tag:blogger.com,1999:blog-13826220698962099122024-02-06T19:22:54.736-08:00D'JAVAUnknownnoreply@blogger.comBlogger58125tag:blogger.com,1999:blog-1382622069896209912.post-11594241575935139372019-12-13T23:40:00.000-08:002019-12-14T01:20:18.203-08:00Ujian Remedy Kelas XI TKJ Silahkan melakukan ujian Remedi di halaman berikut :<br />
<div>
<br /></div>
<div>
bagi semua siswa silahkan mengikutin remedi ini. </div>
<div>
<br />
<a href="https://sites.google.com/view/djava/materi/quis">https://sites.google.com/view/djava/materi/quis</a><br />
<br />
<br /></div>
<div>
dan yang sudh melakukan ujian silahkan tinggal kan komen dibawah ini<br />
<br />
<br />
terima kasih<br />
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-36376059440012525742019-08-06T20:01:00.001-07:002019-08-06T20:04:14.611-07:00Sejarah komputer dengan tabung vakum<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 11.25pt; vertical-align: baseline;">
<div style="text-align: justify;">
<span style="color: #444444; font-family: Times, Times New Roman, serif;">Sejarah komputer dengan tabung vakum
atau Vacuum Tube (tahun 1875 pertama kali dikembangkan) adalah perangkat yang
digunakan dalam rangkaian elektronik untuk mengontrol aliran elektron. Sebuah
vacuum tube biasanya terdiri dari dua atau lebih elektroda tertutup dalam kaca
atau logam-keramik. Selama periode ini, itu adalah teknologi dasar yang
digunakan. Ukuran Vacuum Tube ini berdiameter sekitar 2,5 cm atau lebih dan
tinggi sekitar 6 cm atau lebih tergantung pada sedikit banyaknya rangkaian
didalamnya.</span></div>
</div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 11.25pt; vertical-align: baseline;">
<div style="text-align: justify;">
<span style="color: #444444; font-family: Times, Times New Roman, serif;">Masalah dengan vacuum tube adalah bahwa
ukuran besar, mahal, rapuh, rentan terhadap kerusakan dan cepat panas,
membutuhkan daya listrik besar, karenanya hal tersebut merupakan salah satu
alasan mengapa komputer generasi pertama, langka dan sangat mahal di tahun 1950-an.<o:p></o:p></span></div>
</div>
<div style="text-align: justify;">
<span style="color: #444444; font-family: Times, Times New Roman, serif; line-height: 115%;">Komputer generasi 1 dengan vacuum tube “ENIAC”, ukurannya sangat besar.
karena terdapat 17.468 vacuum tube, 70.000 resistor, 10.000 kapasitor, 1.500
relay, 6.000 switch manual dan 5 juta titik solder. Menutupi 167 meter persegi
luas lantai, beratnya 30 ton, kebutuhan daya 160 kilowatt tenaga listrik.</span></div>
<span style="color: #444444; font-family: "times new roman" , "serif"; font-size: 16.5pt; line-height: 115%;"><br /></span>
<span style="color: #444444; font-family: "times new roman" , "serif"; font-size: 16.5pt; line-height: 115%;"><br /></span>
<span style="color: #444444; font-family: "times new roman" , "serif"; font-size: 16.5pt; line-height: 115%;">sumber : </span><a href="https://www.rijickcipta.com/sejarah-komputer-dengan-tabung-vakum.html">https://www.rijickcipta.com/sejarah-komputer-dengan-tabung-vakum.html</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-10421998766663169342019-05-27T01:08:00.000-07:002019-05-27T01:08:11.017-07:00SOAL UJIAN PERBAIKAN <br />
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<!--[if !supportLists]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Tuliskan pengertian dari Komunikasi Data !<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<!--[if !supportLists]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Tuiskan komponen-komponen komunikasi
data !</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow", sans-serif; font-size: 12pt; text-indent: -14.15pt;">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Arial Narrow", sans-serif; font-size: 12pt; text-indent: -14.15pt;">Gambarkan dan jelaskan proses terjadinya komunikasi data
!</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Tuliskan perbedaan dari komunikasi audio, video dan audio
video !<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Ada beberapa negara yang menetapkan standar resmi pada
negaranya sendiri, tuliskan minimal 3 lengkap dengan asal negaranya !</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">6</span><span style="font-family: "Arial Narrow", sans-serif; font-size: 12pt; text-indent: -14.15pt;">.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><span style="font-family: "Arial Narrow", sans-serif; font-size: 12pt; text-indent: -14.15pt;">Tuliskan 7 lapisan layer secara berurutan !</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l0 level4 lfo1; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Jelaskan pengertian dari :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level5 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Router<span style="mso-tab-count: 1;"> </span>b.
Switch<span style="mso-tab-count: 1;"> </span>c. Hub<span style="mso-tab-count: 2;"> </span>d. BTS<span style="mso-tab-count: 2;"> </span>e. BSC<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Tuliskan pengertian bandwitch !<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">Tuliskan yang Anda ketahui tentang pengaruh positif dan negatif dari
penggunaan internet khususnya dalam proses belajar mengajar !<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">10. Tuliskan yang dibutuhkan oleh masyarakat milenial saat ini.!</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;"><br /></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;">note : dituliskan dikertas selembar</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;"><br /></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-left: 1.0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -14.15pt;">
<span style="font-family: "Arial Narrow","sans-serif"; font-size: 12.0pt; mso-ansi-language: IN;"><br /></span></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-53627860179561180352019-05-14T19:25:00.003-07:002019-05-14T19:25:56.443-07:00JARINGAN FIBER OPTIKBerbeda dari kabel lain yang membawa listrik, kabel Fiber Optik adalah jenis kabel
yang berfungsi mengubah sinyal listrik menjadi cahaya dan mengalirkannya dari satu ke
titik yang lain. Bahan utama dari kabel jenis Fiber Optik ini adalah dari serat kaca dan
plastik yang sangat halus, bahkan lebih halus dari sehelai rambut manusia. Beda halnya
dari kabel lain yang memakai bahan dari tembaga.
Terdapat 2 jenis mode transmisi yakni Single Mode yang memanfaatkan sinar laser
sebagai media transmisinya dan Multi Mode yang menggunakan media LED. Biasanya
jenis kabel Fiber Optik ini lebih sering dipakai pada suatu instalasi jaringan dengan kelas
menengah hingga atas.<br />
<br />
1. Fungsi Fiber Optik<br />
Pada dasarnya fungsi dari kabel Fiber Optik sama seperti jenis kabel yang lain yakni
menghubungkan antar komputer atau pengguna satu sama lain dan dalam lingkup
jaringan tertentu. Yang menjadi pembeda adalah kecepatan akses yang tinggi serta
kemampuan transfer data lebih cepat. Untuk kecepatan pengiriman data bisa sampai
kisaran Gigabit per detiknya. Selain itu karena tidak membawa listrik kabel jenis ini juga
tida terpengaruhi gangguan elektromagnetik sehingga stabil dalam penggunaannya.
Namun tentunya dengan banyaknya kelebihan yang diperoleh tentunya harus
dibayar lebih mahal, itulah sebabnya kabel jenis ini tidak dipakai oleh sembarangan orang.
Biasanya perusahaan skala besar serta operator telekomunikasi yang lebih sering memilih
menggunakan kabel Fiber Optik ini. Bahkan saat ini pun perusahaan pengembang Wi-Fi
sudah mulai memakai Fiber Optik karena lebih cepat dan stabil.<br />
<br />
2. Kelebihan dan Kekurangan Fiber Optik
Meskipun hadir dengan kemampuan lebih tinggi daripada jenis kabel yang terdahulu
bukan berarti kabel Fiber Optik ini tidak memiliki kekurangan sama sekali. Dibawah ini
kami jelaskan berbagai macam kelebihan serta kekurangan yang dapat anda peroleh jika
menggunakan Fiber Optik :<br />
<br />
a) Kelebihan Fiber Optik<br />
1) Jenis kabel Fiber Optik ini memiliki kemampuan mengantarkan data dengan
kapasitas besar serta jarak transmisi yang sangat jauh. Dengan kapasitas Gigabyte
per detik maka memberikan kebebasan bagi perusahaan-perusahaan internet dan
telepon memilih bandwith tinggi.<br />
2) Meskipun memiliki kemampuan yang besar bentuk fisik dari kabel ini lebih kecil jika
dibandingkan dengan jenis lain karena bahannya dari serat kaca dan plastik. Hal ini
memungkinkan tersedianya ruang yang cukup besar.<br />
3) Karena tidak menggunakan arus listrik kabel Fiber Optik ini bebas dari gangguan
sinyal elektromagnetik, sinyal radio, serta mempunyai ketahanan yang cukup kuat
juga sehingga banyak digunakan perusahaan – perusahaan besar.<br />
4) Meskipun memiliki kecepatan akses yang tinggi namun tetap kemungkinan
hilangnya data sangatlah rendah, jadi anda tidak perlu mengkhawatirkan validitas
data.<br />
5) Karena tidak menggunakan listrik maka kemungkinan adanya konsleting juga tidak
akan terjadi, jadi dalam hal keamanan juga sangat terjamin.<br />
<br />
b) Kekurangan Fiber Optik<br />
1) Kekurangan terbesar dari kabel Fiber Optik adalah harganya yang cukup tinggi, hal
ini sangatlah wajar mengingat bahan – bahan yang digunakan serta
pemasangannya. Oleh sebab itu pengguna kabel jenis bukanlah sembarangan
melainkan perusahaan atau penyedia jasa komunikasi yang memang menginginkan
akses lebih cepat.<br />
2) Selain memakan biaya besar pada saat pemasangan, untuk perawatan Fiber Optik
pun juga memerlukan biaya yang tidak sedikit melihat alat – alat yang digunakan
juga tidaklah murah.<br />
3) Perhatikan juga penempatan kabel Fiber Optik, biasanya dipasang pada jalur yang
berbelok atau yang memiliki sudut melengkung agar proses berjalannya gelombang
bisa lebih lancar atau tidak terhambat.<br />
<br />
c) Cara Kerja Fiber Optik<br />
Karakteristik kabel jaringan fiber optik dapat dilihat seperti pada Gambar di
bawah, dimana kabel fiber optik terdiri dari : Inti (Core), Jaket (Cladding), Mantel
(Coating), Strength Member & Outer Jacket.
Sebelumnya sudah dijelaskan bahwa kabel Fiber Optik tidak mengalirkan listrik
namun cahaya. Listrik yang diperoleh dikonversikan menjadi sinyal cahaya dan
dialirkan antar komputer yang terhubung dalam suatu jaringan skala besar. Hal ini
menjadikan kabel Fiber Optik sangat cocok digunakan pada wilayah dengan banyaknya
gangguan elektromagnetik.
Jika pada kabel Coaxial atau Twisted panjangnya kabel seringkali menjadi
penghambat namun hal ini tidak berlaku bagi kabel Fiber Optik. Bahan baku yang
terbuat dari serat kaca murni mampu membawa cahaya untuk mentransmisikan data
secara terus menerus tanpa menghiraukan panjangnya kabel yang digunakan. Intinya
di dalam kabel Fiber Optik menggunakan cara kerja dengan memanfaatkan cermin
untuk menghasilkan total internal reflection atau bahasa umumnya adalah refleksi total
pada bagian serat kaca.
Itulah pengertian Fiber Optik yang perlu anda ketahui terutama jika anda ingin
melakukan instalasi jaringan. Meskipun memiliki harga yang lumayan tinggi namun
dengan melihat manfaat serta keuntungan yang diperoleh maka sangatlah wajar
beberapa perusahaan besar lebih memilih jenis kabel ini.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-68128365768285211532018-12-11T00:16:00.000-08:002018-12-11T00:18:28.976-08:00Remedi Untuk MAPEL TLJ <html>
<head>
<title>soal ujian perbaikan TLJ KELAS XI TKJ 2</title>
</head>
<body>
<pre>
<center>
Silahkan Jawab Pertanyaan berikut ini
</center>
1. Tuliskan pengertian dari Komunikasi Data !
2. Tuiskan dan jelaskan model-model transmisi komunikasi data !
3. Komponen komunikasi data ada 5 (lima), tuliskan dan jelaskan !
4. Gambarkan dan jelaskan proses terjadinya komunikasi data !
5. Tuliskan perbedaan dari komunikasi audio, video dan audio video !
6. Ada beberapa negara yang menetapkan standar resmi pada negaranya sendiri,
7. Tuliskan 7 lapisan layer secara berurutan !
8. Jelaskan pengertian dari :
a. Router b. Switch c. Hub d. BTS e. BSC
9. Tuliskan yang Anda ketahui tujuan dari komunikasi data !
10. Tuliskan yang Anda ketahui tentang pengaruh positif dan negatif dari penggunaan internet khususnya dalam proses belajar mengajar !
</pre>
<marquee>Note : Jawaban Dikirim ke Email, Dayatjava@gmail.com Dan diketik dalam bentuk word, apabila anda yang masih memiliki Blog Cukup membahasnya di Blog tentang pertanyaan berikut ini dan Buat Link Blog Dikomentar
Hari Terakhir Jum'at 13 Desember.
</marquee>
</body>
</html>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-76256499368599834802018-12-11T00:08:00.002-08:002019-12-13T17:35:34.952-08:00Soal Remedi Kelas X TKJ 2019<div style="text-align: center;">
Soal Remedi Untuk Kelas X TKJ 1 KOMJAR 2019</div>
<br />
<br />
<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>IN</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-ansi-language:EN-US;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "arial narrow" , "sans-serif"; font-size: 12.0pt;">Jelaskan
pengertian dari K3 (keselamatan dan kesehatan kerja) </span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif"; font-size: 12.0pt;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "arial narrow" , "sans-serif"; font-size: 12.0pt;">Apa yang
dimaksud dengan komputer </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif"; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "arial narrow" , "sans-serif";">Jelaskan minimal 3 konektor
yang terdapat pada power supply !</span></div>
<span style="font-family: "arial narrow" , "sans-serif"; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "arial narrow" , "sans-serif";">Sebutkan 4 perangkat input !</span>
<br />
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif"; mso-bidi-font-family: "Arial Narrow"; mso-fareast-font-family: "Arial Narrow";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "arial narrow" , "sans-serif";">Sebutkan 3 perangkat output !</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif";">6. Tuliskan Langkah-langkah Perakitan Komputer </span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif";">7. Tuliskan Nama dan Fungsi dari Nomor 1,2,3,4,5</span><br />
<span style="font-family: "arial narrow" , "sans-serif";"><br /></span>
<span style="font-family: "arial narrow" , "sans-serif";"><br /></span>
<span style="font-family: "arial narrow" , "sans-serif";"><br /></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif";"></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif";"></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: "arial narrow" , "sans-serif";"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVcAAAEsCAIAAAD4tmdNAAAgAElEQVR4nOy7d1RVSbY/znTP9MybN/N6prtHu7XNodts2+YcERAFJGfJWQkCgoAYUQyYxawYyaCA5JxzDhcu4eac7z2xqr5/gLbTY/fMvHnvN2+tX+/1WXedU+dUOFW1P7Vr77p66Bf5RX6R/3+L3r+7Ab/IL/KL/Jvlf5IFIIT/g6X9Ij8l4/38f7y3328ehPDdLfyQAADGfxECCAEEaYRoBMF4NogQgAhANH79DgBC+F4qBAhCBCFCAEEEAKIhBAABgAANAA1oAAFAELxfAoI/KnMCECBIT2C8nvFkCAAA47WAt9VBCMbbARACEAL4NhlBgCZu0XiBCCAEIJr45PGPhpCEgByvCwIw8WE0hPQPffW/PVi/sMD/OfmgnnzwhX9XC/8R+cdZAEAEwMTlWyWdePdfbMKPryFJ0ThE9DvlB+OK+h4oCClIA0ghSCJAIUBCQAJAkoCiIYUgSdMkReIQUBC8a+o79viZNr97hx6/p0iKpiFFkhAQCBIQkAhSEFATbAcgAh8e/f8N+YUF/iX5oMb+iyP3D5b2v9Tb/4Nf8VNlgh8EQgDHF8fxG6lYyOjt6mhpaG+sbauvam2oaqmrbK4tb6wubawqra8qqasqqassqassqa0oqiotqCrJry4pqCsrrCsvqiktrC0trC0pqCl6U1uUW1eaV1+e31hZ2FhZVFeeX1dZKBOxECQgJN/pPD1hHfwAGgEaUXCCBQhAYgSuoWgCp0kaEgiRkNYCWgcBThE6tVIiEXEkIo5ExJaIOBIBWyJgS4UcqYgjFrIlQo5EyJYIOWIhS8wfk/DZIj5byOeIBXytWgNpSJM0BICmdSShoWmMInUUheGYliSIn2eB/3Fq+OdY4L9d/f/9teu/J/86C0y8CeHE2jKhJ+MlQAhpCCkwYZBOLGEQAQDB36/hw8bu31li39dWOGHE/r08H6zwbRdMXI+b9wAhBAGkAABv89AIUTSgEEJqhbimNPd16rP05KTU5/cznz/Mfn4/M+l2RtLtzKTbmU8Ss57eyX56O/tJYvaTxMykW2mPbyY/uJqedCsjKfH1i/t5KQ9zkx/mJj8qSHuSn55UkPm0JDe5OCelPD/95ePrDpYG1y6dghCDiAYQIkghRCH0Qy9CSAGESARJRCFEaNXCkf5WPqtXoRhTazlK5Vh3c0FLZZZGxkGIVojGhrrqq4qynyfdunvr4oNbl+5ePXfrwqmrZ2OvnDl2Je7YtbPHb8SfvHXx9N3L5x4kJjxPupP67EFWStLD21cvnIltqqnENGoEoFzEL36T3tNRj2klmE6iUfPl8lGlkk9RGHy7eZhoI3zbl+htZ/70DPjJ0f6JHL+wwL9Z3qk7BDSCFIIUQu+2lQDSBEA4RAACBCgEaAQASQOcAjRJ/92i/zss8J4AhOi3eN9K/0m8pam/NpHh+DabmtgdA5KkNDRJqGUquVCMayQEJoaApmmaM9LL7KgilXxIq1VKLq4UIlyJMBnSiJBKAJU8qOJR0lFSzCSEQxpuv0bAwCXDaj5DLRhS8YfUAqZOOkapeAiXIlqBgAohDQIqhNQIqVsbi+/euqRSSsf7G9FaUiOQSThKtYLHH+OyBmhCTdMUBRGFAEKYhNNX9foFq7eWxFgENkqoBl/ePHL80P6R/kaEYHVRZkNRCodRz2N1iwVMEbtPNNotGesWjXQKhtp5g+0CZpdktFfG6lfyhpQillrGVUnGCDWvu6kk7clN9kC7kDWEEOIMdiUcD6wvyUSEjNIJSR2L1I3gOjZNa39ggXcdP+FWGLcTwL+NBT5Q3z+2AP7CAj8lEEIaIQq+vYQ/Vu7xreT4ikxRFA1xADAa0DRE/8s9Ct4D/FDiB/Fem95uvt962hCCiCQ0UsmoUsIb6GiPCQ1Mun2hNO+FkMtBALEGu+TsXkSoaFyl1YgxpQRTStQKnlLCEnMYYwMdY4w29lAHs695qKuBNdDGHupgD3WwBtuGeppG+lu5wz0CVr9cMCIXjKglbEItIXQKAlNAUomQTiVll+a/kklFEAKdUlhbkFyZk8ToruULhqtrCu/eiFdK2BCCtx9Bi4c6C57cGGstRzoh0AqhgvUsIeyo197hviaEYE7K45o3LwXDbTLxKIIYwOWEVkjoRBQupgkJhUsoTEITMpqUAVIGcQXClYhUIoR1N5U9uBrHHujgDvUjhPhDHddPeDYWPUOYCGqElJpNqUZpDRdRKoQoMOHx/NF8ABAB9LPyk2z/r7DAv67Av7DAT8m46lNvt4E0QGK5epgnYfLEI1zRKE/C5EmZPOkIXyqQKzESo2g1QhgCNEX9r/ToXy8jE77596bU32WBv8GE040eL4LElTLRkFoyrBGORgUcuHTMN+vZteG+boQQd6RXxu6lVWJSq9BpxVLe2Aijp7O7oae3eZDROcjoHBvtGxvtY432C7hMhYQjF7OEPKaIx2SN9LFH+zljA9zRAQGbKWAzhWNMKY8l5rMVUgGlkyNKK2Yx8jJTZCIhQmi0tz7Mdc+jC4dJ+RBFiuSy4eK8F4RWRFMYAgQCECEgGGzKvBs73JyLtEJaJUJK1otLobGeptz+doTQmxdJzfkZIkaHVipAOE6rFZhWrNWKdVoxppNiOplOK8W0MhxTkISSxFUUrqIxOULaga6GmxdPDna1jA72IYT4wx0JMXa1b+4gHZtSsUkli1COUGo2pGQIYTQC7wIFPxqgf2QQP/zgQ/JhFvjR5hBC+h+o+meb9U+ywH9jg/1/Tf4pK+mtkYdUOqq0riu1sCGttD2rvOtNLSOrvDujtON1VVduRX1ja9NQXwtvuAdXyhEBIf0/3zk/Mibf95z9rfzVuz+2QSdY4N38GXf/k4RMKR7AJAxSOHg62OnqMffMx+eHetoQgoLRHjm7Sy0c1ShFarVQI+MTWqkOk+C4lKaUEGgRrUW0DtEYILUUoSJJBUUpIa1GQIuADtG6iRcoHcK1ENMSWpVGLuIO96sEo+Kx/pzUZwqxECEw0lke4bzr7klPqGQgSoyrOdUlmYRKCGgcQGJ8neUMNiXfOcJoyQRaAS4X0LLBZxf8Y9wMeAONCGHZT242F7wQDDZoJGMQVwCdhNTxKIxPYgJCyyd1AgoT0rgEklJASAhCTJBiAucjIBoZbLh/O667s2KI0YwQzR5uOnPEvuz1XYixMeUophzTyEe1Sh5JaODEFpAG40HJHxRyIozwUzMNjgdLP2id/YTovSvor6bCD4FQGkIKIBJCGkLwNv0flbdF/aAG/3jef0U+PL8/9PT/m/bAtxH+H11POMrHCQAgCJFUTb4q63ic25JU2Pe0ZDClYvRZ4cDTgt43zWMZJXVvigqqC7OzHt4abKhFJIAEBegfgsxv3Ujw7Sb9PU8dAOivpg+EP7j94HjEGyEIAEUDQL+n/DQENHzn0B+P6iEaQBq826H+ADjut5x4ND51aBpCClAAgfHoOYmJVeI+XNRL8HvOBtlcjXJ8cevoUFc9QiSP2abgtHc3l9ZU5Wt1AlzF10o5mFoAcCmuFGBKPqESQUxOqiWYTEiqxDoNH9cIaVwGcBmllZAaMcRkEJNDnZxQijUSPq6SqKTc1tqiupJsZldd9osHKikfIZLdXRFuv+18kBUl6UOkGFNyqosyMaUQAooCgIQIITQ60Pw8MXKgKQtpxKRMRAn6H5zyOOKqzx5sREidlnS1vugpj9kgFw8TuBRT80kVh9bwKBWXUHIoFY9S8ci3INR8ChPQGA/ifM5g08uHl/rayod66xEiOIMtp0PcitPvQw0Lkw/qJINK4ZBOJiQ0GKQRBQEFKQBpGlDjowMBGGdqAN/1Mf32mAIN39IughSEJIIkhNRbzQV/OyH/cRagICIhGi8OvH0K3gGMn8h4i/cfwR8OaIAfpUP4Y7vxZzXoA9nfwz+d8d2C9dOM9vM1/vcwofbvjwFN02D89AlNIQAQQjIVnlnc9iin7UFuz73c3scFjEc5PY9yOrJqGalF1W8K8xuKc1JuXhyoKUMUhSgSTiwY1HvHYdB7v++WcxrBdysDfOf2AzRB0wQAJE3jEJAQkjSg6PGTNpCmAaAomgYUADQENJhQaUCPzz4AaADHR50GEICJ0AZ4O+8oiEgICQApCAAE46RC6sQqcS8pG8C4nSf8LRIibR9fDmJ21SBE8Edbx7pLBzuqe7vrIJRoZaPMrjruUDut5hNytpw7oOAM6kSjmJiFi1k64YhOPoYrOTo5Sycb00pGVQKmRjyGy7iYhC3jDkp5gyrJmErG5o92MToq6kvS058mquV8hChWV9VRF4MHZ/xoKQNRUkItqC7KIlQSQFGAJmmaQgiO9tUlXQllNGZBBRfJeEg08OS072HHnZyBVoR0qQ+uNOQ/4w/UyfmDtE4BNFJaLcRlXK14TCMa00lYGtGYRjSGy3m4nE/I+JScB5V8pBZyuxtf3rzIbK4a62xECOf0tZ46dKAo+RZUDVDyblLWoxN04aJhSiVDFEkDioIUANT7LpZ3OvpeyjsP7juFohCiEaIgJAAgERwfsX+SBd6riUI/sMC7dWSChCCkAaDex7v0tyw1gR+lv//o7Qs/r8wfKGF8sr1rPPyAufGjl6nxet9jx5/CT1X3r+DHMt5UiqYwrVqrlOrUCp1WzeOJMvLKH2eUPc6uTcquf/664VlWTVJWRUpx3cvcgsKC3MaiV5l3rgw2VCJIIRqnCY1SKuCxmDwWs7+nrautkTU8wGMxOaOD3LEhziiDPTLAGu4fY/aPMftHh/pGhnpHhnqZgz2DA939vR0tTbWN9VX9vR2M/q7R4QGtWgYADhAFEQ0RDQENaJqmSQRIBClAE+/NjZ92UEEaIQQgQAjREFEQAkhTFDm+RmhVfBG7TSvuZ3VUhrnvS0mMeHEzkt3XiBAuGO