnKtfOCszAJw6dQoTCpCeuXjxIuYbBYDu7u6VK1devXpVeDkAWVlZMuPZm6EURRSUoogdSlFGwBBFAYCnT58aGxunp6cLBIK5c+fiP9zT0xOXU5SSkpozZ86dO3eSkpIsLS0DAwMDAwNtbGwaGhrS0tK++OILR0dHPz8/Op1eVFTU3NxsbW3t5+e3Z8+eSZMmYTZ4kp07d86fP//kyZNeXl4uLi4AcP36dXt7+8DAQG9vbwcHBwBgMBjffvvtnj17MAXLihUr/Pz8tm7diikmd+/e7e7uHhgYuHv3bnyo9/DwcHV1DQwM3L9///79+wFAX18fw6goRUHs7OwwiKOikMMGI1IUFos1RFG6u7uHKIq6uvpIFUX4KR4AampqrKys0PMWFhYoCfn5+diAuHjxIl4CFRWVOXPmCC/hPGvWLHV19VWrVmlpaWHofwdFIT1DKgq5evEbFAU9I6woXV1dlKKMBpSiiB1KUUYAqSidnZ2Kioo3btwwNDSsrq4GAIFAICsriwkiyb6dFStWYIIvNpuNGUEAQEpKqrS0NDMzU0pKikwo+fTp04qKCsycWF9fv3z58rCwMOGf3rJli4WFBY/H6+7uxpRie/fuxVxhnZ2dP/30EwAEBwcrKytjr5GUlBRmXvHx8UF5y87OxivNYDAwQS8ucQgAHR0dubm5ALBhw4aLFy8KBII3K4q9vf37oigFBQVLlizBz0VFRfX19a2trcbGxjhTwMrKChtb169fl5SUFM5Po6Sk5OfnFxUVFRUV5ejoyGAwTExMKEX5wKAURexQijICSEXhcDgzZsyYM2eOgYEBTuN5raIoKyvn5eUBAJfLDQsLo9FoK1asmDRpUkNDw/Pnz8m865qamgkJCVVVVWTuYUtLS+HeKgCws7PDwfCKigp8vvbx8fnuu+9oNJq0tDSGM2wAwctud+xeO3XqFHaU9fT06OvrL1u2bP78+RYWFgDQ29traWlJo9HWrl2LY7wfnqLw+fy0tDRcZJ7BYAwMDHR3d8+cORObI46OjpiVubW1VU5OTrjXS3jQe+/evW5ububm5pSifGBQiiJ2KEUZAcJtlKVLl3Z3d/v4+FhZWcHLUWWcU+vv749BXFlZGfvuGQzGmjVrACApKWnWrFnV1dXJyclk3nVNTc3ExEThNoq8vPyQNoqdnZ2vry8AtLa2Dmmj8Pn8+Ph4AAgICECp4PP5y5Ytw7lepLzJyMikpaX19fVt3rwZg3hBQQFOLnjy5ImioiKMXFHKy8sXLlxIlquoqOCKYYiDgwOZfL60tFRFRcXLy4uMm52dnfLy8gEBAYaGhuQh8+bNEx6Zl5WVJZdYPnv2rIODA51Ov3btGpbcvn3bzMzMxcXl9OnTWJKRkSE8Qg4Avb295JRiAwODCxcuMJnMtWvX4nOAlZUVzqDr6uqSlZUVVhThich79+49cOCAvr5+UlISacy6devIHZKSkrAXFJGXlw8ODha2REND49KlSzIyMmRYNzIyEh6nOXz4MDlChp45d+4cOTIPADIyMpcvXxbWS0lJSbLh+2YoRREFpShih1KUESCczX7WrFk8Hi82Nnbt2rVpaWmY8ffIkSN+fn6ampp0Oh0AFi9ejLH+2bNnOI5iZ2c3ceLEmpqa+Ph4MuLIyso+fvy4ubnZxsYGx1GmT58uHJoBYOPGjWpqan5+fkePHn11HAUf/L29vTEG8fn8OXPm4IC/p6cnxj5XV9fDhw/7+/vPnz8flxU5dOjQnj17AgMDDxw4gOu34ziKQCCYOXOm8OKMQxTF3NwcF5RsamqytbX18fHx8/PDAaGsrKy2tjZcAjk4ONje3h43ubu7Hz169OHDh7a2tlhy7Nix/fv3x8XF4Vn7+fmdPn0aMzozmcyYmBgA8PDw2Lt3L27dsmVLcHBwUFDQ9u3bsWTnzp2BgYFhYWFOTk5Ysn//fuEluQCAxWIJj2BFR0dLSkpWVFTg1gsXLjg4OKB5P/30k/ArODt27HB3d8dq7e3tb9686e3tLWwMzna7c+dOfX39ixcvrKys/F6yadOm58+fOzo6kp6xsbFJSEjAaWlYYmVlFRsb29fXFxkZOTAwcO/evY0bNwp7JjY2VtgzLi4uiYmJ5D5YZ11d3XDuW0pRREEpitihFGUECPd6eXt7Y8fIgwcPMIACgLOzM51Ot7Ozw3Xm/f39cZQFALKysnBO0dWrV9lsdnV19fnz53FTUFAQdl/09/fT6fTY2Fg7O7shvV7R0dF2dnZ0On3r1q1kITnXCxf6TU5Oxoz3AoHA19cXp6LFx8dHRkbi/jt37jx48GBJSQm52PCQuV7h4eE4y8Db25vD4ZA/NERRbt68Sc6j7ezspL8EF6ysr68nJzrfvHkTN5HTiGNiYrBky5YtWJKRkYElNjY2eCIJCQnkCpVHjhzBraRDfH19sQTHqAAgODgYS4bICdLc3Ixb09LSAODMmTPC077DwsLodLq1tfWrr/vs3r0bDySv7+HDh4cY4+XlVVpaCgC1tbWkHzDQd3R0DPHM4ODgpk2bsATfm+ns7PT09MSzfoNnyEv84sULss7hT16nFEUUlKKIHUpRRsCoZrOvra0lxwP09PTIkDoeoLLZv9f09/dnZWWNtRXjkf7+fkpRxEtOTs74z9jU19c3YkURjAKoKKNRs0AgaGtrO3nypIqKioqKyqFDh2pqakbph96B3Nzc9vb2sbaC4h3p6+vLysri8/ljbci4AyPLWFvxQZGTk9PZ2TnWVryFnp6eYV53ILPZZ2VlZWdnZ4mV5OTk5ORk8dZJkpubm5mZefr06dOnT8fFxRUUFIzSD70DiYmJ6enpY20FxTuSkZGRkJAw1laMRyjPiJ33IlYM/7r/r6KcOL6TMwqUlZWVlJSMRs0ImaJjcHBw9H7lHcjOzm5ubh5rKyjekY6OjoyMjL6+vrE2ZNzR0dGRmZk51lZ8UGRlZbHZ7LG24i20tbUN87rDqI6jVFdXk9OE/lTk5uZ2dnaOtRUU7wiXy82ixlFeB5fLpcZRxMt7MY7CGcmMjPdsZD4pKYnM6zVuGenIPPlaIgA8ePDAy8vLy8sL388Xhsfjeb2EnAjr7e2NJaRbzp8/jyWvhkUWi4WbTp48iZ2era2tZJ340gmHwyFLcP7bnw0ONddLBCOKLBTDgZrrNQJGQ1H09fXJF/TGLSNSFDqd/vPPP+Pnmzdvbty40d7e3t7e3sbGRjhZGU6ctbW1xa07duzIz8/38/Mj93dycsrKymIwGDY2NvYvEV4XpLCwcNu2bVi+cePGkydPFhYWurq6kjsfOnSIyWR6eHiQJTt37vwTrplGKYooKEURO5SijIDRUBRzc3PhrObjE1GKsmfPHjKtCHLw4EFTU1Mykbu2tnZISAh+fvTokXCqkqqqKnz5H1m1atXFixeFMxmbmZn5+PgoKiriImAA4OzsvGvX/7+yV65c0dbWJr/KyMhcuXJFWVmZLJGVlQ0JCRHOby8vLy/cfvqTQCmKKChFETuUoowAYUVpbm5WUlI6cuQIg8HA9906Ojp0dXWVlJQ8PDzw3ysQCIyMjCwtLR8+fIgvmXO5XHt7eyUlJWtra9znfVQUDodz8OBBeXl5BoPBEXoREgDi4+OLiopI5Vi/fj2ZverWrVs6OjrkniwWa9myZWTiE319/dDQUDU1NTKvl6Wl5fnz57W1tcnsVc7OzsLvMEZERJB5Snp7e1VUVCIiIshsaQCgqqp6/fp14cwlampqT58+/W9c8T5CKYooKEURO5SijABSUbq6utasWZOamspgMCZPnozZBjGvBpPJPHToEOazMjMzCw8Pj4mJ+fHHH/X19QFg+/btDAaDyWQGBwdbWloCwIYNG94jRent7Q0JCVFWVj537tyQFVxISkpK5OTk8DOlKOMBSlFEQSmK2KEUZQQI5/WSlJTkcrkCgcDOzg4XF+nr68N3ShwdHTExraysLNrt6+uL+RC5XC6TyczMzPTz81NSUoL3TVEwj1l4ePgbpn4xmczly5fjZ0pRxgOUooiCUhSxQynKCBiy4hbGvkOHDmHSqsTERC0tLQ0NDSkpKUzmqKys/Pz5cwB48OABxr7c3Nx169apqqoqKSlh7Hu/FEUgEDx+/FhLS8vNze3KlSuv3ZlSlPEGpSiioBRF7FCKMgKE2yhz5swBgPr6ellZWUwyOH36dExeq62t7eTkBACLFy/GNIK//fYbJpBfunQpZiPetGmTmpoavG+KQnL27Fl9ff3Dhw+/OvdcWFHWrFkjPDKPzTJk+CPzuNALUCPz7wqlKKKgFEXsUIoyAkhF6e/v9/HxsbGx2b59u4KCAipKUFCQhYWFi4uLgoICLkkSHh5uaWm5ZcsWLS0tXEgxMjLSysrKwcFBU1NTQUEBAAwMDMgcuuMWUXO9/Pz8Xu3+ys/P//XXX/HzvXv3rK2trV6Cr6T4+/unpaV1dnYeP37c0tISN+3evZvJZAYGBpIlW7duzc3NvXr1Kllib2+flJTE5/OPHj3a0tJSVFTk4uKCmywsLLy9vYuKig4cOED+3JEjR4qLi48ePUqWuLq6ktmg/zxQiiIKSlHEDqUoI2DI7GF/f/+UlJSjR4+SD84BAQFRUVFNTU0ZGRlYEh4efuPGjaioKD09PSy5devWhQsXuru7cfmmtLQ0XBprPDOi91E6OztjY2PJr0+ePPHx8fHx8bl37x6WPHz4EBe7FAgEvr6+uJWcIhwYGIglpKuvXLmCJbggJp/Pj4yMxLu2rq4ON/n5+eHO7e3tPi/BeWgo/8iQuc5/EihFEQWlKGKHUpQRQGZh6evrs7e353A4AoHA2dnZzc3ttfs7Oztj6Lx48aLwkn/vHXl5eeP/LqEQBZWFRRRUFhaxk5ubK7yi9vhkxFmxdtHqAAAgAElEQVRYThzf2TsKvHjxori4uLe3t6urKzY2VlJScsGCBTt37qyvr3/t/oWFhcrKygsWLDAxMamurh4Nk/4YsrKyGhsbx9qKt9Pf3z/WJoxH2traMjIyenp6xtqQcQdmDBxrKz4oMjMzm5ubx9qKt9Da2jrM6w5kNvvs7OycnJxssZKSkpKcnIyfCwoKYmNjY2Ji0tLS8vPzX7s/k8mMj4+PiYlJSkoqLCwUrzF/JJiheqyteAuZmZlJSUljbcV4JDMzMyEhYaytGI9kZmYmJiaOtRUfFImJiRkZGWNtxVvIyMgY5nWH9y4Ly3vBe7GGI4fDyczMpEYLXoUaRxEFNY4idqhxlBFAKcp4hoqboqA8IwpKUcQOpSgjgFKU8QwVN0VBeUYUlKKIHUpRRgClKOMZKm6KgvKMKChFETuUoowASlHGM1TcFAXlGVFQiiJ2KEUZAZSijGeouCkKyjOioBRF7FCKMgIoRRnPUHFTFJRnREEpitihFGUEUIoynqHipigoz4iCUhSxQynKCKAUZTxDxU1RUJ4RBaUoYodSlBFAKcp4hoqboqA8IwpKUcQOpSgjgFKU8QwVN0VBeUYUlKKIHUpRRgClKOMZKm6KgvKMKChFETsfpqKcOrlnNOxoa2sj16z9U4E5/Mc/uHYAxatQnhEFrrJKIS5yc3MxZe94pr+/PycnZ5g7EwDg7uYYPAqcO3fu7Nmzo1HzOOfMmTMXLlwYayvewuXLl0+fPj3WVoxHKM+I4vLly0FBQc3NzU0UYiItLa2qqmqsrXgLLBYrLS1tOHv+r6Ls3mVtOAr88ssv06ZNG42axzlffvmlgoLCWFvxFjQ0NCZOnGhgYDDWhow7KM+IQkND46effioqKioqKiqkEAdJSUm5ubljbcVbyMvLwxVG3gqMaq/XsWPHXF1dR6PmcY6mpmZubu5YW/EWWltbly9fPtZWjEcoz4iitbVVTk5urK34oMjNze3r6xtrK94Cl8sdWa/XKI3MHzx40NnZeTRqHueoqKgkJCSMtRVvoby8XEZGhsfjjbUh4w7KM6IoLy+XlZXl8/ljbciHw4c5Mi9KURITE2VkZH7//XcAGBwcVFZWNjMzG74dI1UUJycnGRkZQ0ND/Hru3DkZGZnly5fX19cP53B9ff3Vq1cPf4pOTEyMpKTk1atXh2/hMHlVUaKiolRVVZlMJgCUlZWtWbNGS0sLv1ZUVKirq8fFxV27dk1SUvL58+cAoKCgYGFh8V+aceXKFRkZmZSUlNduHe24yeFw7t+/r6ioqK2tnZSU9B4FaGHPeHt7y8jIYHO+oaFhy5Yt165dg5f3altb23AqbGlpkZSUdHBwAICurq5Tp05pamoeOnRIUlJy+/btAODp6SkjI1NZWTkiO588eSIpKRkeHj7C83t3KEURO38uRbl58yZBELNmzcKpLwRB/PTTT8O3Y6SKIiMjQxDEt99+29zcDACWlpYEQRAEUVZWNpzD//nPf3722WdvVRQmk3nx4kUAiIqKmjJlyvnz54dv4TB5VVEeP3781Vdf3b17FwDCw8PxvC5cuAAAsbGxX375ZWJiYlBQ0JQpU2JjY/l8Prr9vzTj4MGDBEFERUW9duuoKgqfz3d3d3dyckpMTIyOjqbT6QEBAWKcjzs4OHj16lWUZLEj7Bk7OzuCINLT0/l8vrW1tZKSUl1dHby8VxsbG4dTYVNT05QpU4yNjQHg6tWrf//73+/fv19UVDRlyhRLS0sAMDY2JggiLy9vRHbeuXNnypQpeBf9MVCKInb+XIpy9+5dgiA+/vhjLy+vwcHBL7/8cuHCheTW8vLyhISE/v5+UVWPVFGUlJQIgjAxMWEymd3d3Z6enl999RVBEDgZl8fj5eTkREdHk/MXe3p6MjMzi4qKqqqqent7p0+f/t133wFAU1NTVlbWwMAA7vP06dOsrCw8JC8vb+bMmRMnTkxJSWltbY2Pj8cAUVBQkJ+f397eXlBQ0NnZSZrU2tpaWVlZX1+fmZk5zAdSeJ2iVFZWzpkzx9/fHwCOHDny2Wefff755/v27QOAK1euzJw5s7y8vLa2Nj4+vq2tra+vb8KECYsWLcJjOzs7ExISYmNjUWi7u7uzsrJaWlrgZf8mtuF6enoSExNjYmIaGhrwwCNHjhAEce/evRcvXrBYrCEBfVQVpbCwcPr06ZcuXcKvBw4ckJKSwviLrmaz2fn5+R0dHQMDA8XFxZWVlRinampqoqOjY2Ji0tLS0tLSyOBVUFAQGxuLl6a9vd3V1fWvf/2rs7Nza2ur2I0X9sy2bdsIgkhNTT179qyCggL5cKOsrEwQBE5uGRgYyMzMjI6OFn77qqSkJDo6GpsdAwMD8fHxpaWl9fX1q1evJgjiypUrfX198fHxKIoWFhYEQZSUlAwMDKSlpXV3dwNAR0dHfHx8bGwsOQV/cHAwNTX1yZMneCuy2ez4+PhhtuDF5RlKUcTLn1FRZGVlf/vtt5SUlMmTJ6OiCASCiIgIOp2+bNmygwcP4h/gVUaqKIqKih999NG+ffvOnz///PnzvXv3Ll26lCCI6upqDofz8OHDvXv36urqrlixAhsZKSkpBEEoKytfv369rq5uxowZ06ZNa2ho0NXVtbW17erqamtrc3FxkZKSUlBQiIyMFAgEnp6en3766UcffeTq6opn5+PjAwDTpk378ssv4+Pj9fX1TU1NMVLU1NTQ6fSjR49u2rSJIIjg4OBhnsiritLf3z9//nx9ff2urq5Vq1YZGxtbWloqKSl1dnaam5vPmDEDAE6dOkUQxMOHDwGAVBQWixUeHm5hYaGqqqqjo5OXl/fixYvvv//+6NGjAJCdnf31118HBwc3NjZev37dxsZGQ0Nj1apVcXFx8FJRjh075unpuWLFiuTkZGGTRlVR/P39J0yYkJaWhl+vXLnyj3/848mTJwDwn//85+uvv46OjjY0NDQ2No6MjDxy5Ii8vPzjx48B4N69exoaGhoaGp988smiRYu4XK5AILh79+7y5ctlZWW3bt3KZrMLCwvnz59PEMS8efNG44W7VxVl165dn3322ZYtW8h9UFHa2tq6u7ujoqJ27Nihp6enrKwcERHR398fHBy8evVqHR0dRUXF69ev19bWEgRhbGz85MmTqVOnEgSxatWqvLw8giD09PTgpaIwmUw3NzdVVdWKigq87ubm5itXrtTV1c3Ozu7q6jpw4ICmpqampqaOjk5JSQl2IeAN/MdAKYrY+TMqytGjR62srLZv3/6Pf/xDSkoKAKqqqiQkJPz9/Wtra7///vvIyMjXHj5SRVFQUPif//mfU6dO6enpHTt2zNLS0sDAgCAIFovV1dWVlJTU399fWlo6f/78f/7zn/hgSBCEra0tHv7TTz9NmjTJ1dXV1tYWXxo6e/bspEmTBgcHb968+eOPP1ZVVQHAwoULP//8cwC4ffs2QRDe3t547GeffdbW1nbp0iWCIG7cuAEABw4cmDZtWm1traurK0EQISEhwzyR147Mm5qafvXVVzExMVOnTg0KCrp8+fKUKVOePn363XffYVjx8vIiCOLBgwcgpCgFBQUFBQUcDufevXsfffSRqampQCDQ0NAwNzcHgLCwsKlTp5aVlb148SI3N5fL5cbExPztb3/T0tICgKNHjxIEce7cudbW1okTJ27YsEHYnlFVFDqdThAE2TSMiIggXf3jjz9+/fXXXV1d6GpPT8/+/v7vv/9eU1OTPLy0tHTp0qWoQDU1NdOnT/fw8ACA2bNnnzx5EgBu3LhBEMRojIHB//WMs7MzQRALFiyYP3/+zJkzyXYqqSgtLS3Jycn9/f1FRUXTpk2bOXPmixcvpk+fvnLlSg6Hgy9wVFVVEQShqqoKLyWKxWK1t7cTBKGrqwsvO3j3799vYmKCd2lubi6Tyezr68O71MHBITk5GZ8PAODw4cOJiYnoBPTqHwOlKGLnz6goAQEB2dnZ8+bNIwhCWloaAAICAj7++OPY2FgAmDhxora29msPH6miLF++fOLEiXfv3l2yZImmpqabm5u1tTVBENh1kJyc7ODg8PDhw8WLFxME0dXVlZ2dTRDEjh078PA5c+YQBPH1118fPnwYS7S0tD755BMrKyvsTwsICACA+fPnf/bZZwBw584d8hHv559/njJlCryMfTi4Mm/evB9//BEAGAwGQRChoaHDPJHXKsrNmzenT59ubm6OfVwVFRUzZ87ctm3brFmzsOYTJ0682kYBAH9/f3d39+DgYGwvAsCRI0f+/e9/5+Tk6OjorFy5EmcfXrp0ad++feHh4Z988sn8+fPhpaIkJiYCwMcff0xWiIyqopw+ffqTTz7JyMjAr6GhoRMmTLh//z4ASEhI/Pvf/4aXXg0LCwOAKVOmYCEADAwMGBgY2NvbY+TCm1BGRsbCwoI8tbCwMHIgSuy82kY5fPjw8+fPv/zyS/KpQrjXKyYmZsuWLVFRUTNnzpwwYUJtbe2ePXsmT55Mo9HOnDnT2dnZ1NREEISGhgYAbN68mSCIoqKi1tZWso1iZWVFEMSECRMMDQ3JzklfX19PT8/Lly8TBKGpqdnQ0LB69epvvvlGXV39zp07ABAZGUm1Ud53/oyKcvr0aQBYs2YNQRBLly4FgGvXrn3yySePHj0CgC+++MLKyuq1h7+Donz66adMJlNWVnby5MkxMTGoKI2NjTU1Nd9//72WlpZAINDR0SEIoru7GxXFxcUFD58xY8bkyZPXrl0rISGBUwnWrl376aef+vn5Xb169c6dO0VFRQAwZ86c1yrK5MmT4f+GquXLl6OiXLhw4b9XlLy8vO+++27ixIlLly7t7u7mcrmKioqTJk2aMmVKUlISiFCU4ODgv/71rwwGY3Bw8OOPP8b3JDIyMr777jtHR8epU6fiTLxbt25NmDDB29tbIBB8/vnn2DmJivL06VMA+Otf/yojIyNsz6gqSnZ29g8//EBOQ3J3d58zZw72+EtISHz//fcAgLESY/S33347ffp03NnLy+uXX37Jz8/HrzExMR999JGxsTGDwbh16xZONLhy5QpBEOQ4jXh5VVHw76Srq6upqcnlcuGlovT29hYXF0+ePHndunUAIC8v/5e//KWrq6u3t/fRo0cHDhz44Ycf1q5dW1pa+mZFwSadtbX1pEmTbt++DQAXLlz4y1/+Eh4e3tfXh127ANDQ0BAaGmpjY/PNN98EBARg84VSlPeaP5ei3Lp1i2xoR0dHEwQxZ84cAGCz2TIyMh4eHs+ePZs9e3Z8fPxrDx+pouCoSXNzs62t7bRp0zo7Ow0NDQmCaGhoqK+v//rrr9evX9/Z2YltlO7ubuz1cnJywsO//fbbKVOmtLW16erqGhsbczicu3fvTps2LTs7+9GjRwYGBiUlJQAgJSX1t7/9jcPhYDc06uUPP/yAMhMSEkIQBA6hBwQEzJw5MyMjY8uWLf+9orS0tHz33XcEQaipqWGJnp4eQRCfffZZTU0NvBz2wAd5giDmzp0LANg1dO3atfz8fLKN2N3draCg8I9//OPrr79OT08HgGvXrqEQvnjxgiCI2bNnA8ChQ4cIgoiJicEKJSUlhe0ZVUUZGBjYsmWLtbV1WVlZdnb2b7/9duzYMYxE//rXv77++msACAoKIgiCwWAAwBdffIEyU15e/uOPP9ra2ra0tLS2tgoEgpaWFkVFRQcHh87OTisrK7w0OF/uzJkzoxHdhD3j4OBAEATOwL5169bnn39+7949AJCTk0NFKS0tnThx4ubNm9va2n755ZePPvqorq5u9+7de/bsaW1tVVBQUFJSKi4uJghCSUkJAGxsbAiCKCwsbGlpIQgC+yfXrVuH4yhHjhxZsmRJQ0PDxYsXCYK4detWVlYWQRAqKiqNjY1GRkYRERHl5eWTJ08+cuSI8A38x0Apitj5cylKTEyMhIQEdgENDg6amJiQHVw5OTnbt2+3tbW9c+eOqDtspIpiaGj4008/9fT0nD17Ft9KcXR0lJCQqKurEwgEV69eNTY2DgsL09fXl5CQ6O3tLSwslJCQIPu45OTkMOBmZGQYGBgkJCTweLzQ0FBJSckVK1aEhITg4EpycrK0tPS9e/fw7DCiKSoqYpvg7t27EhIS+HDN5/N///13BoOB03Bxz+HwWkURCASbNm0i+7gAIDg4ePr06YsWLcL5coGBgRISEs+ePQOAmTNnrl69GgA6OzsPHjxoY2MTGhoqISGBM1ABAFtvP/zwA0766urq8vT0tLS0DAsLmzlz5qpVqwDg3LlzEhISOCD/008/4eMwyWi/j9Le3h4cHEyj0VauXHn//n3yxeDly5fjZYqMjJSQkMBH8iVLlsjLywNAeHj4tGnTpKSkZGRkVq9ejQ2CsrIyIyOjpUuXbt++HR8LOByOra2tsbExnr54EfaMh4eHhIQE/p06OjqMjIzwljY1NZWQkGhvb+fz+RcvXjQ2No6IiFBXV589e3ZXV1dhYaGVlZWsrKyVlVVxcTGbzZaQkMBxrAMHDkhISJSVlbW3t0tISOAo4Pbt2yUkJGpqanp6ejZs2HD58uWurq79+/fb2tqGhIRISEiYm5sPDg5GRUVpamrKysq6ublhM4i8gf8YKEURO38uRREIBIODg+QNJBAIhAPQ4ODgG6YOw8gVhcfjDQ4OCv8QlpA9y4ODgwMDA8K7CZs3ODiI5cJVAUBPTw+HwxnyQwMDA8KHk8eShQKBoKSkBCNaYGDgxx9/jG+TDAdR78xj5cIlwjbz+XzyZAcHB4VdzeVycU+yMDQ09OOPP96z5/+kzxmy2xsqhD/qzfDu7u4hqVXJU0bzhvh/cHCQy+X29fV1d3f39PSQRw0MDLw6pbC/v380cs4Le0bYhwAgEAjwlhhyZw4MDAjfmbhDd3c36d43XxThA/l8Pk58BwAul4ubyHr6+/tJPwy5//8AKEUROx+mooxSXq8TJ07gKxfvKQwGIyQk5OrVq9bW1kNi95vR0tIihwHETmNjY2hoqKOjo66u7n/zLkJ7ezs2CyiGQHlGFO3t7VTGM/HyYeb12utqu2UUoNFoUlJSo1HzH4OVldWkSZMIgiAIwtTUdNu2bcM8cOrUqQYGBqNkFQ4jTZgw4bfffnN2dn7neiwsLHB4X4y2fRhQnhGFhYXF/Pnzy8vLy8vLyyjEQXJyMpPJHGsr3kJRUVFycvJw9vxfRdm/z85jFFBSUpKVlR2Nmv8Yjhw5cubMmYCAAD8/v2PHjg3/wJ9//tna2nqUrPLy8goICPD19T1x4sR/U8+2bdv+85//uLu7i8uwDwbKM6LYtm3bwoULq6urWSxWNYU4SElJKS0tHWsr3kJZWVlKSspw9oRR7fU6fvz43r17R6PmcY6mpuZIczT98bS1tVF9O6+F8owo2traqF4v8fJh9nqJK5t9f38/jlsir47MDw4OikrZ0tra+obVMWtra9+jBYZfHZnv6ekhh1uFEQgEXV1dY7KkubhG5gcGBoQnPtS85NWT6unpwU2YoAwAOBwOlpC5yAYGBrAE860Ngc1m41ZyMLOtrQ1L2tvbsaSrqwtLXjsNrLa2FreSI+ENDQ1YQk4zEfZMb2/vm6efiJc3/EFeS19f35BZJ8Ohv78f/029vb3Cf9i3Qo3Mi50Pc2ReLIrS3NyspaUlnOl2iKL09PT4+flt27bttdqwd+9ezOw0BD6fn5WVtXTp0q1bt/73Rv4xvKoopqam+J7zEDo6OlRUVMho+FY6OztfG2rfAbEoSldXl4mJSVBQEABwudzHjx/LvCQkJER4slZTU9P27dtx05o1a2pra9va2jw8PLBERUWluLi4o6MDs8fLyMjIycmlpqYKm8disfT19XGro6Njc3NzQ0ODubk5llhaWjY2NjY3N2/evBlLDAwMWCwWefj/Y++746K61rUn3z255xyT3JzkJOaoiVETGyqJqFSpUgQ70i1U6UoRRkBUBEQQBQVBQEC6CEhTQFBQAelIFZDeexnKMMPAzPr+eK/rty+iojKKZp6/mHdt9l7r3XuvZ6/yPu/U1FReXt7WrVuh1Nvbm0KhVFdXS0pKguX8+fOgO0n0jImJCbTuw6CoqGjv3r2zP97Ozs7Z2fltr1JYWHj8+HGEkJGRUWho6Oz/kcMocw4Oo8yM6urq48ePL1q0CEK+AdMYJS0t7dChQ/b29m+7AUxISGh4eHjavtv5jJcZZdeuXVFRUS8fOTQ0tGnTptmrGt+5c+fw4cNzUMW5YJSWlhYHB4dffvkFJAZqa2uFhIQmXmD79u3379/HBx8/fvzMmTNQlJ2draioeOXKFSMjI7BUV1fLyckFBgYePHgQLD09PXx8fETPbN++PS0tDUpdXV1BwC00NBQsN27cMDY2tra2vnTpElhSUlJwMClCqL+/n5+fv6+vD0pVVVVv3LghKytbW1sLFj09vUuXLk3zjIaGxocUzsrNzQWhnVnCzMzMxsbmnS934MABiBidJTiMMufgMMrMSExMjIuLO3LkCOQjAkxjlOzsbHl5eVtb2zNnzoClr68vKyurrq7u8ePH+fn5IAbOZDLPnz9//vx52IDr7++/ZMkSLy+v96zhh8TLjCIvLw+eYTAY0DpI4jQ4OMjPzw+fxkVFRVh9wMvL6/z587hHTk1NHR4evnr1qpKS0vr160G1BSHk5+d3/vx5iOJ+W7w/o2RnZ4eEhJw4cQLCtoFRcKmsrCxx0GlmZubg4AB/FxYW7t+///Lly5CECiHU1NQkKysbEBCA+XJkZISXl5fIKNLS0hD+iRC6fPmyjY2Nnp4eFnoJDw83NDQ8ceKEh4cHWDIyMqSlpfG/9/f38/Hx4WHTgQMHAgMDt2/fjscxhoaGFy9enOYZHR0db29vhNDU1BQIxhQVFRUXFyOExsfHYdxZUVFRVVX16NEjiL68fPny+fPncVXT0tJGRkacnZ2Jg9QbN26AgieoYWLk5ubKy8u3tbWdP38e1jkRQhMTE8RnhkajPXjwoKurKyUlxdbW9vLly8nJyTjOFyFUWloKx+Ouv76+HiwwpdbR0QGPlrq6+lvlB+IwypyDwyivw/79+2NiYvBPIqP09fVZW1vfvXs3Jyfn6NGj8E5WVFQsXLhQU1MzOTlZUVExNDSUTqfb29ubmJiYm5sfO3YsLy/P09Nz0aJF9vb2c1LDD4MZGSU+Pp5KpZqbm5uZmZmbmx89erSgoIBGo/Hx8bFYrPLycmVl5ZSUFBaL5ejoaGhoaG5ubmhoCN3Q5s2bJSUl7ezsdu/evXr1auipXV1dDQwM4DCi22eJuVpH0dXVBW2x2tpaYhJyOTm5aWMUzCj5+fkwRsGM0tDQsGPHjsDAQJwkdGhoiJ+ff9oYBTTKEELu7u4wRgGhSYRQWFgYjFGgMgihBw8eTBujCAgI4OQ3Bw8evHHjhpycHGj9IoQMDQ1fHqNArjCEkKWlJWQQMDExASm5zs5OyIrm5eXFxcVlYWFRXl7u4uJiZGRkbm5uZGQEMtLc3NxycnLm5uYGBgZwm4KDgw0NDa2trcXExIichxAqKytbtWoVbFw2Nzd//vw5lUq1s7ODn8eOHSssLBwfH1+0aJG8vHxUVNTFixe3bt1qY2NjYmICdJienq6lpWVubm5iYuLg4MBgMMrLy+GFgjP09fU9ePAARkIaGhocRvm44DDK66CgoPAqRqmtrcXZutTU1K5fv44QqqysXLFiBWgYKygoxMbGDg8Pb9iwAQ47cuQISIoJCwt/yNXR98eMjBIXF0en00F0BCGkpaUFn/bi4uIFBQWampogl8JisXB2gGvXrsE3u6ioKCwjpaSk4D4XJPcRQhEREfv27XvbSs4Vo+jp6X3ejBIYGHjp0iU89LGysoJBdnd3N5biFhQUhLEOfv5dXV319fURQgICAhAeGxoaCtr1QkJCoMqso6MzbdWkpKTk999/h2bu3LkzLi6ut7d348aNUKqpqQmtW7lyJaQIOn36NF6HW7duHZ1OLy0thc81hBA3NzeVSg0KCsJXuXv37vDw8MOHD0G2ksMoHx0cRnkdXsMoUlJS33//vZiYmJiY2OLFi5cvX97Z2VlTUwPyeQghJSWl27dvMxiMJUuWiIqKiomJLV++PCoqisVi8fPzg2z4pwJgFKJojby8PHimp6cH1AN//vln6A3XrFmzcuVKUOLC2L9/v4SExJo1a6ytrRFCEhISkOwvPDxcRUUFH3bgwAFxcfH169cbGRm9bSU5jDIbRjEzM1u9evW3336LEwC/zCju7u5428jU1NSuXbskJCRWrVoFA2txcXG4hJ+fH7ROTk4ORplPnjyZdt9zc3NxneXl5ZOSkqhU6qJFi+DFWb58eVxcHIvF2rp1K2yls7CwgJX5rq4uQUFBmNOLiooSExOTlJRcunQphUIZHBy8fPkynAESQ6SlpXEYZZ6Awyivw6sYpaWlRUBAoLi4uKSkpKSk5Pnz51JSUg8ePKiurhYTE4ODgVFGR0e5uLiqq6vr6+vz8/M7OzvHx8c/RUYpKip6/vy5oqIiWHbv3h0bGzs0NCQpKVlbW5uXlychIQFi7Dw8PM+ePXN3d4e5FCaTKSsrm5mZWVZWpqGhYWZmhhDCGRjDw8NBOB3Oee/evcrKSgMDAx0dnbet5JwzSk1NDS8vL7ZLSUkRt2kYGxs7OjrC32VlZbt27bp48eLRo0fB0tXVtW3bNl9fX9w6BoPx559/EpP+ioqK5uTkwN8eHh6WlpZaWlp4PHfr1q0jR46Ym5tjdfesrCxiWElfX9/GjRtxb6iqqurn5ychIYG3MhsYGMBqBNEzenp6p0+frqur2759O+z/NjMzs7OzQwiNjo4KCAgghK5cuWJoaIgQmpiYkJGRyc/PLykpUVVVhTVzMTGxsrIyRGAUcXFxSFrj6+sLeqAYubm5eB5s9+7dCQkJAwMD69evr62thSiz7u5uuC6MS8hkMvSXKLkAACAASURBVKY3QUFBFovl6+t75MiR+vr6xMRELi6u3t5eOp3e1tYGIc0yMjItLS3Z2dkcRpkn4DDK67B9+3ai5PvZs2fJZDJCiJ+fHyeIBdDpdFFR0YiICJy0Q05OLiIiYmxsTElJKTMzMzc3l0wmJyQkTE5OcnFx4XiFTwLS0tKFhYX19fV79uxJT09PT08/cOBAZmbm8PDwnj17cnNzfX19Fy5cGBwcjBCCBAGJiYnKysoNDQ1MJlNJSSkpKSkxMXHFihXwFb9lyxaYRgsPD+fl5YUvzQMHDsTExNy7d2/lypXvsAFsrhjl0KFDsMDQ0tKiqKiY/gIqKiogAj88PNzY2Hjp0qXjx49Dkb+/v6WlZUREhL6+Plhu3rxpaGgYHx+vpaUFlsTERCUlJRhSdHR0dHd3GxkZeXt7Q6mNjY2Xl9e5c+ecnZ3B4uTkBBoHJ0+eBMvVq1dh6FZVVdXR0UGhUJSUlO7cuQOlGhoaCQkJ+vr6t27dAouuri5spSV6RlVVFXZD7dq1C0ZIHh4eZmZm6enp0dHRK1euRAi5uLhASs2JiQkFBYX09PSYmJhly5ZZWVkhhDZt2gS5LD09PRUUFBBCxsbGPj4+9+7dW7t27TRB6Ly8vJUrV+JnJisra2hoSFlZ+cmTJ7m5uRYWFsnJyQwGY926dTB6O3r0KLxinZ2dGzZsYDKZwcHBurq6ubm56urq//znP2k0WkZGhqGhYW5ubm5u7t69e9va2h4+fAiBioqKim+154XDKHMODqO8Ds7OzngbEkLo7Nmz8N1tYWHR3t4+7WBbW9usrCy87+vChQuwPaazs1NWVlZWVhZyvtJoNEtLSwqFMic1/DDA6yiVlZXQFkj8jhBqa2uTlZUNDg4ODg6GT3hLS0vYgRMSEgLK5AwGY8+ePba2tvfu3YNlYVtb25qaGoRQSUnJzp07cTZcFRUV6N3wVM/sMVeM4uXlhVWZYcsWID8/H4x37tyBLCBeXl5QpKurC0URERFgUVVVhVC75ORksOzevRtPeVlaWsJzYmxsDKWwCo0QOnnyJFiwOoOrqytY8JTapUuXYJF8YGBg165dUAr54uh0urKyMljwtjGiZzw9PSHEqqOjA+d28/HxgX+BXHN37tzx8fGBIiqVKicnd+7cubt378JSh42NDXwBpKam4lwmxsbGmpqasbGx0xbA2tvbcQ3xM9PS0gIW2C44NjZGJpNhgisoKAi+4YaGhshkMiw3RkZGysrKFhYWnj17FgZ5SUlJcAbYjVZaWnr27FmE0JUrV2YMAnsVOIwy5+AwylvgbdXsPxu8Ss1+XuHDqNkjhGJjY99T1MTY2PhDPkjs9kx4eDjQZ0ZGBp71/STAYZQ5x+fJKGzS9XJ2dn4rEfjPBnJycjDRMZ/R09NDXEhnH/r7+/Hn9ruhvLwcQjE+DNjtmbi4OCMjI9gijPcafBL4YM/MXwdlZWWvUZ+aJ4A9hLM8mIQQsrY6soMNWLVq1YoVK9hx5nmOH3/8UVBQ8GPX4g0QFxf/7rvv5OTk2H2hffv2qampvc8ZlJSUlJSU5qo+bwS7PaOmpgYpEv7f//t/7+mZDwxxcXEuLq7KysrKysoKDuYCT548KSkp+di1eANKS0uzs7Nnc+T/Mso5R7NUNuDw4cMKCgrsOPM8x6ZNm9zc3D52Ld6A4OBgLi6ulJSUj12ReYcP4Jm8vLzCwsLc3Fz2XYIdCA4O3rJly8DAwCAHc4SioiLQuJvP6OrqKiwsnM2R/8sobpfeXRroNXB2dn4f0aFPF3JycjjKbN6iu7ubM4MxIzieeRU4nplzfJ6zXu+/Mj80NHT37t27d+8mJSVhI16ZZ7FYhYWFSUlJd18AUgIMDw/jCIPPCXhlfmRk5NGjR7jV00ScZo9nz569lcj5bPC268/Dw8O4IWCh0+nYAjqeLBYLW15+T+rq6qAIb1tob28HS3p6Olj6+vrAAruzpiEnJwdKq6urwfL06VOw4JXDqqoqsEAEzzQkJydDKda6f/DgAViwqDPRMw0NDTi28Y1gMpkVFRVvpQ8PKC4u7uzsZLFYFRUV83ndm7MyP+f4PFfm35NR6uvrLS0t9+zZs2fPnp07d4aEhABhYEYZHx9ftmyZrKzsnhdwdXXt6elpaGj4LAcxmFGSkpJ++OEH3Gp5efnExMR3yIaydetW4rbsOcFbMUpDQwOZTMa3OCwsrLW19cqVK7hpPj4+ra2tAQEB2HLhwgViX1xSUmJkZARFEGDx/Plz/NjIy8vfu3evsbHx9OnTYNm9e/fNmzeJvfOjR49UVVWhVE9Pr7y8vKioSF1dHSyamprFxcVlZWV6enpgUVNTI+4IoNPpERERu3btglI7O7vGxsaUlJR9+/aBhUwmwxZtomfU1dWx/sobQafTN23a9PJG+TfC1dX1yZMnIEQ9nwWHOIwy5+AwygwoLi4GPXPAH3/8AS8VZpShoSEBAQFi5yUqKpqamvo+F53PwIwSGRmprKyM7f39/dzc3O+wLZUYLj5XeCtGefr0KUixAQQEBEJDQyUkJLBFREQkLCyMqMQuISFBTJZjYGCAY+YrKipkZWVdXFyMjY3B0tPTIyoqeu3atQMHDoCFyWSuX7+eGDMvJCQEIZMIIQ8Pj+PHj6urq2Nxs1u3bmlpaZmamuKY+ezsbKIWcl9fH5aMQwgpKyv7+PiIiIjgS+jp6Z07d26aZ7S1tWcfA8hisfj4+N5Z36GtrU1AQIDDKH8pcBjlDaDT6fz8/J2dnYjAKBQKRUBAgBilCH1ub28vKCkhhIKCglRVVXV1dT9KQsO5BWaUW7duERmlu7t706ZN0FVFR0erqqqqq6tDDr5Hjx4lJibGx8erqqrijGTFxcWqqqqFhYXy8vLFxcVtbW3u7u5Q5O3tXVVVNTw87OPjU1lZqaqqCoKbCCEqlaqqqhoUFJSenv4aoft3jrpgMBgSEhKRkZGg5AGQkZGJiooiKul+HrpeOjo6ISEh586dg2BGQEREhKqqqra2Nsz1paWlJScnh4WFPXz4cNeuXeXl5ZB8BR9vYmKiqqpKzLNy6tQpVVVVrKh9/fr14uLioaEhQUFBDqP8pcBhlDdfm4+Pb0ZG6enpmZycZLFYLBZLUlIyLy+vpqYGBIl9fX3NzMzCwsK8vb0NDQ0/oeRaMwIzSmpq6sKFCyVfQE5O7tGjRywWKzQ09OjRo1FRUcHBwdBVhYaG/vjjjw4ODmFhYZqamhQKpaioSFNTMywszMjIaNGiRU1NTUVFRZs3b4ZLSEhIJCUlUSiU//7v/z58+HBYWJiOjk5aWhqLxTpy5EhYWNjFixcXL14M+igz4p0ZhUajSUhI3Lp166/AKCYmJuvWrfP19fXy8jI1NUUIBQYGmpmZRUVFBQYGgrqwt7f3Tz/95OTk1NjYuGHDBikpqbCwMDMzM9A7MDMz8/T0jIqKOnnypKurK0LIysrK2dk5Kirq3LlzEOovJycXFhY2Pj7OYZS/GjiM8jqMjIxoa2snJSUBJWBGodFov//+Ox8fn5CQ0IYNGzZv3nzr1q3x8fHS0lKIpjYwMIC+b2hoaMOGDe+wtjmvgBklLi5OTEws6wXi4uJ0dXWZTGZXV1dTUxOVSu3o6ODi4kIIhYSEyMnJQQe6cePGnp4eLF7S1NS0cePGqqqq0tJSLNW8d+/etLS0vr6+9evXg7TG4cOHfX19WSwWNzc3QohKpaqoqLwmZey7Mcro6KiOjk5GRkZ+fr6kpCS2f66MoqenB7rCHR0doCp//Pjx48ePU6nUhoaGFStWIIS8vb337t0L/cLGjRthOtfZ2RnkI2trawcGBqhUqru7u5KSEkJIVlb2zp07VCoVlhIRQsrKytHR0VQqlcMofzVwGOWV6O7u1tLSwm84IjDK8PAwLy9vaWlpc3OzlZWVtrY2KKcWFxcDo5ibm4Psa2trq4CAwGfDKK+a9RoZGXFychIUFJSQkPj9998RQv7+/np6egghJpMpJCTU29t77949LPokJSVVVlb2MqN0dXWB5B9CSFNT88aNGywWCwvT2tnZgXzTjHgHRunp6dHW1oZUhnl5ebgy6PNlFG1tbcgzX1lZCRtnXVxcfvnlF0hNDzfI3d3dxMQEIUSn04WEhKDO586dg1zuXV1dO3fu3Lp16/r164FjpqamNDQ0BAUF1dXVYcsZh1H+suAwyszo7++3tLQkqpej/zvrJSgoiPe/KigogNYhZhQ9PT1IrjUyMrJu3brPhlEiIyNVVVWxHUZgCKGTJ09CdxMTE7NmzRqEUEBAgJaWFnrBKH19fXfu3NmxYwf8o4yMDGxtwlLNSkpKqamp3d3dePEZM8r69evhWjt37gSvzoi3ZZSBgQEymYx3hz969Ai03AHCwsKhoaGvWZnX19eHdW+E0LNnz7Zv3+7s7IzV7Pv7+0VERLy9vfHKPEJo3bp1xJV5QUFBrGDt6elpbm5+6NCh+Ph4sERHR2tqapqYmOCF9NzcXOwuhBCM5/BPWJkXFhbGy3v6+vqwd2Aao4B8Z1tb2x9//IEQMjU1xaqUsOnZzc0NqIJOpwsKCsIu5HPnzsHDz8PD09jYODExoaWlBUkH8vLyQOcxOTlZXFwccRjlLwwOo8yAlpYWmM5yd3e/cOGCh4cHvBXEvV5r1qzBC85+fn7GxsYdHR2lpaXwlkZGRhobG7u4uJw5c8bW1vazWUeJiYlZunSpywucPn0aNHQTEhKMjIwuXryorKz83XffIYS8vLwgmQqTyVy3bl1ra2tFRQVMBrq4uPzwww9lZWWtra2GhoZg+fnnn9PT0zs7O0EMHyGkoKDg5eXFYrHIZLKLi4u9vf0ff/zxGk3it2KU1tZWERERLi4uuMVXrlypq6s7duwYbpq5uXlBQQGkzgUYGhqCGFdra+uDBw/wLXZxcbG2tvb29r5//z5uzunTp11cXLKysrDF3t4eK+wWFRWVlpa6ubmdOHECSo8dOxYbGxsSEmJubg4WWIeLiYnBtSKTyW5ubgihpKSk0tLS0dFRMplsb2+Pq5eVleXs7AyXdnFxMTAwgE+iabuHt2/f7uLiYmtrC2OsmJiYo0ePXrx40cHBAT4LnJycIJsAjUbj4uJqa2tDCJ08eRJWWRwdHe3s7C5evPjnn39C9hcnJydLS8uLFy+SyWTYaiErKxsWFjY2NsbFxQU7NeYnOIwy5+Awygyoq6s7ceKEjY2NqampiYmJjY0NvBWYUeh0emBgIASpAG7cuNHc3Dw4OAg5QhBC8fHxJiYmtra271OTeQLMKC0tLba2tiYvgL9tEUJpaWkmJiadnZ0wb1NSUgIp5Vks1o0bN+Db/Pnz5/gfYXqks7MTLLa2tt3d3WNjY3hPUWJiIg7UNzc3T0hIcHJymqtZr/r6euIthsySvb