3orHnFGmgWcPrZY+2j/U1DHTXDPfWsgWZmZ+1Aa2Vfc3lvY2l3bWF3XVFvQ3FXfWFXQ2FHXUFLZW5TeU5rdX5HbdFAa9VYTxOzu364r3F4oGV0sG1ssIXV31BflJZ087yEy0QIDrWVXzzikv/0PGegltAKlFJWXnqSTi6ENAloDQJahLChzorEM4F99XmIkCKNGMlGnp0LjnbbK2T2IERnPLjalPeU2VTI6mnSinkaIUcl56iVHLWSq1ZylXKOSs5VyblqJV+jFOoUQp2Up5NwVZyhhsJX0Qc9SzKf9zVVIQRFI31xYT6l2Y8QxUMYC2lYOiFDwe5DWhECagBwGlAAUhzWaGtTfUdzfVtTbWtjTVNDVV1NWW11aV1NWWNDVX1teU1VSU1VSWV5YWV5YX1tRX1tRW11WWVFMZs1jCZMA/pHS+Y/aAtACGmISIiICUzsCH5OLf+GFKh36vchUO/hX2KB95fZv2UB9NdtG68RAPKvG/A+/mHdHi/wQyT4o674kdXxrs8JghAJeTzOEGe0n89icEaHunt6mtu7Wtp72tp72lu7WpvbG1ra6zo7aloaO1prGS2VI62V0jEGhCRCpFbO5470ckf6uCN9IwMdw4wO9nAvd6SPzxrgsQb4rAE+m8FnMwTj4AwKuUMiHlPAHRZwhkW8USF3WMgdFgvGJIIxiWBMp5aQpIaGOIQEBCSgSZoidColrlUppCKZiNfd1liYl1WYlzXQ3TrY19HWVNPaUD080M1i9tdXFdVU5I8wOuVirpDHUiulUqlQp1VBQEFIAkAAACmKGhvp6Wgu5Aw1tVXmZj++Uv36dnnmLcFQF6GSD7RXF6bfL8x8VlX8uqQgtSTrWdmrl2V5KRUFaZWFGdXFmfVlr5sqc+rKMmtL0htKM+uLMuqLMhpLs+qKMqvz0+tKsuvLXteWZNeXvqosTC8vSK8ozKwqzqouzqwtTC3NelKc+Vw8xqRwtUIw0Fr6vDb3blfTG4mYyRrtLslLYfa2QEBBmgIAo2israEm+cGDzuYOvkQ9xpMJeJK6grzijBTWKF8s0zXU1Pe0NvS2NTc1NHe09vV0DfYPs/pH2T3M0T4mu5fJ6h1idQ+OtvcOdfSNdPaPdPYwu7qGWlu6y4qrM9JyCvLL2jv6uAL5AGMsP6+kob59iCkcHBAN9glL8pufPc4aYo5NGPyAgjTZ191eUVJQXVZYXVZQW1FUX11YW1VYW1VUX13cWFfWWFdWX1NSX1NSV13cVFfa3lLT3lzX0ljd2lLH57PGtwZoYnL+Mywwfv4ZABoiEiECQhwi/G/cDPCvckzcgr8OL/+M/Fvcfn8nxPJvERxXUZSCxMU0LqG0YkiqIKmBhApickQoES6HlJoCGEGpEaVCpBxhkoHOhuqaUs5Yv07OhYQMkXJEKRCtRLQKkQpEKiYC5rQSAeXExTiACgE1orWI0iKAIVqHEIFoHaJ1CGAAV1G4kqK1EFHvmgdIijXE6Gmtryh87WS5d/J/fTJz0qfxsRFX4mIPeTgd8nB6dPPSqciQ2VP+NGfKp54OZiU5KalP77XXV3S21FMk/qOPVUg5OiUbk43RCh7SCpCKiVRMUi7QySWkio90AqSVUFopwCVII0I6MY2LKExMYUJKyyc1PErDIzVcUsPGlWOUkkMruZSCQyo5lJpHKDmEiksoubiSgylYOgVLp2BjKg6h4gA1B2kFSCfGFUKdgk9qOAgbQ9phGmNp1Fydho8r2VIBE4GJr1Zo0IlT930DLkecTDt8KuvwqVchx7OPx78+cSEnNC4/9Gxh7KWCuKt5cdcKTlwpjb1Sfvxy6clrFadvVMVcLD52qfT45fLYhLKo80URcfmhp/IOn3kTdrYo9NSbw8dzwk7khB3PCYzO8olI9T6a5heVFhSVHhCR4Xk4yyMw1+PQ6wO+Kdv2nDx2IUNBIwohmqJwHa6WyxGCCBEIahHSIUQgRL61/Ml39v9bkG9vaUDoaBz7ofcBfOvm/StF+ECMACJIIUgCmqZpQFKAJhFCAEEVjsu1lFBNCTSUXK1RqxUyjU6kJcQarUKtkGnUIg0m0yikGoVYrRWoMKEKEym1QoVaKFfwVUq+SilRacVKQqzCJCqFWC0XqTQCpY6v0grVGpFCx1VoOSotV63jyjUCuUak0PGVWo4a46h0PKVGoNHxlGqeUstTaPlKjKfUchUqrlzJk2l4cg1XpubKVGyxjC2ScMWKcbBFijGJfEgsG5YoR0SSgdGREc4YWyBm8qRMgWSIKx5mycZYomE2n8nl9LNZA1xxP1vYz2IPjvIGR4V9w5zeEW4fi9s/yu4fZjGG2YNM7sAIt3+YNcDk9g1xe5js7uGxjqHhTuZYzyCrZ4DTNcDqYox2DQx3MYa7GGOdfWMd/aNdg6MdA8zW/qH2PmZ773Bb32BLX19zb39TF6OxvW9gcJCi1ICSU4SEIqQUJiF1IkDIaVxK6kQAk9I6GcAUUKeEmAriKkAoIaHIzXgaddj3clxMZ2M5gmqalFGkjCZlAJcCQgZIOaQU6K+gRJTqPSghOQ4VIjWQ1gJSAwGuUUoGe5oHGV2tvQMdvYNDI2zGKL+1k9FYVTncUZ/17E6Aq83L+9evxcXEx4T21Je1Vxb21JWyuptOhR28fuFkyuObR3zti1LuDbXVjnY2dNRVFpTXJ7+pLm3sSS+seZLyuii/UKcQIVwOtWKkEyMdH+o4EOPTmIjCRYAQA0JMYyIKEwNSAgkxIESAFAJSPA6IiwAuArgQ4Hwa59E4H+ACQAggKUSUCBACGhcAQggIIaTGMwoBJQSEEBB8SPAgwUeUEOF8iHMBzqMxLk0IACGCuBgSsoHe9sLC/LyCorLazpySERv3h+vN7251zjByzjV1yjd0KzXyKjX1LDHzrjb3q7TwLbTxL7T1L7f0qzILLNt3qMAiqNI2tN7Ev3SvT9H+gxWWQdVmARVmARV7fUtNfcv3+1aa+lTs8yozdi8xdCkydC818Cg18Cjb7V5m5Fa2163SxKNmn3uzvmuxgWfBGpPHBnbXU/J7s4urCysaGloGeTwVQVAUqaAJMSAVECdInMRJiiZJgOGAwGgKIykdTmoJUksQWoLEcFxJEioZj99Y0VxT18vgyhUYPf5HLZqmICAgoCGAP80CENIIkhQFIYUQIhBqYfKuPMkKiLnoHn7OKeySY+hF96ATnkGxLiHnHA8nHAi54B502i3orHPIxQMhcc4hZx1DztuHXLIPOm8fEOfgd9LGJ9reP9YuINbK/7iN3xn7g6ftD0XbHYq0OxhrF3DG2v+4dUC0td+x/X4xpv4x+/1jrHyjbb0irVxDLdzCLbwjrQJOWPmftPI9ZukTY+UTa+Vz3MrnxH7Po2buYfu9jph5R5p4R5j5Rht7HNnnEWnsHrnHJWKvW7SRS6SRa7iRW5iRR/hOp4NmPofDL9xyDT1l6hqy1yXE0NFvv9dRE/cTpp5RFt4xVh6RVq4hVgeO2LhG2XmFOx887hhw0inwjKVXlK3/MfuAWIeDJ+18Tzv4nncIjLc5eNIx8LRz4CmnwBOOwccdQo47BB13CYpz9D9t5XXM2id674FgA/tDFt7RDgFnnIPOeIbH+0WePXTkhF/QsYNBp4JCjwccPhp45HhwxDlrW5/IyGMalYTGZTq1ENeKCUyqUwkpTErjchKTkpiU0MlJtRRo5FCnJHVyElMgoE59csfCcOueLavTn91FSEuSMpKQAlIOCBkYP6xCyX+WBRTvWACSGkhpAKVDkFDKhLlZqefOnz9+4db560mnL94NO3kzPPby6/QsTk9LWfbLq6ejEMLEI713Lp7sayxnNFeNdNSPtNddiAkVsRgIUY+unCpNe8hndEmG+4qyszYZ2m4y8469+tw14uJq/f17zPZz2AMIKmiMT+N8EueSOIfQsUmMQ5N8mhIQOA/HuATOpXAehfMonE8RQooQUoSYIiQUJqYxMY2LaFxI4UKKEFGkiCJEFCGiSRFNiihCSOICEheQuJAiRPTEIzFFCCmCT+M8QPABzge4gMSFBC4kx6lHJ6ZxRWtzY+iRKHPXQPvQi9vtL26yeLnRtnKrR7uRZ6uJe4ORT4exX4uFf4NFQOf+gA7LwFaroCbb4HabkB7L0I59IXXmIS3WYZ0mBxv3+TeYBbZahHSYBbaaHGze699oGtBs5t9s6t9s4te0z695r1+rsW+LsV+rkV+bkW+HkVfnft/O/d6tpl5du92qd7lVrDHNXGN8JfBkiv+x626H47xDzjBGpQQFKEpFk1JIqRFJAIqmaQqSJKJImiIpgNOQoCkMYBqEaWlcS1JqglYKRdzEhy+9j16Je1yUWtE2zBchhGhIQYghSL2zjD/IAgjQiCIIhEgFQV1OLt7oeOzb3f7f7PaeY+A9a0/AHH3/+Ts85+3wnrkzcNrOsJnbg+duPTh/W+DcnaFzdgXP2Rk0d1fwfIPQ+fpBCwyC5mz2mr7Ged5G97lb3Gdv85q1yWvWRrdZWxzmbLGbvcl59iav2Zs9Zm46MH3zgWnb3KZvd5++zWX2Joc1hp7Oh865Bp/fZOIzb6PDzPUO09ZYzVxr/c1mp9nr7GatsVmx29M3JnGLVeCUNftnbLCZtcl+zhan6Rsdpm2wn77JacYml683Ok7bbDV7q93CHU5L9W0tA6Oa+AqH8Kuz1llb+8YGHr+1bLvbvO0e84y8FxkHbbU4eioh5c6jvPvPS9xDz6zZ57nWxHerZWDUlZSjCS/X7/NaZxaw3jxsg0XUKtOQtfsPrjHxNHIJvZ5a6Rpze6V5yHq7qHW2URvsjq21illpEblw76H5Bv7LTMNXWh5daxW51jxkp31I5MmEw2GnAwNPnj9/51VOacyJhLAj8c+f5jy6/wTXKAitTCnjYRoJoZNp5EJCI6UxBaVTUJgc18l0KjGtUUBMTeqUgFQhqE26nbBj9ZK1C+c8uX0FIR1JSGlKDggZTUhpQkqRMoqUQVL+Dj9tCygRpQakmiY0CFJCHivySMT6bcauQaf9Iy+v3X1g3nqbrfs8s9NzhAOdpVkvLsSGU3KeiNmdeP5Ef1Mls612rKuxr6H8bGTQaG8brZYk304oSXnEHegVMRkJZ85NX7xth81hx9BrS03CZ66z2GpsNcYdRkhOkRyK5hCAQwAeTQlJXEARfALnYVo2ifMogg9IAU0JaFJEkxKalNLjlg4pB6QMkDJASmhSDCgZoGQ0KaVJKU1KACUDlJQmpYCS0pSMpmUkKSEJ8dt0MUUIaVJMEyJIiWlKRFJCihLQlIAmhIBWN9TVWNu5fLnc+E/r3X73XcBio6Q1piVrrMrXWeduNM/ebFuwxf7VFpv0jdbF66yrNjhWbHQu2nKgZJtL1Ta3ys0uJZudSjY6FG+wL9xgX7zOtnCtTeFqq/y1NkVrrAvWWOWtt3mzwbZgnU3BWpvCdbYla6yLV1kWrjAvWG1VvtaqcoPF6y37n201S95o9nz1vpQVhmm7nZ4buF7642LTKass1u85UFjZ3Nre1tRU3dVR19lW19na2NFe39FR29NV39VW19le19pS09xc2d5c2d1Y3l1f3llf095W19BSVtNacfT85QW73L8xDrOMuBH3+HnbMJNEkEZaCLF35xI/dGoIQoqCgKYxkjz3IGW+SfDXe2PmmRyfbxI11fjIlH2R043DphuFfm0U+dWeY5ONjn9lEDNNP3KmQfQMw2Nf7zg8Wz9kln7QPKOQeYbBs3cFTNngMWuLz7xt/nM2e87d4rVgW8D8LV6zNzrO2eg4d7PXN9sPf7srbMZmv6mbfaftODR9V+Dc3Qe/2eoWdeHFIIcsrxsqqWdYekRb+p6IufrcK+LivgOhp2+mR51P8gk7n1PR4R9xISr+6akraUfOPPQKT4i98vLUrQyHwNP2h06dvpsReuG+pfuxh88riyo7S5s7e0TYDpvYBWtdr9/Pffg4NyLm9vmHbyLvZq+3P7ZsV8CNpHw5iZ5k54fGXb7w8HV0wlMDa7+0wob7yTnnEh9fe/Yq5Ny9jeZ+4eeSHqaWRxkjK+YAACAASURBVMffdD4U8aZ51Dzwyiz9kJmGUdOMjs7cEz3HOHba7oi/bA/+fHvwV/oR03ZHztIP+3qL71bHmMa+sedpuZFRFwqLG6rq2u88Sjl7/u7Nm08KC/IBjWEamVYlITEliSlxtYzUKsZBaBU6rVSnlpJaJcA0FKaiSRWi1Xcvx61bMHv5zK/uJsQhqKVxKU1IIS6DuAwQMppWAErxPgtA8t3iP675KkgqxhMRpQKUhiY0CFEjQ/2Ozh7L1u/dYRHgEXb1O0Pfz1ZYL97mlJKcrWYNFqc9uRgbpuQODbbWHAv26aotGW6vG+1saC1/czLUv7exWs4euh0X/eb5Xf4QQzw6cu3S9Tmr9q7cF2AWcPM3C91+Nc1g1XZLNoeNkAoSXEjxaVpM01JAySlMQhMSgEsAJob4uIkuQZQU0RJAihAlQZQUUlJEyxGQI0qGKDGiJYCUQkoKKSkgJYiWQVoGKSkCckhJEVRMXNBSQIoRJUGUBJAiSIkhKYGkFFASihJQJBdSXEAIEdLlvnplsMfqD/N2f/ydx+9WBW+wuW/tnb3X5am+w11Tp6fGNnf3OT8w985aa/pq/o5XS0wLvrPMWWWbu96heJNT+Qb74vX2RWtsC9bYFq61LVpllb/KsmDF/txVloWrLAtXW75ZZ523zjp/jXX+GpuilZaFqy2Llu3L+XZ3+vdmxeutyyx88wOOph+OzgqKyfaLLLPyqbAJytnucuHXC6z/9J3N2r0H8surBhg9jP6ukaG+YUY3c6CDMdQ2ONw+NtLFYnRzBnpZjN7RwW4Ws5s93MUabOcwezgjDPZoX19XfdiRyO+3u83aFjZ5a8B6l9DwhESuQgkQTQMd/BkWGHfKI4Syi2q+M/GdYRL7tdm56XtjZxgd+dIwYpJR1FdGoZONwiftOTrJKGqyYcTk3SFTdgd/pR881/SoU3SSXcg1u8OXA+OfOkRcXW0RuNUxeuoam+8M/I7EJ1u6H/92tf23a+3s/OL8Y+8t3u4zY63vrC1BX2/0m7zGa/J6v6+2HJq5PWC5ge+byr5XueUOjl58ofJFVkHbIHuALazv6ou/dpcxJknLLrn7KLm2pb2guLKznVlZ0TI8zKusau3oHmpo6+8cGO1kDPeOstsYI3UNA3I+fulswiiHXVDfv2iT91r94JZu9suXmf19zOziqj6p0ufUw88XmYScvd3JE5u5BsTdetwyyB/iy07FX2/v7n9TUDA0xkzLecUUSS7efcoTY3393Ora5mfp2RWd7FWmYdO3H/ly1/FJBie+NDg23eD4TOMT0/eemGIU89Xu6BmGsTN2HZm0ztv/fHbDsLiibfBhclFN61BJXcf9F6/OX0+KT7idmpFKURqdWk7olIROSWIqUqskNEpcLSc0CkKr1GlkmEaOq+W4WkHoFLhGBnHFvYS4bcsWrPtm5qMr8YhSUVoxwKQQk0KdFBIympIDSg5JOSTe4mdYgFYBUg1ILUJ0f1eHtYP7WgPHTfu8XEISlu8N/Gyd66yNds+ep2q4gxkPr929eGqks6G9qjA2xLfmTQajpXqguao6L/3qqaOMtvqR7ua78dHZj67xhgfYjL7795KW6zsv33doX8CtTxa5fvT1ztVbzbhsFkJqhAkRLkOYBmI6gKtoXI4IOVALZZw+OaePkI3h0lFMMqKTMQnlsE4+hKtGCNWYRspUSwZ18mGtbFAlYWjlI0rJoFLM0ClGVZJBnXxEI2MqRANa+bBSzFBLmZhyTC1hqMQDSlG/lNelFDMQIUCkDJEqQCoBKYOUBBIiRMoRTeW/Ltyzx+nT+ca/+c73k+/8HMNePsvoLW/kl9RxXr3ur6kYqWmU3E0Z3bI/fd7mlDU2FVtcy/cE1FkEtVkHd5v5txj7NRj7Nxr41O3xazL2bzH0btrt2bDbs0Hfo8HQs97Iu97Iq97Qq8HIp9nQu3mbU9Uyo8wFO1/OXP9kwfbnB2OKRnjaqurWppb+jj7MI6hwn1vSVsezH39r/8fFloa2Pp3dHZhagGgNpHAIcECrAFTRUAUpNSJ0CNMhAkOUjqY1FK2kaAWAKkjjpFyqGe7rrSgP9D+zYMvhL7ZGTDYKWWd7OK2oFiJETwRz32OB92ME4yeGpFrcJfTirF3BX+8785XxyRnGR6bpH/x61+Gp+ke+3BEyedeRv+wKnbrz4DeG/t8YeH695cCkza5rHI9lVTNfvqp9VdwcFXfjXOKLRzn1AcfvrDFwM3UIa+4RXbqZunTV/rXbHR6klmeW91n6JUxd5Tlt86EpG/1mbA78enPw1G2hX27wXWce1sPGSmtaU9JftbR3H49L6BvmldU0X0l8cDL+WlvXWH5xY0FZQ3JGXkr6q6bmlraOrqqaxvrmnrMXE5+m5eeXN9e2D9R2DFx/lPQ87bVciqdlZHFVyriHGZO+szZ2v1DZw7v2JPlNXcuBwKiybpaJ1/lPF1kkZNa8qGo3dY1u6JM0Mbivy+pPX0ysqm0vr6ofHuWUVTaW1rQHHrnY3iesbGTGxt96nFFwI7n0ixWOk9YHfbYx/NNNhz/fGPjlxqAvNwd+tfXgV1sDJm/ym7zBZ9Ia9xmbffTdzy3f42Hifiz2crpLYNypK0mBMZesXEMDI85Gn4pTaeQkpiIxFa5VjLPAOAWQWiWhVWJaBa5TEhoFrlVgGjmpU2pk/CunYjYtnrdu/szHV+IRqaQ1YqCTQEyKdFKEyca9Awh/D4QCEcp3gKQSkm+NBUoBKRWJqRCimf19xuYOawwc9S18vCMStjnHztkb+u0u19S0DMVY1/PE8/FRIZmPEzMe3YoJ9Mp7+bCrtqS3oTzryZ0TYQH5Gc8K0p9cPRGccveCgDUw1NseERk1c63pSotwk0M3frfQ9pPpm1dtMuSzmAipESVGpAwRGkRoESFHpBgRAqhlNZclNxU/HessGussLMm8mZkUr+a3MzuKRCONSm6XYKixMOPeYFvJcFdZUeZd3lBjTVFyY3mGnNdVlvdkrK+a2V1RVfBcwe9uqc7uqM8VjjSXvX7E7a9htBWV5ya11+ZCnI9wESKUNK6AhBxRckQrEKlCCGWmvN5t6PCHeWafrDj06fpgY7fEveZnL1591dPPSnuWPdzVl5pcbGZ35ftt1yctujx17b0tzkWmB+tsgtvsgzssA5r2+tXu8a0x8Koy8qkzCWg28q438mow9mky8Kw3cK8z9m409m4y8m4y8m7e69uyybZo6qqbXy5PmLH6weKtL0zsrlVUNhRkP68qfp2d1aC/56LZgSe7D1z71WzLz5dZxt96yh5l6GSjlE4CKB2Bq3FMNs7ytFYCMDmNywhSpiOkOCkhcAlJSTRIpiW1GqFQ098pbqprLmnZsv/oHzaGfLr32OzdwYdPP9JOnBX9GRaAECHU2D/6vdnhuftOTttzaprR0a/1A6fv8pu5zWfaZp+pW4Mmbw6ZtsV/n8sxV5+jDm6H9zqFzNhgvckuPKu4MyW1pKK8JSYmPvDwyeo2lr6Z98Gw844Hgh4/f52UWqy/z8PYwufuy7zkggZr33Mz1rrO2OL79SbPeVv9Jq1yn74tdNb2kGXGgWHxD68/Sr9yJ8kzMNLI3O1g2NmI41d3mbjssfJ39T+zzdjH/EDUDlNfv4izVd29vXxxeNxVY8dDawwP7D0Qtcn00BaLw+4Rt3bY+a3c7Rh25mHUxSS3qEurLIO/WO06e0fQOpuIhXs8l+wLnrPFZ+3+o18sdfn9AtuVNhHLTAI+X2y6yTxoi+2hRTvtF2y23m0VXFzPOnEx2dwhesV6l0kz9izd5m3kdnLeZocFOzymrnf9eL7lb751+ORbx98tsPvtvP2fzNjz6UKTb7a6rDD0WmXsu2SXx+y19p8vNJ6xxvY/vzHWm7R18kLzz+du/2LOmhVbzZdv2P/lzBUh4ccVCplKLlIrxOO/OqVUq5DolFKNXKyWiZQyoUou0sjFGoVEpRCrlZIRRldsSMCyaZOXTv3LjdMxiFQBjZjSiKBWgrQSpJNCTApx6bj+Q0wKMSnC5QhXTIBQAkIBiAlXIiBkgFTShAYhMMZkWjp6Tl+2xcDMKebsrfWWgfP3ha7Y55Oamqpgdd6+GHvmyKGMR7dynt+PDfZJvX+9pfxNa0X+o2vxJ0L9X7188Cb10a0zYU+unxKyB4b7OwIOBk5aor/GJsIs6PZ/LnX9j9lG2/Y6t7a2NtUWluY9qSp9WV+d1ttVopAzFdJBQs1EGLO1PKm55L6OX8PqymosvFWff1c8WKViNRHibvloU29dztWTQV3VWa3lKTfigjn91Sn3zxWk3VZyOl7ciRvrqeyuy8l6elkr6MlPu1NXnMLrr029G8fqKG6vSMt8fLGhNA1gXLWoX8hq0ypG+Nzu2ppX5SVp5cWZ1ZUFDx8/MLV2/f0C249WBH627YhlYN6aHXe9gtIYI3yVVKqWSPLe1Lv6PjB1TFm689H09YmbHPL2eNeYB7RaBbaaH2rY61+/x7fByKfO0LveyKdpt0e9vke9oVfzbo9GA48mI+9WI582I98OQ982Q++mTfaFszfdXrLr4Yb9b7bblHuHZLS39SNKhUhFaXGnjeMDK690I/cHenOtpqy2v5WUzR0bJhQcUiskcDlNqcbDRjSuAoQSkHKIlAApAVJApISYDGISghbjlEol4sr6O8SdLSP9ozvtjvxmteuf9hydviPEMfCyECPGT5n/JAuMP0wpavhmX/hskzOzDKNn6YdO33V48mbfqevtZ22wn77B48t1blvMg708g7ctXbzu2/kO9u4GVr7Ldzjsd4mwcQ6JPpYQHX3B3Tvyyp0MZ5/omBMJkeFRbwrKbj3KiL/y9Ojxyxeu3UnPLXHxP7Z5r6++Q4SBU7iRbYip++nv94ZPX+cxf7OToe0hJ+8wJ49QR/fwA77RDh6R1i5hu8395600+/OsnVMXm09eaDZpsekWyyCX8LOmHhGzV5tOWmT0l8Umny3YN+U765lrnSYts/j6e9spy23/sth60hKbzxZZ/GWp7VfLDny+0P6P88w/W273x6XOny/3+Xyp86SlB6atcvvLcssvVztO2ejx+QbHSZvcp271mb7V/9tdQdZB91btOTx1idU3a1yXb/Kds95Z7+vNv5qxW2+6sd4MU7255nqzTD6aueejr3b9cabBym0uJnYh1q7B1s4BNs6HrF1CLJzDduz3W7bdee4mzz9/a/3H6bvNnCN8w056h0S5+4Tv2Wt39coNrUquU8swjRzXKgidktQqCY0CU8nUMtG4UTC+HcDVCq1GodXINUrhsWD/byf9ac6ffx8XHohwOaUSUioh0IiRWoy0EqSVwnEueAuEyyEmh9gEF7xlASkgpICU04QSkFoEad4Y68S5a/NXbtM3MIk7d2WFvtPvl5kv3OGY+ypbyGiOPxZ68VjY62f3ClKTzh0Nvnkutqk0t64w++rpqLNHg0tepZTlpD6+fCLx3FERZ2hkoPvgwZC/LDH43vzI3kP3f7vc9/OV7lstDz/JLM0pLk168Tgz9+Xrwpf5Jakc4dAIq1en4QKMxe0vl7NqWV05qXciR1rT5cOVRSlXe2uzkHoE43ePdpYJBuslI80jHaW8gVqtoI/dWyMebqHkw7yBeq2wT83rkYy04uJB0XCrgtutE/SKhxpIca9irIXTVy0Yboa0hDvc0tlazBpt7+6qf/T4ZnrG0+TkJ8+Sn70qzHfwD/14vvnv1gR9teuIY1Tt5v0FflHVfNnEicmaRvaho7mHjrfs866Yu/Phatu8Lc5VuzxaDP2advvV7PSq3+7esN2jYYtr3WaXhg2OdRsc6zc5N25wbNjo2LjBsWGdQ8MG56YNB+o2udSss8+fvf3uKtOXu1zL93jX+h7N6xsUjzv8W1oFTt4vzDxTdns91Ftg95+L9nuFnh8cGMbUIpIQEYQYEFKEKxCpRQBHKgkYG6B6m7C2Sl1bNdnXithMJOEjrQSRMrV4RDDSKxgbufM4ZdVej0WmgYvNw5YYh5n7nWWrcYgQeHs+4oOnhiBC6H5mxUyTsGkmJ+YYHJm99dDUbWFLrU/re8Rut/VbZeq7Yq+XjVvwpqULrgU63I/2W/nNXHsn3zW7bJftsl+8ef+67fs3bjfzDjoREHHe1MF3r6llwvnT/f29L9NynQ4E2Fgf8Pb0rK2uKsgvPxd/5/zlh6fOXcvNLX7wNMfZ/9zSTU4ehy8dDD8XEnYyOOTkyZN3T5y9FxqTcDg6wTUg9sDB0yt3uX+52HTKcquvVlh+tWTfl/MNpnxj/M1Ku++3eOpbHNliErjZxM819KJf9HWPw5f2ux1zDkpwCkxw9I2zdgq3dQpxdA23c4209oyy8Dy5YvehNXsPWvnEOQdcNHc7u1g//Msd4Z/tDpm8I2Lq9qip245O3xE+aZ3H3G1u/qceHb+Rfjkp/3ZaxVbLoP+aa/ybmaYfzTLXm2Pyq7lGel9tnrTA1Mwx1t7t6OEj8cePn3v8MCknOy8zq+jC1ac+ofGmrke3WUfPWeM8fbFxcFS8R4D/kZgjUTGRjvY2j+9dBoQckFpA6iCFQUoHCC2iMBpTaxUSROoQqUOEDpEYonCaxiHEEa09Gug7+0+/n/lfv40N8kU6KaHgUyoBVIuQSjROBFArGd8jvIVsnAXGieDtjkAGSRmkFBShoEkNApSQy7t1/8WydfrfLVsRGRZp5nrko7mGs9eav87M4vW2ZD1/mHzvWn7Ko4rXKW+SH2U/uVP9Jr0mPzMv+dGrZ/cqcjJr3ryqfvWiLPOJkDU03Nft5RXwxaLdqy2OGgYk/nad/xeb/Wdt83IKv+4YGG/ne9zOJ9raI9zJP8rC2cvR1YPFGoNAp+QNAMUwxu+SDNaoRht0vFbFWCMm6gbqURW3u+zV4zepd0a6q3Je3qzMeyYaactLuz/QViYcaSvLeabg9fY0FbVW5yj5/Q1l2RxG42hPdVNJqoBR11KePtZTRavYCCoHe1sOODht3rjdeK+tuYXbbkPbrTsstuy2NbT0MvOI+o/F5p987z55q6/90TfrLVM3W165eutJR01LRWFF8NHEnTY3dzq8XGud9q3xs8Vm2SttqtY7t6x3rVvrVr7WqXa1Q+1qh7qVtrWrbOtWWNWssKpdadPwnWXdMvOapebVi80rF5lXLDArXutcs9q+cMrGG7M2X5urf3eO4e0lBtEHIxNycstz35Qdiri+aMuR9TZXDIPv6y1x+PUS66nLjHPzq0lSq8OFNC1CtBxpZXRLvTzxCtfPc8Rg59DihQMzp/XOndXz/dKxvYY8f1/R48fkYAclYXBHu0/FJ8xdZWDoEvGsuLOinbPfK26vVwxLo4aIhgj/6RgBggihhxnlM4wPTzE5O00/dtbWwK/XOhl7HPeNvODgfdjp4NE9VgcOOLvsXr3E03iDj+n21d/MsreyO+Ae4Bt2xivw2JGjZ5xcD7r6hEefvLJjx575M2d5ODoUF+QlPX7g7Gi39NtFW9Zsffow5fHDtOiYsw8fPr+X+CArLfvs2RuR4RcPBUQfPHIu+NTDhPtZ9S1tdQ097jEP19jFeEdeu3Ij6XBwVFB4/LIdrp8vNp+2zHLa4r1fLzf9ernlsk3eFrZR5y49C4u9fujYxUt3Hz55kZx45+Hz5MzHT1OS07IqK2vv3Ep88vDew7u3791JfPU6MyUr1/PQmQP+x6/cf/7gWWb85dQVO4M/nmf162X2v1vo+Ns5dr+e5fDJfJeP51r9cb7hkTN37jzJTEzKvPMi29zrxMLd4Z/MsPjN9N0fz9mlN2vnp/P17VyjndwjjsQ/8I5JdDp4sndglCKptDdtHjHPr6S3BJ25be0ea2ge7OgR0dDRmVOUkV+W+Tr/6dPnFxpq0mlcCAg1IDSQ1ABSQxNqSGkoXKWU8gGpgbSWwlQ0poKkFtAYggRNao4EB8z64s8z//yHqEPeQC0h5AJSLiDlQlopAioJ1EiRTgYwCf0eAC6jcSmNSSEhh7gCEnJIyCAhA4QMUgpAqCCl5YwN30h89N2aXTu3bku6l3gg5IzePJOZ6xwy0nOH2uu6G0pqirLTHt18cvNC9tPbKfeuPk+8kPHwRtr9a6+f3sl5cqelKGegrnSkvY472M3obHNx9pg8a9VW0wDToOt633t+sshriWHkDvdzv11o8/Ec+0/m2/5mvvWvv3XRm2E4c5VRTz8DIa2c00PJRkjRACnswUVdmLRbJ+3WiXqgfFjH78t5casg415HdV7KvYTm8pz6sld5GY+ZPXW9LeXNlXkCZntHbcFgeyWX0dhUkT3WV9dXVzzQUMpoLK4vTBYwGwnFKAKqztaWVeuMfvvnhb/9fOV/frb6d5+u/OTz9VOWW602OXQgMnH+nsOTt/t/Z3v0wLFn8zYcmvqd05zVFqt2OH23yfbb1XbTV3l/tiLgixWHFxpe+s7y0WrL7E3mRWst8lfY566xL9xsW7zTPNdoX4rVvud2xs/tDVJtjDLNjTP2GWdvNslaap6+0CxtvnHKSru8FRbJU1dET13m98lcB71vPfQWOv1mwb4pS/dOXmT4ybf79Gaazt8dYBxxUW+R2UcrnP6yzPx1VjWFEVpah0gFWVcpCjg4uGRR3x9+x/34Y4menlZPj9D7lUZPT6KnJ9DTG/vNR22ffdG5cSXviBtWkR0VFf/lCisT31PJecUZb0rdQi9YeUbzFVoaAQxhP8MCCCH0KL1stlHIlL3npu0+882OoF02B82dvY+fSbj/OPX24xdn4y9evhB3Iuzg2oWzls6YHOTtej/x5rMnz548S7uT+PDKxasmZnbWTgF1jf3xJ89+N2fu998usre2rijPr6ks1N+xef6suRvXbT1y9OSpc5du33lw/eqNGzfuXrn+/MXT4rDQ2OjLD7a7xxn7nB1TKPIr66fr+07adcjIObSlpbu6rCooNPZAYNy07y2mLjKbusR00grTyd/vn77Ueo/5wZPnbgYdjfcJP3Xy/PnE6zfOxp29fef+nbv3Em/ffpP/5lz82evXr1y4eO58/Jmc/NcPXqaZO4Q4eh29cOPWrXt3z118tGKTh96X2z+aqf+rrw3/c+b+Py1w+f0Cjz8ucf1y8f6okzcfPUq7cevF+etJGy1CV9tdnb/r6CfT9X89a9evZ+zebhrs6Bgcd/bGmVspxv4XdrkfL2rqFmqxnQ4Rnyw9sMIiMjm/JvLEeXuXgw+evBAoRtjSLo68d4hb3zOYz2LXkzoRJNSQUCNSAykNTahoQkXhSqWMDyg1AFqKUNKYElEaQGkBjQEaCznoN+WzP0350x/C/TwJuRCX8HEJXyfl4XIhqRTTaimtkeAqIaWTQFxO6SS0TgoJOcBlNCYFuAzq5EgnQzrZxMZBJ6W1EoSwEUbXiVPxi7/fZmNr11BTbhdw/Fdz989ZdyArvaCnvrw6P7kqP/PpzYTLJyNvxceeDg+4fibqReKlG2eiEs/GPrtxobn4dVtFfmtFIZfR1dlQ4+7qtm7LbjOXQ2bBF/WWufxuoc8qsxMGh678fq33xyuCfr3q4EerA361OlpvidfsLfa9gwyEZApBJ9CwWkpTq3PvUYoeTNWbnXy1OOseKR0iJEOsnioWo07K7mK2VstY/eyhlqHeWrmAMdRdw2W2ydi9zM5qOaeH1VszNlArYnWMdjbIxgY5fS2M9jKNnEGoRxGt6OvuWadv89tpG38zbfd/TDf+/UyTz5a5ztoVtsoqxv3YoyV7j36zJ2yjY/SpxNfuB8+ZOkTaBSbYhSS4HU6wdo/Rtzu81SZ0o/HBDXsObrKJ3e1yx9zpqYntHVP7BH/7C7fdb19eHXB5itHzGfqvZm3Pm7Uzc9aupJkGN+banFjjH2x6wt3hqqXjXSPXR0Zud6zcEsKi77oExhu6ndf3uqzvl2DhG38g+KpVyA2LgITjF174xF769Zzdv1/hPGeLy6uSWhLiUKlU3b7T8/1S5q8/Uejp4R/p0Xp61Ed6QE+P1vuY/JUe8bEe/pEe8Ss9TO8joZ5e/3/oDWxb+9jUffUikzN3M8tK69PfVIRceGLuFiWS6yiEMET+HVvgUUbZXKPAaXuOz9l19Ht9v6v30xhjbLVGCwDiSeW379+7dCEu5cm9uJjD969fELCYFKGjaQrTqApeZdy4kpD2Kv/czadWB/w3btiyYMZ0f1fXpsamq9duGRrsWbLom43rl2a9epqckXzzzoPrt25funIpNCrW0MwnPOrOsXM3zfxCZ+h7zdf3TXiakVPbvNk1crmJ9+2n6Qih9iHemVvPPYJP6O/3/OJbwy+W2n2x3HrhDldzz9M+EQmphQ03kvJOX3z0Orc073VZVm5pyqui9JySZymvcwoqXqS9yiksq6htys4tzCgsu59V7B4UF3nqWnlTQydjIDOvydbj0gbjsA3m4QZuCWtNjy03il5uema5SexKI/+rd9NS0/Lu3Ht5417mWtPgOXsitnle/XZXwMfTDKYut7F0OhoYdKKuprW0oun03SyTgOiT12819zN2OYdM2+Zq7ndiaJTF4Iw6enu9yHwyzG9oG8xjyVuHBLWFNU+6GJUUqfhpFtDQtAZQaoCrAKEmcRWBqylSe8jX88tP//CX//wk0MMZk/B0Yq5GxNFJeTopD5PxKZWYVIm1Mh6lkQCdjNJIoE6OcAXE5EArAzoZ1MqgRga1UqgVQ40YaMS0WoRotXCUce36rSXrdurv3Z945/73Bi4fzTH7ZqV1Xmpub115dW5y/avkyrTnxalPc14+SntyJzkpMevFg4KMZwVpT/PTn1W8yagpfNVS+ma0vZ7f31FfXlhZXdnU3W8fdvZXi2w+muMwb1eQQUDCp+t8f70qVG/tIb31gR9viP3oO+/52x17mYMIiJSSXp1icLC9aLijoLf5NaO7eKinfKC1WMXpkY51Zj6/fjn+SHt94f2rcVn/j7G3iopja9u1p5GJ4gAAIABJREFUZ1V1A3G3lYSECETQ7sYaCRYskBAIgRAsuLu7u7u7SyDutqIrLhBCcG0aGm3X+g/yfnu/e+9P/hpz1KjDeVB11f3cc97zaa548aC1NC/m7fPrrXW5HY2FH17drilNff20+1ZXRX11xtuXN5qrcp/caLvbVVdWFDc68pbPmUXR5Z8/v6kaWAiLnQFHz8MSllsVPER1o3epBRxWczNzz9hHuLZZ0lrpQmD3vc+VFe2dXQ/CEvIbeh5333rYcv12SW17bUPXzVuP/n75MSmlzC+8MDa2Miswufaq83uTyz8kZUa37JhDNqwiG5mIEBsGDAgsY4Um1m/9sf3g62P4BikdX6lzhgrmOAVTz5DUgeGp6LhUwwv21zyi/RIKiup7O3uf3Lz/8svn0Uc9r8tKrps4pm6UttqvbnXnnzcoZXzeL2h469ZpDFjBCtGxIiQRoYH1mwY3iAyuFxlYv3FwPfb3BnhwA3Zww/qf6zdMC2HXRBASgD9uOZQoKtuUW/XjzcjQNDeo7Ka+Y9TcIkOAokyU/T9ogerup0cNvI8YRUto++td8n778SuVRiFNj1DmSRMzUxlZaZUVxSUFWZ2tdeMjA0z66sT4CIVCXlmYaqzIqass7Oi58W2MHJGS7+rm4+PuUV1W9v3n8K0Hr0OCE4P8wzOzUl68eVrX1JSdV5qTX5xXVhSRlnPBKtjdO6O563ZyWaV9dCHOyDUkvfDz6NTfP8aaOu/++jXaduelhm20V0ZrWHKJnVPwfkmj7dK2W09Z6ttG2gVma1n5aVj46JkHmFv62tm4W1u6FBbVRMQkm5haubj5XLGyNzO3cnJ2zy8otbF1OG9x1cDc9qKFk6WVbVR8RF5Vpa6Fr4xOoLiar5Sev11kg6pZ1KajxltOWW6TslQ18WnqfHjjxr2amtbemy/cY4tOXPI+bRGk7ZwupuqM13O9ZOtTUNU8MDbD4HCrrt8MTE7/0te/uLT65H1/XEXbPyOTDB7zx+R0dHZRbEbiwPjrodkXU8sfh8hv3v281T/xnslZFrCp6H9BAT6fzudQBWyqgEPjsv+lBXzcnfdv37J7o5C3gzWNPEUjT63OTdAWpmkL03TKDHuFzKUusNbIPPrinyFgLvMZSwLmMo+xxKVR+LRFAXWRT13gU8l8Kpm3OsenUwQMioBKef/mHUHNQP+STXRa/l5FM+joed2L3h8ePu9//ujN7c6nXTVPu2puN5Xfaavtba7qba5qqym+2VJ1p7Xmdlvt3e7Gxzfb3tzvHv/ynDXTT+p/87irAWWuVdR2b5W0hg5ZiKp7nvPI36vku1k5Yv2ZCKEzoetU4tbJe4pr2fQNDaPo2tLiLyZjgkcfR9lTLTXpt69XoigV5cwLGGT2ytT06PfpiR+rlPHp4W+r88NLpP7ZsU/UlVHS1I/lhRHq0tTc9ABtdXJh7tcC+SdjbXxuso+2MLY092tm6gudOsphT6Ho8uhQv7qu1Tqxs7D45c0KXgfOxuzViNqvHoY3CLP3zj+i6rIL70A0CW7ufl5XWdfbfdPMwiUpvay1vaut63p0ZGpuWn5FeUVnW1NaYGSWd1TBNc97Fy5+OHxwdJ3QMgawIMDFwCxEiAvWoWAdC2AXIJiMASsYsIzFDIlsvrFpT52CVpmHf3VleXl9tbO7y/nz533cPaubm5tu3ba6Zh8WGXzzVk9MVFp8YtVljyxE6uou4tWXXb2r/n4TmI0rALCEARuBSUKb5swsKEXli3nZS0V5iyUVSwWFS3lZy/klS0W1i1VltPCgxZ17WQCmYdd93rz3uq55Q1qVX2yp1NWQs+4J5CUWiqK8/1ELVFx/dsTQ+6hx5HEN98jkCjaXTaPNrixO0FfmZmfGPdwcszKSqyuKqyuKeWw6dW15kTK3skyhzE2G+7uE+ro8ePjg3bfBvLIG/4DwvNyirp77r76M3nn+1cExoLPtbt/3sfaOBwYGlzPTi+rr2ysa2xMLGq46x0VE5f/z4SsPRfsmFtJL60ZJpP81o57eh3gDl780PDUd0sJSqj19E08oWu7DO+3H2V1wiNaxDBRTszqsarv7mL6OjlVDVWNDTX1ve3tHQ11rbU13c1NLbVVbfXVXc/31lsaW2sqWptqGutrOhrruxoquztra7m7Zc67wUQuhk46bpO3VLCJVjDyO4U1F5S7tlzP3iS41vWR/2eyyj7vXm7/fv+mf1PKIFjV0lzgXcsogyMgx1t430jMuR98pOii7vvnh0+lFCor+q/3E6Mpq09NX9pHpSiYeXrFVXuFJ7/tej819GJv/0D/x9OPgnd8zHxnsRQHr/9ACfA6Vy1pdWZzlc/5UBGsCNl3AZfC5DIGAxeMyvN0cD+3ecXDnZh8X2xXS+PLs2PLs2AppfI08SafM0CkzzOU51iqZQ11gr82z1+b5jKX/xQIujcKlUbhUCoc6z6HOcalzvLU