29uGlQveHhYWzBs0mxsbHwJX7nzh0owvsFMjMzwXL69GmwlJSUgMXCwgLv+sNZQGB+ycTEBHTdEUL+/v5gwfvXo6KiwIKl48PDw2Hv9dTU1PHjx6EUsmAhhPANgixY0zyTnp5+4sQJyNmOvZGUlGRiYgLpTxBCubm5MBqbmpq6ceMGdBBZWVl40s/W1tbT07O+vh7nhL58+bKJiYm3tzf8vH37dlVVFYPBuHHjxgdQg35ncBhlzsFhlLeAg4MDdAR/NcjIyHwsLYDx8XHIMIgQsrCweA2jNDc3E8M12Ie7d+/i6bt3A5lMJpIxu/HBPPPJobm5GSck5mBOAKPnj12LN2B8fPztGOWiqxWVDbC1tTU1NWXHmec5tm3bdv/+/Y9y6aGhoRs3bvDy8vLy8h47dqy6uvpVR1ZWVvLz84+MjLC7Sm1tbYWFhe9zhsrKyqqqqrmqz2wu92E888mhsrJSSEhocnKSycEcoaSkhEKhfOxavAGjo6NPnz6dzZH/yygnyNqCbMAvv/yyePFidpx5nuNf//rX+vXrP8qlhYSEREVF//nPf/79739fvXq1uLj4q47k4eH55ptvBAQE2F0lERERSUnJ9zmDuLj4axoy5/hgnvnkwMPDs3bt2tLS0tLS0qcczAWys7MLCws/di3egKKioqysrNkc+b+McsGF3M0GWFpaGhgYsOPM8xxiYmIJCQkf6+o9PT0jIyMjIyMDAwOvOSw/P3/Lli2Qwp0DIjieeRXy8/MFBQXpdPoEB3OEkpKSgYGBj12LN4BCoTx9+nQ2RyK2qtk7OjqeOHGCHWee59i+ffuMwrfzCq2trZzVghnB8cyr0NraKiwszFlHmUN8nuso778y39DQcObMmTNnzpw9e5b5YisI3uvFZDJv3Lhx9uzZMy/QPWuFcCLy8/Pnf0+N/m+e+cbGRtzqixcvvupfKisrsaL7hwE7sqmPj4/jxoISDxHp6elQdO3aNbAUFhaCBcu7VVdXgwXLShLh7+8PpTjSJTIyEixRUVFgSUpKAgtRvRTDwcEBSkFoACHk6uoKFrxTjh2eaWtru3Pnzhye8KOAs9drzsHZ6zUDioqKtLW1raysrKysLCwszpw5A5HJmFHGxsaWLFly7NgxqxcwMzOrq6t72wtZWFhAcPI8B2aU0tLSaa2+cOHCjC/k5cuXIR7lg2HO+83u7u6jR48SG1tbW4tLExMTDQ0NocjExCQ4ODgzM9PIyAgf7OXlVVBQgN11/Phxe3t74o5zPz8/XGpkZJSSkhITE2NsbAwWY2Pj2NjYpKQkfM5jx46BshaASqXa29sfP34c16GgoMDT09PMzAyfE9Tv2cEoycnJxPDPTxQcRplzcBhlBjQ0NDx+/Bj/xEFexAjHadMIIiIi0wLsZwM7O7tPIp8KZpTg4GDixtmhoaFVq1bN2FX5+PhAzPwHw5z3mxQKhSh1LCYmRvyJteIRQlVVVTIyMsSY+YGBAWFh4Wkx81xcXMSYeQEBgcLCQvgbmIAYMx8TE6OhoXHs2DEc5JGbm0uM6u/t7cXRoAghZWXla9eubd26FeuyzBgzP1e4f/8+UVjzEwWHUeYcHEZ5JcbHxwcHBzs6OqSkpGBSa5oKC5WQ1G/btm0PHjyA3I4iIiIiIiKxsbFTU1M9PT1GRkapqakiIiIBAQEQPA/qVTClBqFw6urqoHVx+/ZtHH4xf4AZ5fbt2/Ly8jgDM0KourqaxWJNTk56eHiIiIhISEi0trYiAqNMTEyoq6uLiIgYGBhMsFONhh39JkKIwWBAe/ft20dMePWJ6noxGAwymSwiIpKWlmZkZIQQGh8fd3JyEhERkZGRged8cnLy+vXr+Jj+/v6JiYmbN2/Cg11cXMxisTiMwsGM4DDKK3H9+nV+fn5eXt6UlBQGg4H+r1Lkli1bcnJynj17Vl9fX19fv2fPnuLi4oaGhl27drW3t7e3tx86dCgpKYlGo3355ZcHDhyoqqo6cuRIUFAQQkhWVrasrOz27dtLly6FpQhpaemcnBwqlXr+/HncK80fYEYZHx8PCQnh5+fn5+ePiYnBc/dubm4mJiZVVVX5+fmysrIIIX9/f21tbYTQgQMHwsPDq6qqfH19QQaKTWATo2RmZkJ7fX19iRlxPlFGsbCwcHFxqaqq2rRp0+rVqxFC165dc3V1bW9vLy0thQFoQECAnp5eVVWVmpra3//+dzqdnp6ebmZmBg/27t27W1pasrOzOYzCwcvgMMorQaPRhoaGurq6JCUlp41RaDTaypUrBQUFRUREfvrpp5UrV+bm5rJYrLKysrVr12ZkZGRkZPzxxx9RUVFjY2NbtmyBnkhPTw96Bx4eHnA6mUw+efIkQqirq0tOTi4yMnL//v3zUASMuDKPEBoaGhoaGjpy5IiQkBBoHZ46dQrUBGg0Gg8PD0IoICAAGEVCQgLkQN4/1Pz1YN8YBdq7d+9eTADok2UUdXV1X19fhFBBQQFeCKmrq8vIyLh9+zZIT166dMnAwAAhNDg4yMvLC6Pnrq4ueLDXrVvX0tLy5MkTDqNw8DI4jPIGTE5O8vHxwUs1Yw5HSEYECy01NTU//vjj7t27d+/eramp2dDQ0NfXh19mfX190JHl5+eHTKt4HWVwcBC++kEwar4BM0praytxc1pLS8uWLVsQQo6OjsAo0G8iAqPgfjM+Ph6r2bMDbGIUjO3bt6elpeGfnyij6OjowEMIeYsRQs+ePTMxMdm9e7eysjIszFy5cgW0hxFCYmJiPT097e3tDg4Ou3fvPnjw4M8//9zV1cVhFA5mBIdRZkB5eTlW7kMIbdiwYVqeeWAUSNqBENqzZw/s7MzPz4f+FCGUnp5eXV3d09PDz88P6weYUbi4uGAa7fz58yDPR6VSnZycyGQyFpqcV8CMEhAQQOQ8CoUCfZCNjQ1WPIOMW5hRBF9otqemphITkMw55pxR+vr6iLnoZ6Nmj/PMz6hmP21lXnAmNfu4uDiwREdHw8o8VrPPyckRJKjZ9/b2TlOzv3bt2hvV7FVUVOBZPXr06KZNmxBCurq6kM33ypUrq1atQgg5OzuDzLCPj8+SJUtgrzxkS0tNTf311187OjqePHkC05ufNDiMMufgMMoMqKqqOnr0qJqampqamrKysre3NyzCE/d6cXNzgzwtQujBgwcaGhrPnj3r6+tzcXGBfzQ2Nq6uru7u7ubm5gZGUVdXh1WTwMBAVVVVNTW1lStXgho8QqipqYmPj+99qs0+YEapr68/efKkGgGQrqqoqAg8pqKiAr3w1atXIZPK3bt3Dx8+rKampqGh8Q7b4WaPOWeUgYGBM2fO4JaePXsWRqIVFRXXrl178uSJoaEhFB06dCg1NbW8vNzMzAwff/v27erqaisrK/gJnoG0CHFxcUlJSdgzampqenp6+fn5jx8/1tLSAou2tnZWVlZeXp6uri5Y1NXVYbPZtWvXMjIyaDSan5+fiooKlFpbW9fU1ERHR+MKmJmZlZaWTvPM48eP4YSamprAT3l5edAQfX3933//nU6nV1RUmJubq6mpmZqarl27lkKh1NfXW1tbq6mpWVpaLl++vK2tLTMzU0xMbK5c/bHAYZQ5B4dRZkZPT09QUFBQUBBx0IAZZXJy8smTJzDOAGRmZnZ1dSGE6HQ6/CMsvVCp1CdPnsAjW1FR0dTUBMffvHkzKCgoOjoaz1HU1NTM28Bm4joK9kxQUBCOwkMIVVdXBwUFhYWFwc+Wlhasr56SkhIUFMTugEd2zHpNTU3hxuJv/5iYGMh+WFpaCkU41q+urg4seIzb3t4OFuwZhJChoSFkIgHPBAUF4W3Ejx49AktmZiZYCgoKwIL5ODs7G0fGhIaGQikOwIyKigJLfX39jJ7Jz8+PiIhobGyEViCEysrKgoKCxsfHi4qKYBmvoaEhIiJibGxMXFwcNu91dXUFBQUNDg5WVFSMjY0NDg7iAdanCw6jzDk+T0ZhkwqLk5MTJNKYc1Cp1Pz8/P3797Pj5O8PWVlZ3OXNW3R2dn6YmLvMzEyY0HtnXLhwASc7+QAgesbDwwMGOk+fPn3VslZiYqKnpydCaGhoSE5ODi/VfH7o7OzEtMrBnKCsrAzSys1n0Gg0GL7PBiSE0Hmn40VsgJ6e3qFDh9hx5lWrVn377bf37t1jx8nfH/z8/P7+/h+7Fm9AQkICNzd3QUEBuy+Uk5OTkZHxPmd4/PhxZmbmXNXnjSB65t69ewICAl9++eV//vOflJSUGY9PT09XUVH58ssvv/zyy8DAwA/g0o+FhIQEPj6+4eHh0dHREQ7mAsXFxd3d3R+7Fm9Ab29vUVHRbI5EWM1egg1Yvnz50qVL2XFm0NaWkZFhx8nfH99//z0PD8/HrsUbICAg8O2334qLi7P7QpKSku95p6SlpaWkpOaqPm8E0TPS0tIiIiL8/PxCQkKvaoWUlJS4uDhE4UhLS2/btu2DVfUDQ0BAYO3ateXl5eXl5aUczAWys7OLi4s/di3egKdPn2ZnZ8/mSMTWWa9z5879ZbWH8/PzP3Yt3oD29vbPQGmKHeB45lVob2/nzHrNLUo/Be1hGo02L7IC29vbW1pasuPM8xzS0tI4afm8RWNjo6CgIGeV9WVwPPMqNDY2clbm5xaln+XK/Bwyiqura0NDA/yN93pNTU2ZmZkpEFBZWfkOJ4+NjY2JiZmrqrIPxL1eubm5uNVaWlrzJ7cEWyMcg4KCiAHzgMDAQPCDqakpWOLi4sCio6MDnsnIyACLqqrqyyuWZDIZSrEc5Llz58By/vx5sFy9ehUsELpExOjoqIqKCpSCtimTydTS0gJLYmIiHMYOz1RWVmLF/k8XnL1ecw4Oo7wO9vb2JBKpvLwcfmJGGRkZWb58eWBgYMwLHDx4EFJIvhU+OTX7hw8fqqur41b7+flpaWnNkxeSfYwSExPzz3/+MzQ0lGj09vY2NTUFP1y+fPnMmTMxMTH6+vrYMxYWFsnJyTo6OmAJCQnR0NAgvmxkMtnV1RVKyWRyQECAm5ubnZ0dWM6cOXPlyhU/Pz8ymQyWCxcu4DBShNDw8LCGhkZoaCiUamtrp6SkmJubX79+HSy6urq3bt1ik2c4avYczAgOo7wSo6OjSkpK//Vf/4X3/hMjHKe9TkJCQikpKfB3Y2NjY2MjRKtMTk7Cl2ljYyPkxuju7sYxKKdOnbK3tx8cHMRxKgghGo3W2NiILTQajU6ng5F4xcbGxomJCSh9/8a+Hq9Ssx8cHBQTE4OuamxsrLGxETeNSqUyGAww4gpjlQGEUGdnZ2NjY19fH/yELaogTsNiscCH8KozGAwqlcpkMrFX8QmHh4cnJych/pRNjEKj0c6fP/+3v/0NR7MDjIyMcMx8RUXFjh07Lly4gNXse3p6xMXFfXx8Dh48CBYmk8nNzU2MmRcWFs7Ly4O/PTw8LCwsNDQ0YmNjwRIVFaWtrW1mZnb16lWwZGdnEyf9+/r6/vjjD/xTRUXF19dXTEwMB94aGBg4OTmhlzwzMDAANwVvCx4ZGWlsbGxpacFnGx8fh2PGxsawII52JQAAIABJREFUaDHcFDggLS2No8LCwcvgMMorYWlp6eLism/fPhyKQRyj8PDw3L179/ELaGpqPn36dHR0NCQkREhISEhIyMvLi0Kh9PT0bNu27dq1a0JCQq6urnl5ecrKyqKiohUVFQghBwcHAwOD48ePb926FTqXzs7O06dPwxnu378/NTWVlJSkqqrq6uoqJCQUExNDp9PHx8dv3rwpJCTk7u6uqKiYkZHx/o19PTCjpKamqqmpQZOho4HevKen59SpU0JCQiIiIjk5OQihsLAwLS0tBwcHaMi9e/eEhISMjIxAIa2srGznzp1CQkIaGhrQkR0+fNje3v7YsWNDQ0PXr18HDwQHB4+NjdXW1m7fvt3b21tISMjT05NCoTCZzIcPH27duhW0sHx8fBDbGOXmzZtGRkampqZERRb0yep6tbe36+npCQkJXblyBT4Ompqajh07JiQkJC4uDo96f3+/o6OjkJDQtWvXJCUlBwYGQAwCbkpCQsLExER6ejqHUTh4GRxGmRmNjY2GhoZ37tzZt28fjg2epj0sJiYm9QLe3t4DAwN1dXV4M5iamlpUVNTExMTXX39tamo6NTVlbm6+atWq6urqtrY2SJ3k7u6+fPnyJ0+ejI+Pb9myZXJyMikpCaeYFRISGhgYyMjI+Pe//x0SEjI1NSUqKlpdXV1YWCghITE1NeXr6/vdd98Rk4OxCcR1lAcPHkCTnZ2db968CcZTp07Z2trC36AlExUV9dNPP8XHx09NTa1Zs2bHjh1TU1Pu7u4gamtpaQnUEh8fD6ke9+7dy83NPTg4WFVVhTPE7Ny58/Hjx93d3V9//fXZs2enpqaUlJRu3bpFpVK3bNnCYDBSU1MXL14MmQ3ZwSj9/f329vZ+fn7m5uYg2YvxiTKKlpaWt7f31NTUtm3bQBYMJm8RQnQ6He7d5cuX9fT0pqamjh079s0339BotMzMTJwBWkJCor6+nqMUycGM4DDKzLh8+TIshEpJSeEsINMybhGnmyQkJECYdnJy0tHR0dHRcd26dcnJySMjI1hbRU9PDxZg6+vrQVIJ8oGjF7Lh0N08f/7c0dHR3t7+t99+GxsbS0hIUFZWhjOIi4vX1NQUFhZKSkqCZe/evUlJSe/Z2Ddimpo9wN7eft++faDr5erqunXrVkdHRxsbm//85z8IIX9/f11dXThSUFAQ+MPd3R0kCBFCgYGBjo6OioqKhw4dgoZgZd/h4WHw4e+//15YWNjY2IjlKVVUVIBReHl5QS3NzMwMOjt2MEpubi7oIerr62P6BHzSjIIQamxsFBERgSPz8vIcHR2trKxA9/Py5ctYe3jr1q2gwtLe3g43ZcWKFaAUyWEUDl4Gh1FmQE1NzR9//LFixQpdXd3FixcfPHiQRqOhV2sPoxd9bn9//4kTJ8hksq2t7fr161NSUkZGRgQEBGD2X19fH3qHuro6WIaxs7OD/CiDg4N8fHx0Oj0vL8/Y2JhMJp8+fXrlypVjY2OJiYlYnUVCQqKmpqaoqAgziry8/IdklLKyMuIC9fDwMPRB7u7uvLy8ZDLZysrqxo0bCCFYtEcIMZlMISEh2C/n7u4OeQN9fX0hhbuSktLhw4cRQnv37gV1rLq6uuPHj4MHVq1aVVRU1NTUhPs+VVXVqKgoKpUK7kIIHT9+nE2MQqFQdu7c+a9//UtXV3fVqlXCwsLElQZzc3PMKAUFBQoKCpcvX8aM0tjYKCcnFxAQgBlleHiYj4+PyCgyMjI4KaS7u/vJkyf19fVhLR0hFB4eDhnmMaOkp6fLyMjgf+/v7+fn58d7/w8ePBgYGCgrK4sraWho+LJntLW1gVFaW1vBqykpKYaGhmQymUwmc3Nzo//LKMLCwgMDA+Xl5ceOHSOTyWfOnPn99985jMLBq8BhlBnQ3t4eGBgYFBR09erV33777dSpU/A5TGQUXl5eYkY/CQmJ3Nzc6upqWCx9/Pjx0qVL7927NzIygr+mjxw54u7ujhCqra2FWa9Tp06BUNjQ0BAkqrp06ZKGhgZC6PLly99//z2VSk1ISNi7dy9cBWa9CgoKQPY1KCjop59+enn0MOfAjBIUFERUs8f5UU6fPn3q1CkwOjs7I4R8fX2hM2Uymfz8/HV1ddA6GKOsX78eOEZUVBT03nft2pWQkIAQSkpKArpNSEhYtGhRcXFxY2MjHufhWS9w18OHD5cvX+7v74/YwChUKvXGjRthYWFXr17l5eVVUVHp7e3FpSYmJmfPnoW/CwoK9u7d6+bmBnyJEGpqapKWlr5+/TpWs4e1N+LKvISEBGYUNzc3KysrHR0d4hhFT0/P0tISK4Clp6dLSEjgf+/r69u0aRPekayiouLv7y8lJQVDCoSQnp6ei4vLNM/gjFs7d+7cuHEjQsjIyAgaYmFhsXTpUqgM3CYymfzvf/+bxWIFBwfv3r0bIRQQEPDjjz92dXVlZ2cT6e0TBYdR5hwcRnkD5OTkampq4G/iOsratWsFBASEXyAwMHB0dJRGo0VGRgoLC587d27fvn1JSUkjIyMiIiLAKMbGxrBvp76+HvplT0/P5cuXCwsLi4uLQ+fS09Pj6OgoLCzs7u4uKCg4MjJy9+5dPOslIyNTWlo6Pj4eEREhLCx84cKF7du3379/f64a+ypgRhkYGPDw8MCtlpaWhkWm9vZ2a2trYWFhERGR+Ph4RJj1YjKZYmJiwB8eHh7wFV9VVSUnJ6eiomJjY6OpqYkQUlBQAAXD4eHhgIAA3LqCgoLm5macWOXQoUORkZEsFuvhw4ciIiLW1tYHDhwAWUO2xqMYGxvjvj47O9vS0rKlpcXMzAz8sGfPntra2q6urtOnT4NFRkbm6dOnvb29rq6uYBEVFc3IyABlXy8vr4CAgJqamv3790OpoaFhW1tbU1PToUOHwKKhodHU1NTa2mpgYAAWRUVFeBTPnTuXmJg4OTmZnp4uIiICpW5ubr29vcXFxVJSUmCxs7MDQWKiZ9ra2vT19YWFhZ2cnCDjVmtrq7m5ubCw8KVLl7Zu3Uqj0fr6+vBDyMvL29fXNzAw4ObmBhYxMbG2tracnBzgmE8aHEaZc3AY5Q3o6ekBPkAERkEItbW1VVZWVrwAsSOrqKgYGRkZHR0dGxtjMpnd3d0Q7DYwMAC+npycBK172MhUUVFRVVWF/310dBROODg4ODU1NT4+jrfY9vT00Ol0Op3e1tYGkxt79+6FT3u2griOAvkzAJhrEUJDQ0MVFRXPnj3DrcDf493d3dCTjoyMYGNdXV1DQwOLxYLW9fb2wu5qhNDk5GRFRcX4+Pjw8DCNRsPuQgj19fWNjY1NTk52dnY2NTVNTExYWFjMuEd2btHf34/nl2JiYmAU1d/fD37AMbDDw8NgwWtvVCoVLNgzCCFDQ0Nzc3OEUFNTE5TCtmmEUFtbG1ggyRt4Dyx4Q3l7ezuePXv27BmUYu/V1NSABb/YRM8MDQ01NTW1tLS0t7fz8vLi1sHmw/7+fiaTOTo62tzcDA8YHx8fDHpoNFpFRQXkSGYwGHQ6nThi+0TBYZQ5x+fJKO5uJ9lRjwsXLuAdTR8R8FFZUVFRXFwMeb3YfcUdO3bgZCfzAUwm08zMrLi4uKSkxMrKCiKBBgYG8HILW1FVVQUc9s6IiIj4kFoJRM9cv37dx8enoqIiMTHxVZJC9+/ft7e3r6ioyM3NNTQ0ZF+i5Y+OD/bM/HVQVlYGEQXzGRMTE6VvpWZ/1u6oDxuwa9cuKSkpdpz5reDr66unp0cikUgkkqampp+fH7uvyMXFZWlpye6rzB6+vr52dnbggW3btvn7+/v4+Dg6Ov7222/Xrl1j99X9/PwCAgLe5wz+/v5Q5w8Domf8/PyWLVsGrvP19Z3xeF9fX3FxcTjG3t7+VYd9BnB0dOTh4enkYO5QUFDQ2Nj4sWvxBjQ3N+fn58/myP9llJM2elpsAA8Pz4YNG9hx5reCtra2vr6+mZmZmZmZvr6+trY2u6+4ZMmSHTt2sPsqbwVdXV3wgKGhIXhAUVFx4cKFmpqa7L60trb2e/r8/c/wViB6Rltb++jRo2ZmZiYmJjo6Oq+qnqGhIbhXV1f3g9Xzw0NRUXHDhg3Pnz9//vx5DQdzgZycHJgPn8+orKzMycmZzZGIrbNerq6ueEfTXwo7d+6Eefb5jKGhIVhq5mAaOJ55FYaGhjizXnOLsrIyvKQ3b/HWs15ztTLPfAH4SVyZRwixWCxi6WeMaRGO2C3zR3gYzd3K/LSbPu3njAe/bCF65vW+etUZXm/BePkhfNnC1j0L8wTv9ihyVubnHJ/nyvz7M0p8fPzmzZu3bt26devWHTt2wK5/zCgMBkNWVlZISAgOCAgImM1D6ejoCBHmnxwwo0xOTt6+fXvrC8jKyr5qw090dDTIAXwwvH+/mZOTs2nTJmiaqKgoSMLgxt67dw92rAHodLqjoyMUKSsrj4+PT0xMeHt742emv7+fwWCEh4eDRUxMrKmpidjxjY+PHzx4EEptbW1BD9TIyAgsR48eBRlQGxsbsKirqxO//lgsVkNDg6ioKJRGRkYyGIze3l5ZWVmw+Pj4wDZFomfs7OxwEOUHQHl5+ZEjR2Z/vLu7Oxb2nz0KCwvhxTx16hSW2pwNOIwy5+AwysxwdXXdu3dvQ0NDQ0NDc3MzPHPECMf169cXFRXBASAh/saxnrq6OhZH+rSAGSUhIUFRUbHhBR49eiQiIjJjJ+7p6ammpvYhK/n+jBIVFSUoKIhbBwqV+OeePXuIEmpnzpyxtraGooSEBG1tbT8/PwMDA7A8fvxYVVU1IiLi8OHDYCkpKZGSkiLqLICiDJQ6ODicP3+eTCZ7e3uDxdPT09raGoRPwBIREaGiooL/fXBwUFpauqysDEoPHjx48+ZNZWXlrKwssOjq6oJGHNEzBw8exEH4HwBPnjyBYN5Z4tixYy+ngXkjGAwGqNEoKytjWbzZgMMocw4Oo8yAnp4eBwcHHNGGMU3XC4crT05OSklJgQYwg8GIjY2NjY3FouIIodjY2NraWjKZDDHzCKE7d+6AEX5WVlZOTk7GxsYS2/ngwYP09HQajUaMVvkoeJWa/cDAwJEjR+CFbGhoiI2NxcExPj4+Wlpa8HdmZmZsbGxubi5bK/mejEKhUDw8PIgfyDU1Nfz8/PinjIxMamoq/mliYuLo6Ah/P336FGLmsZp9W1sbxMyDahlCaHx8fNOmTcSY+W3btuG5xCtXrlhZWR05ciQ6OhosN2/e1NfXt7S0hPhNhNCjR49wpCdCqK+vb/PmzVhcTk1NDWLmYYMKQsjAwODChQvTPKOjo4PbCFdvamoCKbCJiQl4/Nra2np6eqqqquBUSUlJsbGxeJM6PKtxcXHFxcW4Mg8fPkxLS6PT6cSwG4RQbm7u7t27h4aGYmNjiQo08I7A+RkMRnV19ejo6NOnT62trS9dulRSUkIcarS1tcHxxLaDBUaNFAoFFlHV1dVBQGGW4DDKnIPDKDMgISFh/fr1np6ely5dcnNzw/Zpul7E3kFaWvrx48dDQ0N2dnby8vLy8vKnT59uaWlhMBj+/v779+8/ceKEjIwMPO7e3t779u2Tl5c/evQoNIyHh8fAwEBeXl5HRwd63vv37ysrK2tpaampqcnLy79Pc94fmFHy8/P19PQuXbp06dIlYjbpsrIyU1NTeXn5ffv2gfAX1vV68ODBgQMH5OXlDx8+/HIaxDnEezJKQUHB8uXLr169Cq2j0+nT0rPLyckR5Qk+UaVIHR0dHx8fhNClS5fgYbawsLCxsUEIdXV1/fnnnwghb29vMTExExOT/Pz88PBweFYNDQ2LiooQQnx8fLq6upDB88mTJwih9PR0VVVVTU3NgwcP7ty5k+jVkpKSTZs2nTx5Ul5e/uzZs+3t7XQ63cfHB96REydO1NbWjo2NrV69GkZUMDcAzxK4ori4WF9fX15efu/evQEBAZOTk83NzadOnYIz2NvbUygUrE+joaHBYZSPCw6jzID4+PiFCxcaGRkZGhrq6uq6uLhA7/kaRpGRkcnOzu7t7YXXFSGkpKQUERExPDy8YcMGhFBpaSkXF1dQUBBCCI9Uzp8/b2ZmhhD6888/YboZK0Hx8/NXVlayWCxpaWklJaX3ac77g7gy/+zZM0NDQ0NDQwMDAxwiZ2Vlhf8G7ciAgABtbW2EkJCQEKR+SUlJwQKX7MD7M8o333wDN93Q0NDZ2bmwsJAoYvZ5MIq2tnZERERsbCwIyiGETpw4cfr0aYRQd3c3qNkHBARwcXFB6lL8RXX58mUQ++Ll5QVxz5CQENAwFRYWBjEeOTk5rEEHKCsrW7x4Mcg279y5Mz4+vre3d/PmzVCqp6fn4eGBEFq6dKm9vT1CyN7efvPmzRClv2HDBgaDkZGRgUWpN27cSKVSAwIC9uzZAxYfH5/+/v5Hjx6BRDSHUT46OIwyA5qamohTNBs2bABJjNePUR48eABFioqKSkpKS5cuTUtLA+1hrLuOuURdXV1JSWndunWg5ScqKgpCI1evXgU5LGlp6czMTIRQWlra/BmjEBEZGXnixAlYfndwcICEtdBvIgKj4H4zPj5+37597KvkezJKd3c3cQi1devW8PBwohji58EopqammzZt+sc//oFfeysrK7iJ3d3dcO/c3d2PHz+OLwRxG9zc3CAoKS4uDgItfn5+0Do5OTno9LOysqaJfeF0AOiFTvbY2NjPP/+soKCgqKi4ZMkS2KuCx4IWFhbwRnR1deGJ5YcPHyoqKioqKi5btmxkZATGKGCB5uOEkhxG+ejgMMobwGQyeXl5Ib3HtHUUPO3DZDIlJSWfPHnS1tamqqoaFxcXGRnJy8sLSpGgzosQMjIygjlxSA8eHR29Z88e6JWEhYVhIhgziri4OHzah4eHYzX7jwXMKBkZGfA9C6BSqWvWrEEInT17FhiFSqVu2rQJERgFrxbcuXNn2pTI3GJu98hKSkpGRkYStX5fs45SXFwM6yiYUVpbW2EdBT7n0QvPEBmFuI4C+XjeYR0F8iygWa+jwLD73r17WlpasAZjYWEBKc4GBwdhFf3KlSugZs9gMLS0tIKDg6OjoxUUFCDzgpiYGEjyYEaRkpICarx9+/Y0RsnLy5OSkoK/IWEBhUJZs2ZNbGxsXFzcnTt3enp6xsbGcG4IEMxHCHV3dwsKCjKZzKioKF1d3bi4uKCgoHXr1sGHV1dXV1xcXFxc3IEDBzo7O7OysjiMMk/AYZQZ8PDhQxMTk+bm5ubm5pqaGklJSXiOiYyyYcOG0tJSOAYUSmg0WllZmYiICIVCCQ0N/eGHH1JSUkZHR7dt21ZXV9fc3KyoqAi9g4CAQHd3d3Z29rJly6BX2rx5Myy/u7u7w1uqoKCQlJRUVla2evXqD7xp6mVgRomOjoavYMCTJ0/gq/nSpUumpqbNzc3l5eXQ6/m8SLGupKQUHR3d3NwcGBiIu1d24D0ZBfa54qbt3r07Pj5+9+7dRAvoQ09MTIyMjJw6dcrGxgaK7ty5o6Wl5evra2hoCJbs7GxlZeXw8PDDhw+DBTwD/SaVSh0fH8eeaW5udnR0dHJysrCw8PHxAYuXl9eJEyccHBzOnTsHlsjISJj/BNnKgYEBSUnJyspKKD148GBERISSklJOTg5YdHV1YRF+2l4vmHrl5+eHjxh7e/sTJ040NzcXFhZCVseLFy/C1wCdThcSEmptbc3Pz//tt9+AUfj4+OBt9PLygr1nKioqsbGxVVVVa9asmTaezs3N5eHhgfooKCjcv39/YGBg+/btg4ODFArFxcUlJSWFwWD8+eefwLWmpqYwHdfV1bVx40YWi3XlypUjR45QKBRjY+Ovv/6aRqOlp6dbW1tTKBQKhSIqKtrY2JiZmQncr6qqiqedZ/nMcBhlbsFhlBkwPj4eFhYmICAgICAgKChYVVU1bffwxMSElJQUPz8/HOPn5wcHTE5OwnZJX19fa2vrlJQUFotVWVkJh/35558g2N7S0iIoKGhjY+Ph4QH69ocOHWpsbEQIRURE4EGAgoKCkpKSj48PVrP/WMCMwmAwoqOjBV5ARkYGuJZOp1+8eFFAQEBERKS+vh4hdOvWLVDVHBsbU1NTExAQ0NbWxrvj2IH3ZJSJiYnk5GTctNzcXAaDUVxcjC3Jycmwsyg1NVVNTY1Go9nb20ORgoIClUql0+menp5g2b59e29v78TEREhICFjAMxCPYmdn5+Ligj0jICBgbW1No9HGx8f19fXBYmRkND4+TqPRrKyswHLw4EFwoIODQ0JCAovFgtRtUBoeHj4xMdHd3S0tLQ0WLy8vGIUQPXPq1CmYWCsvL4d1ERqNdu7cOQEBAX5+fvg+CA0NhVUNhFB7e7uAgICFhYW3tzesqairq4OycnR0NF6MUVNT27dvn7+//zRGaWho4ObmhvrExMQwGAwWi1VSUgKWq1evUqnU0dFRNTU16IYuXrwIb0R/fz84mU6nX716VUBAIDExUVNTs7+/f3x8PDAwEM6Qk5PDZDJzc3OhLTY2Nm8lwclhlDkHh1FeCcYLYMu0mPnJyclpB+B/nPFUxOi2aT9fRmZmJkxoJCcn43mDj4Vp6yjYM8SIP7BPswCYTCaDwWD3ezsns14v3/SXLTExMcLCwsRS4kVf9szLFqxmD54hnpzFYs34tBAdODU1hf9++SF82fIqz0yr9oz3Dopef++ysrKA6h49egS54F4+w7SXYsYX5zXAB2O3vO0ZZgSHUeYcnyejfAa6XtevX3d2dvbz8zt37tzt27c/zEVfhR07dnwSul4fRqOpq6sLr3a8G7KystgdnUMEuz0TGBjo5OR0/fp1JyenqKgo9l1ozsHR9ZpzfJ66XrYn9fXYgHXr1q1cuZIdZ34ZlpaWICf+5ZdfWlhYfJiLvgrffvutnJzcx63DG6GsrLxgwYIjR46w+0JHjx61tLR8nzOArO9c1eeNYLdnLCwsSC/wnp75wFBWVl62bFltbW1dXd1zDuYCWVlZkHFuPuPZs2dZWVmzORLh/CgebEBAQEBgYCA7zvwyPD09w8LCIiMjQ0JCPD09P8xFX4WQkJBr16593Dq8EV5eXqGhoR/AV56enu95lfc/w1uB3Z7x9PQMDQ2NjIz8MP6fQ3h5eSUmJnZ2dnZ0dLRzMBfo7u6e/87s6Ojo7u6ezZGIrbNeHHDAAQcc/KUwx/Eo8xAMBqOjo4NCoSCEBgYGOjo63mo5mk6nd3R0EDVUZsTExERHRwcOoCMCNr/O+F+9vb1dXV0IIRqN1tHR0djYCIlrcCZ2hNDY2NjExERfX197e3tNTU1jYyOx/qOjozU1NTjvOmzgrqmpaWpqamtrm7E+gO7u7oaGBjgYB582NDRAOB5Gc3MzbKvDaGtrq6urIy7PdnZ21tXVEVeqe3t7a2trsYgWQmhgYKC2tpaYAHV4ePj58+cz1hBuE7h0aGiISqV2dHTgUJJZgnjf3wpMJrOjowOE5oaHhzs6OmCx/VWVGR8f7+jogKb19vbCbQLgRdepqamxsTH43/r6+pqaGqIIJkKoubn5+fPn4FXQ3aqpqamtrW1ra4NPv3dAb28vflT6+vpqa2uJ1R4aGgJNF2wZGRl5/vw50WNUKrW2tpYYmzwxMVFbW4ufN4TQ5ORkXV0dDutBCLFYrPr6eojknwZ4m8bGxigUCr7FxPN/SMzy1Z4GeBL6+vre4Yo9PT2w2xOeGegWuru7e3t7X64MPMAjIyMjIyPwEL7DFV+PycnJjo4O2Ik+NDQEd6Srqws/zwih4eHht9qL8fkzSmVl5YIFC4yNjRFCO3bsIJFIOEx6NkhPT1+wYAFEJr8G2dnZJBIJRGKIGBsb8/T0zMnJmfG/eHl5Fy5ciBBKSkpasGDB6tWrhYWFhYWFlZWV4S729/e7u7tXVVXx8fH961//EhYW3rNnz+XLl+G5zM7O3r9/v7Cw8L59+0CI8MiRI8LCwqKioqtXr/76669fpcROoVC4uLhWrVoFl7t58yadTvf39+fm5ubl5Y2JiZmampqcnLx169bmzZv/+OOPoKCgiYkJJpOZlJQkJCS0fv36q1evQvcEgYR//vnn+fPn4X0oLCzcuXMn6FNBv1lVVaWkpLRly5Zjx45BzZuamjQ1NXl5ebW1tV++HXv27CGRSLm5uSQSSVtbOzg4eMGCBcnJya+/BdNQUlKyYMEC2CT2Vuju7iaRSLAEbWVltWDBgoqKiqGhIRKJpKOjExAQ8MUXXyQlJeHjw8PDFyxYANHsGzZsgNsESE9PRwixWKy7d+/euXPH399/wYIFGzZsEBYWNjMzA5WHwcHBM2fO8PLy8vHxeXp6wrZs+PetW7d+8803RCWCWYJOp1+5cmX16tXAiyUlJXv37t28eTOZTIbu+/nz5wcOHNiyZYuhoSHEI7e2turo6PDy8qqrq8MHTW9vr6mp6ebNmxUUFCorKxFCFArl1KlTPDw8cnJyICQzNjZ24cIFbm5ucXHxjIwMFotFo9G8vb3XrVsHO5infb3du3fviy++uHbtmr6+Ptzir7766mOJXNy/f3/BggVvK3A+NDT01VdfEYNnZ4+ff/75u+++QwjdunVrwYIFILezePFiHh6e1NTUL774wtnZGR9cWFj4xRdfODg4nDlz5osvvpj9bqvZo76+fsGCBZqamgihgwcPkkikJ0+efPfddz/++OP169fh5fX29n4rgcHPn1GePXsGHRNCyMPDQ0ND462+L1JTU0kkEihqvAZ1dXUaGhov9+AxMTF6enpEZWUiuLi4/vGPfyCE4uPjSSTSy8LpPj4+J06cGBkZ+eWXX5YsWYIQGhoaEhAQsLW1ZbFYnp6eBgYGCKEzZ85wcXHByhhCaGpqyszMTFZWFq778tWrq6tXrFgB4T6A3NzcZcuWZWZmhoeH//bbby0tLQ0NDStWrIiJibl///6vv/5aUVHR09Ozdu24Qt78AAAfi0lEQVRab2/vp0+fLlu2LCsra2RkZPPmzXZ2dg0NDb/99lt8fPzExISkpKSBgUFHR8fatWv9/f2ZTKaysrKysjJIVDk5OTGZTGNjYykpqf7+/m3bth07dmza1nBtbe1ffvnl6dOnv/zyi42NjY+PD4lEInbis0FRURGJRIJo9rfC8PCwhoYGxM+bmpqSSKSSkpKxsbElS5aQyeTIyMiffvoJlLMBQUFBJBLpxo0bCKGFCxfCbSKivb394MGDDQ0NV69eJZFI8fHxCCEPD49169YNDw9XVlYqKio+fvy4t7f3hx9+gOsC8vPz161bB1QK36qzqf/Tp0/t7Oy+//77v//971QqdWpqSlZWVltbu6uri5ub++rVq0wm8/Dhw3v27Onr6+Pn5z9z5gyLxbK0tBQTE+vv79++fbu+vj6Tybxw4cKmTZt6enpAunRqaiooKGjNmjVtbW0mJibi4uI0Gu3u3bsrVqyora09d+4cDw8PhULJycn59ddfCwoK/P39V69e3dTURKzbo0ePfvrpp9DQUGtr66VLl+bn55NIpHegzDlBSkoKiUQ6f/78W/0XfFsQZbZnD0tLSxMTE4RQSEgIiUQKDg5GCG3evFlWVvbx48c//fQTUcy7rKxs0aJFV65ccXNzW7RoEZD63KK2tpZEIkHgrYmJyZIlS4qKiri4uHbs2HH69OnAwECEUFpamrq6+uzH+v+HUbKzs93c3FJSUoqLizs7O93c3ODNiY+Pd3Nzm5iY6O3tBWNubm50dHRvb299fX1YWFhRURF0Cjdv3oRusbW11c3NrbCwECFUU1Nz6tQpZ2dn4tCYyWQmJCRERETAz+Tk5NDQUDqdDnYbG5vAwED4nqJSqW5ubgkJCVVVVWFhYcTR9OPHj3NycpKSktzc3F7uN1tbWx89evTw4UMSiQRiLenp6YGBgQwGo7+/HxpSUFAACmMACoUSEBBgY2OTkJAAY9K0tDQSieTk5IQQCggIyM7ORgiNjY2FhITY2Njcvn0b5g16e3sDAwOhvRhTU1O6urqKioqv8j43N/c333yDEEpMTCSRSFhBBDAxMbF7924Y9/z666+//vor2PX09CQkJIjzRW5ubsQ+NycnR1BQEELWWSyWkpKStrZ2fn4+Pj45OXnp0qVWVlbe3t7QT9na2n799dfDw8Pl5eULFiyAPQ4LFiyora3t7e396quvPD09k5KSvvrqK8h68u233546dSo7O/t//ud/IAbwl19+0dPTKy0t/eGHH0Aga8OGDXv27Kmpqfnll19AGVNcXFxAQKCurm716tUgXK+qqrp69WoYuGA8f/48Nzd3dHQ0Ly+vvb3d3d2dRCKFhoampqZilXiE0OjoqIeHx+nTp/EkTFZWFn6ACwoKSCSSkZFRQUHBrVu38DHDw8OBgYE2Njbx8fFwixkMRkxMjI2NDVDsxMREYGDgvXv3EELHjx8nkUjwPZ6dnd3Q0NDb25uRkUGcsyL2DkuWLMG3CSMhIWHt2rUMBsPLy4tEIkEKg6dPny5evJg48BoaGvrb3/4mLS2NH57Dhw/jUW94ePj27duDg4PfyCuurq6WlpYbN278xz/+MTk5WVVVtXDhQhCb4OXllZGRqa2tXbZsmZGREUJIVlaWh4enoaFh3bp18KBqamr+/vvvtbW1wsLCMFCzsbFZvHhxVVXV/v37QdjU09Pz3//+d3FxsZGR0aJFixBCsbGx33zzzePHj+3t7b/55hsGgwHjD5DWxqBQKBkZGd3d3Y2Njfn5+Y2NjSQSCdSG4uPj4+PjaTSal5dXWFgYQqigoMDNza2trQ2ueP369YcPH8IcbHl5+enTp+3t7XE6gISEBDc3t6amplu3buXn5+NvlPr6+uTk5KKiIjc3t2lTBffu3SORSHZ2dpmZmcS3g8lkhoWF2f7/9q48rqkr+9+AgGgVVFqqBdxBdNi1MKDsiAiWsDjwFKyorUP1o9aNGAUFrBuL1VEELFsHQQxVSETrgrIvQdawRKGWxbATZUuAhNzfH2d4n4jYql1nfv3+JyZ579137vme7Z5z5Ah0ScAYc7nc8PDwtLS0goKC5uZmeXn5VatWVVdXJyYmkjHh4eHh69ev0+n0+Ph4UjwePHhAp9O//fZbcOhTU1Nhs/z73/9GCEE7htLS0qqqKlgZ8BcBAwMDWVlZz549a2lpyc7OBj1TXFyclZX14MGD8PBwCFCPjIyAwoyJiZGOH+bm5ubl5d25cyc8PBz2l1AoZDAYdDo9MTERtEd9fT1CCJrt1tfX5+Xl9fX1lZSUPH78eNeuXe7u7mKxmMvlLly4EPTem+AlRtm9ezdCyN/fv7S0tKioCCEEPU7Mzc0RQr29vSUlJQghFxcXmN9nZ2eXnp6+a9cuIyMj2OpLlixBCJFv68SJE5WVlZaWlgcPHty0aZOtrS15UAMM1blz5/b390skEhhxyOfzmUxmQkJCYGCgpaXlhg0bent7u7u7EUJ6enrl5eVWVlaurq6wHAwGw9bWNjk52djYGCE0rmK6tbXV09MzODj4/PnzCKHt27djjG1sbBBCfD6/vLwcIWRnZ3ft2rVVq1bBJu/o6EhOTr58+XJgYKCRkREcpsnMzEQInT17NiEhwczMLD8/v6enJyUlJSYmJjAwcMWKFXCKs6Cg4FWL+Pnz55aWlnQ6/erVqz4vAxTWOEaJjo6W/vqzZ890dXVDQkIwxhoaGqSqotFo06dPh25RGOO+vj4bGxtjY2PwvUQiEYQvyDTG2bNnvby83N3dfXx8gGZiYmKmT58eHBxsa2u7e/dusVgM8UAwmRFCR48e9fPzQwjV19d3dnYCJYNmz8vLk0gkCCFHR0fYGHDcZNasWUZGRiwWi3S2tLS05syZAwsIx8UtLS1lZWVzcnIQQtBjZsOGDQgh0ruaECEhIQghOp0eEhLi6OgIH+7t7d29e7e9vT1BEJs3bwZjZefOnQihgICA0tJSkFUnJ6e7d++uWLECJlN1dXWRrxi8K4jk2NvbBwUFmZqanjp1qrm5GSEE/eWAUaBl3OsgzShz5syZP3/+uA8cP37cwMAAY/yvf/0LIXTjxg2McWNjo7y8PNnZDGMcHx+vrKxMHmLPycmZMWMG6Uey2exdu3Zt3LjR2dk5IiJiYGCgrKxsnFBBzKSjo2N4eNjKykpWVhZjfO/ePYQQ/JeBgcGMGTPAxoJLOzg4wDtFCAGjbNmyBSGUnZ2toKAALSn9/f0RQnfv3tXQ0Fi0aBHG+NKlS/AgJiYmIMDp6ekIodjYWFdXV4TQ8PAwMLqfn99PLF1rayvYyPfv3zcyMmIwGAMDAwghWEPyuhhjhND7779/69Yt6Et75cqV48ePe3t7L1++HIKHVlZWYFTR6fQlS5aABvzxxx+hGeChQ4cQQtIHrvGYjtq0aVN8fLyNjQ3EdkQiUUhIiKWlpa+vr4uLC+iruLg4+GRBQQGPx5syZYq2tvb9+/ft7e09PDz6+/tFIlFqaiooLnNz882bN/P5/JiYGAsLi+DgYDs7u88///z58+eqqqry8vIY4ytXrpCM8uZ4+PChjY1NXFzcJ598ghC6ffs2xvj69eukwvT09ISkCIvFsrGxSUxMtLS0RAgVFxeLRCIGgxEfHx8YGGhmZrZt2zahUNjU1EQyyjiA0HZ3dw8MD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<div class="MsoNormal" style="color: white; line-height: normal;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selain itu juga terdapat Fungsi <i style="color: red;"><b>IF AND </b></i><span style="color: white;">&</span><i style="color: red;"><b> IF OR</b></i>. Berikut penjelasnnya :</span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.<b><i> <span style="color: red;">IF AND </span></i></b>adalah</span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Fungsi ini menghasilkan nilai benar, bila
berargumen benar. Hasil dari fungsi ini juga dapat menghasilkan nilai salah,
jika <u>salah satu</u> argumen salah.</span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Rumus :<i style="color: red;"><b> =IF(AND(logical_test1,logical_test2,value_if_true,value_if_false)</b></i></span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.<i style="color: red;"><b> IF OR </b></i>adalah Fungsi ini menghasilkan nilai benar, bila berargumen
benar. Hasil dari fungsi ini juga dapat menghasilkan nilai salah, jika <u>seluruh</u>
argumen salah.</span></div>
<div class="MsoNormal" style="color: white; line-height: normal; margin-bottom: 0cm; vertical-align: baseline;">
<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Rumus : <i style="color: red;"><b> =IF(OR(logical_test1,logical_test2,value_if_true,value_if_false)</b></i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
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<b style="color: red;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh </span></i></b><b><i><span style="color: red; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">:</span></i></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-73453732308899688522012-12-01T09:50:00.000-08:002012-12-18T22:58:12.886-08:00Penggunaan Fungsi Statistik Pada Microsoft Excel<!--[if !mso]>
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Salah satu keunggulan MS Excel
adalah kemampuannya dalam mengolah data statistik . ms excel menyertakan
beberapa fungsi untuk mengolah data khususnya data statistik .</div>
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Fungsi-fungsi untuk mengolah data
statistik antara lain sebagai berikut :( Saya buat dalam bentuk tabel untuk mempermudah para pembaca untuk memahaminya)</div>
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<br /></div>
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<span style="color: white; mso-themecolor: background1;">FUNGSI</span></div>
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<span style="color: white; mso-themecolor: background1;">KEGUNAAN</span></div>
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<span style="color: white; mso-themecolor: background1;">PENULISAN</span></div>
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</tr>
<tr style="mso-yfti-irow: 0;">
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 68; text-align: justify;">
SUM</div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menjumlahkan pada angka pada sel atau range</span></b></div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=SUM(angka 1, angka 2,...)</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=SUM(alamat range)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 132; text-align: justify;">
MAX</div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menampilkan nilai terbesar dari suatu range
data numerik </span></b></div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=MAX(angka 1, angka 2,...)</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=MAX(alamat range)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 68; text-align: justify;">
MIN</div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menampilan nilai terkecil dari suatu range
data numerik </span></b></div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=MIN(angka 1, angka 2,...)</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">MIN(alamat range)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 132; text-align: justify;">
AVERAGE</div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menampilan rata-rata dari suatu range data
numerik </span></b></div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=AVERAGE (angka 1, angka 2,...)</span></b></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=AVERAGE(alamat range)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 68; text-align: justify;">
COUNT</div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menghitung jumlah data yang bersifat numerik
dari suatu range</span></b></div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=COUNT(angka 1, angka 2,...)</span></b></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=COUNT(alamat range)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 132; text-align: justify;">
COUNTIF</div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menghitung jumlah data yang bersifat numerik
yang terdapat pada range tertentu sesuai dengan kriteria yang ditentukan </span></b></div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=COUNTIF(range,criteria)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 68; text-align: justify;">
COUNTA</div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menghitung jumlah semua jenis data dari suatu
range</span></b></div>
</td>
<td style="background: silver; border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-background-themecolor: text1; mso-background-themetint: 63; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=COUNTA(angka 1, angka 2,...)</span></b></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 64; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=COUNTA(alamat range)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid #404040 1.0pt; border-left: solid #404040 1.0pt; border-right: none; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-left-themecolor: text1; mso-border-left-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 49.6pt;" valign="top" width="66">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 132; text-align: justify;">
SUMIF</div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="170">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">Menjumlahkan data yang bersifat numerik dalam
suatu range data dengan kriteria tertentu </span></b></div>
</td>
<td style="border-bottom: solid #404040 1.0pt; border-left: none; border-right: solid #404040 1.0pt; border-top: none; mso-border-bottom-themecolor: text1; mso-border-bottom-themetint: 191; mso-border-right-themecolor: text1; mso-border-right-themetint: 191; mso-border-top-alt: solid #404040 1.0pt; mso-border-top-themecolor: text1; mso-border-top-themetint: 191; padding: 0cm 5.4pt 0cm 5.4pt; width: 3.0cm;" valign="top" width="113">
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-yfti-cnfc: 128; text-align: justify;">
<b><span lang="EN-US" style="mso-ansi-language: EN-US;">=SUMIF(range,criteria,sum_range)</span></b></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Contoh Penggunaannya</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<img alt="" height="197" 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fjAojX3YNHyASxaGH+ARWvxgUVr7sGi5QNYtDD+AIvW4gOL1tyDRcsHsGhh/AEWrcUHFi0MBoPBYB4tsGhhMBgMZsHwH53PipTFyYvwAAAAAElFTkSuQmCC" 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Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-87388322016087602702012-12-01T09:37:00.003-08:002012-12-18T22:59:54.273-08:00Penggunaan Tabel (Table) Pada Microsoft Word<!--[if gte mso 9]><xml>
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Untuk membuat tabel sebenarnya bisa menggunakan Microsoft
Excel sebagai software yang diperuntukan untuk membuat tabel . Tapi anda juga
bisa membuatnya menggunakan Microsoft Word . Berikut langkah-langkah yang bisa
anda lakukan sebagai berikut :</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgenOKC3TepCH0ELz7wgGnX6m9Oryb6-yRG3B3MbekaS3N71CacCR4qahI1xd0HqlPcO3-mQxaaVN5m7Uwt28CLJw8UmbhT1PlkfLlXwmc0K54EP8pNBOuaKK9GjiTYWzhRh98pGYFluEU-/s1600/tabel_thumb.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgenOKC3TepCH0ELz7wgGnX6m9Oryb6-yRG3B3MbekaS3N71CacCR4qahI1xd0HqlPcO3-mQxaaVN5m7Uwt28CLJw8UmbhT1PlkfLlXwmc0K54EP8pNBOuaKK9GjiTYWzhRh98pGYFluEU-/s1600/tabel_thumb.jpg" /></a>1. Sebelumnya anda harus membuka jendela kerja Microsoft Word</div>