53tqcgE6hL0y9ePCIoKxnaO4UW1C7S9UKHDcyvOL94fHjvucPH/W0dLYXX28r6a4r7CrLv1VRcr0wryk7rbM8v7uqoKu2sLuu+G5X7cMbdb8+PqCM/jPw7vbLGw0oa7G1+ebOk1ZiGsE6znl2kQ0yBjEnDFOPmCYfMU2SuJB5zDhWzSLw9cfvHA5thTrL5CwwaJNc+tSP909Gfr5nMudpSxOMtVkmbZ7LpbK5VBZ7hUmfZ67N0JYnWLRZ2hqJRl2grs1T1yira3Orq6S1NRKdOsukkZk0CnNtgb5GZrGWllemlpbGaWtTv/r69Y28Noga7Ca4HNYIOKTuvwPnthvvJi7v4OiZd1TTZbuCg9LFkOYbL4uLS9tau41NPRIzWmoaehubOhMTsjMzSzs6r39+9+p6dtYjV/+nUio/N+9ewcJsCHBhITaygY0VYmEBDQEkCAxuEPl5SpSsrzR34jAJwTKwIsvCwoPbtwyaGw/Wl6XERFrY2KqdUfN3dqytLLn16H50cmJOSY5rqNdhvMJhKZ1tpwzWyV7Dy9k+NnMY3b51BSB0DJaOgZgQZmDjTkZLF4qiKI/9b0nZf/P4f3yekpBZADAbizCRje+3iHodkxaX1dqgbqntlUxaYqEoKhD8Z1rgX8FjgQBF0dKe52LnfI6cjxLX9iqpv8tgMyYm++fnhsd+f3//8omHk62TrWVlSX5pYS6XQf3988f0+Mjgz/5nz58F+LjrqsnXVVY8ePQ8ITkzJCQ6Jb3QLyLrgmOUsa2/7TWX/JyC4sKGhMTS8JD49ub28rKG4Kj8q65xDp7J8RmV1e33mnv/rmm7/+DFcxRloywmyqahKPry05Dq5UAZI08z94TojCr34Ay8nvshRYeTavb2vinG9tE7ZcyPqjqfUrA20LHITo1LTghNiw3NiA1Jiw5KjgxIiQxIjw3OjAtNiwlKiw5MiQ7KjAvPiw/JifPPSAkNTogXUzEXOWW1QdYNOWquauKbW9aVkF4RmVqtcNYuLLE0MDBSW1VFS0m+rri8qeOetKHTXlXX3cSALXKuFz2yXcJzdezjRXBOsKSlT3KRAEVRAZfH5fJRPom+dikgYZOCjbDEBSvfQpeQ1G8j3wan3s0sfRude/2h/8bYzAcedwXl0AQsKp9N/UOBP/e15Tk+l8bjMfgcOp9NQ7kMwZ9+GByan6fz8QN7jh/YHeDusDA5RJkapkwNL06PrJDG/ygCxuIsfWmWvjTLWCFxqAt/cMClUTjUBTZ1nkVb4DAWWbR5JpXEppL49Hk+bR7lrJLHf5WXlEop6OibO4cml+7AmyMnTI7L6dxqbfz+9smdnubb7bW9DeVdVSW9dRV3m2rvtdT31lXcaqm51Vz9oLXuSWfT3Zaae+31v94/n+5//+Z+z/sXj759fHfFIWifkuseTf9jJmG2CR1nHQq1XCqVXAtV3PLPOBdqOBWYeqRFJmTn5efXNtZfv3W9va22KDspPjQgIyG6vCirrCijqjyvrKIouyA/LScnKy+vqCg3JyspLze9qCAvPz+3sLg4Mzs3NSMzNS01IzOtuCS/qKQkPiktLj41LjEzMj4jOjk3LqswOacoMi4hMj7D3ClayyrKxDv3kl/2Oac4faeEc57p7nGVwSk1eLOQk8YRGlcTm2+9bWzp7Ln1xPRKSGJ2V1PX47Ybt4Ki4pKT8/Jy8nrqCu/4Ob6WlJ4U2s6GsFwYsDEQH8bwYKE1BBnFgIG//ho1s1ysqOa/e4F+fL9g4UgCWzgwhoYFi8LI6PqdgxoXe+28PM2uaGvreNpalaYmPH/wqLWpq6G51TcuUtfK2tjMDadu+9fJi3aHdP7eLTa3EV4RwrCg9TQYQwfYH1v30G7eEazQGK9fsd6/Yn7+yvrwgf3xJfPTR+Y/33kfv3CaWyfExFcB4EIIHwgtYzfePHA40txZxSpI0yl6epGBoij6f60U/h8UQAUoihZ3Pz9s5CtqHHlEyyujrIfN55MXJigLkwsz4xO/++wsLpoZnq0tLWirr+Iz1hZmpiizM6Spqe/9v67Z2anKyxXl5vb03HVx9YuMSMjIqVAztN8icfaY4rm6xuq2lrLw8PDi0sr2ppqirAQfr0AJKQNpeTOPwOyw7DoN++j9So7HlC9ff/oYRXkoi4myV/ko+pPC7nk7eO/v989fv03IKnQIzyJeCTlrG23jERuXU69zKXi7+Pmd4kZHTxpYXLQJ9rbzcrnsdu2Ku52VxzUrN/srHo5XXe2vuNpbejnbuthZuNhfdXewdbUx93Iw93C+csnKEq9lcgh/EflLC+wkml6LeP76W2VVQ3lth7rB1cqmu2MjMx72dgqnjiqePB4fk+wcmH78jPMhjeB1Ug4GTmlOoXna9smbFFzOeeZdf/gG5fNRAZ/LE6Aon8aiRudWalyLUzD3cYstcg6JGpj5Njz3lkz9NrPysW/o/uTMZx57BeUwBGz6nx8+j03lc+g8No2+RkH5LAGPKeAyUA4D5TIFPKZAwOJy1vy9XCRE90kc2uvnfo009mtu/Bd58vf8xO+lmdHVuYk18gR1fpqxOEedn6ZRZnm0JR51ibNG4axS2MvzzGUyfY3MpJFZNDKTNsekzrHp82zaAipgDH7/aOvoKKF0Vs/MMSw6/6CM+QaJi0dPneltruv7+PTbh+e/3rz8+eJZ37NH4x/fTnx+O/bx1djH1xOf3878+Dj06dXgx9dfXz4d/Phh5ufg9zfvPJw8jC9a23tHmfnmblYJxhAD12kGnbLJVXGpUXKslncqJzgWKjrmqzlkmDjF2jgGXLV1JWoahsYm2drZmxjoaSkphfj43bre2dXe1NxcX9fc4uYXJqei4+jhX1vfmJGRnl9YmltQHhadnFdc5x0Qbe/knZaZHxsb39DQlFlQq6htoXXeUeOCi+oFT6Xz3ooXfKV1rsnr2eG07SV1vBQuxWnYZRg6pOrbxqpbxWg4Zei6ZcueDxBT8zpI9CaaxZa1vohPLSyu7lTQtg6Mryhr6K7s6A5JyikraX3z8Nny0ztf1eVHIIiJEeZiYDYMrWKxPARiAjCMWT9mZMG4+RBdWOD++LackT5vdmnh0AkatJGJwKsigCECGBjop8iGJ6dlsg0Mz55Rs75iVpmf+/HlP7lpxZWVrbdfvMmraawobXNyTVHeT6jZL07asI6FASwEw4WwdCzEBPDAgSOst2+nmlpenpT+IX6y/7jM0FGJ0WOHf4sf7z9+8qf4yeGjxxY2CPMQwAcYPhBhY8D4OpEvF5yCbaMN7UInKXQURVEe/3+gQHn3s6PnA0TPx4pq+Nj4pI/MzA+P/e77/nH4V99A3xeTc7pJ0aG3Opp6WuomBvv6v3x89eLZx/fvP338cvG8sY+7S1tbR13rTZzy2Yjo1MaWXv/wdNWLPhJEs8qqklvXKwMCnXMLUno7SuOCHFITk8JjSzT0HR08koOzGgz9C/ape6lZhtx+//E/DrgSLPMEOR2PCjoerDJZH96/DoyOtwpM0XaIzqi5WVrTfP3hO3vfHHUj78u2IcbGdjhJHOG0mLzkEXnpUzjJkwTp07KSJ3HSpwmyUjip03gZSZzMaRmp07JSUjjp0zjpkzhpiaOH9tvbXbO197B2CrZ2i3ULSn/w6FVbS0tz23V7zwhX34RzBubKsnLGWmq3W2u+vHtVUdscklzqldq2UdpSzTz0qltMZEFLXHVv3/TiKoNHX+WgPJTPQ1ls3uDQyPDU7MfBycZ7zxIKK91D/R+97xmefz1L/TK5/HFg/OnUzFceawVlMwRsOsphCLgMHofO5zD4HDqDuoTyWTwuQ8BlCNh0AYch4DFQlMVmr/q4Ox47sFtcdI+Pq93s2ABpYpA0/mt+8vfC5NAfEFDnpxenx6nzM6zleeYSmbe2xF5Z4K4tcVYXmUtk5iqZuTrHWiMxV0nMVRJrjcyhLaF89ujAj8vWdofxGoaXHFNTSuU0HDefNJfCn7vT1DD+zzP65ABvbgwd7uN9eM3p6WBWla0V5q6VFS7XlLDv9zDfPeKOfFkb+kIe/jk1Ovzq7QeDy/a7T6kbuyaahjXB8iEY1ShYLRIihsMK4UKEcCFc0DrFIBjnfFDb0SUsKzI2JyQ8/egpFe+QxMjoRLNzxpryREdr++rKqvy8vNSMjLS8Ml3Ta8i2o/buERm5pZHRiVEJuWFxeb5h6QkZVR4BCWaWLqaX7XR1jUwvmF1zD8VpmBta+l3xTFG5GHBcw/UvxWvbTptuP2Eo9JcavE8HHDgPHTwvKu8oqekrquJ5SDtMwjhezjRexTxL7Uqetm2mb2JzUGK1b0K11tWwi54pASllIam1toFFUWkNvWml386ZzqzfzEIwdCxmDYPhYDBcIXgNgJFtexaiktCpeXRubjYrpU9aYmC98CwEqABiwzADC1aEAUMY8BBAQxDS5u1v1c6kerj4BAckZxfFJhVdsQlw8U1yi8y08gy75hymrG7pvUu8f/sWNgagAKAQwkYABwEMAH6elmF/+zYcG9UHIUsAXgMYGgB0ANYAWARgEYAVBHAwgIcAHoLhISIMDGBgoaFNYtGnz9leC51eYaAoivL+szTRv1OgquuR6Fm3vXrh+8/4nlK5kl1UTaWv8jgMAZc1MTWWn5f55vmDt0/vRAd5xIb7LZCnafS1Nera+NBAcVbq7d7e63efXvGIPCilFhSRWFpWUVvb5BicdUr9anFBxePejqSEsLLSrL/vtuVE+RRkpKblV6oZ2JtZBruFpXmklKlb+OXUdI2srj77PvzP59+jI+N1XXflTb3Eteyd/JOKqzr84wosPJO0zf0q6rvKyot6H/3tGpIXGJnb2NAaFxErL0tQkJZUkZJTkpYm4mRV5GRVcHLKOFllnJwKAa+Mk1PCySkTcIo4WQJOVl4er0yQkzx60NfROjYssL29O6uoyco5/M69ZzmZabUNTa4B8Um5TQFBSc52zi52No9udA1++9TV3lrT2JJVd3uLpJmivr/5Ff+Mksrh5aWJVUZ6eU9J/eM3n37/GpusaO0xdQqt7Hy4ykUfvHjn7BkcmRD7+dfzscWPc6zB8ZUvP8aeTM5957JXUDbjzwYhAZfB59D/lAAM6pKAx+RxmQIuA2XT+Ww6n0tHUSaHvebpYn94745D+7bZW5sO/vgwPvhtevTn7NjA3NivPyBYmBxamhmnzs8wFucYi3PMxTnW8jxribxCmqBMjVLJk/SFSebSzJ/jMVnLZC51mTpPftjbe9XKUVRc8dz5q/n51UdVLRGJC8flzz9oaKG9fYW+eMYqLZl2dhzQVB88dbx/59af2zZ+37nlm+jeAdlTo+d0FoO92A1ly89uzfS/f/X+lYapxfrDBHWzQBPfqg3K/kcvpm84E4pRDRFWC9uqErVHOXorMWSrpo/kRfeE4vrcgpqAoOTjUlqRSaUfPw94OrrqKqspSMs72Dvfunm7rrk1p6xJ38Jrj4T2RZuQhvZ7weEJCZlVRfW3A2MLg+OKrjgGW9h42tl7XrG0MTc1i41LDYlIjkrMret84hdfcZx4Fafv7RRWpXnRD69hKY4zUjUNvuxdhtMNlCC6i6n4bpNzP6EXeVo3WNIgXvxc7DGjkGP6fuK6/kd0A4+bxh40CJLQDzihEyJuECWv7xaO03u/TZQJC/FgiIFBGFghFgJTMeDHzl1z8RkojS2YHhtwuPJjPXYJABqCYWFgFgwYEMyGERaCYWJgHgQJAIYGMP1ix+pt7MzN7fedNtgoqr1un9peSSNxTbs9hIs7xLSObMPXbju5umETEwPxEIgPQ0wM4AFkGYBRHS3B774hTzsSBLgA8CGYg0BcGMODEA4MBDDgQoANAzYCc2GEDSF0LMTDQCvYTcVH1ZytfKeWabz/sK7+O1+grvuB6JlrB7SCxM74Hle0lFTUi0pM+/jh8+zUzO/h0ZcvX+ZmpoT7u1UWpibGBiQmRbx4/ffnvr4PH16/fXGvu7PVOThuj7yxuNYVv4iU3Izs0rw854Ck0xq2efmN93rudbR11NTW9rS315eXtzS3FFQ3XrDyuGTpGR6dHhqb1tZzh8nj9r76qH4lWMHYqaHr1utPI27RDcc1fRSMfAPia5xCSzWtojUu+DY19dTWlrTeum3uGOYfkthSXxMTFqhMIChIy6rLyqvj8Wp4OXUCXh2HU8PjVHE4VTxOFYdTweNUcbIqcjLKBLyiAoFIwEsfORjgbB0X4tfW1JyaVXrB2vvm3ScpSQlNrV2OPjE+4Tk6epd1tfQumxg/6Oka/vq1oaKssroiv753h+SVvSftLWwTrrn6dj985BJZtEHq6m4Fu+i8ypGFubSGGwr2SYc0XVLL2gtKG03NHaJjU35P9A+RPpNYvyZWP38ZfTy+8IPBWeJx6QIuA+UwBWwmn0kXsJlcNm2NusThM3g8Ko9P5fMZAi5LwGaiAjabQ/Nwuya2b+eRvdu1lfE1RVkTA58nf3+bHu2bmxhcmBwijf4kjQwsTY0vTY9T52eZS/NrCyT6Ipm5vEBdIFEXZhmLs2uk8ZXZMfr8NHtpjrU8z15dXCZNVxcXWpvay0prnTOxSM4vkTznBovqKCoZD1TULcbHf1cjjm7eOgsLzcPwKgIxIcCCAAMGDAisALAIMJPI+t9iR4cvn2e0Vo6+f+Yb5GdiYefqEXvJLfuIjn/l/YH0nq+79MMxRD+r2B4rj+LgrN6ie9/iypuef+rrvPFM/azNcZyJW0i+4UU7NWVVNXl8gJdXV+fN0PC003hNXVMb94BEr6CMktrbaflN0iomCvrOKhe9ZXXtpc7YSBIt3PxSs3IrC/NLstMy01NSjA2N9M8anDe5fNHKfcNfCkQjz+ZbH9t6X3R0Py6r7k7IbS5qfikub71b/NL2E7brj9vslrHfKn5R5KgFRsISkjBFJC5hT1xFTthCp+2h0/aIhK3QCcf1J2yk9hNL9kpMbdzGhgEfhrkQhoPAdCz4vR47ExuN0tbQuemha3bfYQwLxnIhmIlg2AjExEBMjBAPCKPQOi6EsBHARgBVGBnasrXjtKIxznjTQaNtx8x2nDDZJ221W8ZG5KTppj06Wpvwf287wUTWMzEwC4G4CGAhEBfCkAEYvXwJ/T0wZGpIBoAGwBIAFABWAcwFwigMCwDMhSEWDHMhIQEQ4gKIiUBsBFrDYlp2iYdfdJqgrHH/Ky3w705jXff94+q2YqouR4m2J4gWxxWN8RomfgHRcTGp0THp8fFZLo5uqQmxbfWlWWmRly4Z6ZzVV1bXV9c3TkiMToqL9I1OV7GJkjT2CorLa6hubG1s94/Ok9a6au0SmpFdUlRS6eEXEpmSm1JU7xqS5B+bnVlUl5FfXFRU5+MZWVpR/fTTpwtuibsIToe1r2W1dPBRNLXgjrJpuE9qg39UoY1/wSEdb42rkWVV7TnZab1PHniEZAaHpzTX10aF+Cnh5RSkpVVxUqo4OVUCQY0gr0YgqOIJqvg/z/JEOYIqHq+CkyMSCER5AlFeVvKYqJfj1djQgI7mpvzCMiNL19aO200NLfUtPWZ2fpklrSmpBepEJQ0VQlSgV1N5eUN1dUlleXp1+w5pa0TUWkbH38o5OCAk0c4rZ7ey1y6iQ1FzLw9FI/KaTpnFHjnr4xWda+ceZGnvYWBi/urzm8mlX/P0nwv0H3NrfdOrg6tcMpe3LOBSBSyagMkQsNgCNusPBdg8Gpe3zOWt8vgMAY/DZ7FQAZfNoft4OJ3Yv0v64F92Rvpvbl+f/fVpcvDT5PCPydGB8cEfU4PfKeO/F8aHFiZGqGQSdWFuhTy7SibRF+cZy/O0RRJ1kURdmGGQZxnkWdr8LGOZTF2eW12a+fTPs66GTlUlPSOLyyFp+VJarmKimjFKet+19IZ37ZrFgDUM4EKAh8WwYIQHYAFAOAiMAhgFiABgBUCICuARITAqdWIqKuxeXsqbhzcGvvVddk6S0vV/3TfZ+3X8gEE4JO8TWfUsMbmsvvVO8+3nD56++Ppj6Pn7ES3TAIKeT0z+rQtXA0wtbB3srzY2lD958eGCZTSyTe7SNU93T1+7K/Yurn4mtv5HiPZimn57lR1PGwXijKMUDCPDUjqrmx909T7MzCwLCo60sXGwtbBztHewsHVdv5949mpUzfUXrZ33btx8+fLTpKNvQmnjA1VDjxMqLsdVA8Q1QiW0fMU1XE6f8ZTW9JHS9j2t6X1Ky/f02YBTOv4nNH1PaQdK6UYSNX2DpXS/btlLR2AuAriQkADayEPAFBaMap9FR0dQlD1dkPZ58zYmEEIBwkYAAwOYCKBhwCoWZmOwPCDEhTBMDGBgAAcBNAz8ZseBSHU7I7MUdZNQ3Dm34yquW49eRsT0du3UsN98un/TXyjA8AHEgSEmFvAgIIABCQCST4Dg6+gPFd3vG5HxUwdH1dVHiarjEqfGtu6dAiI0SIiLgXkw4MFCPEiEDyAOAmhYwERE3m/YVaB3eWpulfdvSwr/9X6BznsSZ65jTURqAAAgAElEQVQcIl7Rtw+Jyq2Oyav0jUpJTMqytHISx2ubWLrnF9V9/fT978cPH92+GREcHhIQb2Xp4+4RmxSRZGdyOToqKySj1Sog194zIig02j8yyT0s3S8qxy8kPjo6MSAw1MMv3CMsxT4g2SE4y9w5KiSxuLypIy2rIju3xd0/OiQt92pQnuqVNKnz3inVtV9+9pXV9/qklLtEZfiGpMlpOu5XczrnElNQUlNaUnDv1fOcsp6ktJLm+tqY0EAlgpySrKwKTloFJ6OCl1Ml4FXlCap4ggoO/4cCqnjCGXl5VTyOiCcoE/B/KODnah8d4t/W2FBcXHHVMaCj63Z6amZLx01H39ji2t6bNx4bG+gp46U01ZXTUzJr6zujUnPD85p24B22yXlD+w10zDytHILt3FPtI6sv+abffvJ2aHAkvahR71qMU3jpVYdQa9c448uuXsH+N562jy5+mV8bXFoeWlz5PbvST2VNoGwyyqbwWEt81jKXtcJjrggYK9ylBZRJRzkclMlC6QyUw2Lz6HyUwWeuhrg5SB/Ygz962OmSyT/3b8z//jo58Gmk/9Por29jA99nhwfmxgdJk4Pk6aGl2fHV2Uk6mUSbJ9EWZqiUaSplmrZIoi3MMuZmWeRZOnmWvjBLX5pdnZ8c/vHhV9/nMypqZkaWMcmlJ0/qmm4+eWen6Jjw+kXMOqrI+lkETAMwDaBZAC0BaAGAWQDIACwBMA/APABzEJjEgCkARjbuq9m/+0F2OIqiufl3Tp71Tml6FNP+7JhhgLCMuX1yff2jn1HFN7Jr7z54/u3hi/62O1/0LMNOqTloXw41s480t/Ftbb/98Plb56D0YwpOB2QtrNwjTc1tdDX19PVMzpm77j51YYOEtdAxc4mzgRI6YSc0w4wccz3japzD8gytAr1CUhqabrU232nvvOMRlLrr1EU1y/ii7vfx+e0+UaWxRb0OYXmdzwcdw8vVryQQLTKULbM07XPO2CSdsYjVskzUt880cMjRtk3Xd8w1ci3Sd8ozdis28Kq2c8wtV7gwsn4bC4bYCOAiwlwgQofAz93b1jp7UAHK+vHjA052GgarAFAAmAVgCoLWIGEmjFBF4FVhiAVDfAjmwDAdA3FgmIOAvh3bSjRtnF1KLnrlathFnLFK2itjBx/W2L1LKWrjyen1O1EICCCICyA2BhJAgA8ACcDLkbG894PfXYIoFdlo33uUvIwuLAv6vi02tg5ddujfsX8RwnIQmIHFMBBhDgyzMICNAB7ADAqtr9I2np5b5f+/mcL/hAIdD8VVbY6qOutbxwQmVHhFZXmFxGdm5Ll6+RpYOwYmZuWXNTx//q69uePxg8eNjW11jd0p6WWdHXfvdPYkRcRU1PZaBeSe0nGQUTfyDQoPiU3yC4sLj0xMiE9KiU9ISU4NDk9U1b9yknjx7JVgc5cE7+C0jLyCrNxSv4AMO9dIG89gl5D0wIQG79iymKz8qPh4r6DIq77htr6Rympm+8Uv7Ja11bcJL6tsSk1JuvX4kY1rjH9w4vWO9rjwEGUCXklWTg0nq4KTUcHLqhJwKng5Ik6WiJNTweFVcHiiHE6NgFfB44gEAlEeT5SXlZUQ83Wxiw4OaKmvzczMt7L37em5mxyfWFXT7B2WGhido6FpqKFKNNbX7u1t+/T5R3nVjczy7pC8zqO6wbtUgjDiFptOGOtfCbf2TrvgEmUblBwSkxMdmx0am2vjFWvpHG1lHy0mZeLkFV/bXD1E+uf38j+znGEKa/bFq1tfvj1gc0gsJoXLXkLZyyhnWcBdFXDXuKxVNn2FvrqySlnjrrJROkvAYrA5K3x0jcdcDHC3Fz+8R/L4IfvLJm8e3Jz5+Wn8+4eh7x+H+79ND/+a+v1zemxwemZ0enp0bnpsaXaKSiatkWbXyKTVBdLK/Ax1YY5KJq2RpmmkKdrsFI00xVyYYSzM9L9/dftmk5IC7pKRdVpyvvURQue2Y6RNmxgYwARY8rqdU6pqg8Z6v4z1hs/pjerpDxvoDhrqDJ7TGTLUGT2rN6SrP2ii99tImyyvSBHe+R4LProZo6TplIT2rQT3PfpBEpYJgcUvI6penQutlrLOPnguQdkqm2AcoWWdpmGTLmcSLarqvvm0+T45q90nTM5eijC5FnsAZy506OIm8QsG1oHhsZn5OaWVZfUxiQX7Tuhh/zLccOSihIa3qJLnppP222XsRFWd9irbimm4qpkFhCc35JTfi8/psPIrFNMI2K8Rclg36LhegIRe6GHd4GMGgeKGAeLnQvZrBe8+E7brTPh+7Yj92iF7NUN3a4Tu1Y7Yqxu5Wztin37cAaPE/QbxBwwT9hrFap3xqBNVpqzbykYwDASwYAwfws4CMH7OAJ2fR1F0Pq/i/fqdo7v2DCkqjFheHr5iOYzXGN1yYAoSWRERogoDFhbwAeADhAkLcWAsFwFjm7cUHtJSIXiKavvvVHM+oOonaRCzWdZ8927lvI0Sixu2cBHAhSEegLkwLAAIF4BZ4XW04gKURhV8/rTU3TCblDYTkEFu6OHPjKOoACUtzick/961fwGDrArDVCzCRLAsBOZDQADgWRhq1dCbmVv9D9H/31YENR2PjxMdxFV8j8k7HpU1Ez2l7R+R9urlm+d/v6psv9Hae//Ow+dPn716/+FDz+1b+dXVpW3djXeedtx71tZzq6Hz1u0PY8a+uXvkL0oq65mbW1haWFhcMre2tLC+fMnR2srD1dXs0tWTsmeOSGvLn73mFpQTEBCVnR6TnRrv7RaiqmbiHxwRn5Do4xns6RYcGhaXlJKZmJbv4BOlZ2J/4byzoUnYAVlbzfO+ra23M9PSbj95auMa5+UX09JQHxMaSJRXUJDFq8rJquKlVXBSqnhZFTkZIv4PBeSIODminJwaHq9GwKkpyqsqEpTlZWUkxHxd7CMD/esqK2uqG9Oyy+/celiYk5uTW2JwySE5r97LJ9TR1vbqZZPW5rJP7z/FxpS4BmapXPI/pO2zVzNkr1bwMYNIaaMwY+ck66AsM/cYO58095C8K+7xdoHpNkH5OD3vbWK6Dt7x2YU5o9PvJ1Y/TvF+zaDTT748+Nz/N5u3ymTReRwGymP+aYnxZyzPTY8O/hyeHl1eW+SzmSiHxWfRuShzlbvi6ml/9OCuY6L7LhqefXnvBmnw2+jXf0Z+fB7t/zH5e2Dy98+Z4YHZkcG50aH58VHKxPja7Mza9DRtdoY2O02dnVqenVohzazNk9bIM2ukydWZScbcNGN+5u2Tu0W5yS7OLoEewXdTUx6Iy04JbV8ShmkigAHA1K5D6M1H6NoiSplA56fQ+Tl0jozOLaCURXRxCZ2noAsr6MISSp4TVFbPbd63iAE/j+6YiIpwM48QVgwDKiHriKGSpoWy1mV7DRMghWBENREQ4oQUoxFCCIwPPGqap+BYvY3ot0PeU1Qt8C95r4OKjqJKtnvkrA8SLMRwulr6ZsmJ6UVF5aWVTSZWPuv2KkNbcdjdSmC78gax8weUnNadurRR9qq4UeQhDa+DSs47pa33Kzsf1gnecSZsu3bsJs1IIWIgRjEUoxiJEAIhnBeM80LkAyBCMIQPQfAhQMYf4AOAfAAg+AH5AKx6BEY9AigGQcohEDEMq+avevLinZ3SDJENTATDxsJsGPAgaBgrRMlIRwVc/triK2fXH1ZW7J4udHgSpXFQNgv9PcyqbxrS0P2FWc9EYB4CuDDgASwXrOPCQlwMoGzc1LJTVe6IHSznAcm5CEl5biP47lRy3LNXPX/j0aWNm5hYwIQhAUB4ECyAMBwITG8U4VUX8d++mjlv8X3btt8Y7CgQ+S6y8ef5s9zvH1AURVeX54PD+kVEljGAjcBcsI4PhHgAYsNgEQHXNbRmSaso+r/twf9Ngf+rV0F1+6PjKraHFK4ZWEWHp9d5RmQk5pYPDI5+/z561sDJ0PhafWPXNIn0/suHrJLixMIyS+9IGT0bgpErwdBRRvOKe0zFFf9sZQM7gsIZuZMnCZInZU5J4KQkZE8ew0mdwMlISp48raR0RvOsqY1zWHFFd3NdXW6Sb3VubHJUQl5OVVVFRUNpZnFydF58fH1l3aNHz3PyK7MKG0vL2/KyKoorrhtZhWkaOnW03CovLn38+p2de6KHT3RTXW1MeJCKgqKirAJRTvaMgpyBBtHgjIqRzhlNJXkVgpyynAwRJ6uuQNBUUtBQlNdUVT5DVCTKy0kdP+TjbBcfHtLR1FKQX+7qGfbg3uPEmJiC4sqLNl5OvrEqZ/SV8IQzRPnGhqKXz19paVkfPa1/QPbcXgXLfWquf6m7iWp4H1JzE1O+ckLdRk7bQcHQXdHYQ1rPSdLAVfJi6HGj0G0SRr7xBdef3Hv4pHV25h2Z8XOYPfibOTy9PMziL6MoDV2Z4w/2c54/ZfV0MW50UW920R7cYX37B2WQUHRFgNLZPDqbzeIKeFQ23cXJTvyvXWJ7d507e+b5vZ6Jvo/DX94Off042vdjfKB/avAn6Xcfuf/zwlAfZfzX/MSvRdLIytwYdW58dWZ4ZWpoeXZiiTS1QJqkkKeW5yZX56ZWZyeZFNLzBzfTkhLcXf1yvYIHzC7NbtjChIToWIghBOgAjB0QY//zFUVRFKWha0v8ebKAsiqYXxMsrvEXV/irU7zVeQELRRmc+bAoEnYjCwZkBPp8WDxWz1lEIRDSilqnEgPhYoBCHKQcIawaCavHA/UsSDMd0UhB1BIR5egTFuVyV0q3yHlslXHag3c5rup63ikpKq89JqchPrM0OT2nuKSkuKysuKK6uKoxMa04Kj4vODo7MDovNKnqnE20GPGaqJrbdoKj0AlLIGa2XsZxl5r/DjX/nZqhWzVDhYn+iLI/pBSEKIQj+EAhgo+QvCeCcwcybkDKHSvrIyTrA2Q8Ad4XEHwBwRdDDMSqBENK/hjlIKDgL4x3Pn/E4N1WCZawEB2DYcOwAAYMAAYPHFx7/AhFUdby3PzTO/wnPcyS/Dm/cFJcCuPJA5S1hqJc7qcPY7oXZiERHgwzsYAJY3lgPQ/CcDBgVUTo7g6c4nFroOADCB5YnDdG0lFE0mz7PqW0zWLzGzexEMCCIAGECGCEC0MsBMyvR8hy0jOn5KbBRhqAOTBgYQEDBsMATNpYCBamURTlfP06KE9YhAAfgvhgnQCIcGCIjgFzWNCloT07S/3/RYGajocn1G2OqtoZ2ISHpJZ7RGdG51R8+DH88OlHJXULI1On2paeSTLl+bsP2UVV9e13HL2iNM/ZaZm661n4WLtEpRe0BIVnhIcmnNPUkTt2VPH0KYLUSbz0CTkpCVnpE7JSJ05LHDW7YBwRFl5cVF1YVHWju62uKPZua0luelZdY2/39ev3r9e0l6bX5mdlp2VWVjWERaUmJJfVVXdXlVe1dveaX/PWMbBqqe/OSc969OrtxavBPgHx1zvaYsODVRWVlXBKStLSWko4y/O61qbnrl40OquqoKFEUFfAqxLk1OTxZxQJ6vJ4TRVldWUForysjPhhP5drMSGBzXX1RQUVrh5hr1+9z83MqmlsN7X3yavqvnH32XlDQ0W8jL6xvl9Yso6hp+4Fr2v+SVc84i46RVv7JF31SL7kGHPVM8HBK+OqQ8JV99irfgnWIVmyF/wP6PjvPRu4Wfz8teD0vNqKL98eU2Y/L7NGJ1lDk+SvnNl+tP81tSxz0tl2WEP919Hjfbt2f9mz68P+vb9kT0/oapK83VZbqtDxH6hglcmj8fg8LpXmbWd3+uBfEqL79TVVH93omB74Mvztn19f3o/0fZ/89XNyoG924Dup7wt5qH927OfczO858sjCwtgieYwyM0SZ/L0yPbZKnqKQJ+ZI4xTSxMrc1BppmrFIfvLwTnRCvLWlfZGe6fBfh5gQYMEQF4G4CKACMHpQlPXpjWB5kpyX9tv88i/Dc7/PXxg2vjB03njYWK/vvPpLG0vm537uh4+/JE4vQjAHgWkY4dGNO7IPK4rhnRHNSKxKEoaYBallI6rJGGIkUI8EmslAMwmoJ8DqSRjVRBGlaPELeSeMUrDHLHbj7f6SvZxa0kND0SU6e4XGpNKpSyuUxdWl+eXlVQaVyaGyWDQGg8FgsrgoWlR9XfqMnYSayyGi20Gixz5l9z1q3vs0Aw/phui652tcS1azTVa1TyHaJxOtE1Wt47Xs4tStwlSuBGtdizb1zdG2idW+EqNlGXPOIc3QIc3IJeOCR7apT+5lvwKrwBKroBKn4PICs8BvO47RMAgdwbABhAKwAsCQAo490C8QCFAqndHc9JNIGF0nRAZgDAGfRffP5GejLCqKcnnP/v51UnYJgmhYQMdguWAdH8AcGFCFkQc7JBWPmQN5byDvieDcsNLXhE+ZbN5DiNwkRt6wTQABLgTxYYQLAy4MODBgIWAVgFUAWIgQC0bYMLQmgqFjERqAfh8SYzx+gqIoyqaTvTxIMOBCgAWt4wERDgwxsNDAOrhGx4hEoqMoyhP8PzmCf6OAAEXR2s6H4iq2x1U9Tqi4nCDaHpC7YBuUVdx8t66zNzE3o7iupvfRs/ZbTx48+xoRle3q6ne7t+dX/4e+7y+Hh78vrlBevfsQERmTFBV7XkND+YS4prSUupwUES+Nl5WUk5XEy0jKnjp2+YJ+ckx4dVlZTU1ddk5qXIhrarhXTnaOW0BUek5+dnJ4fJBrfmZKZESCtt5FVe2L2jpXSwuaSwpK2jq7L1m56Otfra9oLyssefDi5XkLP7+g+I7Wpshgf6KCoiJOSUlaWkcZZ2d+zuWqmd0lYy1lvJYyQVddRUNJ/owi4YwCQY2AO6OsoKooT5THyZw44uNsFxsa1FJXX1xU7eQe8fLvj7k5eVWN7RfsfAITC5IzinS1tPDSp2zdPLMqbqqcdQuNr6hrv93QeqO55UZzU0dNdWNzc2ddY2db64O25vud3Xfbbtwuabtl6Jxw5Ky/jEWanFGEZ1R5UU3jDOk3iTJA5c3QV0fYz3oXgjyGZSTGNmCnAVgFgAmgNQAoACwBsAzAMgATQHhw+74fWmcXKopQ0jCKMnhri0EuDniJY7LHj5ic1Xh6o31u6NvIj/e/vr0f+fl9avDndP+PiZ8/hn7/HBkemJkcXiRPUUiTS+Tp5YWZBfI0eWaCNjVOnR5bJI3PzY5RZieWp6eocyQaZf72rR6XwICzeMXsfWJjm7dysBgWDDgYwILBKgBjh8UE75+S8tNfb9oyC4QWAJgH0J+pUgEYBeCX4QV0dGw6OHQYxq4IIWwsdg0jtLB+/d1dx/RPXlqnHI4oZ8PETJiYhiGmI6qpQC0Oox4HNBKBRjJ0JhXRSMeoJouoxh86n3NQP2H3mcCDig6ZpV0rLMbyKnl5aWF5eWFhhby4tri4vEhZnFlanlhZml5dIq0szdKZ1MKKZnltBwWjMFnjSNlzUbLnow5qB+5S85cwDLENy4/Nranrelh//UnjzYdVHb1ljR3J2YVFlbX5lZVdd++9+/q9sf16ekZhVVn9/RuP7vTcv3Pj4fMnr16/fPf04fPb12+/ffF29Dd5ufft9wPiyxBgIRgeAgsAWARgROeMYGYCRVH2l/4fkjgSACwIMGGYgYWXAPhxWIz14JEARVE2ayE+aURkPQ0BTAzCgYQEAOZBYElo3c3dcoRjVwA+ECj4IbIeQlJOIicub9xBdFonNrxxFx+CuBDMgWA2BnAQIIABB4YYCMLEADYAPBjmwtAyFqFjRASQyG/h7QuF1X++YVpaxhQWZiGAhgjzgDAXBkwE83zbtjQDy5kZOoqi3P9WCwhQFK3ruidKsPxLzvmgnMs+aeuDCrandV31bcMqW65n5iTEJkU2dXU6egf5haY2tdzu6br++/sblDHCo/7ic+dQlPf09cvQ8Ii4yAhjbQ1lyZMaOCl1WUminDRBWgonK4uXlZE7JW5upBvh712QnV1dXV1QkJYa4pkd7p+RlBSVnJFbUJQdH54Y4hkdEZKdU5FZUO0THp2SUdxU05WXld/U0pWdWxMXk9dY0VqWX3Tn0dPAyMLQyNTGuqq4iGBlBQUFOXllGRltJVmHy0Yu1qaOV0y0lHGaSvizasQ/FNBUUlBXwGkQFdSU5JXl5WRPHA1wd4oPD2mpq8/JKXP2jnv56mtubmFt+w0z52D38Eyba14XDA2uXDS+//jF83ejSupXA8PTWjs6e7t7n95/0tPe2tvZ+vj+7RvdHV1tnY/uPHx6/971zram7pvnHMIOqrieNkpStE63C6+MyawbmSXT2EvspVHqjabf2qqjIsKLANARwESQRQDNYIUmdu4cObh/bN9fE+u3TQPhZRhDByILYF3flt0Dthbcr88FtMlQL3tNOSm10yevGp59eaeLNPJt9OeHXz8/DPZ/Hvv5fbrv+8TA15GRL+SJftpov2Cwnz/Qxx8cEIz84kwNM2bGeLOTzOmxxZnRBdLYEmlyZXqKTiIxKJQbvb3OHj4O0so92/fMbRZhYUW4EIaNABYC0wAydUQMvdU5bmg8Ca/jIMIohBUALB8I8QHMBGB4xwF253XeP6/6JU5RAKCKIGwMlgFDNAz4teWv4MNn90h7CSukYFRjASEIo5CAKKUCfKSQQgRGOQrIhwGlKKAWh5xJhFTjEGLMTsPsXfoZx85G5tfcXWatLi5OLFHIi4vkhWUyZYmyRJlfXZxaWp6kLJKWKPPLy3OrzLWy5l7iBX+5iwl4q2ylqwVyFtn7DeM3a0Tt1wmxDsn6Pjz15z3n8dnj479ePX8cFRrcVFvTUFvV1dny5PG98qJ8Zxu7pJi4qtKKxtqGuura+rq69taWmoqKyJDghsrKXz8G0K+DfaelVmHAgzA8BOIgYA6AUV1NdGYCRVHWp39+HTlIA4AHC3PgrXR4PR/GTsDwjH+ggEkToCjr4YMh0UMMCPAgiAkhHARwEbAgsr15D07mmBWMD4MI/lhZdxFJ13XiVzfu0jTYdPTpjl1rQkJcIMSFsDQMxEZgDgKRMJhxCF6EAF0IYmMQHgyoGIiFYPkAHhBeP5ORjqIsFEXpaYXTwiIsGNARYTaMYSOAgQi17BYNuOA0S2KhKMr6nynQeUeUcHGfnKWYorW4ms3Js04Suo76jvEVDQ/SolJCvANzcvOSs7KLaxsDwxOcXbySE+Kz01OS03JT8+vKW+7Utt2Jj0uOCws9r60hd0qCICepLHtaRUpKXkoWL4PHy8jgTp+4fF4/zNc7OSGxuLjoRlfdrarcv1uqS9KSu3t6mhsa7rXUdlfmJseFxcWl9j54mJifnF2YUVqQV1Zc1NTSVt/YUV/X1tXclZOe8/TNh6LqO2mZpU11VXGRQUQlRZwsQUlWVkdJ7pKemqme2iVDTS0lGU1lnI6akhZRUVNZQYsor6lM0FYj/vEFpMXFAtydEsLDulvbsrKKL1h6Pnj2vrymsabjtolDcF7drcrazvt3HtZXVuZk5dfU9uJw+p5eQRWVJYX5Ba2NHUWFxWVVFc1tTS0t9WWVZdU15W0NdVUV5Uk5+ZqWHlgx48MaEccvRctaxiibR3lEF2VHxT26Zv1N/MgEAGwI4gFkDYj8xm4YU1Qgh/szOuvYt9s5t7qWyitHHZx+iu6bQhAuLEQHmH4Y80Ndea2zuis33t3Owt3KwtfK8u2dHtLI96G+d8MDnwb7Po73fVrs/8r+/o5zv22tMnc+OnTCxmbkoumI6aVRG1tyROhKSQHnyUN0eJA9O75GmlienVidnKZPk5mUld6u665XHJNPqfzYtI2FhTiQMA9Zz4WAAMJwIOG53Vtp164siIpSIcDGAh4WcCGIBWGZCHYEA3472KFTY2Rf7wkEYWEBAwuYGIgDAz4EyCJbqkUVNVTddxBD12kFSjnl/WWYtF4lWs6+Wuxc6hH9RF3vNhnrov3GievVA3caxm/XSxJWiV2vlrJbOSS1/NYKm768NLNMWaAsUhaWFyiLlBUKeWVhirI0S1lcXlxcWVheoDDp8YVNO+Wstyj5blIP2aoWs1E9DqORAFQTd5yNtQov+TI09S8GMNdGhn6+evY8Ojiisbqxqbax5/r1h/fvlRYWe7p6xsWnlFXWtrR3tbR1dFzv6b19t62zOzs3//qNm8NDw+jUzKDO2UUABBDCxUAsITALwPhZLXRqHEVR1sfXE+KH1gBgI1g+tIGNCHFgQAGgT9+AT55FUZT75duQpBQVABQAJgJThSAGBprZsD1vp4TEERMhQgCEdwWnLq87aSl86Bx2u4Ls3mPVB/+a3byJA63jACEqArOwQnMYDEmdOOdoMyEvPbEOS8NieRDEhWE2gmEC8GOb8FxNNopSUT5/LTJtGhHhAcCGMSwEZmIARWRT/hE558v+0/+iwH+WI/j3q77jyRHcpYMyJhesQxNzuzOqHymbepm5p8Vl1Judv6RzRktX+2xWRs7nrz+LKpurWu+ZOYUexOkdUb50SMFi16lz13wTouMS48JDz2tryp48TsCfUCBIKMpIyksR5KXllXCyBMlj5sb6wd4+GckZtRUVFXlJ8T52KQGu6dHhyYmJuWmpqaG+cT5OSWEBERHhuQWlmdnZrk5WjjamaYmxHe2tNQ0NSWkFyWk1obEFeXW956+E+Pol3OxsiYvwJxJVcHhFBZzCWaK8iY6KCu6kKv6kKkFSW0VBU1lBXYGgpoBTl5fTIirqaaqfISqpKOBlJY4GejjHhYe01jcUFZV7B8c+fv25uLqhouOuhUuEq2+8f1hOXG53aHx5QHjmZYfYLQfU3fyTWrpv13Tfq+t81NB6+/9j7D2jmtqive+19t5JAPXYey/YlU56QkIVRBEUC6CIIL33UAMhhNAFpAgWQMDe27Edj713UEGQKr2H9Oz3g/c+733Hc+/zvPPzGnvsMdbYvzX3nP/5X6cv3jx7617ttRsnr1ytunb14tV7lZcflFy6t/VQ9KQNW6cx3ZfZhbV8kdoAACAASURBVG6wT1tpkbjOxDlw+cZnOpMGUTCGQjkGhxFQP3N2S2iU+vt7Tcvbnuy0bi/P3ogo+T//4iOjo1dvNtAtOgAiQ8AEQuhAp3xeveZpsMe5E0dOn6ooSBY9PH+l48en9oZPvR/e9H9/J/twT1Jd/Nv30E/DdW0zZ7STJnUCQisAzQA0A/SX1pSWGbMb167p2rN39OQJVcNbSU/zSGfbSMfAeO/YnUvnY/Y7n9i0oZuopQJENdCSoqgSIgoEnSCgowTCAFFbikEVgoxjqISISBGgQJFRgHxctHz07h3Vo8cNC3RHASojQjkCFBCTIZgCAWMI8m7V5ovpletsEig+FZEVT1bviDc+WBJT9txwZ5x9YGFk8YNNO3gB+Te3hRWGHb1tsj8dMw3CmKkkE9/k4rphiWxsoHekv39gaLBnqGdgsGdooH+wv7934PfgQN9QX99gf++wVBWVWUVY66xlEoiSgxByNELnA2YaoCXNsYh3iSp9U9+B47hKqZbLZQMD/W1tHa/fvG9qanr75tXrV09+NH5+8erpnXt3Gr79bG/r/Fb/+f2rZ5/evv349kv9l5YPH7+/+VLf0zeES9QthyO6ACZHgQKiKoj2ANDEoWt+/cJxfPzTs8bVy8YBUKGICqISDI4RwCAAbyg0VVsXjuOK918/b9IbhFANgAwFUhTKEeyL9tRys91m5mHoBg9o5GJyIH4Feaf1dr/dXjEO9k7R85b8mLFIAbXVEFGiYBiBzStXqu/exuXDqrsX29YtGkSAHGJjCGkCBVIA6hcvHHlwC8c1ePevdsdt3QBqICr/D90h4emc9SFMN5fD/ObeIQ2uUf4f/QVwHMcrzjxcTXZZaeLMtPdz9s7ccVikb+HiF54mEhe5uO61smLbWrFTkqJ+/mwoPXnCMzzeLULokXT0UNIxr8Rj+8Oy8irOR8Ym8CKj7Dhc43WryXorKAarKAabaPpkpiGFZWJounmVvbVZsK9/hkBUVXHsRFGmINI7KyEsU5DEi4ktzMnNToxNCfXNTU3iJyVER8UfcDnIMNVnmKzbamORnJx8/e69OMGRTZTdGzhuDr4p5k7RgcFpV8/VJMcEMMkmZAMDhr6BDc3Udbv1DiumvSWNQzXg0skcKplpYsQyNeL8+S+gU1kUCs3EUG/1yqhA7xReVNXximOlFUfyy2/ffsiLjBRn5vEFOSn8bP/o3GkmBybp7V5COQCXOIBFO5dRve0PCa0808z2xdnuidjmGm25N8xiT6j1gUT2rtBtzjyrvXz6zujNbI+VTJ9lloErWQdXmYVsoAYe2Gh/fcn6IS1tDQrGUdiPgS+TtfsSE/CJMU132zf3/W8JOs2Q9B2QPm3YPHb3Fo7jqmcvGvQ3dqFAgRCV6NR2VOfNpvUXD7uHeh922rHvcs25tuYv3T++Sus/yJ7eag/e37R0aRMyqeM/Eg2oAXAMoIMQHQNQBoAUgH4E/ALg49yZ392d5A/OK3qahrp6JroG7964fDQu6Kbe+jFIVAMtDdQaJQIpiighKkOhEiEqAEEFgQIiEpQgRVElhshQ0A5Bq1cA3tHe6uP/E05WIJgMAyoEqgFRihJlKKIAoHHevC/FdY7+pUsteT5ptdzD4lV2cZ5Jp2w8k12iiyKOXJtt5ByYefbM05bqh9+NdkXrOqUucDwylRmUXHJ2VKIY6+8d7PvdN9zbM9Q1OPR7sL9voH+4b2BgcKB/pP/34EDbsGwssbBqmsG+adTQKfTIKfTwqWzeX2aJk+kRq7dE+sQWffn2JxdQ4BpFZ1fbjx/fm5ubOzo6Hj54UFtd9eLpk/fvPnz8+FUuU+G45tPbF5fPnr57/erda7dfP3vb+L3l4+fPnUP9OI5La8+2TJ86hgI5AtUAjgLwfe0q6as3OI4rmt81U/UGAVCiqAqgCoQogUgfAG/YxurOZhzH5e9ff9q4dhAAGQrGCUCOoKMA/Fi66HtJraO7eB41QNfC58iZe26eIWERieVnL6WkCQtdXF+uM+yFUxQIqsTAIAQ/2Vz8V5cax/EfzV00cj8A4yg2ipEUKNINQJOZjbqtE8fxsTtXPy2eOwpRJcSkRCAlgF7irMJlFgymt5VXSkvvKI7j6v8rBcrPP1rP9Vlr5bdxi7+ebaguyz0wIfvqxSvXzlwOD0tKTkw7Vlpy7syp9x9e3H30j7i40t49eldg5p5QcUrxmQv3Xjx+/TkyKikqImGLuY3+yhWUNcuo65dRNq2lbjSgbDKkbN5gsH759i0WIQFBIqE4PS21+vjRfGFcbXlBeFDAkfyjVcdPludlluekp8RGuOx1TkpIdnc5wKIam+qv2Wa3JU0kLqusPRSUtGSz/XyD7Vu8khy9xBGxueeqTyRH+XIpRmxDPXODjTam+od2bfVz2+m5z8GSYWJGMbagM7hUCodKtqBTOVRTMxqFSSYzyMYG63TD/TwF8TF1VZUiYdae3T6O211MN+oxybTYyPhfTe3Hqm8u5RyaYbprEePQdHLgNEo4WLJrit5+rY27THaG+ycVOXul2B+I9Uss4O5JsHaN9wspoFn5Oh9O5GdUBEQV+MYejRWWk83drRdzaubqt0+eNoohKogoAKEJIzQ778HbO3Ac/52R+4U0bRwQJhCogGg7AA1bOJquVhxXDJ0q+zZn1gREFQSSBCW1kibfX7s+mGG1cTOj6kxte9tHSdMHaU3lV0uLr5MIIwCRQa1xAiIBoAvC1jlzGwz06pmMbzTqd4P13+fNaEXRMQQOE8B3IvhqsGbk2BFlV+NAf8e9v2/cy8l+pWcsAUQNoqUC2CgJSDBEDVA1gGqIKhFUAREZhAqIqSFBgyBDADTpLlE8eiS9ef3DsmX9CEGNQBUKNACqAGECJcpQBAegcfLk8n0BgYILaxwSvVKrPVJqV9vGucUePyw4vTO8KDDrqv72qD3RFSG5lyMLbxjsil+1Q7BwR/4Cqzhh+e2hCc1Af+fAcFfP0O/+4Z6B/t9D/b39fQP9AwMDA/1D/Z2DQ7+G5P2ZJ8+st/FfZ5+yxj59owN/w/aEdTv4G7YnmLkk80QnXryuHxkZ6+/p6eru+tr49dX7Ny/fvXn/+dOjx09ePHv19XPD21cf37/7+u7jp68N3589e333/uPnrz6+fV9/9/7jv+8/uvvg4YN/Hv379Pm7yqo369cMYWCCBEYIQALBz0l/DR+vxHENPtbevMuhDcFkGKaCqAoQNVCrA0E+u27Fx9pxXD589lT93OkyCOQokGBAhmBdRGKn07aWe4/3hOWQ7aOstwXVnL8tzjlSXXdemJufFJ9w91xVJoXycurSMeSvCSLSh4IfK9Yr/32H47jk8fOXK3RHAFABRArgMABfZs4aPnUcx3G8ualju2MrxCSojhTVUaDIqJbWg7mbnTc5z+QE0A6nt/dM4P/Fefx/pEBZ3YOVliGLbCJtQo4mlN4VlFwqqKj+8Prlq3/fmJhus7Vzq64+97v79937f/OSBJHJebYuUdsOphrbHNzpFVRUcfzS1RvhkSmHfXlUmuXKhYuNli8hr1lsuHaZ8Zr1Rms3Gq1fs0F36TZbu4PuPrFxAlFmTmJ8rN8hF/c9Du5ubqFhMdGRUX4eLoGH9vke2r9v987wkDD3fW6mBpvXrV5qY22VJEi/+ehlaOLRba5xu32SEgpqHQ/yg8OEdZUVCVF+bIoJw8iQbbB5C8XQw8nOY6fdfqctlkxTLo1iwzazYrK5NCqXSjanUcyZdCaFQjc10l+7KtzPM4UXdfrkSXFGznbHg8fKa/fvddXbbOTg6HIkp6Tuwj+Vt78l5p3fZHl4hqn7MqsYnfXuU/U9tdbvYLmGlF244x+ZEy0oqrh8aev+KL/4vBPV1/YcCIxMSq6qO3n33l0eLyUz71iyT8I5qlPr1IVyFEpQoAKIAqDf5yyW1J3HcRzv7mmy3N4OwJ/50zEikEDwbcqkoUsXcBzHe383WVj3AKDEoAyFwwjaPHd+7noaR59bV3da0vxWeqayeaNhJyBKCYiEgMgwrA8D32bP7vE+pDhbrfznvuLWLcXd28q3z2RXrnW5+3yfOX8QQZQY6EbA54XLBvPE0sEfD+/f+FhQ8XUjdRgQxjGCEkEVBCDDEAVE1QCqACJDgRKiKgjVECohqoCgE4JfwYfxkf6f+11/QahAoQYBGuQPBf7kAhAHsFFn1sGVZgYOSUscBVvCynXtEpfaCGxCTq2w563aluiUcNnEvUB3e8pMVtDSrbzZVtFLdx2Z6VCkRQlPLrk3juPD8okhuXRIoRiXySckkvGxkZHRweHRnqGhnrGR/uGxvlGVrKjulvGOKONdGUZ7cwx3C01cRBSPI0YuWVY+hbyCG2nFV3KOXUorrEkprEkqqk0sOJWQU84TFUQLslKzjhSVneDF84PCIvwioqJSs0KSCn14RZHi01E5VYGCosDUwmB+YXRcXnjMkbiYojNWe1umTBskgj5tIMWIvwHWtc8VHxvGcWWP+OhnwmwZQlCgQE4EUkCqJ0zpzBDhGik+Ptjqvr8DAhUKVQAqIRxH0A9zV149FJmdVco7epqXWpoQl1NefTH1SEl5zcXSY9WRATExySkOLHbStEUfdRYMEUnjRLQZ1W7bcxBvaZX9bPh42OPTkuUN0+Z8njrn6waD4dICXDGiam1uOej6C9OSQi0JNnkC1ZpAJr2Zvtpvo91iljfBLpLsnd72+4/LCP5/ocCJ8/eXWobMt41leIp8k8qCeCJh3pF/nr2+cffFJhOu5dZdx6tOf/3e8M+TR4Xl5aLCMkFRZc6p6xZO/jvdDodGhJSXV+zdH7Ryk6Uha+sOR2eXbdvcHGz27dyyd4fDPqddLrt3OmzbRqNZGJNtLezcfENi7bba79pu63/oQER4hG9gmNt+t8hA7/jIgOSEmACfw+I0QVFuzjZba2tLMy8vT16SIF509FB4dk7p1bySqhuP39ntCvbzT7hyoS6RF0qnMUxNKDRDI2uykbM1y5qqb07WYxhvNqOYWtBZXCqNTTY1p1Es6BQLNsOMTqebGumtXhnm6ymIj6k5dUokyrbd6X799j+pyfEUsomJKcN17+Hcoku+/DN+CdXW++KW0fZv2hK5ihs93cB3PtWTstOvqO5WUHRxRHJRxbXrlnuj3MJzjtfd2+UeEsxPP3bu7MU7D1JSC0qOnT0bmPB06YYxEqZAgBQjaAA2CkCjqZnmR6sGV0tevf6ydMUABsaJYEgL9pEQKYa1A2JHUgKuUuE43sNPacaQP1azEgIcmDS5VHuO4yqDBzWn8ctnWvQNBgCihDpSFB3Xhl0oaF+3caT6FD7aN3bz2sedLt8o3A9Msx+xMZrPjfjA+Ej56Z8LdAcAOkIgDgLtplnzJ47n1z9/+Cjv2IPlen0EnUESUY5AHIFKBJGhqBKBSohIMaiCCI4AHAI5CgYgaFmxSvHmxfj92/XzF8kAwBFEhQI1AjQAqgFBhmIKBOAQ+zR19a41OyeRQwEnAaGGkShx2iwRMIlC6TwCMxHS4jFGEpGZrM1NQZgJGCcFcMSAk6vFSLD0zIvMqozOKEkpqk0rrEvLLBNn5IjEwuOVJffun/384fmbVy/OX7oqyCm23hu2jOm7kBsz3zp+kV3KfLu0hdsz59qJF9mLdHek69onrrGP07WLXbM9Zbktf6V1zFqLwJW0PZvYu+z2enuH8iLjEkMiInce9NS32LmE4rLKKnzZFt5C28jlO6J1HeN0HRLW2ces3yFYuz3XxvRwzTz9tinTRwiYFBJGIPJ9wXzJmRocx+XfOr+Y2LQBICEAiTZoBdgnA6ry1Xccx8fPnf88b84YAqQYooSIEhJadWYeWcKgm3jSdgWfvH7/+bM3x49X7/UP3RUc5ewecNDV/8C+oD3uwd4+obE7dt6zsW2YPnsMYGMo1qJN/Gm7deL8Jfz927H794YuXRi6eFHx6hXe0jB2/kz9lq0fdYgjGDJOwCQoQaal/XHyvLhFrEWGB4jssMlW4UzPlNZeCY7//5omurPOxm+NffAmO0/XYOHBcEFqSXX2qStZFRc9QmJiU8Wi3JL0rKOVtVfyik/5RiZ7RvI9IlP3HU5Mzy69++De02ev0rKOr6fuMLZ0jkxOyxCmpyZGp/CjREKBIDVVmCaMiUveqM9dvcGKZbU/s+BUybGKq5fONjV8+vz588nqM4UFBaePF8eG+4WHBf5z/+/fbS0DPZ3P/31YWlxQd/Z0TCJfV99Mj7XncIgwLCbxaNUZ/6isGF7mhbPV8dHBdCqdSWc4bdmy04rjstVi/w5rFwdrczqZQyWb0xhmZCqbbGLFpHMopuYsuhmNRjc1MlinG+HvJUzi1VWeShPl2ewL3XkgwNqczTTVjwoL+9XUITpydqahm+H2WGHJ9bTC2vi8szYeYhuvQh9BXYCo1Iefu/0Az/FQjA8/28Q+wtghyiUg28jak70/ckdktqW30MlDEBwkLDaz+zBtqoIAlBDIoY4aon0IaHLci/dO4Lhm7PmTLwsWSCHQQKCAqBQhKQHpNyC2uO3Fh4dxHJefP/9j5jQ5AEoIFAiQYsRnk2fkUBnv8nI7bbd2ASDDgAQlKhFSPwIaViySnb+A46rh61fer1r3C5CGAOiH4DMR/bF9p6anF1er+5PTvutMH4cEFcBGAWgx2fyt5Fi6V+iRhbqd2lNHMYICQ9R/XgbF5AhUA0SBICoINChQQaBCQDMR6+Yl4r39vw/s/w0QHBDUEFWiUAWhBqBqgCoQqEaAAiE8mrHZat0hLUYSsMhAmXwtegaRUwBYIshMR9kiokU2ZGUQuTkkqzzIzQQcMeBkQ3auNjOFuHE/WGI9ab3DYurBxfq797nHRUbEV9acevfleVvLh5bvn18+f3H91t+ZR4/rcV1JursI+sHQJBKQ4wA1EdD4gJoKqHxASYK0REDhofRELW4aMI6aTA1xi6+2OxgfKyp++PLT52+N9fWfnz95cLK2NiQxezXLHeo6Y8ZBwCQYUEIBIwbQ4gE1DrAF0Cx/ulGMq67D9YX6faS/ZCgY1gatGPhubKB4/gDXKMau33xDNno3U+f9tClf9E2Gz9fhUrXs0v0GfcOfRDCiBccIqBKB/Toz6hYacNftmkwOsg7IyS6tO1999lvDt/qOtvrOtqampl8NjfX1LV8///zZ2Nz3uxFveT+UEPV93qJuiEoQ0I7ClrnLetk2HX4+TXHBTTFBHb7e7Vyzn3NndkAwhiJqFEgIsI+o/Xne8rz1DGsTjxUWwuVWosX0QKv9cc39YxocV2v+O8ex/xVqHC+pvR6QVHT61vOaW0/5xZdMnCMMdwbTnAJ2eSYYsp0MKA56Rts26W3TN3Q0pe0zoDhvpOw04rgYMJ2DooTCzCOlJ2p/tI/y8ypt9noHxCTGJibHJsTEJcempWcIRZmpQlF0XMrufUG22/wOeCdUnbvRM9CvUko08rHxsdGaM+eys7LKCjKPH83+2Vgvl03IxofkE0MTo8N/37l54WLt4xcv/MNTdPVtDvon+EbwEnOL48XViSmF1SfLE6KCzKhkOw4zwGXX4d1OPq7OQZ6u/of22ZjRzSimHAqVQ6FyKKZWTJoVk25rwTVnMmkmhobrVof7eYr48edrTgvS8qwcA6vO3DlVVpaRJrh49cbth8+D+EenmuzbaOtbe+X+1atXb919GBSfFSWqSCuqERQdjxTlHY5IDuTxQ1PEnhG5LqFZHsGiXYdinULTV20PIRm4bHGLjwlMrTFltGoTNRiUI6gE6qgg0gdBo6sbPizHcXzk+esP85ZOQKCGQA1QNSDgAOkD8JsFR93RjuO44snjH8uWjQOgAkABgRRFW4ikrn37fux3+zx56gQKFAQgAwQ5IDZqYb9jg3GVXD0x9Gn7tnYAVBBRQqCBQArAu0mTe8+fxnGN+vuHFkPDCQAVCJATwS8C8tTcIWrrvuiV61umzlUh2koMlaFAhqB/Sv0aANUAVaBAiQEFAkYA+Llpg+rnj8Ebf/+aOVsFUBzoqCBBgSBKiGgAogaICgIcgjGi1vn5+ibrvXSYKQhHRKALtKgihJEF2UICKx3SUhB2uhY3C2NmoEwxZIsBQ0hkpmvT01D9MLD2wBQTv/lm0XNpoavovqcvPJXLlDiu0eBKXCPHVaovnz7/++Sfh88fX3zwxsQhDm4IQExTAF2AMNJQZjrCSEeYIoQphkwxZGdAlggxS0UYYXM4Puknb/7o6B+bmMBxNY4rcVymHu9rbvjw8NHTWGH5KjNfkqEPRo0BzCRolg7ZYpSRC1lHEG6+DlOwwtD/4Brbx7NXj5CwcS0wQSS0QK2mTZThogq8rU395WtreVXbsVPKp6/wzw1D2ZnfVq/+jYIxLTBKwmRAe4w448aCtQ7rtk2lhGKMYPrBtMySS9cv3VONTbT+ePflzY1vr6/9fH9XNdGLq0e/1j/5+OZq06uLv+5WfQj3frdh/XcdUp8WMoKAIQC6AWiDoANBOgEyAAgTAKghkAEwAkCLttbdtUYpXDfnPXyuRynd9zTn8AnuXvFOH8G33iH1f6sd/K+hwvGjlRfiBAW9I/Kaaw88Esrmcn2N9yfvCc31i8y1dfDcsu3QdgdvW1sPJ6fAHTsC7bb5O+6N2ueR6OQe7Rstdj4UZu3klp5fmlt6qvBYTXpWYUxCojgvLywu8YBnQCQvKTU9IzYuJTAwMTw8PSUt73tLy6hkpK+7ZXywY3ioLzs3NzdbXJQluHWxGsdVIyNDfT1t46O9nb9aRGkp12+ee/Do/oWr/9g5eheWnymrOn3q6s0tu4N9/BNqKo/HRQaaUcmWNJNdFqxtHOaurTZ7He32ONqaM8ksqimXRufSKGxTIwsa2YJBteawOXQ6g2xsuH51mK+nKDn+7OnTuVlHwgJiX9x//Ob+7dKS4isPXriFJq/gui6wDmQfiD9RfaWyuOT6+Qt8QXaKqCiWJ+TFZcWlFNntcD3o6RkUGukfEOMdFBMZmmRvt9vJM9zcO2s+Nygh48QFUf4LA/0hFKohIkHhKEbSQOIIAPX2tuqhERzHJ943vF+h9xuCCSKcwKACgRoI+gFoMbPQtP7CcVz58nnTijVjAFVAIMXAOBHpIaJjGzZ3r9DtJxIUCKKAQI5gEog0LJgluXYWx3FFV0e9oWk/BKNEZIhAVGCYBoBfUOtbdCiuGcclXX17HSUAKCEc1gajBOTTrGU5ZLugVfovZs1RYDpKBI4TgBTFFJDw5/YLDYLIUChHgRSFPwjEoRQ+3t/2c/fuLgBwQFAAghIgagjUEKj+4AwCDQS/J2lnzVunu9lXi5WKMNNINAGJmoaw0jHzNAI9GWEkQ0aKtpmYwBCh9AyELiKxMibRUkibQoGuF8k4fK5F6kyzpKnUYFsvUWvXkEY+NjLY3dXT3d/Xr1bjVy5fPnmy8MmzW/++fH3s4rt5jEiUHA8ZAoSehjGEKD0NZQghIwMwxYApgqx0lJ2qxY6ZbLCXn1etUuEa6fh4f/dQd5dseFgxPHj7XGX9u5cXr9+zcY2eZnRQmxxFYAhQVgZkiwn0PAIjD+UKMDafyEpeZOIfutLu8Yz13YRpUkiUELDfCGyePr2NYdbtGzyUeWQ8Jb3noGeTKa3pL51eFMgJUIaCYeKkLu011+aQd62znkULJnEytJhRc8x9uO5RvJTc4c7uC6XCzJgdGbytaZFbr1Wl9Xe9PF4Sl5vkUsLffSzF5WxG8NCdC22hIffmz/s4fUrHJJ1RIkkFiUpUZ5QwaRzRlgOtQajTOGd+A4PSn5BUlZi3xDwI46YAi2SwJYpkET7fIszKM7WpT4LjuFr9v6mG/ktoNLj6yetPucU1l+4+O33rWYD4/Gwzv92JVTt8MmicfTHx6fGJgtzcAl4ML5WfKhRkhoYl5RfW2tgfMrF0pm7zOBCe7hGWKMjNE2WKa6rOlh4tLy0tSxaKwxNETnu9kwTZZRUnCwtKjuSURYTEl5YcHR79PSoZ7O9pGepu+tn4NU2Y5rLb6eyJo98/PpdLR9vbfo2N9XT//vnlw7u9u3akCCLvP7z94OGrwNCU0vJTF8+fTsvKcHQJDA3ln6k5FRsdSqezqKZkMzKFZWrMMDWkmmyik/XoZEO6qTHD1JhFNqEbbmabGDJNjJhkkz89AqP1ayL8vTL4iedrawoLS6Pi0u79/XdNeb4wLT6j4GhSTukGCzdD54SSK++v/v26+mTd88cv8ktO5JdX1dVezcyoDI05arV9rxHZkE6jMWlUlhmDaWjKNiUHRidaeIkXWQTHp2SfP3SgYf4MJUQUKDZGBBNERAmJIwA06utrPnxS4Tg+NNSx060DAAUCJzBEjgI1AjoBaGBaqtva1DiuePW8edl6GSAqIZRiQIYBKUYYnfSXRJskJ0A5oiVHifI/BpjLlv4Rk6t6euup3H4AJgiEISJxlIAoIOgCpJbAUFwhxZWjvYcPDAKgBKRxAqrAQC9pct0Saj7T8d5G3f5Jk+UAyDAgQzDlHwpAoIZ/RuLgEAA/jI1VXz+On69qnD1lCKITGEGGAjUEOARqBPxZrwFAAUDr7OlVW10WUKIQpgBhCYn0dCJdBC0zteyzCAw+ZKQAugBlpKMMMWBkoaxsIjMT1Y9BV/lMMYycYy6czk6dzk2ezgosvvYUx1VqScfEwO/BweHBsQEcx2/fvhUccPDujZrH/zx49ql7e2AxwdgH0hMgQ0hg/icFWBmQLQZMIcIWomwhNInSc0x8Xd+LazSK0Z6RgfbBoe4JmUSpkp0qzjmSlfbiw4dDMZnzGYd1KNFEpghhZQK2CLLFRGaGDosPzVMANwMzy1xiFOW2zPHKAqMm0pRhAEcJQEIEwwB0AqwRRdsJSAcCugAYQVE5QlBBbFSL+G7WwrxlbJv1rrOooZCbirKyJzEy/rIMXbfP15+fNtTd9fLGydLM/UVZu7ITt6ZH7Wh6c/npTbnXiQAAIABJREFUteJT6e5Xj+yvzdxzuSxW0f+z4+1Lf6q95zKL+JWs8oXk2zNN7s02vLZg3S3ddR845h+cnZvTxR3X77Y+r88rvTyV5U9ipGJcIWbDB1apiEWUiafgZ/fEf18X0Pxn4LhGo5EOjUv9o8RrqdtYTgH7eVVLLUO3hx01sPZeut6i7OSFnOy8/XucdjpYOdibu+1z2mJt5eERuEyXPleXvdRo+76QND8e/8yFM0J+QkpsvCA+4UzVsZKiXF+fUO/DsZmisjSBWJDCrz5e7e3mXX2sRDLc3vO79XdnS3fXr8+f3+VkplswTeqOF/S1NsgkQ50dv0ZHe5tb6h8/frh1C9froOPtO9dv3H/uHZJYXHT0YmVZIi9pp3NAcCi/srIqKjyURWXTjWlMUwrDxJRhYsQkGzFMDGnGhiwyxYxCY5maMk1MuBQyi2zKMKUwyHQWmWK8YV2Er2d6Mq/u9KnU9EzOtn3HKyuvnzlWVSKqq62suXjLNSSd4hR+5WnzhZtPz128+6NlICoxy8nVxycg3tk1gieocNzrTqUYWVuYW5ibWdiwzRkmWzj0zKPHLHzEy7eExyaKj9tbfps1SY0gCohKMSglABmCjgP05/RpI9l5GpVGiWskZy42zF/eBoAUAQoA+gB4o6P9PSxBPToqx3HFo3s/Fy1VAEwF0XEikKFQBQlyBFFgQI1CJUqUIQQVBEoAmufMlVbWaNQqjVL6W5D6FdMaBQQpRpShQIaCnwipKzUXx3FN568fFuxBAOQQUyAEDUQlCPHx/M0FZm4lVJsP02dJMCAlABlCUAGiDAUSIirDUCUC5BC2TPprJC8b72hstjHvBWCIgI0SMTkGlBjQQKBCoOxPdQAi3QB02JrL6pui826itEjAzoTMHJQphpx0YJ6OsESQJQKsTMDIQpiZBJZIiy2CBglAN3CKQdhi8/SprPRpFiISK3qVfdiLxi5cI8UnupTy0TGFvH+0p6Or9eGDeyF+h8ry057+c+v9t1+8gqtEgwMoKwGwhZCVClkpkC0ALAFgpyNcMcbJQFgCYBy2M7K8X44r5WMqab9UMjA6PtTW9au9vfHMqZOhvgFlx08Jik8vs/Ai0oIQjgCYiQA7DXBECDtTiy2GlhnAIhNwc6GZeLFx4Mnowr7UjI6NBl+n6nzHwCAASgBwADQAyAhgBAFdCGglTf4yY3ndfP3A1Xab9b0mM+MhNwVYJiOWOdA4Tc8jo+Tek/vPXypGhxpeXLtwinemIrQi07MsJ7Dl092fr65er4h+WBl6tTTg4cVs+Wjry68fjLcFzzAKXUQONTIOsjUMstX3NtN3tWTs4YUlF2QWlJVWl1ffrDv7OCnjONkhYA4rksRO17HKQbgiaBFveCj9Z88EjuO48n/TDv5/KKCWdvUMRfKP2rqGuQaLDidVr7QIdI4po2wPXq6/XY/hYG6+ZYsZw4ptymEbWXJNmRRDS0u7eYuMF66yXU3e5xYi8I/kZQhTvN32pScmnygtPl2eL0oO83B13bvDW5BYeOTI0fLjxWWlFbzIlKKcI4O9rWPDfd2/O361Nvf1dmYKE3ZsYZ2vLv3y9plkdLip6XtLy7eOjuanL55w2WRBfNjTFy8qLtzdsufwmTNnnj24dbzijOshXggvrbLmdEx4KJdCY5uQGRRjBtmEZWrKMjVlmhgzTExYphQWmco0pTBNqWwKmU0lMyh0OpXJIlON16+J8PHI4MedqasWiHNtdnlVnz7z6MaZS1VH/773oOLKk63+4rVb/LyFVZ4xR314pQGJ5SHxBbykvPjknOiknPjU/H173M2pNHtz8y2W1jY2HBsu2daMmlN83DEsfwnHLz3r+M1A38/zZ/6xmlFBbIIApCiUA0I3An+YkNWvXqlxNT4y1lt08oUJ5e2sWV9mzvliaNiZlIw3d+IKpRrXSKqrmqdMUQKghOg4AUhRVAYJKgg1/3n2KiBQA6CEaIsWqTvADx8dUuIydUdTe1DI2+lz2jAgQ8AEQN7PWDJ+918cV02cPPZz9pxxCKQYkCKoDBIUCOHjpNl7Sbrmiy3PLNrcNUV7RBvIUBIOdGQIMkhChomInAD7AWhgsPC2xtHTJ5onTZNAwghRewLRUqKoEgNqAJWQMIYS5Qg2gWo/JZGe+vvgOF7fMaDvmgLoyQgzG6WlIYxUwBIijDTITIXMTIyZQ2Kl6zB5qGEIWB2gpRc9j504nRE/2UxEMhcBSpjhnoRvHcO4fGyw80dnX/uv/p5f7S2v37z+9+G/USGBIn7U/XuXvra1ZZ57RDL1JJinAVY6YAkQVirCEQK2CJhlESxySdwcjCFADAM9hbVjON7f39nV9qOrreV3V+fL549fPP77Qs2JiEDfmFheVvmZtdsCEEYwYpEOOGLIzkCZYoyZjZhlQ04GYiGG5iLAEU4355Vcfo3LVfLbF36nRH3f7dBgrFc/f97XvyY1TPvr04xpXxbN+0E3uU5jB62zpm72nEWOJ5mJMa4IclMQ61TUOhuYJpociP3W06+YUKjHh7u+/fvmQfnNSsGdmswn96qGur/+/vHky+OTj86nPblS8P7p2bGJjudfvuo5xwBWHDAXEa2yp9rl6FgLUfOkWQ58blCeY2DqHv9Yn+i0oKgsD/84t/BEx5gSw8PHtcwTtM0TJ1kl0A9nNvf/yQX+u7rAfx0luHHj0amzdx+8/vqu5XfR+Uf7YktdEk5uNA9YtNl5wSbOytWb9FYvN1y/dNO6xZvWLdq4bvnS5SunzV83Z4XFGvKevX6JfqFRF8+ezhKkHvbw8Trsf+5sXUlxfiwvLienPCunJKcop/B4YXi8gGvnTrV0qrl6dWCkt/XX97Zf34d6W4uOZOTnZ9fU1mVk5Te2/B4YHPrV1DDQ03bt6oUAH8/bN648eVe/PyLDgONUWFZ+8caF2/++2uMZHprAr6w9HhMdwGGS6TQKmU6hUUxpZBMa2YRONmFQTBlUUyaNzKBSmFQKi0pm08gMGo1OpbCppiYbdaP8DuWmpVw5fyFVVGi3P/LyrceVFWVVVafTyy44x5TP4wRPIftMZwTMZARPp/hPNXTZ5cMvKa8pPFKcV1CWwBfvdNxtQafvsLJwsN6ydYu5DYu8zYydk1e2OzRvKd2jsLDmUXj8+xlzFNifxjtRjqAyBKgAooRIGwDNXLby37u4XIorcfnPjt6HrwfuvdE8+zhQe7bh7Fl8bAzXqDpjEtohQQ2BAgUKCNWAIEcwJURwAJUInMCgCkVVAEoRpA+F9YsWjFdW4rgC12jwgaGBc3Vft7M+zyO+IBB/7PfH+zsnnt+qNzLohwQ5ikgIUIKhIwSowEDPpKmRMzYsmmfus8j80bwVvTqYHKIKMEmKakmIQEIEIxBp1ZoxWnQE//3ju519JyBMYMQJqKMCk1SAqISICmAySBonEBQoqQVO+erkkubmVVd3rfF3/0FBCWLkoUONm2IaP4nOJzL5GDWGRIvSpiVMoadMovFQA1+w+iDJMHo2N2M6M2kKJ4HESQX0NJSSuNKW9+xbN47LJoZbJ0YHxsalw2Mj4xPSd28+RAQHpSXH3nt462t3f0z5bWjsRWAJCEwxgZmO0IUoSwzNcgE7F+XkENjZKCMNGAXtSzjZI8PHJcPjQ7/HBnvHR4f6+36PDf8+XZXtvJMbFB6acezSKusoAjUJNctH2IUYO5/EFJMY6RgrHTNLI5gLIVcEOWmIaQD/xN0RuUYy+lvR+xNvb9R8ej96/153bc2lvXuOmDFfxseo37wTRuVM33QIZaYA8zTUjE8yExHZOUSzbJSVAYzDTA6E/xwZxTW4RjIs7fss7X7+682l1tdXlCM/cFm35PdnSfuT5pe13V/uDLa/lcr733xtMtzNA2wetM7CbI9oWWcQ2bEb3AucUs7u4x2Nzzlee+nWi+evG7623Xr8iV9x1ju9/EDCcdvQgplWIVNtYhieop+94/8jBfD/IieqrrmeV1L7+MOHm08fFtRddo7I0bUOWGzsO3fT/oXGW9ZsNKLrb2Aarqbqr6Ab6W5ev3SF7sq/5q2ar2ux2tT5QFCyu6d3ekpCbkami5uvEXNrfFpuLD89p6BClHlUKBZn5PCTRXzP4KTV5N0zN24xsttz699/cVyB4xJcM9bYWH/t70cR/Px1FPtDYcKm1h6NXI7LJ358/fr3nb/vP3oZk105j+zMdQ46erxKmCe+9fhFgrgoSZRZcaqUFxvIZZoyaGQqg0ajUmkUKo1KZVBpDAqNTqEyaFQ6lcKgUVlUuhmNSTelmBroMUz0TTauigrwKsgUXT5/gS/Md/KIuXLjfo4ovfbcDQu3uFk0Xx0jH0zPGzMOmsoMm8MJWcL2dvFJzc0sFiULBQJxenbBrn17zM2o9ly2rRnHisPcYsZysrA5klfhl3hsk4V3XnbF3WD+p0VrBlEgx6AaaquBtgpFVQBoIJQhaCdK+r7BoD0laeLBTeXbp+q3rybOXuo+4Pdo1cZvx8pwjRLvbW+0sOsFBBUKZBhQAkQFUcV/9uRkCDpOQJUIooaIFEX+zJ83rlzTe/yUamD4P7a2q7XvzImmTP7EuyetJ0veGBm2AlSFElQIKkOwCRSTokCFgP6/tDLmrVs4w3L9rK0Rs/S+TlmkQrTHENIgSWsCAzIE6QRTmrk78F/fhquKv0+bLgFARQByBCoQRAqBFIFSFJGiiByFPRB81zfC/3ladqy2+PhluUbzuPGXxeG0ZZyoFdyU+ebCOTbC+TaJC614iyyTl9kIl9ikzLOMm8NNmM4RTGELJpmlapknQnY8apaFUsWTTcNyzz1S4fjoSLt8qH+oq7ulraGrp+Xj+5dhAYdzRMnPnj3+0j7gFJyPbfTQpvK0qAlatEQSk0/gpEOuGHAyEU4GxhEi7BRgEk49KP7UOTEwPDjQ0zbY097S+PXLh1c9HT+qjuVasmm5+cfiMs4sJPuT9CMJlFRI5hNoySSOAHDSAEcIOUICR4hyxQSuGBgG7gwt7h5VDwwPDgz0DnZ3dTR+b/78aaijLSMxznWnw983r/5sHjDbkQA2BgIGHzBjSOYJWux0AjsP4eShZkKg5266379xcECjwdXS/rePa+9eEJcIPKuzQ+9ePNre9OrDvxfvnRGXCzxO50YNtr3FcfnHhmYDh2DMLBzaZELbQtRcsM4l+4Dwglfaqao7r9oHZc/ffDxXXaWSaZ439jhEZ/HKr/OLLnolFVhHFv1lHkh3T27pl+C45n+kAI7/x30E1XW3opOzk8QZCRnJ2SdrtweKllkELCAHz9b3WkJ13KBnStugy96wnKW3kq6/ynDDslW6y6fMXbpwjaWusVMkPz8zK6cgM72ksDQ+rdjAwnUjeydz6yHXw4lF5eeqamrKKwqOnzgVEpW3xsR9kcmB6Rut11GsEpJS71y9+OjOrctXbroHp6wxc1tKc5m9aav5Dq+s7KLykmPHSk9k5R3bdSh6jumev8junL0xRceqMrPFF6/+nSAoFIhLq2svJcUncKkUtrERx5TMNqWxTJlMMoNFZjBM6Swyg0WlschUNoXGpbK5FA7LhMYyMWaTjQw2rIwM9cvLyzl/6WpOSaWrb8yLl2+FfH7xyUsGDtEEPS8d4yBUzx8ziZhlwV9kk7zaNsYzulAgPBITm5iSkZcoLtzm7Eal0sxoFDMqg0ajsulsC5p5TFRq7onbZDu/5NQ8kb3r4xXrfk9CRrSAHNFSg0kaBFFgQIqCCYwoQbR7AfaTpPNz1uyf8+a2LpjZPoXYCMD7TStVDZ9xXCm5cvrb3MXjUFtKgH9ygTEilGFAA4EGInIElaKIEkA1ROUoqkSBHAENADxca9R/8xou+Y2PDOLKP9YyCkXXj/d+AW9nLukEqBxCDcQ0kKgEqAoCDQS900hZ85avmMmdOdeJs9KiZIFJ45S5fURkiIhNEOAAhtXPXj5+4SLe0djAZvcDRAMRJQqkRCBDgQoAGYKMEQkSDOsD4Lu+7sTlCsVgZ+Xpy8err2lw/MWPX1v90vW38zftyNZ1yl/lnL92Z8bqHUJdh4w1OzLXOGau3ZW93CFrhqVgklmqDleAcpMgJwWwsgj0XGgQaeSa/LZrcFA6OtbX0/+rtauzZXiw59vHN/HhgRdPH//5o/7xmy9esfkOAYUmbkf0D5QaeFSQ6LEEdgrgCAEnA3BEkCOEnDRIj59E9Tly7mnvqLy1pfFX0+ev7559efO4p7X+StWJ+NCwE6fOhfGPOvhnsD3FBvtFFL+i9fvTCexowBYBs0zIEaPsDISVAZkiQOXNNAuoffSlWzLa1tf649eXT5+ffvvyovNXfVxUaHR4+I/vLRWXHtn7i808M5hBhWsOZ2GWEZg5n2guAtxUbasEU48M52j+r+FhHMdVEz1nTyRmxe/MjnLIjtieHrv3y4vL1yozjvLdCuN3ZUftPl0UNz7Y8uXrdw9e3no3IbRKRWzzp20V7eGf8xWcOHnt8ZNPjUocv3DrvqOjY1vHQHLZRS2y0wIr/7DcG7FFV9zSTrMCC7he/JbeP76D/8ceAY7jNRdu55TWFp6sunTn7/KL9+38MpZYBs+lBs8w9FpCdV6/wZSzca3V+hXcTauYm1cZb1y5auXSWYtWLttks9bEMUFYVF11OsTbi58iyqq4toLuAhbQiEvMN3F99/jws0pOFJQdKzt13jMwZ+6aXfMM988xcp62imNI2xYbxRckZ8Ty891jCudRDyw281lAP2hk6x0YI/YNTtjvHR2RWsJyDtcxctMmezH3xPIFuZEhgflHyhz2BdvujQ5LKtvtFsJlW9tQadto1C10xhYmy4bJsmKyrVlsOzO2DZNuzaTZMKm2LMYWBsuSSraiky0YZLKxQVRsXGBUom+kwHaf/z6/mC9NbVn5ZZ4x+UusohCjUGgciZpEkpgJRFaKjnn6X9xEq4CyhKPXosQnPKIzXYP5Jiy7/QcPB4dFhoRGB0bGBIbH7djusv+An+0ef4rtoSRRfnFM3JdtDs2T0BECkEOCCmirIZRhYJwAhwnoKAmRYkAJESUgDgA4SgAKCJoQ0BUbimukmqGOtt3bOwBUItpSBFFDoEThiBaQE4EaASoUKhCgglADoAaiKgQdQcE3LfjTzkp684rs6c0G/70/PHaPXruOD4zhOI6r1Hh370RdbQPZpI1AUCKYBiAqiMgRRA2RXh1ixepN65ZtmbrCiSc65UpzTJmz+MuSeX0IUQUIIxD0UCmq+5f7UmPqdXQkgKSBOjKEMEYCCgLQAKBBsCFA/AxJDebm7eUlkt7f/eOqxLSCqrpLOI7n195aYR262iFjhWP2kl25i51yl2/LXOqQO98+c4Fd2gK7tMVb0xbYpkxhR6PkUIQSjrISUHYaZGRAWgZGTYZG3rYheW/bB1Q4jqvVuEqOa1R9nW33b936+rXhzZfmw9HiqLyLkQV3neMvWoXVGrgVkEzDUHIsYKQhnBzAzgWMTMASQ5YAGAdscoi49uRb35BkbGRgYrhXPtyjGO759Pr5yZNVkfycnQEpqVUPw0vueGRdCSx/ui3lEsKIgewswMpCzcQEZjrGTEf+41F+ejsjHr76IlXIR8d7JSOtCknbyGDrpSsXHr14V3H27pbDKQnHH/mlnw0pvmcvvAKYkQROuo6ZmEBLmsmNSal8eONdQ+2NO7fu3JOPdb76p7yuxP9ySVBNlvupPN+2Lzff36s4VxxwrTzouOjgsQy/vvbXHz6+Pn3zqXvGOYQdAbh8Q98K95TKknP3Tl246bzf61j1uRdfG8X5+V9+tCUfrVnrGDTDMmqeJT+i5LF/xrn9gurtwcKmrv7/9aX/TxTANTh+8uzlgBhRcdWF4pNnM8qu2PvnLrYInEf3n2nouZS8d9M6iq2e3rZNayw26bL115psXLVWd8WCJatXG9quN3VIzzomEohiw8KjE4RbPRKmbHJEltmQ1u2aQfMmrd9q7RnjlZgdmFpGd4jQWbXtr83OkzY5/rXGYaXRLs6WQ5b2nuxtvpvtApaYBy7gBi7iBKy18Wc4BVG2Hja286HvithkFzSN4kkycmfvjcnILhIkJ5RXndvmmTBNb998itdSyt79fjHZoqy85MSsxOis5OhMfowoMVqUHCNMjEyLC81IDM+IDxHFhwh5wWm8IEFsiCCJl8QXHAqIM9vmvdJ4JzZLf8su98SMvN1eEQuMdkwy8kBMwlBK7CQ2bzIzbCojeDI9ZBI9/C+y3xqbsOVMz8V0N+dg0cHAmPScI6k5xYnCPF5GTry4oPbs9dwjxc4HA7yiRJUXr9y/dbE1jvdt+jQJAlQQVUEtFUSkCJAi6ARCkGBQgQEVAhSQOEYgjRLQZgC+M2xVn37iuHqgpOjb1MkTECggNoFgUhSqIJQhYIiIjRBRCQRKBOAQaADEAaKAhB86Os37d2t+1uOdzZ937fhKQL5D8HHx7LY9OycuXMHHJjQ4rsFlyqcPGk1MBgFUQyhFEAlClANiD4n0xNKJY3xwgd7OnJrrO90iQg74Dp4s7zSz6dWZJ8GI/XNn/1qztH3W5FEMKCFBDXQUgCBHwbA2HNbC+rSmNK3Z8HLfrrqwEJ89Hoe8eWG8gqS04r7h0cEJlY13JmYagTH4mFkcwolFmIkkaiKBkYwxeSgleAozjGDgtcQ6mnE4l3oo08gtY455PJESO8mMj1ITUTofkGOAnuembWHF5+53DI729nb39vUOj8l+dI7VPahn70+dauo52yxqGiNqLid47bYI032pGxzi1+wQzLNOIdISICUJmiSiDAFgClBqDMnAy3B7eHrpxQfPPn6ub+zq7Ov5PXTv+aeY7OpNW8Onkv0XWScvsUpeaSfQ3ZE50yoF0mIBPR7Q4gE1hmAaoU2OJdBSUZoAo/KwjQc2WRzOLr/2vW1gZHxiZGy4o2fg3/ct8QWXVnF9Z5IPL7TkzbdJnG2TqMPhAUoMoCYTmAJgGjPfLCQ288TDdw3xwnyhKFcy1tX45erts/xLpSHnCnxu1Sb3Nj1s/Xjl4YWU29VRdYXBVyr5o30f371/Xn72dkz5Ay2zMB2rpK1xZwJElfdefxtW4bWXbvoEh7/69HlUKhmVTLT2DApPXFlqnzzFPIvueUx0/K5HcplbbE5TR8//y4D/RYH/6jj4J6rOXj5Wc1OQU3r576flF54dTKiy8S9YYRYwW//gSoq73jrmdiMTJ+PNNN2l+rrLNq9ZuXLZ8vkLV603sjFgOGXnn8zJzE9O4PtF8LVXceHKrdjyrYT1e3To/pih6yz2oRW2gQvZnn8Z7Catd0DW2KFrt2qt3jFplb32Mgud5ZxJqyy11tjNoR9awA2aw/Kbz/JazHKfQ3H5y9hlpvG+1Za+q6yDZ1EPGtt68OJTEpKSxMUnzffz5jAC53FjZtM8rd3D80tOlBwpPFaQWVaYUZwvOlqQmZcjLMjLKMgVlhVllhWkZ6XH5WUl5YkT8zNTc3NyxbkVFjt8NzLdNnO9t+yNvHHrfnpuaWbFZV/+iTVWoUQDH6Jp+AxWqHN0eXJ+XdqRuri8c97xxYd5BYcTiq0OJa9g7g1NKSo7fc35UNjWXR6OBw+7BUVW1p6/dvVC5emamgu3nr17XXmmvNzV7aMBrQslKiBUQFQJERkKlABTQh0lQsIRqESAkoBOALQNoJ/0jCfuPMGVuOT6tcY1G4cgIsXABAoniNgICVMC0hD617+EqV90pkkIiAoDGvRP9wH0AviTzdZ8/4zjyp68go/Y1DGASTHiKAK6Afgxc0ZLeISmt0uBq3CNarykpE1HWwbBOAGVIzpSSGyd8tcje48923lMe39BzoniUw8TSq6ExAruJGVfIltfmrHwxdSF9Voze7SnTJB0pIRpI6Q5Q1ozeiZrv5oz/8qMlacW6fWePoMrR14+uB0TzjvoE5F/9MTwyIQSx4Unbk9jhEFWJsLJwTjJkBMHzVKJzHQtZqIWI2Qqy3e5TchamxCPxBOXX7VU338nrvrbKTB/41beage+NiMcpcdDajJiHAM3Hpqsv8fCnefHy0vMOR1XcNE+qGAGMwAY+xOZsSR61FRW+DyWa0jO8UvPvx09/7Dw/BNP/sn1W8M2OCbobo+fyokGjCRISSCQo9FNh2aY7DfdEeISIo4RVQcmHGPuS5xC9kaMIxAKn0ROnMfiLeOEG+xMoXrmGbtlUA5kGruJKa7pTNc0yp6MOeZ8hJaEMvgYOQLqexP03Tc7Rrvyin1SyneH522wjyAZHMIMA/+iRmjTQqZYRc+z5W3cmcr2yGV55rK9c/8fxt76u80jWtR+hYaQ7ZjiOHHMTGJmlizbsiWZJbNkJlkGmSSDZGZmSGyHyWFqqE3TJE3bUJs2bdM0baBJw6j7w7nfXedbZ917zv4TZs1+1szeM88mJDeqa8fOX7k9t/OgKDYjK7fy0ZMHv/16/vtL28/s6ftqZfDquW2Pf73y+N6lH6/u/ObU6DfHp368tvLh7cPvvr/eNLJL2X7AmlnpLDHF6XfmN0/tOH7x4ve3rt2+d+nK9bdvX5nNHz5//mQ2f7778Aktu28tq9OFW1vRtZjTOJpd23vnt4dms/nT5/+OAvNbdzcYB3ccPLHr0AmNYZgYU5bVtIgSae0DU9zQqWyqNEsUkcqmikgYEZdJpZD4vAg3j2DPICqOIe/un28z9mjKqtMK6lf7CwEPMdwjEuYbu5aQCwvPgIVlW6PzQQEKWEg8PEgC9RNBfYQwbyHMJwLqK4YHRMJ8hVBvPtwvwpGY6UwvdKKpXFlqF07xalKuDS51I1YeJsqNLerUtY51dfaXldeMLOyNzNJvJBbY4cvWodKJ8sLe6e1jY1snx6cmJ6cmpubGpxaGxmaGxufGJxcmJ+cmxqd7+4e7BoaHh8cH+0f7+qc6Bxa58sItSGFkRtX1nx+9fvWh1jQRV9wTmdPpQVVbhaqsCFW2xKLqnl379hwkk8cEAAAgAElEQVQ6efjombMX9x5YWd65e9/J85Wd095keV7tUNvQjjyNqbVrYnJ5V8fYdHdf3/7lybPH9i0vLG5fnusb79GkpB9NyP7eefNrCOgtGHgLBt5AgQ9g2Hsw7A0Y9gGwfAfA/gAD11ZBbnFY78+cNn948+rQyvWgkIdgyCcI/C0U8goKvIYBzy2hTyzWnnb0anHyW1m75TXM+j0ceAcBvwdDXsKAn2CQJ01NZrP587NHP8UoHgLW76HQf6HQNyDoZxDwGgBuQqzul1eYnzz/bDabr1+/F+zzDABeQ6EfwNZvodBLa9aU+xBrjVsN47vFspJARKIjWgF4cTcG8Py96agNyIR1ITXrAnvtvObXe223C5yxDxu2CzLZearsg7m22FAnUqqq7uq9+/95Lz1+88k4e3IjQw2hVAGMfhC9G06ph1JrAHoLiNJsSy6PqZgyLZ03Th0u0481d0+Pzc73jQ0NjE/VGLprWidzjYs+MfVgnAaKbwCjaqHICjAiHwhQQgKU0CAl4J8MBGUCmDIQvsKSUErL7lU3b22e3Dmyfe/KF+dmti7Ob9ve1j9W0z7SNr2vYXQnQdkIYDQQgh6E1YPQ1QCiAAhSgALiwL5xgHci4J8GIEoBQj2IUBOS3JNpmG8eWmoenF8+fXV29xd7Dl2a23Nu+dCXu49eGt15MbJsFkquAij1AFEHwmkBVDEQnAn4xAMBiYB/AhCaAcKVAKRKEL5iU6ROVtdX2Ttr7N85PHNsbvexxQMr0ws7tu84OLttaXJxZ05ps0Kl+/Off96++/vti1/f//Pbu8c/vXj889t/H3948ejTm98/vrhjfnPfbH5uNptv//KQGKeDU8vgHP2W+N6Uln1lndui0ksIgtjEzLxLl6+ZzeZPnz58+PTR/PnDq4+fEisnVtMa1jBKEw3juaap/IaBu/cfmc3mD/8tBRaXDnYPblvef+LyjbuNA4sbcdLYkn6ssMwpIN4NkRIhStMXFpUo4nIUiQV5OVKZrKhMG4qmiGKzkISIvv6Z7vbe+obmrLIGqAcRcKGAnKgQV5YNIgXsm2CJyF+NK4eGqOBhCniQFO4TaeEthvoJAF8h4B8N+EVD/SOh3gKQJw8WGGNHVjmzCuypKntmkROvwp6icgiP9qHEZ1R0dA1Ob1/e0dTc9cWlGykFJm+iyp2Qt4WoCGHFc6JThWJFZJQyIkpZoetSZlczRUqGMC1KVhAjz42OzahtHhIn5IZjeFSaJDYuJ0KWg+PGxak1X//4i9lsfvbiIz1OC/hIrULS7BA5lohSCKnGhl6urB4u1mh7e9oMLS2LO3bv3nd015GLGtO0DzleVdXbMb43RVVjbB3qHhxpMLVqy4sjmeHRdASbiNYWqzvb28or9O2q0lkP37vWVi9h4LcQ0Es48AoC+QiB/AsF/2ll+5Odyx0m+WG/yfzrj+bff3vY2nLN2+tPCOQtDPwOZPEesPgAAj6Bgedw+DcOm+pDSUp8zMIW0lPYug9Q4C3U4g3Y4ikMuG0Hf7VtwWw2f7r/211q9GMAbgYDb+DAWzD4Ewj8EYA8BuDX/EPfnfnabDab7/9xj0l5AgAfQNC3APwVHLrbwYXsHOIQzFoVxlrtJ7Jy5UM3imEeMpBHFOAdA/aW22wWOzlTN23A+jphQ+yJgQ50L0eWqxPTbiPFxp2/eosEtlngRY0rNHTPLB6dX/6icWgPW9W5BldoQSyFslpA7H4QrdOCYoBT6wFGC4jeuIldYRhfuXLvcd/0dhyJz2ZyI3hkEQcbI2SJmPSoKElifg0qrgaGyoOiq+FYPRRTD8bVArhqEFYLoMsAfAWIWA0i1sLwVfbEwgL9zPDYYv/4Ei8mWRorE7NZsXyOkEkXCyPYgqi4tDxBRr0lphhO1oOILQC+CcDXAfhKAFsOIMsg6EooqgqErgWR9CBiCbego3N8YWpqPD0tVZqgiEtIViQlyuUyuSxWJouLilNJi/rXUcrABB0YXwvBVkMxWjC6BIIuBRDFMFw5GF8GIlcCZB2Ar/ONqanr7t26da683EDnyiMk0VEStpDPihAJaCwylcOXp5Yp8+ovXL/5w0+3bt6+eevGnds/fHfrxo1ffnlw+/Yv17+7dv3bL69dvnDxwrmzFy8fOvMDJskEZhkgrGbXuF6ZYVdZ59Lw0pF9p7/66rtbd3/57dOnzx8/ff746bPZbH72yZxSO2vDrLFiFcc0z2YZZ3Nq/i9ngf8aE9sONHQsTOy40DZ5qLRnlzMjXV47R44p90LI/bApgmjV8NC4oa6mtdnU2TmorWocnlqQJCmLqk0UZnRvZ393q7FaV6Ex6HMaWqgx6WRBenx2Iyu5JkY7vpaQZUXIBSPSIaHJYL9YmHfMqqB4a0S8FTJpFTJlHTLVFpW2DqlYg0y2QiRYYZJsKTnOjCJHutqJoXJl5zngFC5oeVqpcWhybnphvrxWv3jwRHHtsDKvW98139I30mDsbm4dbjT1DY7MDAzP7dhzanRmd+fw1uauhRLdoK55xNg/Mrm8s31wUlvbkl9aW9/UqzP0lFY1DU/MffvdtetXvz526gJeVmqNy4eHla8K0lqFlsPxZTaMwrz27Yt7juzcuevYmS8nlo+odQPKilF2aptdeKIXIxcVWSJILO3pnxroG2htNbY01ZblJtWXpGQmR5aVFo52jVZVtfb1zRQS+fOOnr9ZrX8Hg7+Ag/6FQl6BoY9W2fybpXq9Z7v5xrfmH+8+m5y8y6PfXLXqEWD5Dgp+A4a+Bq96Dbb4AAF9AIN+W7dhzI2YwM6l8zWVgaLrthvew4C3YIvX4FVvQMBdW9DLrRNms9n8+x/3GFF/geBvocBrOPARCv4AQD6CoM+hkBvOW/7dedRsNptv3/wDS/4HsHgHhr6BgB9Y2dU5+G3cjFu9hQPzEsP8JTDvCEuPKCv3GEu/WKh/LNgzDuIZA/MSwT0Eq7aI1rhFr3KTWLpLIB6RYK9IiLcU6imz8IyFbeHCNtGs3NkWnmKobzwEUwbQWqHUNhilDURvBxitAK0JQm0E0xpBdL2vzKgxjvWNjjS2d4eiqVECflwERR5BTYnkK8Q8Hg2XoEzjJRc7YtNXYbUWuEYIvhFEqgXwWjCuCiDUg8iNYFIDhFAHw1faEvM0zWOTI/2mnmEESUDFEWKYFAkdL+eQpRwSA4eSy5MiFRqroEQ4rgxMMQCkBoDUAOAbALwBwNZDsDowvhpMbgFRjFB8gTivYWJ2ZqCjJS5WgqVRhNHiaAFLJqLFC9l8GpfBTkjR9NkT061xBXB8NRhfDSJqAHwJgNOC8LUQUh2YUgWh14PJLRCiPjRa2zswOj8+kVNY7odCxsQKZCKGNJInieYI+VQchpCeWaZUlVc1d+ZV6NWlTbmlxtxSQ25hbUlVe76uJ7O8Nb2oQZlVqkgvUqiqMzW9buJaCLcVyjSui2yNatqX1zh3+NSVj2bznfsPvrry7fMXL80fzOb3H9++e7Pn3PeE9P61zFoXcVVW956kyuEsXfeN3x+YzebP/88egdlsNk9tPxjCTQuKKAuJqY6qnnVm54uKx1RV86n5fUlFnRllpsau0Yzc0pwiXVZhfVymNl/XLs0qS8qtyNM0DI/ODg2N6+qbjQMTu858vfPU5Zq2MSw3iaus0QwetkYlWeOzrHFZ8DAF1F9uGRBng1CsRaeswyjWIpU2qDQ7TIYNJt2VWejMyLOjZK7GJtuSlBtYmfZUpQMtawM1zx6VQoopTVTr0orrYtRV0VlV4dQ0Miu3sWWktb1tYma6rrm9f2J838qO4ZHe4dGh9t72kekJQ1t3cmZpQ/tA/+zk4ER/Y0Ntf09HdkZqYkJ8SWlZlkqdnZ1RW1VSr9PWNPX7cFXgsExoWKlVUIlFQAEoINMarZYWT7Z0Lnd0zjS0zUQoqhwQMkdCtlV4BhSRBUNm2RGyOYq6+rapEk29vrlz67Yd335z6dbVr/bv2tHW3dc90NdQ19EzeJgvKk70oe/bEPTEyvYNCPQBBHoFgj5Ya/OiUP3vTP+98pLv8OxfVjs8AoC3EOADGPIRBHkLgb2Ag1/CgPcw8P21tmOOXpJAcRinBiNviyYlj7sF/rrG+gUc8twC+h4C+hkC3K+vMZvN5n+fPMgu+BFi/RQOfW4BegWBvIbC/4XC/oSDLwd4vrt0wWw2v1zZccfO4RXE8hkc+Get5Tk7V5m9z3p3vI0nZ11AtKUvd7Uva/UW+jp3jpUHw8KDusqbu8aXZ+1NW+NDXe1JXuvFWOXFhXsJ1qETNtLzwT5ykKcU4iODekVDvcQgryjAOw4clgdnNIBYBjjFYEFqgJIbQFQDhNJoQW6CEpsBYoM9p6p97vCXV6+39gyEIPHSKKEihquQCrPiZSmRQgEVV1qSP7SwXDuyP0DSBMFUQYjNIJIeTKqBEGtBZD2I0gShGKAkPZRUt5pUUtq+uG15e/fYHIrCEzIYCjEvjkvNjOFnSDh8Eio1RWHqmlTXjPpF1YJxZVBKLYRUAybVgYgGEFEPJehgxGoIuRlCaQVjy8Ql/bN7Tk6MzidIkwV8UXJKYoJMnK2IzU6MjeKKGPRoQ/ecqmmKnNFliS2DUupBFB2IUglQdCBKPUCpA9HrQLQGCN0EJjf7Swwd4/sWlg7na/RBaFRKXGR6tDA9RpweHyURMAgoXHFh1fTC7ubuMVc/yrpNJJvNNDsPqq0nw9qdszZI6oBRrvYXr/Vg2noy1/oIrPxjLClaKLcDymyDsg2smp05xqWhuf0t/cNlDfUXrl7/69Xbh38/ff700Tc3fuCrjXZcA4xeTS8eKunckaIdkhc033742Gw2f/7839lHJ5eP+rJzXdnlwfKmWN2cBzfHh5GJ46iik7W8RFXL4PzsjmNiWZZXCNUjlO6F4rmHcdzDOT4YPiMqTZ5WXljemZzZkF/e1z9zXJpZXd4yiBEkidJri9p3rg6JXRWW4EjMtgqKA9zFNuEKO0yqZWCMdYjUMlhuERxnGZIIC453ouU50/LtKSoHSro1MmY9KdGZkWVDyrQj5m0g5zkhE+182d74qHB+sg9R4oWICUXJGpuHBodHR6ZmSutaTMPjuw/tn1vcNjQx2T8+OrltobF7UCTPqTGOG4dnmzu7yzUaQ0NdYkJ8SmpqfllFUnZeZmGpvrXT1DXY1LN9CysXCE2zwBTY40shvmmApxLun+UQqNocnOwWJtsQKl8XLF+LTHdkVMFxpWBMCYSgtWGU0pS1TSM7Bmd2dQ3PLuzYv7KysmPr/MTYRM/QaGNvU1tPV0vnLC+hgspQFKNES46+P1vbvgEDHyCgJ1CLP21sb9usuWGx6iFg+waAfwYBH2Dg91DLj2DwSyjwBgp6D13102rXLkd/lFPYhhC5O1PnKW6kxdVrCTFf2G/6Bwp6CQM+QkB/A5CbBNqnn34wm1++Ob7/0havPwHLdyDYBzDsHQB/BrW4YgG5pVaan/1hfvLgl+SE30CQ92DoGyj4W2urBs/ggtSCxT3HRYnFvkRJ78LBbQdPG7smB8Z3q0r1KfnarskdxqGtO46eH1vc09TdP7tnZWDpEDJKbRkkXo9VgryjAC8J4BUN8o4G+0YDPrGAbwoovBTKMIAYOhi5xoJYBybXgygNULIejjdA8M0AsWkVTZtaPz2xdKS5sx+Dx3NoOAEVFyvkyiP48ZECOhZVpFYu7lwYXD6ASzGAsGUgigkgt4DIBjC5HqA0AFQDiKIHkQ0gciMYX8HK6dMaRzrGt1I5ETwyIYqCEZFQIhJCTApjogNkkuiF+R17D19gZxgBVB6cWgcl6iDkWhBFD1AbwZQGGFEHJ+nB+Howpig4tqbEtNA3urtApaXjKHwWIyqCHScVxkki+HSWiMUfHJncdepycffe1bgCCLUBTGuCs40wVhNAqwXo9QDdAKI3gRhNUIregV0ZVdhT37tcaeglU0ksIkJCIyaLuIlidjSXTsVgSwpKRkZnphcP+SBirV2EFpvEMDcB2C0C8JCDAjIsUQUg3xTQFglkSzTYOx7wTYOSaiGsdji7C2C2uKcMpLfuq+zeGqsq1Bib//n46fzNuzsPH3704tGl2z8n10yvoWg2SfQl48fUDVNxpcNMZfWtv/75H00rnVw64UfL2kJRhfDzDOMHjdMrzeP72kd3j2/d2zs5vfvwFzv3nR+a2N/SNa/vnKlpm6g1TVU2jFa1jBTre8IYMRFJJeK4UmliRWZuI4oaWdDQ0jQyW6gfMIzs5yhqaQk6RmIdK6UxkFe4JlS2kaZeF564JjR+TXjCKmSSFSrZGqWwCEtyZZVsoOWvx6evx6etCou3xaU5UHPtiLn2+MyN+ORwfro8sywlPVupKkjPq45TFrV0D0/v2K3W6CmizNhMQ1ZVf4F+KqmgTV3dk1lhisvRB1PTyGJNVHoTO0YtiE7V6EzV+q7ssnpmTBotNpsdXyhMKYtOreDLy+3RKTB01mpigTOtxIFYBA/JsUVrNqLLnTAljqRSe2KhA7XUgV65hlQFQWpAYRoYrtaRU8PJMXVsO24cXTL0jO05cvripa8PHNj38y8/V+sNVc31c3MjPe36rv6e9rHF6Ngirgd1nij63t3zkYXlW6j1WzD8LQR4Cwbeg2HvoZC3EOA9AP4IrHkHhr+GWv9p6XxkjW+pEzF0C399aMoaVKYNIsOVUeEX0yyP1h6kRv+5es0HEPABDHoGh920tv4zK9/85zOz+f3fM2PfBgb/Arf8CwAeA6A762xvJko+//aT+Z/Hf1ZU/LRq9Rsw+DMAeQ5YHPX0kwRRF/ecMpvN23YcEkTH33/01++//3Lvx5/mpxd++vmXX+7/3mjqVaQVPvnn7ejo1MLCzONnjwZntyJ5CpALA+IhhHpGWPhJHdAZln5SsFck4CkBvJLAIUUwWiNAawaTTWBSK4jaClCawBQ9jKAHEQwAyQAiaWzwmcF0RUaeVhTB4dExEQyyhMdJlAhkUQIaDlOWk9LVVldap8cmVIHxGoBqAigmEKkRRKkHqHqAqgfIdQCpASAbAXKjFaHElZhUWN+lqahm4hBCfBgbE8RC+3OxAVSETwSPpSnV6OqN9DQDgC0GyAYQ2QAi6wFqM0A3AbQWgFwHJVQ7cBsCpYaQyCKavCirpNHQ1Mml07lUQoyYEycXx0mjBDR6bVH+9EifrrElr3HSlpgHEKrA9FYYswPGbAIzakD0OhClEURtgtBqnXiVGzl5vhH51ITCelOXLJbPJoXG8hlxUcKEaGEUm54UEz0x1N/Y1Gzsmsayix2DciEeSpBXPMQzHvBIBgXkrcJXQgKywR4JUK8EsFcyyF8NI9XB2O0QVgeE3wtlNwl0u7Jbt5f3zo7vP3L1l9+L601RKcqX5k8nr3yPj8ikJ9XWTJ1IbZpV6Jd8RFpKat2Nv//9/D+hwNyOQ/nVnaahHb2Te7un9iUWGWNzGhNUtfnlTUKZQhCTFSktE0k1fGkJV17AjcvjxOSyxaoIqTohq1SsUCfna0lsCZEsJpJEWBI3jEwLJdGQNC6KGUmOUGK5yShWMitOk1jevzo0elW4HO4XA7iLAK8IwFcM+IoB3yiIv9SRoHIkqGyQafY4lQMu2zo40Qad7kxRrcfEu2Ci1HU9y3v2D7XrZ8cHFhbnt+7ZuePI4bGlndHKYnFSbSi9wB6T7cbSerLKvOhZWEkuP61amGoI5+QH0FIF8SWKrOrRqT279p3R6IzcGCVPls2MzuTE5IhkBXxZkRspHRaWCkdmOtFKN3Oq1mKL4UEqiGcy4JsJCiuwxBVbY/NXYQvW4EvWYMqtEOXQoFJ7so6o7InRTIqyTDJ10/jyqZ6x5Wp9186VU9lFVXrTwKUTJ5cHmk6tzG3bvZcZp7V0F0TyVMOi9CX3sON2m7+3cfl79dpXcIs3MOtnlhaPVkMer7F+sHrj9XUex+38jHbBTCeM7WYByDsZ7JexFp3rgMu2CVO5shvCxZXH+ucfJ6fcg1u8hMKeWYCfQIEfLdfck2e+PX3S/Oj3D19ffN7X9aCs4HmF5t3slPnbr99/cf5uqurOmrXPIcBLS+AhzOrHoLBH27a1VHfdvP33i1dv7v/xt6a88qefvr/743d3b98RCyVnz1+8fuuOTzDVL5Dx7bc/Z2UUd3d0P3r01+DEPIKeAnXhW3jFQtwj1wSl+HGr1gYmwdwjoR4xYM8kiH+uNbUFxOgEU7pB5G6A2gFmGi0ZejihEoSrBMg6gFIFQqhDhaWjc3uksUIuNTwpSpgiiUqVCuTRfDqFaKgs3L99bm55PzmpHoItB8jNUGqLBc0AJddBKPVwWh2cVAkn1YCIjSBamyW11jIkUWsaMxlNLDxCQERw8OFMXIiQHMbGBcVG8EYGh2aX9jGyTBCCFsZqg5AbIWQDmNoCopsAajOYXAtC5AtKZ0eP3WtZONU0sad5cLZSb6BSsPIITmpcdHJCTIIsJprNMVWUH905PzUzm1Xdvw6TBaBKYWSjFa3NgtZgyai2oOksqQYIXmfPb8jvPVA/czynZ3dp54yxs0MmpgoZ6KS46Hh5TII0OorHUcbL9uzYduTY0aGZfR7IVDdCjQ26HPBNhnvGQ9wToYG5NvgqiH82xCMB5hkH8UwE+2VZUergnHaA2Q7m9ICZ7Wu4jTL93izjNk3nXNvUzhytobDGuP+Ly6OLe4urjY1d0+r6kSTDYqCiy5qST0w3fP/o1Wfz/8U49p87BfM7lhb3Hfzu54d/vjY3Tx23x6aERpZHJOtySoxkQQqRrWSJipDk1HBKUhg9LoQWi2LG0QSpxWUtHT3j4wvbRmamijWlqcrUlERFjrqgtqGxydjc0tbU2tVZ39JWXFGvUGkIgiRZYYsbIwUWHOVMUsEDZGAfMdhHBPEVgn0EYE8+xEOwLkS2Hploh0h0QCltw5OsA6XrUfHOGJkbJioxr65neFpfr2tpbpqem5qYG59dXBicnGnsHhmYOyzJMtni1Q608vUYlRtVWdE337O4v31qV3pZsySjRN821Nc/1dszOD4y0tJoaGttNZpam5qMpubWVmNXdfMwgp9vEZC0BpO7FpNjFZ65gVm9GpMLeMaAg7JXYcstw1VgXznUOwbmI7XwSwR7JUF801chilZjKmEhBdahKle8mpXQwJBXUGJL6NJ8NCsxK7/RUNGSkxBXmJ2SrS70wcQADhTAnuzsSEI6YajWngpLtwaI7ayF48G1HrvWuUzZrelca11vtyXfiykJiggKinRCJa3BquyIpc5EzWZimTejyolU7kCs8KQVLuw/bb7zwwoSfc3K9ikM9gECfIQAf4KBH91df01Lf9DR+2LH7peHD/y7ffZxm+m+PO1Ht8AHAOwTBPjXGvjW1uoSkfnh+Jm/Hj069sW1n399MjG/68ffnh44dv7m3Xu3f7l/+94/RFZC2+jy7IGzqzcTvVHSSzf+TsvRN7eP/PHk1fSOYwypBuwihHjIQV4JIO8kmG8KzDMO7hEL95SCt8RDvbKtMVVwaq0lSQ/HGcD4GktKhRVKZRWcCg1Og+CKoNQqGKnMi1PU2judIBXxaKhINj2Ww5Sy8QI2mUjC12pLFqenm0xjIZxCC2ShBbEGhteuImst8BVwnAaKyIGHplkhVGB0uQW9xZpSsxqRkaPrqqzUsgkoLhHFJOHYVLyAjmETQpTxscePHj12+hJBroUistdQqixRRdboEgu8FkaossBrVyEKVoeme3OKOVntPFUbIa40s6ql3mikEcIiaFgpnx3FZ0UJBXwKIy1GemLfrvNfXsqq7FkVGAcKylhLqLZCaS1Q+VBkpiU6xwpVYBmesw6bxUxrkJUNcvP7Youau/sHY7hUDgEl5jLFHJaQRWdQSTwOa3i4f3ZhobCyxcadv8Yv3Z1Tb0PIgXnGQr0SLMIK1hF10KBciFcyzDse4pUI9s+0IOlg7DYQtwtgdYPZPVCmyY5TLyyezGyYy6wZLG7o1zaP5lR2ZBQ3FNS1p1X1xFbOuUvbIMzydcIqfHrT9b9emP8nFDh94Uvj4NTQ8tGmmaPp7Qcd2Nroqm3JxZ1Rstyi8rayys6+/sUqXWetvqfB2F+s1Xf1TyQlZ129/B8zbd+azS+e/P3DhXN7vrl0/PHDn83vX5rNL83m12bz6+dP/7x1++b5S1fkGYVR2dVB4hxbXJITSbWRrHIlpW0iJG4hxgcyFeTYQkpsEUakdsVJnNBRjogYZ1S8AzLeNizWCSV1DBaFUBKFCSW8hAK2NEeqKCjSVB85cmpgaLKps7d5aCw2v24DPdeFrnXEqLwoCm37eNPguHFgQlVWG5uqLqltNLR2lWkrdLqK3NzsgqLcwpLC/MK8qorSoqLC/EoTLqLYOiB5A63ciVZmSyhwFzTY08ssMamrELmr/DPX+sdxFQ0Zlf2Z1UOk2HJXgnI9RmGHVdsQtXBUyVpcyXpU+rqAqHWB4rUhYowkr2l0tzixMCmtoMVobGlpyszK9wlhsGTFadreKGWluzdTzMur1XYZtPXpYpnAj5hJiewu1Iw3GOvK2/zIik2EzE2E/A2EEmeqxplS4kEq8caVbCKWuPJrNzNrXUPTp3ef/WQ23zt7/m5p3fcuPg8A+HsA/BEAXgHg+4DFz9Zrf1xr86Pdutu2q3+xXP0YWP0MgL8DwK/hFtft7EZ9wuukOdX6cUVVd0XLZKG2IwAvEsQVKgsNWdrmrIpWcnS+ra8ALcrFRqmtPWm2AXx2YqUvKQbBlCqL6zMr24PYaVB3AeAmBjZGAB4ywDUacBFC3SIAFz6wKRK8JQnwSgT5S8E+cSCvRMArDuobjRWXcmXV/ORmX4HWRVTvKKwlJukPHLtQVZJLwSHYVAoDh+aTkAwyJiDIPzs9/cDuQ82mSS90PMQjCuwTB/KOhfjIAK9Eq+BUqqKVmVSLEBVTM/o3i5qcWJWBQs3Y9qNjE2PY0EAKGkHAYvBYDBWPwDf386wAACAASURBVIX6piUlnD5xcmpqK1mU5kvPcEUnu2FT7UKTIV5yYEtMuLhG27RfkT8YkdXJVQ+6sTVevCL96K59h44QQnyYyDA2kcAkETg0OoNA51FZe7Yv79p3UJyYD3Em2oUkeDGKXQlqjKwBEV0ZwCsUq3vE2e3RalOCZgQh1XsLKhWVA2cvXkuRyMlhSA6JyCXguSQSnUrF40kdHd17DhzU1hmDCTIPTKo/K5+c0uBKzgG8k0ChhWtoBlhoMeCdBvJRAD6pQGAunFwHZrcCnA4QqwfK6oVyOlYxGxwpxaHi8jzTYtfWkwMLRxZ2neyb3Z9Q0Y5QNq1mN4IZLZaCBscYAy7TdP3h//eW/D9T4D/y//9Q4NNH89MX5tSyFg+iLExcJKmY3cyrjC6fRfAzN/ngJ6f39fWMpiuS4ySiJLkkPTkpWiTKTlWgQvy/uXD2/b9/757uv/HloQ+vf3/y961nT3/78Pqx+d2LGxcOL43oXz668erJzze+u3Tqi9OxSlWMSreFplyPVTgTMtzIGb60tDBmSig5JjWnZnb56PDsvlrjME6Y7EmM3hge6Y5LdCen2qPjHDByZ7R0IyJmI1LqSlBuxqW6o2MT1LqDp743tM8V1Xd2bN0jzG1wY5dsYdduxBT7kXNLDFMdY7uMA8vxmXWsmLyixkG1rq2kvrO4xpRf2ZRdbsjWNmeVG1QVDaqKhpSi5kBGjh1KtZ5U6EgvdqQUr8cVWYer7SiFLsRi+KZojKDg7qP3567cPH/l5tU7D+PzG4UZ9cLs5kBhLjunEy2rJkQXZJV3RGdWb8JGlBpHb//5nCpJnF3e++Wlr3Ye3HPl+g0WI0bfPnHv5UeNzpCenH/t61+nJpb3HTx8/dYvvOjM2R2nnr74NDWyVK+bCCHnemDUrvhCB1KxK13jTtd4sjU+ETUutBIbTM5GWpUbuWByxxev3n/u6Jmqz9ePidNvs6S31234AwZ9CoW8gEDfwiCvAeA9GHgLAC8A8N8Q2APoql9Wuaw4ePfTRC2VLXRpoRMqyR6VSI0pLartzyxpxrGSaZEZoqT8TWEsD3Ssc6DYzosWSIz0QPD8CJFeWL4fSRBKi/LD8GEOgVAXxBofmhcpHi3Ic0XIgpnZfqSU9b4cL6zMHZO4yisa5hEB9RFC3MVQ9xi4Z9RaX26xbmDb0unhmaNhnMy14fGAf0xmw9iTf14Od5qUycnJitQEuSw9MVHA5gh4/LycguXFve3dE43dc6VNE5EZ+uiMprVefGAD284/uqJt69zO4w0d47n6SUecAuYbEZGlv/Pwxa69exXx8oRYaVpadnJqujIlMTVJlpmWury0s6mxtWtgbm7nqfL6/qKawQBqOsiVD9rER7JyJyaO9A7uiMlqCJNUwIISPVh5X/787MvLV4uyVQkSmTo7JyNVkadWqzPzkhPTB4ZGWru6+4ZnKuqHUnKN6aUdFabppsHdxqF9GcWmutbxXSsX61pGJDnGteFJqwJiWqcO/vLH005TX3K8Iic7KzMluapEo1bn5OaWtTT3zMwt6o3tw9O7JhdPN/Usmsb2MtNabfCFYESxNcUADikBfLMAnwzANxMIKoBTGsGcdoDbDmF3WTC7wIzmLYn9FXPfFnYfSKkbY6dVza+cNJvN/34w9y4f38jLg9JroexOGL/Fgl2BVDZ99/Cl2Ww2f/z8/6LAx08fHzx9la/vIUtz5bnN2dWT3iRVQsk0TqR1D49miZWCyGg+n8yihbCoCAGbRsZjRRx2iK/7ta9PPr53LZ6FmmmrMpufvn/z4N9/f3v972/mD8/2jptSuMF/3jn77tnPt65fOH78SIQsJSq9cgs13RalXI9MDuLkqKuHVcUtXb2zhw6eMbV0JicpU9Oz0wrqEvJa3EKjfQipm3ApNkjZOnSsLVpij5Y4oWOdUQnOqNTNpOQAflp4ZCE2uipYmI+IKfcTVXkIdE7kcntEcQBdS4qqCGdlOgdKHAJlHsTMIG6uCyrWMVi4BR2zKVziFCpxRsU5ouTrwyIdwkSrPJkOYcnOxKINLI0Lt9QWp4J6JUE8FY6UcneWdm2ARF03/Pdrc0SMXB6X9PzFu5GJnZe++7V3YruyoPLm3+9k2VVF2qbjxy78dO9pXnnL1Py+Y8e+ILIEly/fuHjqy9OnLyztOOjuGWZsHTl98Vsklrpv5fTSvuM2Lm6JWVmPX32OU1bWNI3d/f3BgaNnIqT5jkFyG2TyKlTCGkS8XWiSc3iaO73EmV5iQytyYpVv4tVvZJYM7zv/x8t3/OTSLZR0YVzFraOXf2huPUTG3wpD3V7v8h3M8rbVqp9X29xd53DHyfU7b99zDNqh2KRaQdzls9du/fworbA5pbhPnNIYlWs4eu3ujZ8eziwcvnHn0YHjF0t17XuOXPPyZ+YW1D548LSzfeibqzdntu1o7Oj/9vZ9g2mSI86gilIiktQXrtwanthGoEWVVJiOnrmSX1Z78MSlL775VVHYFsRSYeOa0TGtmNgOrKyRGFOsax787bcnE3O7IlOLeSk6cmJlvqHn2pUrXx4/2tsz1No71NM/NDG+dbhvfKhncGZy/vTpc7v2Hdh/+Oj2fSv9Y9u6B3eiqCk2XgILFzyJI/3hh1tHjhyPzywVplUJM6qVJfW7jn1x8dI389Mzo0OjU7NLg5NzY5MT2+anR4dHTp+5uPfA8c7e8ZoGU52+TdcyFMZXA5sFgCt/c1js7l0nLl/5LquiPqagMbaoO77INL79wMUrV2dnF5tN/cOTW7v7+waHBgYGx7v7xvasHD58/PB316+fPfX13MLK7NK+sbml7AJdbkkjlR2tNzT9/fBhf89wnLpKktciU9dXGTvPfPXl0p6DTR3dXcP9XUMDgyNjExNTQwOzO5aOnjn91e49ewcHxwYGp02mPl1DB0pU5MaptMaVWxPrQSHFIJ9MqE86yCcdFJhvSWkBczoBbgeU1WFBb4UwDXaRjQ07b2pHVhgZVZqu2bkDu8zmN//xjbR5cq8dNc+C2QLmdkGZOlRq443/8Av8V9fQ/z8+Hz5+cmr7gWOXvr1859f+haPSou7MpuVAbolzqNw5iOUeEBYS5IHwd0X6u4UFeIQFeXu7bfJx3fTVuZUPr+5dO7384M5Z86c/bn+1Z6lfe+nU7Od39/++ef7akW3vnvz6+tHvt659efzIvqhYWYyy2B2ftB6RvgGZQZEUtg5OlmqqZie2fXH0YqGqwGuLS2iwT7wiX6Xp8cPHbsbINuJS7NFJ6zEyJ5x0A0a+ERXvgkpywCg3kBWuDKUTM38Dt9aNV+MjqPUQ6Ddxq51omg20chdKaXBkfbik0ZVUbOmXtCZM4UzOsyeq14Ul2YbEOYQnOSBT14UpVgcn2yAUtmEp6wOVLjj1Zkb+BmapPa/Gnl1rgyhwxOTYMzRrqIVOOOW2I5dvP34qzymeXt59/+Hz7oHppy8+joxPrxw9eufXv2qb+859eeX4iRPPnr8ytQ9dunK7Z2A8NTvn51/vt7f1fHX5+vZ9RxB42smzl5f2HEYQGAdOnNu9coLGjdq+cvjyzR8lCbmRsZkNLe0fzeaR+SMuIfHOmKQN+HgnVKJzeKozIs0eoXDEZWxkFDlwq5y41W603Il95x9+MNMz9M5i3QaRTq1fvPfj06+37TxR3Xgmp/w30+C1qs4ecmylH+2WafxO7+TNfQdPLu+cnVx4+sr88PG76a0Hj138ceveC9LsyhNX73QNz+0/cuH1e/O25f1dfaPXvr9LpkcsbD/4z79v7/967/WLN/V6U7HWsHL6OwQ5bnzbha17vkzMLDpw7MiJM+foTImpdWTv3iP9Q2M//PTn8MJpZnzdJlLuRlrlBqbegV7nQC3ZQlUOLxw8e+7L6anp2npDU+uAoWM0OV0tlcSmJaVkZ+f2j0zMbF3OK6nMSFelJSdlpKZWVWh6ulr1tRUSsSglOU1X197UvS29csqbpKxuHzt+5sz48HB1Vb1G19BgalfnFiUnKpLjE5MTU3S1jdOLezS1hoQUZUK8PDlOVq0tHxwYamo0RUdKosWS3OKauEKTMyHNEZcmL+r77tbDXXsO6gwtRZV1bf3jmur6SElMtCRWJIpV51XOLB00dfTLZHIBjx8dIZLHRtdXa9ob67OUqZFCiUpVoGvs9MFHepLjscLU/cfPHTt8qKvVlFekKams11TqEhLlUll0XFJyZl5h3+j45MKSuqBYFBEhjpTIZHG66srerpaKkjwxn5Oaohgbn+clVq5FqeC4WiuKERJaDPZJgfilgPyzQYGlcGoLlNcOYbdBGe0wRgeYY7LiN8S37EOIclLzG0fHdy5s3/X80Z8Pb35nfvnPL789IifUQag1ALMTymhAK5pv//XSbDabP/0/TeRms3nr4o7hqaWL33536vLl/qXD8dVDAdGlLqQsx/Ak13CRTzCagAiihvqQQr0J4d6IYHd/982eTq5ffXH45ZM7u+c6f7p52vz5wY5+bSLeZbanyPzhwYUj22Z6654/uP3u+V8/XL1w7uRBXVW1XJHvg4vfiEzbgkxlSXI7B0Z11dUzo7NZCjUegQ4N8Gxtqv7mmzsFmjYfNMcdG+GCkrqg4zYgIzciRe6oGHdkrAtKYo+UbsDKNhGTXDllznyDC6duE6vKlVe7kVvlwtY6MctcOBXekY2h8u4gSZsLpcwWk7UWn72GoF6HSbVFJjrhFM74tPVopSMh0wmfuQGbtRmn3kTJ3MxIdWEU2XLq1zLrnIiVroR8R5bWhlnmzyqe333u+NXry2d/WLl4S1Vi5MSqL/7w19W7j6/c/at//ojWOHP9t2cHzp4/eOZ8QYXh2Jc34rJLi6oNZ698t/PwqcWDJ1Jyy5QFFaev3umd2eGHZ8Wm5u07evHg8StLB0+JkjKi0zQHz905+tXN7UcviZUNm7E5bsQsN1KqBy3XlZjvSi50peVvYhRtYlU4ces3iRu9OCU1/fv3fPUrRtHkGGnYKGn3FtalVk7s+/LHy3f+vvLDn7tXrmQW9VKjtH54ZXKOcfu+S/uPXmnr2zo4vT+zxDi6/Wx11xI+Uk2KKTRNnmgaXwnhJNf1bj/61a9NvYsdI4tHLn5vGFjonDsyuHxyfH7/2NR+KjelQNddYBhe5UHfGCLdGCCUpZb2T883947llrWdPH9LozOW6hozyozrfKOhvsmr0WUwpBZA6wB0JQhdZIdT5jf0J6dl+/l4IEIDsCgkDo1BhSMwSHRocBiVQpvftjQ6NavKLwkMDiLhECQskopD8WgENgmLCvLnMLl1ho60oiaitB4nrVXVDSRmZIUFBuDDEUQCEocNpmIxXBKZTSbjMLjqusahqXmNrh6JxVMpJAYJI6ATeXQyl8XEhIczSOTKmmZleWeIROsj1sRpBlt7p9ksvr9/AAoRjEUG4VCBFAKaTiGFB4fl5JYNjm9rbOkSCoTo8BAhg8QhoblkbBSXScVj0AhUXl5pjWksiJ+zga4mJta0Di9nZGahQgPRiHACFk3CIGgEJIdBRmNQPJG4d2Cso2tQpcrDYVBCAUfAY0QKGXFRnCgumYxFZmVkHzx8Vp7dCPGOh2GqLUgGR1qNH0/niM23CiuEBJVa0FvAvA4Qsx3K7IZwugFmi5OsK6p2B1FaOT579OTKFzt3Hrh47NSd8ye/v3js0T+v4spHAZIGzDZBabVYhfHH/7gRfPrv5hTOLx3Q1HXVmbprWjvbJveKCzs3s3NdyLmOwQkeoYKAQCQNFcwK86UEexHDfNCh7v7uG703bPzqzJG3z389tnvit5++Mpv/Pjxl1MYS9043fn7397dfHj68d/Tl85/+ffbztcunTh7eqykuS1YUeCMi3BASH5yUyEvPLWpRqyuHBqZ27tidGC8P8PGI4vHqq1uy1ZpAFCEIz/ZC8T3RQk800xfH8EOx/FEcHyzLDc3zxooCyQluFLUDRetA1Toxyx34OgdOlRNL68Qqc+VWeInqvCMaPAX1ztQSB1LualzqGkKKDS7emRjvQkpwISdtpCpc6amuVKUbTelJVwSKVH6CrM3MYntmxXpmuROu0ItSuB6fv4FWRI7SxSYUC+Up5IhMb2TUpuAIF2RiiKiSlNTkzS/YwizcQs8nyDVUuYoQkYxkxZEi0sMYUgIvjixMZEQqsdy4YLIYy00kCBUYXkIQRRJEicJwEunRaiRbHsKUocX5pIRatLzSk5PrRMhxJJbYYjMccCmbqSpXUq4LOc+FWeTIrnTgGpxYehdO4+aIRs/ImsDoai9RzWZx6wZBmyu7biOreEuUFqVoxCcbNrMKXLkV3tI2B1Yl4C9fj0p2I6StD5LbBspBbsI1oclevEovgc6VVR4YY/KNrHWh526iFwSJKugpRkpiQ5Cw0JWS7sEtREn1rojU9d6ytZ4RtoGCtcE8uBfbykNg68X3RYuDSdxNQQSPUJ4/SugZRt4YiPHASjaT8uAh+RY4HQRTByY0AbgGAFHiTM9PKe8QxMYHhvphcSFUIg6PDMejwhlkAhGLxqFR7R0d3b398iQFGoUQ8xjSCL6Ez5ZH8CI5dGx4CIlIrdG3ybNqXDCZTth0Wb4hu6CYTsCy8Dg+i8Sko+h4dCSLJRHwiFhsTm5h//B4pjoPg8dFRfBihGyZiCWP5sklEUwynkHCl1fWZ+p6nclKJ0o2P6slr7SGTqNi0eFsKo5DQVEwARwqOoLHwKPCE5MUI+PzVdV1LBqVRSXIxdz4KJ5czEuIFnGoZBQSKY9XlDQMeDCzoSGJPrz83KqOmFgZDhlCI2G5TAoNj2AQEQI2mUzC44nkmjqDrtYQL4tj4LFxkcJ4SURqfHR6giROIqRTKMmKrLnlY+qqKUdcASi82IpSa0co34AtXR9evB5baRVaBCU1APx+gNsDYneDOZ1gRrOzpCO6bk94bFXX/OnRud1jC9t+uHL5xoUjX58/cv/ft5LKSYBSDmLqYfT/MQU+m83bdp/ondzTMz6/7/iZhQMXI3Ja3Tn5Dpgsl5BkrwBWWEA4GxnEC/NjhvgSw7xQIZv9tzgFuW2+fO7k879/2jbaeuPqKbP5yc6+BiXZf66nyvzx+ZG9y31dDc+f33v6z09XLp9c2bM9ii/OzCxKyCiOUOTLc6ppEXmhmBTPAH5Oqf7cN1eNnd1crphNF5YXVR49dPTgyv4jJ07uPXR6ee/hpb17dx/cu3vvgZUjxw8ePza2bWfX8Hxj11aUuNKBpHFi6Rx5lXaiOntBvTO/zk1cv0Wk846s84qo28DQrMFkBUoNqZ0HandcaDtwqW3Phebtp5qWTzXvPGvcea5r/8XBI5dNO86k6CdS9XPklG47YoETU0VOaabE1dGUxoTqmXTN6Ozi0Rs/3t139JKmYdiPmLg2LA4Wlg1B5EGRKiAgCxqYtjooNpSriEnXiuIK+LHqqMS86PiciNiMSFm2WKYSy1RieQ5fksWXqiLi8kVyNTs6kx2dHZGQL82qUtfPhkpq1+DVq/AFNsRSW5zakZDigonZECraGBrlipK5kFMdmcV2zDpHWr0D07BW0Lpa2GzD1m3kGTYLO5x57TBEESxUBQrMBgdk2OHLHOm1q4m1m8T9zty29YQqqJcC5B4P9k4G3ONBPkrAM8UiLG8T3+gW0eHIbtkoaHKPbLanVtgRSjYxKvEpPWGyFjtCPihI6USrXBuaB2xOsfJNs/KPB3mKoD5RdkFxmRWjjX0Lhs7B5s6xjr5ttYZ+TY1Ba2grN844ItJB3tlW2GowohhAlgMoLRhZsB6TkVRoTEjNRiCCSbhgDhlDRATjEUF0AhqHCCHhUJ3trUaTMSE5GY0IiWRTxGyqiEkR0ggcEhYVEshm81q6hqVZNfaodEdsVmJpq05vEDNpPAJOxCHxWGgOGS2kkURMGgYZnpuXZ2g2qvPy0RiUkMeUCOgSLjmKSxJxyDRcOI9GqtO3ZFb3OBIUjuQshqK+SNsgEggJSISQSopikJmYEAY2nEMlIUKC0lLTOjt7KrUVHAaVRsTEithSESuaxxSzGBQMMjwsJEaakF/Ts5GcDgtLDRRrc6u7JZJYbHgAg4gUsEhMYjiDEMqlYQlYBJlM1huaamobEqRSGjJMLuLJhNwYHiNWyBSx6VQyRZGeO77tSGzu8EZ2AwhXAafWAsE5gHsq2FMF8c+3wWisKbUAvQVgtwLsdoDVBmEY17CbElpPB8nqPXi5XpxU08yuT58+Prz73Yc3z679+k94QhOIVgOmN8HptWil8c5f/zMKTC+t5JU3D0wuDE3NdY3visox2mPiHFEpW8ISfP3pmCAkHxnCD/Vlh/mTwrwICM9w301+rhsunFx59/y3syvzv/10yfzp8cFxU5Wcfmypz/z+2ddnzuzbvvjqxcN//rn31cVjB3fvTEtKy8kr07V2qmoNVb1z5MjyAEKePyGDFK2OUWljMjRSZVlCSsHZU+fNn9+9f/P43i83Pv9vU9o7s/mN2fz58YN7z5/ef/j00Y4DhwcXVpCxutUkjS2nfj2/3iaiab2wyTGicUtMk4+0cSNP68wosyXmWyBSGQWjs1f/OfOPuff413Nf3b760nz9rfnb9+br78wLl252Hzj9xV+fCvoOKBqWcHEdFgEJ1mHC8uE9O778NbdlhpVR401OHF7Y/R8L9fazuW/hgAtJBkenwbDFoLBcwF9tFZTtGCoPJkYRKBEYJAOPouOQFAKKTMBQcSgKFknBIanocBIaScWi6Vg0HYOiYFB0NIrJZseIIlPU2n6+qt+eVm5Lq3ailzui5dGqauPATHaOpr6+q7qhOyGvNpCv3kAp3szRO/HbVkcMWEtGbaP6HCM6XCP73CRDtpQ6wDsT8EwHvLM2MptsKHprksGe3QlHVNphKlcHqCAeSVDvZIhnEsgjGfBWAt5Ka0TRZk6zh7DDhd3gLmr2EDY7U6qciRp3VhVR2R8qNa0nFcNDMjcxdatC81aH5G6hVcC9ZCBXkXOQfHzxi6s3f9y2uO3ooeMH9xwb6R/ZtjB9YOXg1OJxd2wGsCVlFaoYGpoGDsuEhGRCAxVOYQlp+U2pqWpsWCAF6UdDBZDC/Ynh/hRMKDosgIxDtbYY9Pq6mNgYZHCggEbgUnB0HDKSReGR8ZjQICKRUlyp5ycU24SlrwtPleY1aapqBRQSC4UUMHFsOoJPxfGpBDaFgAoLyc7KbDG2pGdmIBChTBpBwMRzSOGRbIKYQ2HgkXQcOje/ND6/0R6TtA6loMTX5JXUi/gRBASaRyAJ8HgeFsPB4VgEUnhwWFJSsslkLCksYFKJRCwiSsASsakiJlUmFDCJOGR4kDQuIV/X6YhJgoYq/PiFRXW9KYlJqGBPMjqYTUYxCWEsQhiHgkEjgghEXEmpplxbKZNEk8LDRAyakEYWUPFxYpY0gkMh4pNTMwemdgkz2u2IxRBs2RpatVV4poWX3NI7Ce6TvCZI6UwssKeWWlK1cF4TiNMGYrRBSIbwjCll93FHbiEQnmiYO/J/crmya/s6YhGc0QKht8MYerTS+L/rAv/VO/ifTORms9m8sHNldH6vsXdoz6EjSwfPpVX2hQpVrkiZR0iMfwATHYjkoUI5wX6UAG9skCcy2C3AY4Ons/2Z43ue/X1rbsjw/ZWjZvNfuwcb1JzgnWN688d/ju/eNdbV9vLp78+f/HL+zKHdS0uVmvrE1AJBskqco43IbfZmFGzG57qRVK7EZGdMnCsm0Q0R6x7KWlzaZTZ/uHr5RFZ67K93vzObX5k/PzJ/fmj+/E9Pc/XCSNcff/4+PLfQNL4UKKuGUjVreHobrt5G1GonMtlHNDmJ9ZslBmd+lQ25yIaUvxqXxS4Znfrm4aE/XvhEKeV17ZdfmI/d//fYg3+/fvFZoe/yj4hb+fV5yejhpLo5urLPHpFii+JKKzsrBg8IM3R1Uyt+vGzj1PYP5ncfXr/6+O7dm89m08x2B3yCBVINBKqtQovWBWXZevJxlKhYcUK8UB4viJULouWiaJkwSsqPlAr/FyPvGdVk9rZ9X0kAwcLYC6DSkQ7pvSeUhJLec+VKo4eSAKH33pEmCoqoqCj2OnYdy4wzozP23mbsvetong9zv2u9T1n3/97r/LD3x/1h/9axz72PI1mWIJTyhOJ4oZQvlPJFcr5IlSwX8SWJ7CQKlp0sy8GJK10xOVNJ9smRGky8euuBw2/evnn79OnLhw//OHt2ZN3Gyu51REm5O8HiQq+EMdthnB43fo9rTJN7QvucpO7JxFIgMAUIMMKC09xJZU7YYgBTPIlU7YwqdAnLcg02I3yVCF8Zwl/uHKBA+Mvh/iqnQGhqVMZCenlQYqMXp8w7pjogvt6TWjiPmLOYVYiSN4cI6qfjM9yiIE+K9YeIlGnBipkh4sVRikVB/MLitsqy0saq0mp7qU6iLszKyDKpCmzZufaWMGqGk59uLqV4NilnMjJlBj5zRrRhdqhAk1ap0ZoxkSEkZAATH07DhJGRoSRUOCoimIhD19VUlxQVCQQCZEQYj0Fl4LEkZASfSeWQcZjIUAKRlGrJTwJts5H6mUgowViqNaazCWQ2nhDHJHGYmBgqIZZKZlPJqMhIrVpbXFKmVmsiI0JpZCyHhqOgw+KoOD6LRkMjqWikHko35bcvohhmorVkSSFozmXQmQQkOp5KiycTuXgcm0BgkIlRkRECQXJ5WWlGeiqFTCDg0bw4NpNK4FJJ4rgYBgETHREUz4vLLm4MYhqdQiQBLJMxp4ofF48J96cTouNZpBgqOoaCjqHhiDgUHo/LzMrOysqOj41DR0XxY7kxDCqDEC2MpSZzyQwSWiqT9ixfnV65zIuWBoSo/WMK81snSppHk0C7qwceyTI19mzvGzumqx5zIVngrHoYswNBb3WmlJFzRtQdu7CaysGtx/9xOO49ed00vMeTa51Er3BitsKZbc6saoyu8fKj/0SB747vDodj9aZtHTuw9QAAIABJREFU1e3Lx7bv3bx7f3X7cJy2MKVikBif6hPMWxLGJaLJAgYtEY+JxeHYZBwJF05EhwUt9Dx2YOuHt3f2beq/dvGww/F4S39ZTgJm12iT459nZw/u3D7a+/H1ndfPrp04snN0eEgo0ApVVl+ceB5W7sPKCOBafRmWRbTUhfQML3LmYlKWN17ng0kYWbvp+7ePD/+6uH/XmnfP7zx5cGFirOuX45u+f3p84fShW+dOXb9xtX90tLJ/xDfRgqDlzoivmcGunMVrmZ3YOiuxYVZi3ZzEmlnxFTPZRbNZthnUjBjb8qGf7x96+ql+6+H+o7+v/e0WFrJGyNJWHP1z+Oi5jh0H9z14Zl02oSrrZukaQphpqGS9unJFINdGFeWl1gz5sNJqh3d+/v7l+9u3jnfvHI6vd1++QvNT4f5KZ2T2NLQNvlA2fTGbRE9WijV6sQ4SgTqRGpRotGL1f5VUoxWrNRK1VqIBpVqdWK2XatRiTXKMBBNO4yamBsXZgagceJTFi2Lcc+r8608fX718+u7Z4w/Pnz55cOeX8791j0yUdu+ew7TBqWUAow1gdSM4bXBOE8BtgjPrnTCF8KBUIMAMBKZPIVY44SoAdMUkcp0TstA5PMc5OA0eoEUEqmABCniAHBGogPkpYP5qwF/jFpa2KKbaJ7FhAbPSJ64xMKF5PrVwLsXqxS6OUnQHC5pn4jOmhoN5HYft3bsya4ZGtp4tKBmorVyqlciZZCKDwkBHohkkYgyTWFhoz7C2e0UbXUMz5jKq51LLZxHsc/C2ebj0meEinbVZrEsNjgyOjPYnoEPR4UHRYUHRYSFB/v44LK6ttb24qFQuV0aEhVPxBCIaTUBG46PCMWGBS3wXYjCYvMKS3tGdPiTDD2GSJFNZWq6dQWQQonBYdDQaHYKPjsAjURgkKjw0wpKVW15Rk5qaGR4ejsOiiTgUHhlGjArDR0ehQoNRIcFpZsu6HWco8pJpoclUUW6GtZhMJkRHhpLxKCImHBsdTMBEYDARPn4L9Qaotq4+12ql0ukhoSF4PIZKwtMIWAo6Gh0eFBSwMC6WPbxuS2rFMic/rg9Bll3YIEwUhAb6YZDhWGQ4OjwIFxWMiwoLCw5mMNhl5VU5udakJEFgcBiJQiMR8DQCikNGsolRBEyYRqvctv/Qzt/v+8ZmzqdmpFSt33/y+rlLt9Zv35tV3FjbOfbnhbv37z4c2fpTQt6yGTG1MHoLgtXhzKhFkHMZOX2Nw5vXbt65+cAJWX7bZFIawCx34nXAWS0IVhOCWYHSNV7699eQ4/96I/i/KLCjqX/92l1Hf75yv7JrzCM6SZzVxEy0+AbzFoewY+NEBRlZ6Uq1UaEyGyChkGeCNNFBwT8d2vXhxa2to93XLhxxOB5vH6yy8FDbR2od/zw7/eOmzcONH17dePPs2vHD21YNLUtMkgnVNm+s1pOQ5svOC+RaAlgpQZzMAGZuAN0WSM1eQtEH4ASrx7Y6HF9fv7x15vjW+1d//u3ETj4jpK7U8OD62c0jA4/vXLl4+Y+lg32V7d2BXJ0zWjebVegRXzE7vmYmr2EGv2E6v35GYsMPvPoZsVUz2XZXrJ6a1jb6+18HHr0rGt1SsGqi++Cv0/B85yhO3fjhwoENRcvXHfjrcdHgGD89l2coVWY0VfWtS8zu+CHcEEkFaYkpi3CqhuGdnz6/u3L8xJ9Hj7579fCz45+ChtEpIaArMh0eoId5JE9fTKPQE2TJCo0A1Ir0ahGoEoFKkVYp1CpFWpUIVIlAlRhUiUG1WKcTa0GJRiJQ87kKVBiLk5wRmFACoKxAqNlYufK9w/Hg0f3Hjx78fef2s7/+Gls7sufgvuGNOwqb1uMNPQChGGC2wNidcGYzjN0CcDtgjGZXQhk8OAUIMgJLUt3INQhCDYCtcqHUI9B2eFQePDwLFqSHBWoAPyXgJwf85LAANeCrAvxAwFfnEpnpGVvnm9jhya73iWsJSGieRy+eSSrw5FYvEbT782oXMewJ6cvT68a0Be3FLWul2pJsS7UgXhAdEU6l0tnMGCqJjMMgVVqTwlQ7L9rkFJrmgrIiQlKdQ4xOgSrnAOFiEphaMZCoy/KJiA6JisDj0KjoSD9fXy/PhQsX+vr6B5tTsgoKSsgUxuLF/oEBIVgMwQDpi215tgxzTqqxrqZ6fOv2/Mq2xUiRe2CcNLNKqDZHhOGiwkm8JGEcPxaLQvss9lu0yM/XNzghUVJgr4jlJfv6BwcGBYdFhCXwYnMyUsx6XaoerC4q3Lxhon1wPIiuXoBKSgDztSkWLIEYiUJy47mcODYaj/QJ8PYL8vf296GxWPnF5SqdMRyJ9VsSGhQaGhcXW1ZcUGrLyUkzNjXWr12zZvWGrTge6OJLDSCLdel2Oj02JDiSTmdKpeJEXmxk6JJAP98A/yWRUZiU9Oz0zGwsjugbFBYahcYTiHnZmV3NNVUltu6utgPHjv5x93Fu385p5DRaam9SWlNBRfvDJy/t1fVVXSugvOr+weEHt64ZU63ZNaNhwvpJ5HIEsxHOrAOo9piitSU9Y0X1fe2bThAt/QClCIhrBeJbndkNMEYtjF2Bghov/kuB/6gFRsb31PRsHNl5qnf9gaLOrR5YlSynm5WQ7ROc4BkWw+HL+7p6qu0lVcUV9fX1uVZLR1tzDJ11/syJ909vbl7Vefn8YYfj6cbu0hROxNaVtY6vz4/uGFu1tObtszuvn909emj7yMqlFZWluoxCH6z8h1DN9AjNHKR4IVa8GK1cFK33Rum9kTIfZLJXELuuue/Vq6dvXtw8vGfNvQs/nT++PZkR0lqRevfiqaGlzbdunLt+48/ly7obGxrj5ZkogR2nalgclz+XXzaLVzed1zSN3zQtqdUtvmlyTK07s2gW08LPHxg4dmn/wzcFI5tsw5v6jv4xiyaaiuM3bDle0L++aNnYkXsvqldM5Da0iIwFBRX9w5v3MHVlk4MUYFrl+vFdiSprXd/qK3+emOhqPjQ2cvbUHofjW8eqPVODlYgACcwr2W1hHDUG4sULpTyBVqCGJAatBNKKQPDfEoKg8N+5RivSgmKtXqCCxEqZWJMYr0GFsZh8U1CCHUBmu0Ubh7edePHyydUrvz16cPP+jRt3r9/s7GjKLcga374rv7wvJmMVQKoAWM0wdguC3ezEaocze+H0ThdiFRBiggWBsGDzFHKlM6Eahi5zI1U7o2yIqGx4eCYsEIIFgU5LQKclGqclakSQGhGkRQRC8EAjLMAwOTp7MbfBN7Z5AbXSL7YuJKnZg148l2yfSyn2TWgKSGgBfDUIX0EgI3XWkkRiXEZ1y7BCo8XiorhsRjwnJoZB5dDI1tyi4upVC9EmwE/jhk7x4+TMxaonBcTMCOUtRAm4CmuytoAvMufZqqoq6235hRlZealZ1rTsgvTswsycorz8Mqut2JJtLyiq7ukbWrVqzdEDP+7esnHr2Oq9u7Z3Ll2KJrG9I+IWRicREvVxUogTI0vNKK9t78srKcnNzbdk5Vuy7RnZ9qy8UkteWY6tLCuvKCPb2tLRNTq6+sC+Xdu2blo7suLAzs3Ll/Unq80oHohNNMTIzGp9nkSRCppymnsG8yvqLPbyDFtxprU0y1qalm1Pt5akW0vSrMUZtuLSmvqVq1fv37v7p8P7165asXvv/vUbJxT6lMUoVhBb7UcRMhLVsXxlbIK6uKqxpKLKll9gsVgyMyyWnIJ0S366JT8nrzC/oCjbWmgvqRwaXr139+4Lv/+6c9vWQ0ePH/3lj7qBDUHJxZMJGfG5A8RkI50V29naQWXE6i12YnxyskLWN9DDjRNkWTsowgp3Qu4kVjWcVQtnVM3iN/pIGn3jSxfwy6fyG+HMJgS31YldM4VeA2c0AYwKFNTwnynw73L5+v3IeAtaZCMrClWF/V5EnTijKzN/GZRaLzEVmiyFy5YPlxRVVVS2VdUvzS2o6OweNBvTL/z684dndw9sXXXz0knHt+e7ltcVSyl717U7vj7/48S+3RuHP7x+/PLZ/aOHtq9d3ZuWYdCnWxgJIJ4LssWZBB7ki0n2jZb4Ral8o+Q+UckB0fygEE5EGLazvf7923vHD47fvvDT+WPbpdzI3vqcuxdOjS7runnj3J3714b6WysLbRVVnSn5HelVw9HCwhl0y9z4qjn8hh/i6qbxGqbG1U3jlrvTcrk5AxktG7M7R/fdfla+fpd1dEvb8fPuTMV0irx9x5mK4S3lw1sP3nlX2LNGYrExxCnq1PLi1l6iMs/ZXyDSVy1fu50rTa1qG7x8/pfRppp1XfXnf9nvcHyv698IzGMiFvOdF/Gm+8QY06oEPImSLzCKNJBQpxVCWhGoE2khkRYSaCCBWi/S6IVqvVCtF2qNQo1OrJSKlIlxclQYhcnTBcTZgOCMH6KNYzuPvXvx180LPz+6e+PBzWt/3bne39+iM8jXbthkr+hlp64EiJUAsxFgNcFZzQhmmxOzy4nWhsCXA4F6mL8GHmKeRih1xpbAkcVTSdWTkHbnCBs8JAsebHTHZM4l5iwgWj0ItnnY3DnY3Nl4qye9ZAHFPo9U4I7M9qSX+8c1etBL/WNrlyQ0zicXLaCV+SQ0RSkG5lPLnAJ1s1GpXlgzJi7TlFsTL0jEYMNi2RQehxXPpFNw0XKZUqkrd/eRIvzU8/BgeffYsg172patWTW+p6ZjKF6aGoqK8w2g8nhQDCeZTmMz6bEsVgKLk8jiJLI5iRx2QgybHxMrSBSqGxo7BwaWj61Z09naXGovqCgr6evv27R1+6Ydh1es25VirYgisz39ouOTIE6cFI0h49EUAoaGx9KIBBYWR0dhaAQCB49l0Ckce3H5iqGhNSPD/X09Bdbscnt2VirU1TcwcfDkxn3He5avlslSQsIYMQk6jSGPSI3DErkYPBdHiMNgOCgMMwJFicbRkXh6NJYqkKpXrl6zYf3Y2MhwVWlpRm6+OSMzMze3c3Bk2diOrqExtTEjOILkG0IRKU1EMgOHJlGJdDKOhsfSSCQWAU+jUVh0GodMjYuLF9TXNa1cvmL75i2tLd11rStSiroWoKWzaXnTyVkJmc0CrZmCR8WQyWwqs6SsQqnREKkUFodFpzLy81sofPtccu4URpETrcyZUe/MaAUYbXBqA5xRDzCbYIxmZ2aDG7PajVLtxGiFMSpRuoZLD9/9v28E/8dYtvGQNzt3AbsAqSiXF/X5UHX+eJAZazaYbCKlrra5ddX6DclSXUA40z8iNhjJC0Wy8CTWmRPH3j66vbqn9vzp/Y7vr8e77RA5cGN/7fevz49sX9XfXPT6+e3Xr+6dPb1/fN0Ql8u1FpZ2dHTZ87K6O5pXjW3FcUDviCTfSJFftMQnWugTGhPojxfEJ+zcsu7du3uHDo3fvHz6j+O7tHzsys6ie1d+Xre856/bV+/8fWf5QEtNmb2/f7SkvK21dw1RmOuOhKZT8+azi2fT893w6VNxadNRxrlEPT+rqbB5aGDjrvO3Xwyt3N0/vGH84PFwshCNkWweP9Y9NN6wbve+++9S2nqJUoiWbGYJjRpbeVJOHcJfMCcyxZ+d7uJPK6xf+emD47ejx34+uP39678/fnNA1mZgLsV5cQLcgzPNhwNl1vPi5aokmVGs0QpBldCgkGjVUi0oBkGhRidSg2KlVqwGRRpICEEivVaikwrUCVwJKoLMiFeFxuW5o62ugaqKtlXPHv917cL5u9evXfnztyd/X21uLi6rKl21YVdu9Srf5EaAWg2jNwD0RoDZArCaEawmZ0qNC7YYCEwFAoxAcNpkYpkLoQyILkIQqmew26YSa4El2a7I7BnEfOcQs0uQ2TUw3cU/A+GfBgswzyDlL+SUzyMXzqMWTcPkeHKqFsfVL2BW+vJafOOaPRiV0zDWWcTCYEF7AK9xLiF/cpCGKrRXNa7QqLV4THgMixrP4nKodBoZazQbDZlNM32UTovELLnt9C/n//nn33yrL4+fPVo3PiFVmSNRbCwunkPncamcGDI3lhLLoXKZVA6HHhNDjY0lc1mUWBKZk56WnZdrs2RacrJtw8OjFy9d+fz547fvH799//j25fMD+w7Ut3aJtGY0gUNEs2goFgXFoGLoDAyViaPRiAwyiUEnsFkoFi2SkmrOzLFZLVnZBUXly1YMj4+t+uvGH18/vfny5cunjx+e3L+9f9felLQCvkAvTNaiQ5DESBw+ikJAMcgoKiGKSEBRKTg6BUdHhuMEAkVtfUtmVm5utq2jrae4onZk3ciFC2f/vn396b07t65cOHxwjzW/CIWP4yeoKAQmmxQTT+XHU3ix1Pg4Znw8i8djxcYy+SyWWCbVW/Ps+baC+roWClPsj5bMidbMwGfN5lYjwk1MVXHn4FBTYzUVT1ja3r52ZMVgX095cXUcN2b1it7hlVtIieXzabbpjLxptOLJlPrJjHYXbieC1QJnNgOsJoDZCGM3OrEbEcwGZ2YjglWOBhuv/v3B4XD88x8pMLhxrx87c1FMQYSoJKVhXJDZFacuMWYVlldU24tqBpatXDs21tbZlZFjt+TXZBfUZmYX5dvs1y6e//j83vGdo3cun3F8f7V7qKZMST6woe/7l2cXT+/aP7Hi/Zv7b988+PmnPRPrV5lNKSXlNaXFxamgvKm+amzLPmqi2Sda4Bst9IkWLI5KQNMlbG7S+Ogah+P9y1c3Dx7ceOPSqXNHdyhjkYMttgfXzq4bXPrXrYvX7l5bvbqvt7ursra3sKy9umUAxzdOj5TNJlu8KPnzcZkIP5Gbr9AzUOYVnCw35G9aufLslg3XRtaf0tp+E2rOiEQDvmHL/DCnUq09oKGvvu3inUety8ey7S2NzcvKympqW7pq+sY9MTonf4VTsNjJj1Xavu7l238+vnv19ePTL/+8//36/QC8COZJhy3iwhZzXHxY1OR0RqxcIlBoJUq1RC2XaGUSpVKqVIlVarFaJVEppAqFVKmUqDQijVYAgQK9KlEj5EhxETR+shay1Ytz2jAJtkiG7qdz1998+Pj478dPHtx68/jWxrVDa9ZPFDePJGR0wXG5MHodjNEAUBsBZiuM0+bEbnYmVzljigD/NMA/DRZsmUqqmEypcqNWORNLZrCrXQn5QFiKK7pgcXzbdIJ9KjJnGtLqji6ciiyYii6cjMybz6j0YFV6sKpmU4unYHI92ZW+8Q3zaWV+sY2+sQ3T0PmTkXlLBJ2BiZ1ukTmTAiFsfH5ecZdMosZFRrJJZA6RQUPjydgosUiQZmmIpqQvREu3/3Tu+cuXL58/ev3ir3evH//00+EzZ38tLqlFYegctkAtBXUSrV4CQlJQK9WqZVqtQqeT6SCxViFQUymxal1GQ9tAfUuvQmX84/zlx48fnzv36/0Ht27fvnzrysXTR4+vGF4t0xrozHg+O1krhJQinVoM6sRanUijlWqUcq1GAmp4qngyD9Sllda2tHQNizQZLUsHXz5/8v75g5eP7z99+vjls6cXfjn568mfLNn2+ES1VASK45JMcq1Zk6ZXpekVBqPCYFAYzco0k8KcEJuoBY2N7f1dyzeYc8pzimtXrhm7cfva48d33zx79OzB3acPbv/264nlK5YjMQx+gpwXm6wR60zyFKPMZJAb9SqDXmUwqiGjyqSRmdNSrEUldUNrtqyeODzTnwnMZ7pH6edQC6aRy90iMmP1Tb9cfrD30DGBWHPm9z+PnDxx7tLFNRt3KsGU2/fuHjx12ZeaMoNsmckucGcUT6aVuzJrJnFb4MwmOKMRxmwAWPUwdiOC3QhnNSBYjXBWGRpsvPY/pMDwxt2BDDAw3hIQm0aUl+KS8wWG0qENYxPbNhdaqwb7hvfu3Da2dnhkdGj1ujXLVw73LO0eHuh7dPfGy7+ure2vvfjrQcf3NxM9JansJVuHmh3/PD+8fdVge9mrZ7fevX7w8/Fd28ZHqquqq2oaK8vK7TkZPd3tazbvJcQbF0Um+0QJFiOTFqF4pvya6vqmYwf2O768evnyxr69667+eeLcsR0ybuRQe+HtS6dH+tru3Th/+fbl5tYavSGNylWT2WqVMY8tTYuKMfoxjH7U7Pn4PMBf5bpEiiUZVCxdAYq2ER1+ARN00XP+n86TbyAQ92DASxe3x5On/OHuut/d7XhwyM1sy6asohRJamZGmdmQl5laHC/NYOlLJoUkAJ4smAfZVtf3+M2bJ8/vffr84uPXr9byFpf50XBPInwxDb6Y6ezDWhAej6OJRQK1WizXiBVqiUItkavFcrVYoRQq5CKFTKqUSpQKsVItVGqS1boktS5BIWIL8FF0uVRfVF6Wml8gSq1xWpQYq68+fun+m8+O7/98+/rm7e+//FneOExTV82k5sDJJQCtHkZrhNFbAHorjNUKZzY5katdsCVAUAYQYHJDFUwhlrvgSn5g1M5i1y5Obl7Ir/qBanUKzfFkNk2OyoEF6hAhRkSwGRFgdA5OhwWY59MrF8c3zSAXe7Ir51Ds09A5C5nl/jF1nrQy39j6+axKN4x1Oql4BrXSJTLHJdiAjs8vrl6WkWoRxsVZU1PzM9ILLZkKQYJGpcrOawqKEEtSSh59+vDwyV+vXjx88eTO88d3t2/Z1Nfbv2p4DSoaz49J0ki0kBTUS3WQBASloFah0yp1oBTUS0BFkgKHZUl1edlVvRpLtT7dfuvWg2tXLl+6dO7B33euX794ZO/uxorKLZsnEoUiLjs+mZ2kEYAqiV4rM0ASPSQGIZkWlGsgiVYRL4ulJsg16TmVnSmF7bhYsG3Z2Ldv357cv/7q6YNnzx4/efxoZKBnWVdbkb2USIsVC5TyBKFJpjEoTaAiBZIb9FLQINGbxGkGkUkQl6QCocLa7tSSXrLE4oVk7j9y4sXLJ7/+evLe7RvXLl06e/onS4ahs6OdSo5h0HlJPLFKqIEkkF6ih6R6nQLSKXSQQqeXgaBIa0nLzy9pTSvpllt7p4RKpqONc0iWaajUOWS7F8XOUtc0LxuvbV+WW9LaOrCuqX+ounPAXtufU9Za3dqbXz8QxE0HwtQzaEVzuXVT6WXO9CIEvcqZ2YBg1MOY9TBWA4zdCGM3wlkNcHYjnF2O1jVee/g/pMDaHfLMyqb1ByydayIT0+ZGCJiCrD1Hjv94YB8Vxzy058DebZsqSvIKC7OaW2pyctIqSm32vLTLv5/6+OzOj5sHb1066fj+avtARV4icu/aLseXp78d2bJ9be/Ht3+9eXnv99P7t25YKUhKSk3PXtrd09/VumHjus7lY0EEycJooTdS7I0RL8ImS9OKrPbyH3fv/PbpxauXN/fvG7v654nfjm5Lpi0ZaMq7c+n0UE/TvZvnrty92tLeoNZlLEELl6CTmpau3n/m8tCW46jETA9s+kxcwWR86iIUvyhWfl5i/tVrybXJbk+dgLcA7AvC7RPc+TMAfAeAbwDwBQF8cnJ+DXe54ep8ep53bwg+MZS0eBHZZ0nSFD9ytEQnMJWF4tWu89DWyqa3Xz98+vr20ZMnE9sPZxe1URKNMSqbKrt9CUWHmEfxiRBQGRq5QG+QgCapyqzQpMhAk0RrkoJGKaiTglolpFVAkBQ0SrR6idooURmFCnFsEg7P0ustbY31OdkZPHWJa0gaPFDmRVSnlHSs2bSvuWVFZd1oor5tCjodTsiH0aoBWj1AaQCozQCtFaA2wamNTsQaZ0wpsCTNFZvzA7UIFpkDBKbDQ3PcKRUeMQ1LJF3Bks45hBLX0Mx5pALnEAjwlgHecsBHCSySwhdJnYNAd0z2HHL+bJJtIbN0LqnAHZ27kFnlF9s4n1buza//gVIIj0yfzix3QWW7hOu9sKqckpbWtpaejpa92zedPr7/yI97aisr29v6KyqGvQMSbFU9j969unH74r07lx7fv3L76h8H9u4qLihc0b+CQ2clcGIhGWiQQwapDpKAkEwHKfU6lR6S6fQSnSJRhsWw8TFgABOc5EuDcmoeP3198uih0ycPX71+8eTJo3smNkEy6fCyAY1azaWzBZxEVZJaJYXUMqNOYjBI9AaZTidTQxK1NlEZS03iJOpCmYoZ4TxvknzL0T/+fvz08vnTf9+5fPvWtWtXLqzobc9ONRQW2PEkljBJJuMl6cUKUKpTSw2gFALFKkgEmoQZeqFZEMeXyOVMgck9KAHw4YbF6y7duHv6zImDh/ZdvXL5xLHje3Zt5cXS5BIhPyaJRuEm8SVqkdYgMxiker0M0ikgUK7TyUGjTGeW6PIyi4Ua2xykFB6scA43zKHmBcUVMrT1eEkpkpensjQrUq2JCgOYWqKA8gRKc5IsRQEVpmRXxSVq6HyQo6tcklA2KSxrDrFuOqViMr14Er3ChV41iVnrxKyHM+vh7EYYuxFgNcDYjXB2OUbX9D/VAms27OlZvSWjtr1lfL8gp2VehJieYFk6sG7D+PqO1uYNa0b6u9pWLe/fvmXzwYP7d+yYWLd62XB/y50rv79+dHXLSPv1P487vr/aPlCZl4jetbrd8c/zU/vWjw93fHj94O2r++dO79+8doVYKFZqDMXF5W3NDT39PVBO6YJw/kKk0hujXoxVeeOVoVRpYBhh7dAqx/ePr1/e2rdn7c1Lp349tDWe5NdVk3n38pnh3pZ7t879cf3Pts7m1KySRRHJC8MTRGDOoV8ud63a5sdMmUvOm0/ND8NpUpcQdsz3vjt5xivnye8QLh/gTq8Ap78B1ztOP9yeOvP6ZNcHLvDnAPABDv/k5PwJcH49acrlWe7Dc+eLPDCePgnTgvnTfUkovDRRVigA89uWjRz/9bfeobVKvZ0en55VNiTOqOXri5J1ZZ4RQsQc6sJgAYuTYlDnZYKZGVpzlj7NAmVlajOytGkZ2tRUMD1Vn21QpxsU5nSNOVVnNoNmC5SpkIM4TqIxu2Kwb6S2vJanLnEKMTmFagGfWE+iNA4sYkvt6txVNHDpn0oqAAAgAElEQVQ5AmWDkytg9Do4rRFObYRRmuD0Vji9BUFrdCLWOCFL4BG5k8lFzlirR0yTW1Q+4JeKCMmeRSxfzG0IFy+NFHfOJxd4cysWUO0zsLnziLb5+OxFpIz5aO0cpMoDZ15IyvQgZnuQ8z1opTMJxe44uxenwYtT704omMUom82unMmucqcUuUQZCfLS3nW7N+/csWliYs2GsV0/7hnbtKWhuW/95qOdPXv8w0SG7NqnH949eHTr6ePbzx/devXkwbGD++22/J7OHlw0MoHN1YpVeqlOL9HpJaBOptMpIJ1Sr5dBBgmoTJCjUSx8vGkuQQUsonFVedfvPPrt59N//H7mzwu/Xb78x9b1Y5L4uJ729vj4ODKeLOAmaoVatUyvkOpBidEkNRplkF6mgSRKTYKcS02i83TeZKlbWMJMlGh496m/n728f+vC4wfXbt++8uDeta7myiyzrqS0LCQSy48XyPhJkFgOySCtzARJ9ZBcC0oho8RiEKcK4xMEEgkpHpriLwC8+WE8859Xbh8+fHDvvp2///77j/t/3Ll9gssiQmq5RqqlEFlJfIlKpNVL9QYpZJBDOgWkU0CQAjLLIZNEl5VekqQtnoWFgHAjApU1DWlMr167ZscvacWtElPR+l3HN+zY1da9dMXydYN9IyuHVm9cv2P/vhObNmxbOTiyeeveDfvPamwrXBdpXBeaZ6KssxhF7ozyyfQKV8a/IKhFsBtg7EaAVQdwGuCccgzYdPXv9/8jCoxt3NIztK6qZ3XH+HFeWrtHpJqdkFdZ293YUvfjgYmTP/1YVlQoF8u0an19fdOp0yd3bN1gSVH/eurHN4+ubhvtuHLuqMPxZryzOCMmdMeqVsc/z07uXbe2r+HD67/evrx/9sSeLWMrrdZCpS69qKy+p7evZ/mg2lK2IFq0CGvwI6b4kVL8KSY/rNg3mLxqYMjx7f3rFzcP7Ft/4+Kpswe3JNGWLK3Pvn359Kr+1vt3Lly5c7WhqTZZYlwUKfbFKRr6x9ftPFretsqLmu5OywzEKy1+zBMzQ1+5zP7sNOm9M+IlDLiOcLoRFfbQYnrZ0vame/D10p5nVaX3hfw/581+AHf6BzblHQLxZhLwaJrzjjl+khnIhXNIP3hQ4T9g3OZhfZEc7yjqEhx3mhfe3Zvni8vwxKUEJ+TOwYmA+VgnL7rzQo6LJ9M/MlGlsZnN+RmZhRmWErU2WyiENEqjXKzm88QJCUq9PicvtyzPkm+1loFgrlySliBLJclS4w1FaVlVFaWNWK5qapSEY26naCpCeGk+NHB6hNQ9Uu8ckeVCKnNi1sFoDXBqA4LaCCM3wGnNTowWBKUegatCIEsQ0cUu+IpplCoPZkMQv3VqWDqwSDE5WOfNyA+MLY2QtQaJWjy5Fb68xsDE9iUJLRHJDWhpVWrzpoLOiZzqUWvT1og4+3xC7jxKyXR8iRsq3w1t82DXziZVuETmTcEVz2U3esa1eHFrvJm5kL3XkFely6xSppVKzAWylHJ5SrXMVMVOzp08Fx9G4J25dPHmvRu3b1+9e/vK00d3jx05MLxiuLiozGuBVxw7RicD9TKdQQoZpDpIptPJdVo5qJfpTFJIlahEozmYWP1cggrwZc6NjB3dtO/qleu/nDpx5PD+06ePD/X2FlpyWppbg8MjI8KihTECUKDVygwqGQRKjUap0SCFIKlaL1WpeBIGMY4ap/XCi1xD+YA3FSxqPn/1+sULZ879dvz0maNXrvxelJfS2dagBg1zvPx5PKEsQQCJFXqpXidPgaR6nUKrVkAGWaZBahbyEoUyBSkWdF0UB3jFzYlK2nvg1ImTP+3ctXXXzp27duzaOrExPpbR3trMjxXisfRkvkQj0kISnUGq08sgSAFBSoNeaTBIdXqxLjuzIgksn4ExAJGp8KiM2Rh9RnF3TUOnPiVXqsosrmju6O5YvWrZyLKB4aWda5Z31VcUD/a2b103tHXN8PL+joaOTm169ZJobSguzZ+U5sMtmMsud6eVTqVVuNIrnRk1CGY9nN0AsGoBdi2MVYrSNlz5673D4fjq+O98BN+/O76Pb928au3mpv7NqdXrMMIKzyhVsqygs2fIXmobXtU9tm44icdb7OETGYlJS7fs2bNn/ZrVLDL2yL7Nn1/fObxt6PalU47vr3cMVJcqSIfG+x1fn/5+dMveDcs+v3/49uXd00d3bhgdMqVmaVJt+ozC7IKSksZmQWrxAqzKh5zpjU9dhDOFsDJpwhxuApgCGvfv3Pj29e1jRybuXP3518NbeST/ztrMu9fPjg33/nX3ytVbV1ua65WajDlBfJKwoH1kL0+V1Ti4Izi5eiHDoI1mHJgT9A4+6xvC7QvC5QXC+drceQ9zs7+ePPDt5O5XI0Ovl674sGWH4++bjse336xfewWD/RsGfIY5f0E4f0bAXk6ednhOoGyK39RpQXMj+PPDmHP8UYujaT5I7qJosYtXgnuIwZNmn0nL8eHnzyGoYb4xwEI24EmHz0FOXRCJZUqYQiOWr5sXTPMKJuaX1+XkF4VFocOiCSKFwZxpM6Rl6Yy5FJoUhRUsjEycHJnsGsaTp5ad+/NmTlk1F0zvGTs4uOm4vWMdaO9CJmRixCUhwtpptBIEpRqg1sGoDXBKPYxUB6c2ONGbnCn1TvgqJ2SJU3SpG7bKLboAWKSchzTPDZORkmx5dWPZtasNZcOe3AI/QaN/Uq1vfLlfXHlQXKkfKzc8Ma9i1YG+jUeKa5eXtU1gE4s9ybZ5lNKZxBJ3XMFkpGVydNY8UrlbaLZzSJZblM012j6DULGQUb4Al+JL1E3zT3b15k/yjnXzTnb1Tpi5JC6SpY1mqAIxnPql/U/fvHc4HN++fXY4vr14+XzD+ObIKOysWR4cFg9S6E0yvVH6XydEJ9dpZFpICpplelWSGoliYdiqQLZuDlY8KzwmRmI+f+mGw+Fw/PP5+/fPl8+f3zq+JS5BMG3uQv/AqOQYkVaoheSQRg6CMp1eYtRLjaBCp5OqlHwRl5ZAjVNHx+sXUZVzsYJFuLgNO3d/+/7x06fXb969evn80fbx0aaGuhnzFs/zDuPECKUJYkiiMspNBkWaXqoHZRq1DNRLzQaZScATiKSaZFU2NjYjkGaeG8bLL226ePXab+d+PXb0yG8//3L2zInR0eVt7R3z5wcSidxkvkQj1uqloFEGGWQQpNRDCoNeYdTL9DqJLttSKTRUz0RC8Mg0WHjKAoLelF3R2d6eb61QKLKbm5e1tDRvGlu5ff2a0cHOreOD/b3NAwMtB3aP7dw00t/bNDA8mFNQW1TatWzljq7R/UR5xSySdTa1ZDq1dDK13JVe7cysg7PqAHYdwKkDWCUobf3/R4H/Vgt8c3wf37a9salfoisiiAtDeDkLIpMlmrz+5SO5tpy2tkYGhRyxJHiJX2BnR8fvv5/t71say2RRkOhTh3e9fXZ1TV/VxV8POL6/3tRdYqQHbRqodXx7fmBixWBLyYfX99++uPfz8d2jKwfjkqQyo01pzs8rrS2ob4/R2T0JRj+61RNtWoAEvYna1JJuW0ldlill5/jq169u/XR821+3zv18cIKLW9xUZrp34+z46IqHd2/+