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2. Pilih dan Klik Ribbon Tab Insert</div>
<div class="MsoNormal">
3. Pilih Table yang terdapat pada Group Table</div>
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4. Kemudian anda tentukan berapa kolom dan baris yang anda
inginkan</div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
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<br /></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
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5. Jika jumlah kolom dan baris yang anda inginkan banyak , anda
bisa mengklik <b><i>Insert Table</i></b> yang terdapat </div>
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6. pada <b><i>Table</i></b>
tersebut. Kemudina nada ketikan berapa kolom (colums) dan baris (rows) nya .</div>
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7. Lalu klik OK</div>
Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-38537409466847472652012-12-01T09:19:00.000-08:002012-12-18T23:00:30.556-08:00Cara Merangking Data Di Microsoft ExcelBanyak fungsi yang bisa digunakan oleh para Pengguna dalam aplikasi Microsoft Excel. Contoh guru , bisa mempergunakanya untuk mrekap keselurahan nilai anak didiknya. Selain memberikan materi pelajaran, seorang guru juga dituntut untuk
menganalisa proses yang telah dilakukan dan melaporkannya dalam bentuk
nilai. Dalam kurikulum KTSP guru dituntut untuk mengurutkan nilai siswa
berdasarkan nilai tertinggi yang diperoleh oleh siswa.<br />
<span id="more-266"></span>Bagi sebagian guru, mengurutkan atau
merangking terkadang terasa menyulitkan, akan tetapi dengan menggunakan
program aplikasi Microsoft Excel semuanya bisa menjadi mudah. Berikut
ini saya akan jelaskan langkah-langkah simple yang saya susun dengan anggapan bahwa
nilai siswa tersebut sudah disimpan dalam excel.<br />
1. Buka file excel nilai siswa<br />
2. Letakkan kursor pada cell rangking seperti contoh gambar berikut<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhekL8aT0Wwx6ADtFy0CtgFmKknQXXlyAu8HdBr_q3aeXyClJqEZ-hOZlyAjqGiXgA5rFYVxZq1_DQJSCnwQbcezhQoDU7282QtDEBAZt9d471Ci6ADkMZvw7L0zAhGMTSIDERfcQNPMJsf/s1600/a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhekL8aT0Wwx6ADtFy0CtgFmKknQXXlyAu8HdBr_q3aeXyClJqEZ-hOZlyAjqGiXgA5rFYVxZq1_DQJSCnwQbcezhQoDU7282QtDEBAZt9d471Ci6ADkMZvw7L0zAhGMTSIDERfcQNPMJsf/s1600/a.jpg" /></a></div>
3. Ketik =RANK(<br />
4. Klik Cell nilai siswa yang akan di ranking<br />
<a href="http://man2padang.files.wordpress.com/2009/12/c.jpg"><img alt="" class="aligncenter size-medium wp-image-269" height="116" src="http://man2padang.files.wordpress.com/2009/12/c.jpg?w=300&h=116" title="c" width="300" /></a><br />
5. Ketik pembatas statment-nya (bisa , atau ; tergantung settingan komputer) dalam gambar berikut menggunakan ;<a href="http://man2padang.files.wordpress.com/2009/12/d.jpg"><img alt="" class="aligncenter size-full wp-image-271" src="http://man2padang.files.wordpress.com/2009/12/d.jpg?w=477" title="d" /></a><br />
6. Blok seluruh nilai siswa dari siswa pertama sampai siswa terakhir di kelas tersebut, contoh pada gambar<br />
<a href="http://man2padang.files.wordpress.com/2009/12/e.jpg"><img alt="" class="aligncenter size-medium wp-image-272" height="226" src="http://man2padang.files.wordpress.com/2009/12/e.jpg?w=300&h=226" title="e" width="300" /></a><br />
7. Tekan tombol F4 yang ada pada keyboard, sehingga range yang telah
kita blok tadi menjadi ABSOLUT dan ditandai dengan simbol $ pada
cell-cellnya.<br />
<a href="http://man2padang.files.wordpress.com/2009/12/f.jpg"><img alt="" class="aligncenter size-medium wp-image-273" height="62" src="http://man2padang.files.wordpress.com/2009/12/f.jpg?w=300&h=62" title="f" width="300" /></a><br />
8. Ketik pembatas statment-nya, sebagaimana point 5.<br />
9. Ketik angka 0 (nol) agar nilai siswa yang tinggi menjadi peringkat
1 (satu) dan seterusnya. (nilai 1 (satu) untuk kebalikannya).<br />
<a href="http://man2padang.files.wordpress.com/2009/12/g.jpg"><img alt="" class="aligncenter size-medium wp-image-274" height="67" src="http://man2padang.files.wordpress.com/2009/12/g.jpg?w=300&h=67" title="g" width="300" /></a><br />
10. Ketik kurung tutup dan tekan tombol enter.<br />
11. Klik dan Tarik cell rangking siswa pertama sampai ke siswa terakhir dalam satu kelas tersebut.<br />
<br />
<a href="http://man2padang.files.wordpress.com/2009/12/h.jpg"><img alt="" class="aligncenter size-medium wp-image-275" height="238" src="http://man2padang.files.wordpress.com/2009/12/h.jpg?w=300&h=238" title="h" width="300" /></a><br />
<br />
SELESAI Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0tag:blogger.com,1999:blog-470310689295984841.post-15054770435477716322012-12-01T00:58:00.006-08:002012-12-12T17:37:39.796-08:00MEMBUAT DOKUMEN DENGAN MICROSOFT WORD<b>Microsoft Word</b> adalah fasilitas yang disediakan oleh <b>Microsoft Corp</b> untuk para penggunanya dan merupakan software yang paling sering digunakan oleh banyak orang diseluruh dunia.<br />
Microsoft Word sendiri adalah software yang digunakan untuk membuat sebuah dokumen ( bisa proposal, novel, surat,etc ).<br />
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Semakin berkembangnya zaman orang akan mencari sebuah alat/program yang bisa membantunya dalam hal apapun termasuk membuat dokumen. Dulu orang untuk membuat dokumen harus membuatnya menggunakan Mesin Ketik. Tapi seiring berkembangnya zaman muncul bebrapa program yang diperuntukan untuk membuat dokumen termasuk Microsoft Word.<br />
Berikut akan saya jabarkan cara untuk membuat sebuah dokumen menggunakan MS Word.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwQI1-bJntLz4_5N8z_mjEeRDcajq6A_S_NxqZT9PrRQbn05UJL89P6N7YxkOvyGKkSXbwfk2uj7oDayMaXJU3eDiBJBGnMvvxI46j3HlulOEY_odfTSj9fqFxOkCp6o7yiZ0TprPfdIE1/s1600/12.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwQI1-bJntLz4_5N8z_mjEeRDcajq6A_S_NxqZT9PrRQbn05UJL89P6N7YxkOvyGKkSXbwfk2uj7oDayMaXJU3eDiBJBGnMvvxI46j3HlulOEY_odfTSj9fqFxOkCp6o7yiZ0TprPfdIE1/s320/12.jpg" width="320" /></a></div>
<b> 1. Klik START</b><br />
<b>2. Pilih All Programs</b><br />
<b>3. Pilih MicrosoftOffice</b><br />
<b>4. Pilih dan Klik Microsoft Word</b><br />
<b>5. Tunggu beberapa saat, hingga jendela kerja MS Word muncul .</b> <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKHhgrSY0AsU4pdgn-VFVFDWeAtX3cP2nM37SrjldEhKWfn7IR_1DQTiyru70sFw4wzSqtDD0cluiS69g4WSqjzuTUOcxEmSJR3BaJkzDmFw33pibcdcK_u_B30JHxiO9IY5kkEAe7kUf/s1600/MS_Word_2007.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEKHhgrSY0AsU4pdgn-VFVFDWeAtX3cP2nM37SrjldEhKWfn7IR_1DQTiyru70sFw4wzSqtDD0cluiS69g4WSqjzuTUOcxEmSJR3BaJkzDmFw33pibcdcK_u_B30JHxiO9IY5kkEAe7kUf/s320/MS_Word_2007.png" width="320" /></a></div>
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Setelah itu anda bisa membuat dokumen menggunakan MS Word.Anonymoushttp://www.blogger.com/profile/17245260480023648988noreply@blogger.com0