fuFcR2tdenq+V6QgOs6SXbsyHiyEipf584t5WNn6hSFPXd2/wGEfnID3CMQd9zlvuvoc79492TT+e2TYLRfXBzDny9Pcb6UYHI/vORyO9wd2Xg1d+BoG+wZM+lc7PHf/YXTKXKzzTNCY3Teyvqq+ubFtaUPHssrWkQRthat34g9I8wJWySxKjl+sdSYWhHnHAQvI8DnRgHvAnCDKvKj4SYEsYAGGK03vXr46Oy8vMSGBTmNzuUkUGhdLpBLIbAyOJdNkU4SFgK8UES5rH9t/8rc/BlYMZuTlWAtKSyubQFNOglTHFWoTdHn2/l0+vHI4pggg1wKUOoBcByPVwki1MHINglzrjK9ERBchIm2TkBZfbjEysZCYkMaTZTR0DK8a29XaO1rasnJKmHwWIV1kW5HbvjmnaU1KaX9aWX8wRZRRuXRow76RsX3xyoKFeIM3q3QerXwGsWgepdCDmD0LZZyBSpmNS5uLz5xDyHXH5E/DFM2hVHhzqj1IuV5k63xC1iKq1YtgnxWVFsmztK09VLN0IjWvPdPW0NKzcu/Bo/cePLhx8/rKNaMYMs156uzZC/y5MRKdzGCSQya53iCDIKkOlIEaGaiX6cwySJ6kRqLZOJZYllktstRTpNmRDClfDLW3dh7ct/vosQODywaYrJhJMxa4zvMJDCfyuWKdSKeXgBqZGpRp9RITJDWrFZBKIlclitnkGFa8MqWkS57bwtWXhjAlRC6/ua3ll7O/3H3w1/GjRyoLbZ5e3k7uHj5hFG68QpIohSQavdKkV6QapBAk0eqkWoNUb5TpE2MFSUK1Macixd6RZKzC88y0WHlTe/fDR3//m+n55sWTZcuXevsHT5nuR6UnJvHFapHWINUZ5ZBBAekUkE6u1ytMJqVJL9enpdil+sqZ0VogRI+ITJ2DBQtru3fu2N7eOpCb17Bt54n9Bw7u3b1z/87d2yY2Hzp+eNuhY3uOnz7008nxia17Dx/eduB4adXSru7lPcv6xnYdwiblI4I0Mwn5s2il7rSKSZRKZ3oNglkHsOrg3HqnmAqMrvnqXx/+gxb47nB8dzhWrttcXbP0l0vPdv/xVF3WaypttxbXdS1d1tLc0d7StrStK4bG8Jw1k0rG2mwZB3/cuaKnh4LEHN+/9evbO8d3rrx//WfH99c7ltWUK6iHxvsdX5/8cWL7oYmVn9/+/eb5nV+O71k7shw0WdQZ5ekl7ZayFnvzckle5zy8yZuet5ic4U1J8aaAPMhmsuTvmNj89f2z189vHDuy+d6Nsyf3b+TivNur0h/c/HVi3coHt29euX6lpbFSo03xxysY6or+LT83DO9tW3uMkZxV70u/N2XhF5jLeyf4KxfYbQRwVypwPH/h+OK4kmW9AABfAOAzDHgNAOdnerwY2uBwOByf3z8pLXzggvgEA964wd+4AF+cEBdd3ceZ7Hu//ez4+v7T2+c3Lv8xMryspaVt885jspSayf6J7pHmeaS8efh0H0bu1CUi+FyS2xykpz8pAJkwK5QP946ZtJDGFadl5thDAvz9PeaGe/stWRgQuDgoyCdg8aLFkdFhta0dNEkR4A+6oQ0ptX2mrBwCCk1AIqkELAWLoeEJTDKJREDLdeDQ9uO+MXkIVAGMVA2Qq2DEKjihCiBUA8RKOLESji5GROQ7hae7hsvEtu6agfGeleuW9vWvX79+dPXa5YOjVnvTZE+mR5TM3rx63c7DOw8eq2vu2LHnUEFpfUv38JGT5/YePlveviE8Ln8e2TaPXj6bWDQHa8ElV+pLVgvyejimBi8y5Eky/4BKmYa0TEPbZuDzvejFaHkzVtk8HZPpsiTdKUA/NUTkT5IHEVQB0aowrCw4mrE4ICI0IjokInz2Ag8X91muMzxmeQZzYhVaCWSU6f5/FNCBcp1BBpmkOnmyFolh02PldIFxCUu5kCj1iI5b4I+aNWPezGlT5s6b4e4+1W3K9EkzF03xCg1BsngcKSjU6SVaUK7RyUGDzAzKzAoZpJFr1EIpk8iJSVDHqXOjY41+NKUHMmZBQNRcj4XzPBf5BYUuXLDwB2dnt8kzpsz2D0RxeUk6aYIckmj1chMkT9FLdAax1iDVmWWQWQbx2YlCEZisSgshJSwIZ88OpM3zRc5b6I8n4DNSTTkZKVwWecbMqU5TZsz0iKQxBUk8sVKoNsohoxzSyyFIqYeUBr3CZJAbILE2IyXfmN0YyS+cTsqFhUIocUnL4IYtW7asWbspQQC19YxsmNjZ3TNoMuaZ04pkRhtDlpucUikwFOpzak22ulh5Dl+Wu3x4fXN7w8SPR2NUlbNRpumojDkU+wJuvTOhBE4ud2bVA8waGKfWKaYSDTZd/uu9w+H49t9rge8Ox9j2fTVtA0d+ub7vzF11Ybulrr22qXnHpp2b1m0e6O1sqK4QxseRUag4DrPAZjlyaM/RgzsKc1POntj37sm1tX3VF37+0fHt9XhXsZkRsnWo2fH1+YHNqwYbK94+vffu5Z0TBzauW92XnlsoSCmmqQuFmc2qwmU4Ze2imEIvltWba/OJLfCJtfoxDWHkpLUbxh2O929f3jjy4/qb138+sn89JcqrvlB//+ovY6t6792+dPXqhfbO1jRb+TyMKjwpr6xnbU3vporqlekU3uGZgZ8R7v84AZ8QwFtn2C1Xl1fLOv7d4dP2lptuiC8A8AXm/AHudAXhdr+84d8ktrcTOx7MmPUBBryeBLxDwD86we67ALcJ4V9P/vj+8Z2HD+/ee3TvzKnDI4O9lTVNzSs2BrE0ToEi18iUyejUqagUZ38JfBbO25+Yaram51SzFMVuoVInXy5dlJkkg0KCAsJ9vfAhgaigoKjAIHxkBC46HBkZnmUtYUjz4QGy6RiDPKclLkmGQ0VT8Zg4Np1JwsdSyVpxoiCOkcDn1/eO+cdY4ehCGLEURix0whc64exwbDEcV4bAFMEjM+GBGrclCg+MWplSPbxqbOfEhoHuxqWdzYWFhfl5pdbsCjRaEIlMqG0aWLt+YmLLlv6+/sMHj+bbik3mrDO//KbUphTXrRSmdC2m586h5HvSy+ehs4kJpdbqNallK3hQzeyQZD+8cRHK4BVtWoxJ80KZvHHmltVnUmrG59Otk6IzAF8VwicZ5sEEPFmAT5KrP1dryistb8jOLsjIyGXF8ImM2PmLQ6bPDWBxZJDUYJRDkAyCZHpIpodkECTV6aWgUQLKkzQYJIsVo/LHS5zDkpyiJQg/chieo5KpLCazNS9Xq5ZzWBy/EMwPHhGBYUweV6oVazUyUC2HdHKTQWrWSQwqqVYrVauT5Bwqj8lX+ZMkrkuS3EKFboEc72gGXyRTaMFsmy3VZBDGsiIjoqbN8fUOIScI9NIEuV6qg2Rmrdysl+kNUlAv1ZmkUIoMSubwZRIdN8kwN5gzPTh2ij9llnckhZ2QKBClpehTTar4WHJ45JLpc72mz19CZyQmxYtVQo1JYTTIdP9FAbUBUhv0Mp1RpMlNt8mNdk+Kzg2ldw4UQpaWwWUjg33dmye2l1Q09Qyt37znROey9ebMSoEkixVv5iRbuXJbnMYiSymQphaTBOk0kaVv9Y6lAyMTu49AllpycjZNWupByp5LK3NG5sEJpU6sehirEuBWA5xypLbx4t//egr/Gwp8//79+/d7z141rxwDbfWQrY+jqrDW9ORZc9NNRq1SJRbEx7MocTQKi0TMyUjdODaamWFavap/y4bhK+d++vDsxqEty+9d/dnx/c2W3gpbMnr/uh7Ht5fnju3cPbb8/au/Xz65cWTf2GBfS5xAlmQq8yIq52Hk3qyMRXEFnvyyBXFFixJKF8SVzIstXsSx+JHly9dtcnx/9+bptUN71ly+9NPuHSOUaK+GQv29S6eHl7XcuXX+5o0rrZ2doKVwJkbKMNRuOfLb5j0/H153cEME5b7TrH/gLp8RwBcY8AkOf+js+rajzuH45HA4XvQvvTFj0mcA+OIE/+AC3IIjHpY0/gvHj/t+vD9/wQcA+AgHPsPhnxGItzDgrqvTPVvO1we37t6/dfL3s3W15b+ePJaWmVvQ1IMVpkyJkCPCjPAIg1OUCeYndp5PiOOrO1u6bPkVhDiDayAfvphNEWWCqdboiIjoJT6U6BBCRCgmJBgXEYaNWIJHhpdVNLKkuU6BydOitRprt0RpxqHRLBpJmsyPY9LiaGQpn8tjklQKRe/obh+WBUDaYIQqAFcGxxYjMEUIjB2OLYSjc/yTKmIzOmNMTd2bfsst7evpWj68dKk13ShO5pGIBDadKUkUGbRZ1tyKoeE1q9eMbt2yaee2bScOn5CJlDQqp6ysPDg4XAFa+arScG6WNz1rHibFIxryjRIpoIJYoTFZncNOMscIs0TaUnKsSaovF4MlWfZuS34LOyl1sl/sYlrmtBAVMJftPIcKn0MAPKkkQdreQyc+fvrmcDjevXl34ODhlIxsVkySj18UlyOGpHqT3KCX6SGpHpRAkATSS3V6idYo0cqTVVgsi8FVeUQKgIAkRJhwZhizvL7lwb07jq+fHd++Pnt4b+3IqiSRxnsJ2S+IlBQn00l1GplOJdODEqNebAAloEaiAcVqdZIiliGg8zTeeJGzH39KuHiSH50YJz36008fP310OByfPr4/c3RvriUrOJLgF0pMFkKyBDkk1kIys06eYpDpITkIyo2Q2GQQQwJugkph4CYa3RfR3HyZk3zwi0KxK0Y3Pn/16ts/7//58uL+3T/7B7pYXJ6Hd3hMrCgxXgiKtSa5wSTXQ3JIp9RDaoNebTDIdSYpmG5KF0OW2WiBa7jY1ZuVllXV191bWW7ftHl8cHiVtaSckyRRQKmGlBxzqtVkzoeMBcY0uznTmp6RmyQBFWZ7Rfuq/pWblvYM7t5zYO34Dlt5e+/qH5OzBtwi04DgNCdCOYLZAGdUApwagFURDTZeePjG4fh/+Qj+t77At69PP38p7V9JVeUQxcWYhOLOFft6uvvwyPDZM6eFBHin6JTIYH+v2dO5dEpHW5PRCLY21a1bufzGxbNvHl2ZWNl6/c/jjn9eTfSUW5Mxu0Y7v39+emLPurUrml+/vvf8xe0jP24a7O3kiTRJhjI/isaPqg2KTfOOt3rE2xfwirz4JfP5pXPjSzxjcvxo6hXrJr5///ju2e0j+9bfuv7rru0jLKJ/Z43l/rWzq4babt/89caN69W1jQkqaDFFRpZZ06w1LIZgZab9F7+wFwi3TwjEFwTsHwDxGXB+DTjfREW+H+p639Z5D0265wr7BIN9RcA+OgH3AJcnxS2O7w6H458Xy/tuT5vyGQC+ArCvMPhnmLMD5vIScLpKY34+89Of584eOXFUpRBtXre6sqYJyi2nSDLhvnxEiB4RYXKKMMH8RNN8GbaihtXDq1RKbSiaswiZ5OrNYktzlGBGZEgocok/BRlJjAjHhIYQUZGkqGB8RGC+zc4WZ8F9edOitOq8LpHchEWhmBSCIJ7J51ASOXQZnxtDwyclJLUtn/BjWYDobABXBuBKAUwRDG2HoQvh6HwEMotoXGrp3C3I62lcf1qb06rW5hjUKWQ0jkrAxXHo8Wwyk4DMMKXv2X1gz769A4M9I6sHt09s2Dmx2W4twGGJVBKJgMXV1XUvHdxa3DRS2bM1r26NvX60uLonx1qo1YEZWZnp6Ra9PiU7p1BvTE/PsqZn5VoLivIsuTWVjaU1vaUt6+1N29LsI+bcXlNWY2Z+44lfLjx98eL586evXz75+vHNo4f3xjdtiI2LF4sUEqFaLVAZZQaDzKCX6nUSSCfW6SWgXgoaJVpxooREj80v77I2bNQUr1Xa+hq6V/394O7rV49evn729vWLN0/vnz111F5SyRPqeYkgjyXQiUFQqleLIVCk0wl1oEijkWh0Eq0mScWlJUMZ5dbm1YayEWPFiLl46dFTv3989+rj+1dv3rz+8vnDs79vrR9dKVfpzJl2pcIsihVAIo1eZoQUKUaZQSeDNAozKDaDIn0iNwGCMho616YXL0upHAILmofWbX797sPnzx8/vn326e3DS+dO/H72RF1dQ3p2YVp6Hi8mUS1UmeR6k8Kg/7c7qDLoVQaD/H8xdp5RTW3r3l9J6BasKE0B6S2QRgglhN4hJJDe6b2jIl3pVUBFSgJIB3vXbdm63W530W2BhC4oUhJ6UUTzfvCcc8+9773j3mf8x/owx1prri//3/OsOeeYk8MMpEWFRZeduxBX0sbL60goaL/Qfaemujo3L/10Ven161cam/n2TjgoDIpGw9AoqL0tCoWCYayssAikLRRqDUexgmOy8k9X154/U1117+6t2/fvF1dUXrnzNCi+RhkZDTaNlkFnyTgUyWBzAMc8wDHbgln4Zur/QIGt798e/Pk6ueRMAf9KdH6bvmt0QePtuvpWtJnp4b17oQa6Xo52pjqauur7A/08TleWZmSkH087Vl5QPDrwamVGdLm5bPDvn6Xfl/qqM6I8TK42l0u3Fh7ebGltKFhanlhYmvj5pystDeeCI5KIwemerHRaXCE3rcKemXEAy1VzDFfFRR50jjvokqCBDdZG+bd0XpF+/7q+8OHN7w/mZkY+TQ28en597v2fS/Njvz+/JZ4bGBkdKy6u9qUwuOmlLuT48tOt1zuu3Y+LfbFPWSwPXpMBb4Eg3wDZr2D5TbC8GCIztE1pSn7bAhgyLwd8BYO+A+BlABDtUFlv7pFKpdLZsYkArykIaAsE3gIBGzKgFRnZryDFVUBWeEhrqfvCe+Gbp788ZlCJjTWnT54qDeImmNgHAhqOwBGKrEmwnFkw6Ah+uy6OFhIfHRMdFRl1NKPIh5qooGHrRIhhBSdATc0t9PUwFhYYmCXKAoqGW1hbGqFMDVJS03EB0WBt750wFjW+PJAcgoYjHayRvq42nk4YDye7AA9nRwwS70eobLysg4sEmUUAyEQAFQ8gEwB4AgBPBiwSINAYBfNQBSOarCFR0TzQxCk4/tjpiJAUJztHZ3tbXzf7AA+Miy00OjSqq+Py9Zt36hrqevvaW5vr2lvra0+X4f19rNEIDotZXlJbXl5/pqG9vK6tqfNuem5NfMoJL283ZzukJ87Gy9HOzR7jZo9xsbV2c7B1trNytkNh0RZVpYVdPZdySppsfWIIYZXOpHS4Q1D1uabPmxsfp97Pzkwszk2sLnzs6eRfv9qbfjTV292T5E9iEhjBJB43iMsJ5LAILDaRxQ1kcQNZwUQmGU+ysnPGM5OwpBPG7onu9GN/vxn8vDwzNzO2sCKRzH4a7f+r8UxpS9sFN58gjK27r7Mfh8hiEXmsQA6XwOIGsFgEBjOIwTGPv2YAACAASURBVA5kMv0Zbg5476AI+8BYQ6dgA0duZkXb12/S5dmJ9fmp5SXJ2srC85/vdrY0RMfE2eG8gogMsncAl0DjUoLZlDAuiccisekkHjMwlBMU7OvmR6WGBLKSTe0YWmiSb3DqlEQimZ9dXZJ8XpjZmP9w50o7//zpxsaG0MhYMpnp6+HPJDJ4QewQMvcfFKByeRQeh8RiU+ixMQm8+CxzzwgtXDjUJSTjZHVObnZ1bfmZmqozNWfOnDnH5fFQSJijLcrJFu5oa+GERdqjEc5oNA4Bc8DYJqZlp5+sKC6vaRbwL3S037h3p7Tk1KVrN6mJFUpQHgQaB0bnyDiUyNrngXF5YMdMC2bBPynwv40LnGu7VFrfEZNeUHbhpmdsESIgis6NK0jNLDuedSw+Jjst4URC1KkTKa1NZ/JPZvF4nGMpx2PDYl7++mhDMvLwSuP4wHPp98Xr9SczaPb3e85925x79cvVWxfrV1enFuYnfn14vaOxjkRmBrIS2HE5KTmVhVV8ckTWAUtfNWTgIQxdFcNWtwvWs2MYwd1Dw2P/fPHr6uz4kzuXPrzvl0o3pNINqXRx5uPA/btdk+//mvjwsaiw2jeQEptbGsBOLq9o6T4jeMqhiHbKLcuAPkMg3wDwFgD6CgJvQsDfQOCvAPgLCFiSA2bkgGkAPAnI/rlTaTyUI50cl85+/JiRNrJNaQkMbEAgn2XAy3LAvDxkHaT4GYCMK2+bPJUx+OvPvz55FMZjdQsEqckZZFacEcr7EIKkaRO7GxEtb8wB6fhu08MFhSSExsTFJaVFJmR6k+P26OJcg6JDotJMTcyNdY+YGxqbGBkZGxmZmxtBzYwQlrCsU5VYQhxY128HlMpJqiIQWWhLmA0Maos0toKbYFAIe2trK0t4QAD1zIXbOg7hENMQCCwWDIsBwWJBlvEgy3gwNEYGGiVjzAXr0+RMGLKmtANwKjUsl0wLt0Fb42zgPk7Wvk4oV1uYnY0jkcj1J7JOlVT98fLVs+dPXvz2ZKD/1aXLvXYOts9ePO/uvnz8eHZHV1/i0cwzjb0hURloW1cMxtoVY+VihXDHWLlZo9xt0K5opJuNlbM13MUGiYSbJCTFllTVsmKyQepYZUv2XiQHrIY43dDyaXpCKHw9/XHs07jw41h/XW1pSWFudWWZDdKaiqcwA5hcEpdNZHMCOZwgNpvIYBMYHCKTF8ikBlBgKCwMR94PIwPa7mh8xODI6PT7t1PvhTNz06OifuHLZxVFmXUN53BuPsZGcLyrPzuAwSHyOEGc4CBWMJHFJjKZQQxWEJPhz3RzwGM96OoIH5COi6yea0Xr7fnFlZn3wuXZMcn0xPTHsYe3LpbmZ8bFxZtAUXg/UpCHH49I5VJCWJQwNonLDGIwg1jcoOBgcrCvu29AENvOg6N4yB44gAqKy1nYWPn0aXx+5sPS9PuZkXcvHt8qzDtRXFIYER1PobJ8PfEMAj2YzA4OYvHIbC6Fy6HweNQQDonFDAyKCI/3Y6fusKCCDCmy2u7cqIy+i73lZacqyypuXL1zpraBSefaWGGcbGyc0FaOaJQTxtrBxtbBxtYaDsPYYKOP5iXkVJTUNmWfLOy7evPG3fs97YKbN+8QI4vkocFgaBIIfQqEK5fF5kJwuWDc/4UC/zzEsLax7Yygq7HjUuf9F24Rp8CH7B3d6b2Cjqc3bp4pK64pPnWmJL+usujc6ZLy0sKykqIzlWcaas+/ev546VN/29m8t38+kEqXOyuOcrFHuuvyv2/N37/Crys9sbL4YXn+w/MH11rPVni4eeApweyolGPZRfnFdbSwLDWojw6GpmVNV0XRNTEcbWQQFOGhq2tclJfxbUMy/0G0svhxUTL+6sWtD8O/bqxOfvrwZmNtYmBIVFxYSWOwuXFprMj0yNi8REbkY1/3aTmFLUD+M0T2Cxj0FQx8AwFfwaBNMHgLBP4MAmZkwAvmCEkA+2NIwqe66rX+Zx9udP0V5Dewc/s6APksA16WhazJgtflgBVZ0AZYbgsATYGAT+nJK58mxgeFd2/fqCoudXHyCyCHhcTl0mMrAhMEOo6pcvpkiI6PorYDMTQ1+mg2mRPBjki38+TJH7R09OMSKcF6+kamxiauLu74gECUFUb7iJaGtra2PpQdfgzjFwNoumwz9ufGF7m6+Jpo69ih4KQgPx9fH6gFSlffTOeICcbB52hhs4ZNMMiYI2sWI2saCzaJAZnEgEyjICZhMsZssD5JxiAQpBe0ExZh6paUXtx+LLvIxdne1srI3QHu52LnYofx9sYnHc9LOH7q+MmK6oYL9c1ttefOX79+5+r1+5dv3b5468Yvv/11/HhOa1tn7XlBQlphfGqpTwAPi3Nzw9p7Yu28Hex9sHY+Dra+jnbejnYeDjauWGsMBoPBOoXGHvegJu8wCdqFjFGCBoPVsVWNPUvLyx8+jM3PTU1PDM9OjlaXFxcVnjpbe8bGyp7gTaITmOwgLovIZhNZbCKTRWCwAuhsAoMTyKL6UxEIJ4QTfb8VFdB1R5Kih6c/LcyOzn+aWJAszE59mBC9LC/MOFd/xt7Nx9AI4e/qz8RT2YFcBoHJJjI4BAabyGSQWMwgBt2f5ubg7+BGOYT2hxh6yxl6l164t7T+VTI1tjI3MT/3cVH84dHNvuK8E4mJSUbmKG/PAIKrD5tAZZN5NFIwk8RmB1KZAWQOgckJZPp7+gVSgjEebCVtJ0DdNjA+T7yyMPVxfGH245p4am128vXzR1kn0goKi4PD4/3wVF9PAp1A55HYvCAWl8Rik9ksMpcVxGURqQwCITg4Dh+ct9MqAmQRvtOC7kWOFjQJUhKiIsLDmpsvNPJbGQwuBmmDs7bFoawdkBg7pA3GCmNthbKCW1rb2sWdyD9WWHtO0FlaUnHjxt0bN+60Nta1tnb7hhbJQSNA5smAdT7IsQzikAM4ZAG4ExbMgref/oe9hv41MviDAvVN/NhjGWPi5aq2m4bOUbv0CV74mJLS8mZBXUZqYnpCdGpU2NHYiITI0ISYiJSEuONJyZX5hX+/eLwxP/L09oXJkT+l35duNJ5Kp9jc6z777cvcwG/3Hl9t/7wyuyL58OzuxdYzZREhYQEUnncgOzw2PTKhAOsfrwoja2GC1azYB6x46rZhh+AkHUNs+vGM96NvN+ZHf77dPTb08vmTmziUbk4y++PYXy1N5WPDfw4M91eUViXGJZmisO7EkIr6yzWFdY/cPKchSt8BpTUZhVVZ0BcZ4DsI+AoGrUMgP0AwCQKvnkiXSuakK5+lW9+XxkR/FmS/wGKGd+5eBuS+QmTXwOAvYOAbBPgCAX2GyH4FgAkAEGemSzc3P01NV5yuNja22H/QUOMIEm6Ht3TiatlF7jBjKxpSlPT9IKrWunA3anCiN4HrFRDm5h9p484Mjj6Rc7IsJfXYieOZBfllRUWVJzLzklLSYpOPhcdnRCadwnMyTF3CnKjpManFRadKc4+nF+bn8y+0Hcsp9A0KJtCjqdzEIE4yMfyUGiZYCR65Axm7Ex6zDR6nBIvbZhm50zJ0hxlTRttfUY+gZEQFHSZC3ZPY8SW+QQwLC0MblBHW2tzRxhprbY/CWAeyWJSQmJzy87X8vpaOK/WNHf4BbGJg+LuhSXoIt+Zck6urz5mz58OjEgxM7eNTK7CuFFt7Vxcsxh2L9nBAezpYeWCRng4oT0drN0drZ5y1LcYeZmlnaII9bOatZRVyEBWzw4QNUbFj8NLej0+NDA8PDQwIX7/6MDacm5nR0dGVmZlnZor2cg2kBrBoBBYtgM4IoNP8KHR/KjOAwQigsQIZFH86xsoDhg1SNvcBdBz3oL2v//Lrx8nh6fdjk+8npz6+f/fql6qyvHpBkxHcRkcP7u3ixwigMQLZTBKLHcTiEJmMQAY1iEEn0uj+VG8ngpMnVdXCDdB2AtQw9KTiiZmlidHh6cmRiYnRuemJaz3NNZWlLG7YgUNGrq7+AR7+NH8SicAgEhhkAoUaQKD6BdB8ySQvgq+HD4UZhnFnKR12ANSsLD3p74ZHJifGJ8dGPgwLZyeGX/72tLi4qOaswMmL4hvA8vEi0gOZwRRuMIXDo7I4VDaHyuWQuSwinepPCA5ODIoo2YkMh1iEHESzPQPD687WR4ZwOWxqS2tT84VmFptlhYDjrNE4K6QdEmljZW1jZWWNMMcgzTA26MQTWbml1RVVtR0C/sW29ns3bp7Myui7eJsUWyNvEQVA/40CuCzAMcOCWfDuHxTY+m8o8M+thr5LpdLO7ot5Jafn1jcvP3kN80/bpkvFuMVU87vqLzQFBXgH+rgRPdyInu4ELw+ir5ePuzPJ1zM5KuTN748XpoUXzua9/euB9Ptyb82JMFf93oYiqXTxp8vNDWU5K/MfFsXvH9zorK8qio9NIrMTdc2cjhjjjBB+h+AkDTRP3TrkAIqrYR912CHSwiVM39i+tbVZKl1fnRl4fLNtVPjil4dXnKz0itJDRvufnq/Ofz/099uhV3mZWXQiVd/M+pApVtcmwNzUuVrdQKKkLAUUN8FKXyCQLTDwFQJsyIBXZGU3waBvYLAEAlnCopfT4paSj82fOLV05bJ07oN0cHy5pEmoZTQLkf8KUvgOgnwHgC0QsAECf4GAPigpNSGsoilsO2cfBZVD4O0HZXcbQHYZbtdAyGnYg3X8ZA2oikYUpSM+Suq2OsY4J2ciAuEEh7nA4Z4wKy8k2s3extkObW+HtsegHNEoZ3s7N6y9EwbjaINxxWDcnT2ZnpQkTlwhiRqefvTE0eS0rJzCivOtaDfyNnW4qS3JEkezwFF1rCk7LGhKiAgleIgSgqeIDFNChO+wZO+B0qDO0UYYrqF1MMorbZcB4TCcGn20Ojgi1d/Pz8PZDu/jSsAH+PoGhkRGpWTlhManuweGxB7NTzme19zSyeVFWlras7hhMBQ8L7fA28PXAYtFIFEwpENSaiHW0RdtjXF1sHZ3sHKzR3jYw72wCA8s3NnW0tEO4WCHQkJhVCKLyojG+YQcsiSaOUUj3GJMUQRzS4fr1+5sbUlXFleWJPMzH6cuXbp8/dZde0dPdU1jF5dALjM6hBkRwgwLY4aF0UPCmaFh9JAwZmgYK4JK4qGQrjC0p6ENcbelz3YTbGhqxvyiWPp1c2NtfevrxvSH4Yf3b4bFxCvu1VbXsiT4kOPD4+OjEmOjEhIi4xPDE2LDE6Ki4hOjk2K50X7ugTj3QKgT4RDSb5exoy7K88a9J9+/bm6srSwuL21srLx88UTAb9I2tNijbuTkSqSTWLGhMZFhCRHhidERsTER0XHh8fFhiXEhcRQCmUTlBLISrdw4BrYB+hi30+f5c/NLq8sry/NzXz8vi2emHj5+yos6rqFv5xMQTCQwY8ITEyMTE8PjYsOiokMjo8Oio0NiooKjuHReUBCPFJylbEIw8k6mJ5UnH8+/fPFK4cnCo0cTWy80NjbVMxlUFAxqbwXDWcMdrFF21lb2GJQD2tIWbmxvY5VwND237PT5xsac4ylXutru3rzWJmi8eesBKbZKzjwUbJ4IWJ8EOZZBHHIBXC6Ay4Qy8v/HP4Lv/xZSqbTv6k9Ngp4L7Z03n/3hHlMqB+XuNacj3djhiSmmxkeMdQ9ZGuhb6OtbGBqYG+mZ6muZ6KixA73f/PF4bX70pysNY6LfpN+Xr57PSyYgbnZUS79KXj29fruncW15SjI3eudqW3VZgbMr3iswXsPIS+2Ii665pw6CpIFiq1ux1VCsw3ahhzAsSwcakcDu6237vjm1Ovv2p2v8kYFfn9zvc0RoFR7jjb57cq4if2L43RvRnwXZGRGsUDscHulEMfXkGZp7lR80md2+bQsk8xmk9BUE2QIDn2WALyCZL2CZLTDwDQz6IiMjlgFGZIFxEGQU2PH7PrXJwkzp1xXplnShpf61yv5VyLZNQGYTDGyBQV8B8BYY8mH7nmjFPTtAOyG7tUEH9IG9euB9FhAVxHZteyVdd7BBIMiQJm9IkdP0UFa3h6N8rBHOdkhHLNIZi/SwRnlgrFztkVhHpD0WYY9FudhbudugnO3RjlhrBycMDmeFxdl52uIIrl7MlJTMxLjEpOSjwTFpgaGpWkhvhUP2WGKaHT7Bm5ONJZ9QMKUAplyQWTDInAdAeSAzFljPVx1GIHCO+QRFcaOy2dEFhhiaqpGn0j5LB0dSUcHpk1nZ52qqW1ouHE3PPpZ+KiAolB2WQeEdPZ5XUVBeXnO2PDScjrGBW1vDHbG2EdwQPzd3a6QF2gqGc3Q5U9uYl5PLoQfRAnw5QQGhVAKH4BVJDWD4uXNJeLy7C97Dw8sRFxMZmZqRw03K0LHyMLYn5J2+kJpd4uHtF0Sh9PZdlojnpVLpyvLyzTt3vAMC96kfUVbRscXhGfQIJjWYReVy6TwOmc0ls5lBDBaZxaGFBAQwkRg3bx8aJyzdl3UM5clBOngWFBWKRANbW5vfvn8ZFL5KO5q0V01bYZ++oTkuMIARzOAFc0LZ7BA2jccm82gkNpXGZjN4HBLbBevl4kMJTckmBSfhAnjWroFEEvPmjevLK6tSqXTj6+b9ezc9PH0UlTUPG9u5+zCC2RFJMcnxcUdjYtJio+MjI2MjI1OjI9LiIlIYVBY+gMINPxpAj3fGc5zxVHtXv4qahsnJqW9bm5tfVt71vz2acUof6oJwYEYnFh5PLyjILcvPKshJyzyelJqWkJwYE58YlZAUm5IYfywhPj0ts8ICRw05VnHuwiU+v/Xnx09b23qPph3jNza2CFqoZKo1DIZFwZyskY4YFNYGjcVgHKxQdghLGwwmKetU8fnmlp6+wuKCvks9vZd6Gs5VCZov+IXmKZlzIeaxYKscCK5UBnsShMsHOeaY0/Nff1z6P1Hg7sNfq6pqKyvKzrf1OYXk77BN3G+bYOwcGpKQYWZqaG6oi4aaos1NrMxNYGYGMHMDU30NRpDnmz8fLc0MdDcVCl//LJWu9NVkJOJht7tqv32df3C9ua2+aGVpcm529M71jtPF+R6egR7EWFUDdzV9Jz2Y5xEESR3O1rTmqKIZahi6JjLI2oWeceLknduXv36eWhb3P7jVOtr/4udbPe5og/Kc6NF3T5vqK0fH+sfH/qouyIoNiY6NTolLy6SmnNKH+Ycp6w7u2rMuK7MBltkCgb4BoK8g8HcweAsESMHANwD8FZBZB4MW5EErsuBvAGQJAH7T01z744lUKpWuzbyn0j4AMl8goDUZ0GeI7CZY9jNE9o3yXor8vl3bNGVVDLcfsVJUhcvssQTtRyrpOCroecjq4SGGQbL6RIi60z5NG5y9P8mHyiSwWf50tj+T5s+i+rMYeAYTT2cT2Gwil0ngMYlcdhCHHcThUUNo/kxPJ39LOBbt6BsSn03hpYYm5RljvHZqY8ywVCdiDMqRRGDEBLITEa4sBX0vwJAMQHkALAyA8gCDQBVkUOSJ8vyq2tNnavkCAV/QdrLobHpuY1LamZqzF+vONqbFx9RWlF2/eLm7q7f+TEOzoKe24WJLz4PmrmsFxUWFRTknMlPO1dcmxka21TfER8VVlpXER4dkHTt6promITG+urqqqZ6fm1dUVl5dVlJVmn/6XCW/MLe4pLDk2LETqak5iXFpx49lhUUnhydmRKbm8WJPpGWVHsssTEg6zuCE4qnMyITU9OxTkfHJ9i6epigbjJOngyfRA093dPFHoBzMoWhzc5QlDG1iCjOHIk3MYFAYGoZ28CEyo+NPhESlU0OO+zMTnf2ZMBsnZy//kJiEkOgYBzc3PTNLM7QTDOtn7US0sfc0N0MaGJgZ6JmbGSEMdS0NDWA6elA9fQtTU7Qt1juQFc2KOkYPTSbzEnxIwdb2rihrOwqdk5CayQmJQWMcDM3RCDtPFx86iRrq4eqLsLQ2NbWCWtqamyFMTBEGJigjE7SBkRUC5eTlz6RyEvC0aDwt0pvIwTj5WFo5+gcx41JPJJ3IY0Wn+LETKHGF7GPn0ss6cktbMgoaTuSdzck/V3O2rbisrqyq8UR2+bHsyozCuoLK1vyq7pjsxvTK7tNttxu7b3Reutnee7W2tq6zo/vWzVtMOt3OCumARtojYPZImC0SYYdE2SMRtiikjR32aE5xy8W77RdvXbx6/d6DOw8e3Co+mXnl2g1ybLG8GQ9kHgtCZ8jgSmQcikC4UxDHLCij4M3U/0CB/xL3fnp0NP3YpWtXrv70Au6fusMmWdk+Vd8thh2TYWpsbG6kizIzREONrC1NkBYmUDN9Qz0NFs2v/++ny7Oia+2V/a8eSaUrPTUZEW5G11oqvn+TPL3X3t5UvLw0OTs7evtK+9myQiqF4xMUqW6EVTe00bZ0OQIjaSNDdB1iDjmE7EdRNRBkazcOJyzhzu0bUunygmTw5596J4Uvn9+57IkxqSlMeS960dR0enTy7YeRF6UZyWHs8MToBAaTQo5KtfWK9Npv9ny36qqMzCYYtAUGfwXJfgdBvkAACQAsA8AaSHYdAvkKhqxBwGsQ2W8gyCYA+nvnzk9nzkm/f5dKt8RlNSOy8usQYEUetASW+wKSX5NRvKN60G2HxrZtOuDdR4A9+rvUYIq7TQBlYyVdnKKuu9IRLyV9P0VDAkTDYZ8mwtnOk46nMYlshj+D5Uuh+1KpvlSqL5XmR6P70/8lZgCTTuTQgkJJfhx3J7yROcrUxsPWP8rIgauHIe81sJc/AKeEZF69++z2nXu3b16tq6vLLq6hxBbugVFAZlQQlCljTpfT9fRkpT19NTD0fnBg4M8R4ZuXf/xy6fpVblQuEsuMPFbd0nctt7CgspZfe679eO7pRkHXhZ6bdZ33TpTwc0vP15wRFBdV3rj+0y/PXibEpfz519v6rsu/Cgeq6uoa6jv/fjdRK2hPyS73Iiba+kb68447k+KdCWkOPiloV54XLQrjSUG7MExg7kamdp6+bAcXyn41sz0HTXYfMNm930BF1eSghomKlsnOg0fkdmnI7FBV2K2pfODIfg1DdR1zFU2jvQd0t+3SkNt+cJeKtoE5+qCW0UFtIzllFTlllW171Pep6atqQ1UOWSirme3WsNyhaqaoYgjaeRi0UxPYcRDYpSGvarBN01RJw0RJ1Uh+j7bCLk257Qd37jqkb4DS0UNo6yEVlA/L7Dwkt0dX8aDxdk3oDk3YLi3Ebi1LZU3T7Wr6ivu1ZHaqghQPym7X2LZHV0nVeKe6kY4RwsnF1xbrumO3hqKyhp4xWkcfbmCG3rFfG7JDXW63juJ+422qUGVN2O7DcGVNi71a8J2HTLarG8nu04Hs1QX2GspqorYZumwz91UwC1A09lMw8JLV85TR9VCBESnxFS7UFC/2ib1GbvI6OGUTrz2m+L2mQQcQ3D1w7nYoWQvLsnRlnCg609Z1qbFR0NTEp9PIKJiFLRplg4LboFDWCJQtEmGPsrCztraxwwXSQo7nlFedbS4sq7hz+/pfLx63NtTduv+QGF0oZxoChiaBMBkyjiUQXBnYMRfimAH9j/UC/xsFfvr5l8pzDd037198/MolrFAOESIH5WkgmSRGgqmxgbmBDtxYF21uZGVugoSaWpgZGulpMkg+714+XRUP3+mrG373TPpt+fK53Aya3aNLDdIt8S/3uq90nF1b+TQ3O/rwZnddZZGHp7c3OdglkBfIi6OFHHMnpBhhQvXtI484RmjY8gxwkeYOHAuMT3FJxczUyOL86NOHl6aG/n52s9fNyqAsO3ZC+EdXa92HiTdDohcFeekMRjCTEZZ6NJMemW6JC7FXw1xRVl1SkN8Egz9D5DbA8p9BoA/bwGMI00k0bnKf6oIs6BsYtAUCb0BkN8EyX8Ey/YrKH08WSze/SaVb8+f5op3KqyBgVR68JCMnBeTXFPad369pqaSpoKAF2a110AgBt3Wzxfns07KAHLBQOITbruOx24SgZBgAHLBROQR3sfei+1OZRDbdj870IdN9aVRfKsWHQvYmk73J/44DKp5OJTCDfBjuDr5aR8z04c4aUD9gv428qp2SOpIRnj4wOr2+9W3r++b6umR4uL+lozejrCkovgxiQgSbkEE6bvjQ3Hfj86sbX9dWl75+Xp4cET75+X5zT19Fyy0zHEffOTj7/FUnWjLUM8HIKfawQ5SFT6K5V5Spe9Rha5oWgmBhT4PZkb0DYjz8InyoCR68465RuV7xue7cVC/GCW/OSTvKUS07roJWoLIpdz+KuxtB327JBo4EyRsQd5v779Rz0YaRAoOzKKHHWTF5jOg8UmgGJSKbyDsewEnDMxP9aLE+pEgPQoizL8fVl+OJD/HEh/gQw32I4W6+HCcPKtreD2nni8bhcR4URy+qjSvR3NoFinFF4/ydvdnepCg/aqInKd6ZEIPzj7D1DLZyoSOcKZauNJQPB+UfisaHW/tHoH1D4a4MC1yQuR3e3N4f4UyycqPCXcgmDgQzZzLMi4MhRNlR4rDUREd6ihMjyZ4SZU3goXyZcA8qzJ1i5cm09uHZEMLtiaE+zGgvcgieGYV2IxlhvFGuFIRTINwlyMjO19De38yZgvDiof0jbYNisZQ4u6Ao28BIK0Io3Idr7sbA+Ec6UlJ3mfiAtN1ljAggExLYlAoyowNmTMCYBjGjqdiGqdjwlBF0GWMixDRoG4KxHcbaYcnbZhkqa8IG9Em7rTgGLpG5526cFfR29V395de/bt15EBUVFxUVn5h8NCn5RMrR3NSUY6mJSakp2URSuF9QaGZhZdm5czEpSdduXv/p/t2WxnPnm1ucaGkyJsEgi2QQJkvWqRSCKwU75kEcM6D/min8X/cXuPXwF5dAnl/wUTQh+pBziCKSLWNIPGxOJJHCjfS0THU1LA0Owwy1LA2PmBvomhkcMdRWY5N8B14/W5wWtdcV9L98LP2+1lFxjGGj3X2uQLq1cPey4Hx5zvLCxwXJ+6f3Lp4tEX4zpgAAIABJREFUP2mPdXAnMmjRKck5pUknKgKZGboWpCMo5mFr1iEbjj42zNwhxMKOZGGJqa0qWl2ZePKgb0L0x5Pr7U5wreKMyImB3zsbqj+NvXn15kVcQpSrh5+JpaOJpbOlHfkQlGR0yCV116GB/fvWZcBfwJAvIJkFEPDe1nLrj4fSTx/WEmIk8pBvIPAmWEasACzLA+sgQLhth7i8RvpdKpVKZyrL/1aSXYeA1sFyq3JymxDI6C6NBGVdDVlNPQObmKN5gu5Lt+7e//XZi+a2ix5BoapGzsraTntN/Lcb+YMOoA9owl0dvOh4GhXPovpSWb4Uhj+d5kej+lIpvhSKD4XmT6f50360kP3J1AAayZvq7uCtpWOia+Fw2BIvr+Ykd8Ae7kAVjU3NLy58mvv4cWpYMjf69MmtAdFAVHIGKy73iGM4WNtTE4l/+mpsVrw8Khycef9+bnL8Wl9nU13N1Us3Sk+3B/EylHRdGCnnVczowEECoEmDGIcBxsGAAV3OlK5kSpM3osoZMeSNmbK6JAU9krIpewc0TBERuQ3J2Qunq8K4ey15yoiQveioA1Yp+5Fpe61ilDEhyrYRO61jd6Gid8M4e8yDKLG17qwT+g4kUzcW1JNn6hFs5hFs4soycqGbuDAMcSRDO6KhfaC+LUEX7a9rjdfD4PVtCAa2RH0MXhvleQjuqmPleRjhpmruqA5z2W9qt9fYRsXMXsUMq6xns8/USQ3hq24VoIrA77fwVkX47TZz22XqssvccxfUaxfMZzccvweB3w3zVzb32mXmttvUZYeZ0zZT3DZTx+3mLjss3XdaeijDfXZb+e9BB+yxJuyzCVKxC1KxI+yz8dtj7bPX2mefje9+jP8BW4I6lnTIgWjkRsFSo+0pUboOQYfsiJo2RB37QB1ckLYjWdeNqevO1vXkGfqFG+MjTQMiTQMizAKjzEmx0KA4E7/I7SaeCP9kDCUXdAQvZ8aCQLmAKReAhgGwSMAiAjDnASYMwJgGmNIgFmxF6zAFFFcexlKy5MgbMwAdopwRSRlG03OOijrVcaKEX1nfVXqm7cKlnxrab4Qn54YlnYxILQ5JLq5tvpKaUR4SU0jl5DDDsoI4kfmVpecazz58+PjZ418y01Oau3tdWemypiGARTLYOlvOsRSMKwE5noQ4ZVowC9/+gwL/3RzBv8fNn3/bb+K+0yTwICZsn334PlyYiWcMnppSkFtC8HHEu9sGemID3Oz83Rz83B09ney8HTFFJ5JnJkQrcyO/3Gl/P/iHdGv5Wv2pDCr2fnfd903J619vPbzetrEyLZkdfXSru7Y019fP348aZuUa6ELgEFhJcDuypqGbpon3AVMvFTPvw3CCgVWgpS0xIjzx2c93lxZHfrrbNi589uh6Cw6uUZoVMTnwe3NNyfR4/4uXv8XEhrh7eOlC3ZRUbfcf8dA0pxhAKa6q6G4V7bmdCuvywBcwMA0CpsLZ0s0VqVS6dan7/Z49n4Fd34B9azJKX8DACgh4qX5w7e4tqVQq/bLxMYQ9JAOsy8iug5TWwbJL2+W6Dx6w3a5DI8f+/Oz1lGR1anZ+fHT8j1+f//XH37fuPWWGpaoaYOUP2cvruIJUECoaFq4OXnQ8gxrAJvvSab5kuj+d6kel+FIoflSqP43qT6P4UX+I6k+hB9BIXmQ3e88jemYGCEcrj1BDG842dbuMwvObm5vv3w/PzLz/NDUomRkuL8k6X1/b2Nzm5E2FeUQDKpjA0KNT4oWxwYGp4cHZ0bEPI0PtrY30QL8X938qOlmRkJJ7wADHS6o5ZEYF9noCe9zljTjy6FQFRMxuS84BBEfVNmYnKnInKmK7JW8njLfbjKtiEXHAKnaXOf2gOVHNlHjAgqViHXkQE62GjlaBhu+D0vfDA/fACCoIhioydJcxBemXSkqsJB07ndf7c1bHw+yun7O6fs7sfJzV+Tiz40FO56PszgdZ3Q8yux9k9TzM6X2c1f0ws+unzO4HWd0Ps7sf5vU+yut9dLLv8cm+R6cu/px/6ef8y0/yLz0puPwk/8rTrN4HKS23MrofZ/b9ktn3LL37SfblX0/0/JzZ+ySn+5fs7mfZPc9z+l7kXvwj7+LveRdf5F/+Lf/S81NXnudde37y2vNT138vuPXXqRt/5d98mX/r74LbrwtuvS68/br43puS+69Lf3pT/vBN+cO3lY/7K5+IKp+Iqp8Onfll6PzTgfNP3p1/MtDwbOT8s/GG5+P8F5OC3yf4f0zw//jI//NT08tPgr9nml/PtLyZaX0z0/JmpvHN7IWBxb7BtZCSbkUTP9ewKnVsDKBPljXnQcxDwOZhADQcZBkFtgyHmHNloGx5S+52qwglZIQiNGQHNFRRj6GkRT5oytC0ZGghaEY2XLRnnD0+yoUcZ4oNsnShRmXW2uIjLNw4ll5heg6sjNo+d2qshQOVGX2KFpoWFp8saBf09ba9/PW58OXf7e2tt5/+4RdRJAcNA5kng9G5srgSMK4IcDoJdv6fKfCvYwj+Fd13nqjA6Co2R3ei05Qx8fuxYd4RJ88J+m5fu3wyMyEvPSYrNTwzLSojNSY9JS4tPvLU8aTW2rKxgb9mJ9421+a8+fOB9Ntyd1V6qLP+xYbi71/n715sqivLXJmfkMyO3rvaXlmQHRRID6DFqRs57DmMUjPC2nqybd1ZFpgAazcGHBdohHQ9YmJrDnO80ndVKt1YWhi6faNpdODpvSuNNtD9hRm8sXdPG6uLJ8dFv7/8MyGK5ePhuk/PQe6Q9359orpJoB6MhjYgJ6hD/ziwf0VeZkMOmIIAH8lE6fyCVCqdaaj7S2n7Z2DPN0BpCyK7CQDjAKjfH/9t+pNUKv3y+KfhQ4clYGBVFvIZorgBURjYuT12lzKDES6cXljf/CZZXF9cWF+RrIk/zt29cfvqlasVNTVwrKeMKlJG0w7YA92vbubm4EX1p1MIXAqeTfElU/3/5XkaDU//FwWo/jSaP5XuRw10J7nae2gdMTpigbFwphyC+e7UshJ0X5PMTv395/PR0X6R8K+Bt7/VVhWFh/A6O/swDj56aDKwDxmednJy+tMfzx8LX74Yf/fu9Z9/NLc2+Xq6PL17r7yimhMZe8DYlptYcsTSx8iW7s0+DvWJlTHjHMbGhabW0qMKbPzjOMfOsROLgxNPRqYVJubU+LGPYQlRudUXzvC7S2pbCWGn1K24amjefvNAG5+E/Nqe1isPT1XybV3ZGsb+alByQGyFf0pJ29uPV6c2+8bXe9+v9b3f6B1f7xlf6xtf6xtf7Xm/0jW50v1htefjeveHtc6JlR/qmFjunFjpndzonVjvndjom/zcN/m55/163+RGz/u1rrHVrvcrXZOr3RNr3ZPr3ZMbXRMbnRMbHRNrnZNrXROrfWPrfeMbveOfe8c/97z/0vN+o/v9es/4WvfoStfYStf4avfEetf4WufYWufYRufYRufoRufo547RjY7htc6RtfbRlY7Rlc6xlY6xlY7Rlfaxlbaxlbax5fbhxc7h+c4hcefwQtvQUuvQctvwavvQcsfgUufQUptooW1wpVW0fGFo8YfaBhfahhdbhhdbBhf6xjZ6hcuWQamaDqGOIRUyhoGyRjQ5U46saSjEPAJiEQUxj5Ax4UKM6NssgnfAwxXNgneYhcgfocmp442twxPS+UWVvcdyzjJD04/lnMnJrz5VUJWRVZRzsuxkUVX1+bbK8+2V9T1RacVVgkuV/O7TzV1tV282tLddv3envaOt7cKFVy/+fPn7X0UVtQ29j7zDK2TMQgDzZIj1KRlcMQh3CnDMAzllQRkFb//bcYH/nwIVzVf2o0O3WWftwRXvwWbtQIS4cjPK6wSXejvLivNKC7Lz804UFeSWl5cVFhQWFxTUlpbc6u2cGhtYnh18dJ0/Pvib9PvSpTMZ8b7Q2x0137/Ov/311t2eho2VT+JPw/evdZbmZTrYe+ApSWr6rvt1HNRNXdLyz9Xw+4iU8Pqm3ldvh+oFza6uHsZ6pn3t7dJvi8tLg69e3p4Xix7faYsL9bl5sUYy/e6XR9dnZj/+8fJlNIfk6eK4z8gRfMhT/qDzAT2PQybeRgZkBxNc3WGj6W2HVmUVJRBgQkN1vbdXKpW+7257qq3xHgCLAeA9ALyRl3/j6PH5ya9SqXSz/02/G3YaJLcJkt+SkV8DQyZ2KrfsVSfqGP/04o9F6beFleWVpY3Vhc21xa21xc+Tw6PnqquqTpc4evsqasBlNdDAbmMVdTNXrCfZj0oK4JDwbJo/nYan0wMY9ADGj0KAHsBgEJj/AIEfhe5PJ3lS3LCeapo66kaW+4xsQCqmsir6lfWCjZWliVHR1Mf3k+NDc5/eV5UXx8XG1fPbdU1td+k5AnugbuTgsU/Tb97+OTb4dvDt6/ejI43NjUFk0v2fnh09WW7vQ9qph+EmF+jDHTtuPZZKpSeqmoGDNom5TVKp9P6jP5OyK4enV5fXPn/f+rK0ujS9/PlY0Zmwo7m/vx18+uyX2cX5yZVNYuzpHUa+1gERT95OzK5u/fri9efP32/eeq5r5mFHSHOLLUnpvtfzYYkvnOEL55pEc43COf6gmD8oFojmBKJZvmimSTjNF800iWYahdP8wZmmwZkm0UzT4EzT0Cx/YI4/IOYPiAUDkuZ+SfPAfLNwvnlgvrlfIhDOCURzAqG4WSRuGZxvFkoEQjFfONcknGsSzvGFs3zhLH9gpmlgplE42ySaaRLNNommm0SfmgZmm4Rz/7z+4/3/WXN84RxfOCcQif8lvkjMH5TwRWKBcFog/CQQzTUNzjcMzjcOzjcNigVCcYtQIhgQ8wckfKFEIJL8eKpZKBaIxPxBcdPALL9/9srkl1OXX8iaedlzTxp5JUJ0/WWNmRDTcLB5FAgaA4bGgExCQPoMiCFLxpgrY8yU1SeAtLwUdLygjuzk7Kr0vPyC8pLYo4kJx9POnGvIyykoLCytrj5z9lx9xemzJZVncwuq0vMq8otP5+Seqj1b8+DR3d6LvZev3j2RWUGmJVTU9BZXtfkzEknRFaqYCAVYNABNAVufknUsAjnmAY75YKdcKCP/7w+L/6daoKTxynYET842Y6dj0W6HXEXLMLh/ckFtx6Xr927ee9x98Xpn3/WKs83JGcUpmSXJR/NTU3Kyj+e8e/VifkbY1VjQ/+q+9NvipXMnkvCWN9uqvn0V/3q360JtwfrSlOTT8J1LrVUFuXhfih8p/qCe897DdgZWftFp+TR2ONbO5ezpuq/ra5K5idvXex3RmM6mBql05dXLO3l5sYuSMcnsyPDAk4W5t1LpUv35sivXegaEotSoMC6XpwFzV9Jy2KFqrbDPYr+OjYaBh4GZA+GgQdd2o49K2usy8hIwMGwOW2vr/T78bvNK21RiwlQIdywqYqqiRvp2VDojXupqFjoiRuSBDYjcJmj7Z8iOyR07+7QOx8KxbHzIzPS8ZHVpaXl1Y/7z+vzXpcXNxaW19cVl/tnauNhQDzxeSd1cVh0O3mt8QN3Exd6DimfQSCEUIo9OYLEC2axANoPA/MECBoHJIDBpeDrFj0rzp7IIzCAPipOtu5qmnroxfJ+RLVgFCigf9iYxx8fGhe/6hQP9/W///vRxvLK8tIHfygxPVFQxgqgiQQdhyloW51q7/n735u3bv16/+n14RCRoaS4rr21ouuJOjDygZ7dbz5UTm+/sHTQ4Ofltays2JU8f5XHpxkOpVFrX3GPmSCSFp73qH9r8/v1ULd+BGGuG41g6MV19OH5+gQ+f/LwslYZmNO80ci9tvbghlVY1tOOc8ULhe9HolCsx1D0kzy+jvnlkSTA8xxdN80WzTYPihkFxw6C4aVDMF83xRTMC0UzzwGyLcLZFONssmhMIZ/9DorlmkaRFKGkRSloG5lsG5pv7JS39kpb++dZ38y0D4mbhXMvA3IUB8YUBcWv/XGv/XEv/XHP/nGBgjj/4XzTLH5zlD87wB2f4on+Y/J8S/yeJ5v51w79TQCAS80USgUjcLJwRCKf5wtlGkbh+UNwwJG4SzfIHZgU/MCQS84XiHxRo/kGBATFfKGkZXOCL5lpE4q7hJaf4ImV0oEdU+TaTAIgRDTAJAcwiAWgMYBELMosA9JiAHhMwYAN6FJAuHqyLB2l7mjgFJ+VVH887WVxRnFWYdfxkVnHFmbLK83mF5SWVNVW1dafPNVbXN58VdCRnFp4511Rfc+ZCY1NPexe/oa22pguFIavquPPiz/ixTimoOyrqBoH0mPLIeBAsGYzOlXUqADvlALh8kGOuOSP/9f+RAsUN1xWRLIhDsoJjxk5shjI6SdmUaWhNRzvR/eiJpXWXTlV3+7KPqZt7aph7HTL10DJwMjF1ePrw7vrCyI2uqsF3j6TfxRfPHo1y178iKPm+Nff8bs/FpuqNhSnJ9PD9KxfOlOTyOOHegREH9e13aSB9yPFe/nRnnNPxxOSGyuqpkYEXT28Ovvkt79jxy22tUunayNBvDfWla8tiqVQqlX6VStel0vXevqbnv92dnJxMjEmkcqMPmtrtOGDo4UmH2eC3a1rqwNwcXIKCaWHxMKeefaaflNQ+Q2TnAfDoHvUPFPJqXeXnm9c3b9/aun3929XLK0XlY76Bwv17pyHAZxngGwS0DlEY2b7/FxiqhkJ29ybTWUcl0xuLSxvL81++iL+uSb7ML6/Nr62srS63nq8PxAe4ePsrqhlt10bv07U5pGPhZONKI7CYlAgGNZJNDuZRgrlkHofE5ZB5XHIwO4jDJLJYgWxmIJsZQGcFMOh4lgPGVUXtiJoRao8BDqyCktlvrrhPKyMzd3lpRSqVftv6IpV+f/nqz+TjmdsO6EL2GoJV4TLqSGCHrhHS5daDn79Lt6TSTalU+vbNu6bGDk9fnoqOndw++H4DPCv8VGzC0ZX1JenW1uyn1aGPkoW1L6sbm8Fpp7YZOtkToyZnNybn1rFBiQoGeGWTIJh71JM/PszMLnyc/ljZ0K1pEWhkS/l1YPDT8opfEM/RJWhw/NPzN2+Dj2Z5RGQWXn/VObbBF87xB37UAuKmQUmjSML/R7acEwjnBP1zgoE5wcBcs/AfyfOHi/gicdPgXNMPW4rEfJGEL5LwhWLBwLxAOC8Q/cjM4paB/yTBgJgvEjeJJHzRPF80LxicFwxK+IPif+JA/F+8/U9J/qn/av4fX9Us/NGXpHVA3DIwKxD+qAUkTYNigWiWPzD7T/NL+P/qWjQvEEpaBhYF/ctN/UtNooUmkaR9bKX8Z9EeWyqSdBwRcBTQ8gZMmYAZDzAPBaBhgAkHOEICHQkC65FARwJBOkTwEbKsHklJ2xvrE15c2VhaWlVSWllxuu5UceXp2obSitN1DQ2lFRVV1dWCCxda2jqLSit/evyoq6czNyc/O7Owsux8U2NP8rHCmNSSho7HtKgyOU1/eb0wkEG4AjoJBI0HW2fLOp8EO2cDjgUALseMevJ/rAX+bcnQd6lUWlh/XRHFAGPjFFzTt+PSd9uf2G4esfMIYZeO+x5DT0M7joEtR8eaoYYgq8FIWnDyITM/I5jXk8ePNhbHbvfWDr55JP0mvtaYfZyGud9dI92a/f3Bpeut9RsL05Lp4Uc32ivyjrm5unsReAf00Gp6aAYnBY3CRnM4yTxedVZmc1VBRgKni1/TUnfufFXlx9G3U5MDUx+Gpj9MfBgZmRwdGB99PTL6bnz8zdSnd48ePaLRQpx96DqWdroGZudq6pvarvkxo/KrGr396Bd6b/F4MYGqpi17Td8oq03v2LYMkZkHgI/bdwyqag4f1n6vtm9q37ZpWcgyILMJKH4G5NfAcgty4OE9u87u2k/X1MfZ4FSgdrbObOHIwuLKtyXxl425ryuSDcnyinh1cWFBfDQxiUQgu3sTlTVMdx6CqerbaOshzIzgVnA7NNIJjXLCIBzQMBtruK0N0t4GibVB2mMQdhiE3Y8We5SdLczGBo7V17XYq6qrbYnbrYeVVbWSOwCT3X1EeY86mcLmN7ddu3bz/Pn6gCCy0l4NYKcm+IA5RBUGPmApsx8KbDt8QMuYyeMVlxdm52ZTKSx9fbjSniNyB8xlVTHKev6cuCJBe6dU+u333/88VcRvv/bTmlQ6ODlj7ReiZOQek1P3dUv67JfXpnb0vZak3WZe2iivAHp4fUPD6trShZ7b+3UcLbFk0YdPr4VCqKVNUkru3MrG3d9+pSWlcXKrLw0ut74TCwbETQPTzaI5gXCxSTjfJJrji2b5ohnBwDR/YK5xQNwwMNcwMNcgnGsUihtE4sZBSePgfINIcn5w9vzgbP3QTMPwXOOIuHFQ3Cicq/9HEp5vGBQ3DEoa/1GrS/giSZNI0iiSNIjEAuGCQLQgEM43C+cFAxL+gLhZJPmhFuH8D1gIROLmofl/kEX447/jPzzfLBS3CiUtA+JWobhVKGkVSVqEkjbhfLtwvl0oaRVKWn6wbFDcMjTXMiRuGZS0Ds23DC20DC20DC21Di63Di5fGFxtFi63DKw29S82DS3WCecahOLuic/M0k45E2/vyMp9cDqghweZUEFmTLAZA2REAnT8wDq+Mkd8IVrekMM+kMN4mcN4YI+dCRKfdqwg/WhGSWHp6Yra0pLKY+mZladrq2tqCgpOFhblXb7S09hUV3v2bOHpkvLzFXlFBfkFZSkp6dm52adryxpa6juvXecmFm7TZYKPRIGNY+VQySCLRBAmS9YlH+x6EuxaKut6yoKR//eHpf+GAv9/FDfe2I7iyNqnKLhkKjhm7HDMVEBEbTegKBv47zIjHrBk7zNnHoTT1ZBkDQRFC07VNMcbWfk8ffpsRTzS0VD89sUD6beFtupjNAfdi3V50u9z96+0NFUUri7MSGbHHt3qKjt53MHByZ8UqWbooGVsz2CG4zAOnWfqmvNPlsWFVqWG1xceLcqIb2s6g0HCXXE4KgFPJeAJ3h6eTvZuWIwdGm6NsrS1hWOdkAgruIkpDIbAHtG3NDaFVdeeE7S1N7V1vOoX+fqQU1OKYDaB2gYuNofswpQNL6vojuzYMweSXQBklgHwBgi0CgArYNAGRHYVkFkByX2SUXq9Xe2GlsFpBMxT28xYF6MNxR5AuB/Ud2wQXF5b+7y4sDwvXp2bXZ1bWFv//PXuvXtoJIJJIhP8SepaFjv2HNmxV2efqt7eA9qK2/cqKu2Wl9shK6MoJ6MoC1GQhSjIyyopyG+Tl1WSk1GQlVGQk1GUgchDwApgkBIgu1Nx76Ht6gaQfUfA+3SB3VrAdjWQ/F4AkAeA7XIK+wFgOwAoAvIqwDZNQFkX2GUIKOsDO7WB7WoAZBsAkT94SBsA5AAABADbwNs15dXggCpul1FgXE7N72/fSKXSowU1wA50UuFZqVR649HvalDvHca+9X1PpFJpc0ufiqnvQRj5aKHgdEPn8ey8q1dvfv4qvXTjVyQuyM6HdfOXvz7OzVdWnf7rrz+n5uYqBW2O7JjaR286hhf5A3NNA4tNAx9aBj62vlvvGv/WMSFpHZm8MDjRNfipZ3i+a2Sla3S5c3She3ype2ypa2ype3y5e2yle3SlZ3Sle2ylfWyhfXy+Z2Kxe0jcLRJ3DS21jSxdGFnqHF7qGFrsGFrsHFnuGFpsH1rsHF7qGF7qHF7qHlrqGlzsGVrqG1nqHlzoEs13Dy11j6x0Di11Dy71DC51ihbbBxfaRxbbRxY7hha6Bhc6hfNdA/PdAwvdAwsdb8Wd/ZIe4UJnv7irX9LZL+74f5S9Z1Ra6d73jz12scSS2As2bIiACAj2XrEr9t4REFBAERWxdxTEXqOmGNP7pE56TybFxNg1UZOZZGYyx/+LnDn/s+77fp77PKzPutb399t7bV7tz9pc17U2zzbHnn0cffZx7OnmyOO1sSdrw49WBh8uDz1eGXyy2v/4Q//DhaF7HwbvrfQ/WOm7tzTw84eBWx8Ed1cHXu70v9wQvVgVvljpfbHc+3xl+PUn0YM1w4AcU59cVFylpIGfpBlezDxazDIGYB4OMPEXM/aVNPKTMPAR0/OV0g2Q0fGXUEHawMJzC5nkUgaDWVnPa6hgVpJJZdTy6rJKbkd3V2dX00B/R6+wo6W7m9PU1Nja1NHUWMNiFxdRGJWVTS21LW11w9NHCMVNKlYZAOM0ADhPwpEkZksUc2aIe3HFPGqlPOrlfavtEmoeLP5newe5PyyAIsu4MaWwZXK4MhlojjwoEggKUbXGa9mnatql7rdP0HaI0YXEGdjH6duGWsODfrp89ffdxYvHhxZf3t37/unoQC0l3u3iRPve99X7N06cn5v47fPG6sqrk0eGG2qYQcHR4QSKtoW3tikmPrnQGYaLDYoMw7i2l5WcG+e3VpbMjvT08VstzU0NDh40NzSwMjawMNI109cy1FHX1VQ9qKWqraUCVJNVVVUxMbZwcsRYWcPMrSCl9Iqq2noSnZVJpEUn5kXGFoKcQjQdgjQtvPUUrIPVrJkmjjMw5A172wda+9/sk1mVlNyQk3+nqPxER+eKqf798NCbTF5BUIQ3BuXmERoRVRAQmYbEp2qYOccTsq9cuvxhcXF1dXNj4/Pyysdz5y/5+vrYWVtGBgfmZ+WRKZXZ2aS4+PTomOQwfKyPX6ALEgWxc7C2sLQ2t7AEWViamVuZW4ItrcAWVpYgkIUZyNrcEmxhZWNl4+AAxWA9QyISYpKzU/LJyfnk5AJKQmZ+fGJSVExMUHCIt6+fl49fMD4yKiE5MSsvi0gtILOKSayCYnp2TmFqanpKcgqxsDA5PiErOaWUREvPYxg7hovpeKuBo1idQ4/fL71a28HFFwIOejZPnlvf/b28bkhW30PdPnr8zIMPy5tZ+RUKxr66sIS2wTN3X64++uXdnce/9AwfwQYmFTI70sh1uPC06ZPXbz96M3f2SnVrT0gmKbdlaPr1bt/jtYHnW6JkgywOAAAgAElEQVQn26JnywMv1wae/pbFPxNd3VPEn6g+dGrwxgvRxeeDF54OnH88cP7R4MXHQxefDF18PHjhyeCFxwPnHg+ef9F/6RfhpReCi09EFx4duv6q/9Td8p4jZP4RmmieJjxOEx6nCueogjmqYK609xhNeJzYNUMVHqf1zVN6jlH4R0u6Zklds5SeYyXdc8Se40Xdxwo6Zos7Dxd0zOS0TGW3TmW3TeW0TmU1jmfyRjN4o2l1I2m1Q+nc4az6sdSawaQqEYHdF18hiGP1xjF7YhhdkWXt4dTmCFpLeGljMIkXSm4IIvL8i2v8izihhXUheXXeuRyPDKZ3Srl3MhOTzExtnxl/u9v/cl34bEn0yyr/6Ye+Z2vTC1+JA+dkbIPc02t1EPEAAz+AaTjALAJgGgYw8BM39Jc2DgHoeQP0cOK6HhI6nmKqKHUTHy98UURqWSiBEpPOiCCQA6OLvfDEqHRGan4ZmVpOJhP5vb10Nndoau76jXu9bT3dTT2HZ86cv3Tt1q1rd27fuvPgRRalS8EsCWCWBgBnS8NKxWyKAfBygFsNAFcj5V4n68W2ia+69377P7JAbd+cPDRJAkWWcmNJ48r3udKkHTLlzfBqZoFqliFadgRtu2QNu1gdx1g9SLyhfYyxfagV1OfyhUu7W6+G+JxHN8/s/fVpopuZ5Ak+zK/e+2tjbqa3vaFsd3d5Ze3V8aMjtRyml39kMIFmBI1UN3UPjikKj87R17M0PqDfVMV89/Tne9dOP314Kz8nU/+AlpmRvonuAZD+ASsTPXtLY0ewKdhcH2R8wNhAW19Xy0BXT++gkbmZraMjCuqEcXXzhzl7Gpg6als6WyD8DW08Nay8gHYhSpbBMpqu6gcw/iF5h8ZOPz93uy+zhO8XfiGnkGJsUWbnfL6igZOQfqh//MKTtwFpeQgsLigwJsw/JsDL2z80wsDIOgwfzmYzmhrq+/r6e3pEJBINiXSxNDf19cSlJcSyy8rHhsePHZmbnpyempgc6Ovr6epsqK2tY1fWVbA4zPJqZjmHUV5VTmeX0TgMelU5vYpB5zDKapkMXmVFfU11W3NLn0A0Nj45c/jo4bn52ePzM0cOHzk8cfjw2Ph4//Bwz/Bw7/jEwPTs+JG5mWPzR0/Mz52aO35q7vipY3Onjh49Pn3o6Pjo/KHxm+dOvHr0oL6BD8ERxLSxqtYh2RWdAXF0Ry+qIjhR0jLZzDsTGVas50CQMY6QtYl1CCx09c8ytQ8HgmOAdvG6DtEOHikIv2RrVLiGhbuSiaeBU6wuJELd3NfILsQJR7B0DglIKfXLqxT9vDDybLvv0cbA848DT7f7n26Ov/uNNnNHChzkllDpn8DMq+gkUFu0HWN1ESl6iBQ9RJIuPFEXnngQnngAkXQQkaKLSNF3StZDJB9wTtKGxWnZh3lEUTntx3ERpdhYhmtsmU8K24PAdE9gYGNpbvHluDg6Lq7MOZyIiy1zT6xERtFQUXRMbBkygobE0zFxbFdCNZpQg0qowiTXuCbXoAhVGEINLonrmliLjuegEziYxGpMUjUqkeOaXOuWWocmcNAEDiahypVQ7ZrAcUuowsQyUbEM52gamsDCJlViEytd41jYWJZ3aq13Wg02kuEWzXTBl2IiyO54smswKSirKYo1VH3y/tTCr/3P1/uerwqeLQufrQ4+35p4+RmaxNB0iXJNZkuZ+osbB4sbh4oZBgP0/MUO+soYhkgZBwN03QAHPMQP+AL2uwM0MBIHcZK6OIA2WtLAS1zHE6DtA9DyEdfxBMHxQ1Nnp6bnpqaOlZRW9Y1OD4yO1dfwWHR2YnI2q6qaz28TiboPTc8mZLGk9KPEQGli1pmycKoYuFgMwZDw4ALcuZK4Oml3lk1c1f3F/9gCctAkcRRZyo0lhSuXdaXJQDIUzMIU9bGaVr6atnh1cKSKdZC6XZCmTbC2pf8BCzewk9vlixe/fn5/cX5g8eXtve9bU3xWbgji1GDL3p8bD26dOHlE9NvXtcWl58cOD7NZZY4Id5/oEmvXJEPHcFPHoMxibhA+3dDYqramam3p9Y2fzjDLKAe0NGUkAFBb63RCXFt9zfzs+PWLJ29ePn3l3NzkiJDNpAb7eZsaGAKVgLoHDSEOMHt7uLklFOcWDoH5a5ogD1q6G0FCVMz9pY39FEzDJDU95Ay8XAhl3ddeXVr7q3nibMvg0dHTN0wQ3g4ekVPn79Fa+9uPXzr06ENILisiKtnDOTCLUJCTmeUeGAqBuSWnZTDKqLmZ6dERkZ7u3igXtJsrOjzYP40QS8zOKC3Kp5YUlZeSKstpDDqFUUpilpIY5BImmcgil7AoJQwysZxUXE4qZpCLf4RyUnE5qai8pIhJIjLIxDISsYxCKqNSyqhkZhmVQS9lllErymmVTDqbQWMzqFUsWiWDyiyjMOkUVjmNVU5nlFMZdHpFOauKUVlVXlHDYtdWVLTWVw/0dpfRK8NSCg2QgZCg1CKu4IB1jIRWnCQoURycCAAFAgyCxPXjJc2SxSyiJMwClY2DgGYRcuB4OZtYJfNQeTMfeZCHnKm7gmWAgnW4rEWIgkWohnXEftMgeR1XqH8uLrm8dPD0xOsvfU82BY83RU+3+p5sDrzcET76ZBFJsQkiRmT17jcK8o8picqpkzWO3GeVImOdLG4WCzCJkrFOkrVNlbFJ2WeTLmubuc8qRcoqWQKcLGYeK2mGh4czkulDQJtooGOShlPafmiqJjQVaEsA2hFU7RNV7RLVHZIVLGNkTPGK1gkKVgmyFrHqkDSgXaqEcdQ+qyRFhywlSK6sY560Y64cNF/esUDBIV/RoUDBIV/BqUgBWrQPkicNyZGG5Mg45u6D5Mo7FSjDixQcchUc8pQc8hTAKTKgOCmLWAmLGEVIqgosUwORo+6YpWGfpYsmAR0zANrB4jrB0kYhcqYh+3R9ZQ8GSJtEhJVPpnceFz3YHHrxqf/FpvDZmuDZiujZ+vS7b9UnHig4BroQysw8c8QOeskZh0jr+0sc8BLXchPX8pA3C5E09Bc74AvQ9gLsd5cz9FeyDJU29pEy9Zc2DxbTDRHTixQziJI0CPOIZiTnsJqae169eJeZUSwQjc0eOzExdljUP0Up49a3CkYPzQr6hw7Pn4tMposfDBM3TwFYZ0hDSWLWReJwhoRnHcCNK+5aK4ktt4mvevAfW+CYHDRRHEWWxDElMHQ5HE3aLkUZFOLolgzxSnQKzLdyz7D3z7bySnIKzHb2y3INTLOFu1+8cP7zx1cjvdWPbp7Z+745yWdmB8NO9Df944/Nc3NDovbqL7vLy8sv5mb6q5ilru6+nvgsXXsfXVsfPRsfK1hwVBIxmpBRw6sbHesLDfLUBCoeUFcn5mXfunJhd33pzy8fv//68Y/PG1+3V7/trH3dWf3yaeX9y2eDvT3eOKwGEKinexAOd7a1g+np23h4xrl7JOgZo3UsvBRAnlKG7kpGPmLKkH16SKckUuOlB+eXf68ePUvvO9Z89r4KKszUmyA6eZdU19199Nz4jTfYuBI4JgRs7WVojDpobm/vh6eyu+pq2prruPW1Vbzqai6nuqaqqq66so7DrK+u4LFZdWxWbRWzhs2oZTNrKhlcNpNbyeRWMusqmfXsiroqVl1VRV1VJZddUVvJqqlg1lQwayuZXDaLy2ZxK1ncSmZtBaOWzaquKK+pZNSymbVsJreqorqSU1NZXVvJqamoqqmoqq6oqmZVVrMqq5kVVewKNruysrKKXVnLYfM4lbzKihpOVS2NRq3lVNc3tDJbO+Pp7AKuoKrzyAErgoxusrhJrIRZNAAULGYUIaGfCDCIAhj5Spj6qIDCVS1iZCzC91kEKZr5KZn5KIK8FSz85K2CZS1D5S3ClC3CFQz8gHqeurZhvmmcIHLz0OP1/uebPU/Wep9u9DxZ73m2Ofz697T2E4rQyGj6AAhLVbMiBKQzCSWdmraZ6vACIDxXzi5N2pqg5JSliiwAOheqI4kaKLIKkqSAKFFAkpWQxUBElmsKL7lyQsUhTgmaquZSsh9TpoosVXOhAp0pcpBCFQR5P7pMA02XscuTtMmRtM7aZ5+v5kJTQZTugxABFjnitkQ5Z6Y0ugrgwhZHVkm5VEshOFJwjgScI4Ouk8ZwxZBVACRbzKVKHMURR1bJYGpkMTUyCLYMgi0FKZe0KZIE50vaF8rASqSgxQouVFXXchVnqgaSoe1erYGrUHUkKYKztF2KgJAUMd1ASQM8wDDGILgqljtTNvXzxOuvomcboufrfc9XRS82+p9tTbz9FlTWqQoN80irlTf2l9f3kdXBSagjxNRgAHWY5EGUtJGbxEEMQNVR+gBaxcRHShstfQAnrecJ0EADVF0B6u4ATR9xLTdscL6to5u3l6+wm29raUshM2q4nXkFFYWUhtQCbhapuaiCn0Ks53RMh6ZWix0MEzNLBFily0BJ4jZESQTznxbAciWwDHAs+/67/8kC/32lkCs8IudIEHehSLgypTHlchiKrF3yQfuo5MJ6G0wM1Dvbzj0DFpBt50VwCclzDS7OpXfBsGHnz53/urNwfKrr1cPLe39tTvIZ6f6QeVHjP75/unZm+pCo/dfd1bXll3NTwhpmSVR0bGBMOgjhbY0KsMNE4QLTw+Pz8bEpOA83S0sjnf0KKCe7U7PTf33Z/n138/Pm8qeV959W3n9ceb+59HZj6c3HlTdbS292Vhe/bKwuPH9aU8kAmepraWlAIE7WVk5aWhbu2AgsFq+hb6cHccVFpdljgpzdI4wRAZDkovrz98+//6Nm9Hz5wHz96TvK6FBTn0TR8dultYKeY5cF1x/DIzJd3COMrb0BKpYAxf2OHsH8jpHexlZ+C6+rpaGjpamztaWztbm9mdfRUtfZzO1orGtr5LU281qbea1NvNaGurZGXmsDr7WhrrWR19LIa26o/0FLQ0NrY+MPWhoa/m7Wt9TXt9TzWhvqWhu4rQ3clvra5vra5npuM6+hidfUxGtsrGtorGtorKtvrKtv4vKa6ngNvJp6Xm09r66hrrGhrrmR11LPrW+sb6KVUlOTU9KzC538IgG6TvutgvLLBPbYTE27RHW7OC3b1P0OkfttonSsCVpgvDrYQwvsaWgXZmgXcdA+8KCdt6lDkJlDsAUMD0JEmSLjTJzjzZAJVi5JelbBhrZBoRkcj1QWe/b6yIuPPY+WBM/Xe56vdz5eE775tfXmuiYmA0Pg+OW2y9vlKsLyvIpqCeVCHUi+tgtFC01RdyEqwwqAiEI1VAkQWaLmQtFA0/ZjqEAUFYima2BKNZE52KTaHO6MFiJFwzlXGUlWRjNVcWwgtkIFxZCGkpQwLCC2EoitVMWxxe0LpSBFKugyBedSVVeGIrJ8H4wmBi6SgNAkXLkALA+A4Yljm8TQTeKurQBMEwDdAMA0irk2Sri3iuGaAK4N4thGMQxPAl0ng+aJQ6vEHVjiNhRxe7Ksc7m4I2mfMw3oVgnEVSijytXQFdretQd8qky8K20CK12TG+xCKOa4bE37BBWnLDlEliexJ7F+tvPG0uirXdGz9f4XG8IX68Knm8O/fOm+/n6/Sxw4oNgtnmPsFGcOjzGDhpk4Bps4hRjBQ8yxkcbOASYwPwdctBUsxBIabuecYGofYWqHt3QMAzmGg2DRYJeYlFwGPjLeyR7sjkJgkAheXWN2Hg3lFYf0S0f45x50xCtaBgEO4gKzePEUwUFEoRa6VAVVCkSVi1nlSyEYEh51AHeuGI4rji0Hx7If/I/zAv/DrqG+o/KOBEkkRRLDlMGUK2IoivZJWpbB5g6BQD2EuoGrlrG7pglKG4TUtXA3Agfbowj2yNDLF3/6uvP+5EzP28dX9/5cm+2rIMdhL0917/25ef3szJFh/q/bKxurr88cHWzi0NywbmkFVGJlY3IRI62kzjci3y88FeHiYWdrq6+jHuiFfnrn6t6vn79srGyvvt9e/bD54d3W8uLqwuv1xbefVt9vLL7eeP/L5uLrzcW32ytL6x8WDo0PwhxttbU07WwcjQ2tVVT1Xd0CbJ2cffFhrcJOHo87NXaYWN6MiCc1XH5+fO0v2uA8iT/RcurafpSfqWdk36k7GZXtDXOXOq49gIame/omGJh7SqrbiinsDwyOnR87MjPInx4TTI0OTI0OTY2NTI4OTo4NTI2JJkf7Job6R4f6R0YGRkcGJkYGx4cHxoYGRgcHx4aHRkeGRoaHxkZGx0ZGR4dHxkfHJscnJsbHJ8bHJ8b+ZnxiamJ8emJsZmJ0enxkenxkenx0emL00PjIofGhyYnhyYnhifEfjExOjByaGDo0MTwzPjAz9oPhmbGR2bHRmdGRE7PTrdxaFNwZH5Pu4JMJ0PZRNY5gt0wVVrdFkKsjSNWxBa2xudyYjOqo5Co8gZKQSSmi1TFqB6oaxyoahSRWXXoeNTIuNzQ6F59QHJRA9I8v9k8g+scVe0XkeSdQnGOIsVWC4ScboqdrPY8WBU9Xep6udT/dHHj9RyBrWBOZlsIc13JOU4CT5F2I7sTGuLI+TYcCVQRVFUlXQ9JVkXQ1VJkqhqniwlRBVahi2OpohiqGpYqpUkMxVGF5LnG8dM5RHZd8XXeWCqpMEUVXxbEUkFQ5BOVfI9CVAXRlyCNK5OBERQRJHkZURVGBLjRFJE0WXioOLhBzosq4caWxdWIYrji2UcKtWRzXJIblSWB5EtgGaY8WSbdGMVeeuCtXElMrg6mVcGKKQ+jitqUSNiVycJoMlKKAKJWHkcTB2QDLNIBF+j77AjVMibpzukdSHbnhSHhOVXhWWQm7RzTzM3fomr5Hrjo6I7Zmmjh4cfzVl8GXW6LnG71P1nqerPMfro//8mtK87SEhZ9tUAkshAgLzEMEZDr5JkO8EmH+GciQPLeofP/4/MhUUgGtnlXbx+D0FdNa0/PZ+Jg8nHeCq39aQHQho6aDyWKHBPri0M7JBMLM7Pzxc3e6p65W9J4nNc9D8QwVpzQp69iYsqEoYo+6Q5Y6okQJSVKElwIs8yUR5T/mBcRwtf9vFmgQHVNwJEgjKdIYpowLXd6FpGBL0AeHueBidE2hxiAXCyu0JRhuAXa0skXZOwW5B2RAUIEXzl/59eO78T7eszvn9/7aHOuixrgaH+qs3Ptr68L8qLCVs7u9srb6+uyx0QY2HemMSs2nkypbcqncVCLP1iXMwg5nbQ0DGZkiHW3u/HR279vul/XVz2vLXzaWtlcWP618WF9eXHj1fOnNy833Cx+X3m28f7X5/s2npQ9P79wZEQounJ6fHBmwB1vqaunYWNnv1zUDahliPfwycrO7etoaqqsG2gV1XIGNe3xMTd+RD19pA3PE9rG2Ezc00YEWvgk9J26nstt4Ry8Irj23CUy3hPkbmHtJKVqL7dP0C0uaGD8u6u8dHOgaFPEHRb0Dwh5Rb9dAX3e/sFMk6Ozr6RLwu3p7OgW9XX09XX38zj5+l4jPF/bwe3u6+fxOfndXd1dHd1cHv7urt6e7h9/1A353F7+7m9/d3dvTJeR39vE7hF1twu52YXeHoLuzt6u9j98i5LcIult7+W09/PZefruA3ybgtwr5rcKuFkFns6CzWdjVLOxqFnQ293e1jwkFVTSaNcgiIDzBwa8AoB2qZZGYQ+02RcfJ2eCV7MJVQWGaID9lPZf9Rijv0PTErNKYNEpkGiMmgxWVXhqfS0vIYyTmsJ1cEw5a+Gha+u4zQAGtfdRs/BUtPGTAHvoBGU0/LYie7wqerAsfrwgeLgqerA2+/pU9/0LRiRBU0OMSw1GwTVBDlck7FXvmN8dR+9RtspQdiUAnkiqMpAwjqSIo6i5l6iiGOoqlhmIpo8oV0RUKLmw5eLmsQz48piGFM6/hTFRDV6q6VqmiGerYCiUkTdaJtM+RKONQpORMVXNlqmIYiiiqgkuprFOJlG2uqgtV1YUu70SWg1H3OZAAoGxJKF0ey5V1r5dwqxd3awBg66RwdbIe9VLYOnFsvQSOJ+vVtM+jQRpbLYEoF4OQxW2LpWyI+5zKJCGlCnCGIpQmYZ4NME0DgFKlbbKVEKQDuIKQ/KZ60Rl6Ta8DxtvOGR1HSL955/XQkZvwiBJlWCI8rY7QcKjx0suJhS99z9YFTzf4jze67q0LHn/k313DFDSDQktM/XJ00bEGLlHGLpFGzpF60Ahdx0gb98TQNGpkBjkgJsfZMxqKwzv7xHjhUyIJhf7hOZogLABojQtKOX/trmhgCOmC/una3au3XvtFUSBBFHNfuk0Q29SLqQInydrnBRX0+SbXAw7iAaaJAPMUAChdzLpAGlEm4VENcK8Vc6sWx5b9P1igSTSn6JgkjaTKoFn7UGVKKLIiOEHH1C81rbR/cOjI4SOzU1PHD48dOzwoFHTSytjx6UV2SOzFi1e+7SxdPD608OTa3p9rR/rZpQTspcmOve+bd64dn58Rffm8+uHD85mxXk4ZGR8eG5FQBEYEgRx9QfAgc5g/yBptAYKAQVZzU+P/+O3T543lLxurX9ZXvqwtfVpaXF98t/xuYfnd2/X3Cyuvf9leWtx8v7DxfmHtzVt6Mclc38gbg54aHmjmcY119UwMTKzsnBVVDYxNoVmFZf746MycvK7OHgqTq2wBBQXHHnu7XjUyV9o91XrijoZLuKVfiuDEzUx2fcvcqf4bj5D4VJxvuBEYraZvf9DIUt/Axh6MDo2KdfN0RTk7wiB2jnY2EFtrB1sLexuQDRgEtrawsba0tbawtbawszK3swTZW5rbWZrbWICszc2sLMysLcyszE2tzE2tQCZWIJN/ZcsfmJlamBlbmhpZmxpZmxqAzQytzIwtTI3NTQytTfUtTXTNjfVBxgb/P0Z6Zka6pkaGJsbGJkYGxsZ6Jka6ZsZ6IBNjSzMLFAwV4BsYHpti55sNOOCnaR2RQmzRdkwDGGeImUTvMwwUP+Bu6JyQQGxxjyzUt/eVN8JI6bsqmHtp2QcYovHgoPQYSmdO1aRXcr17WgMqtc4lqwGV25zUfKxw+BLr9LOOx5/bHu203V0TPlgRPVzqe7g69vorPKnOyK0wgTmpAU8DQjPVEaVASLFfdmtCiXC/baaqU7G6M0nVmajkVKgCLwYiKUDnUhUkTcWFpoqhAV3LldFMZRc6EF7gltaaXn1MB12ijqlQdeVouFerYtkqmEplFGufE1UGWqqMYgExlUpolhScLgOnS0JIis7lQEylkgtLyoEibkeSdCiVsi0FWJdIQBlyHk2SuAYAph6ArZfA1svg6iUwdQBMPQDbIO3ZLO3ZKOZSCYCWAuyJ4rZEeacySWiFJKxqH5QJABUCjHMAxllS4EI5J7K4Q6EONr+kfrxz6PTdx+/nz18MCA2GQeERYQROY7/wxKOi3qsHfYr96YKUzsP9zzb6X2zyH611P9zsuLfR8XC989E6/+F258210tFridzxnKaZ4paj5NbjebWTuTVDZR2TnTNnOT2j0fksW/dYI3ioqoW7nIGzno23dzQlmzkEDyrChOY39E6zuB1pudRm/uTY0VsgZKy4caCcQ4oKJF0XS1FwzFeC5YcU8P0SOeJ6kWJmyQDzNAAoXdy6UMq5TMKDA/CoFnPjiGPp/0cL/PdPS98xZUiaNJImjWHLoBlADE3FJkVVx5VELN/dere9+uj7zsvtxWu/rt74tHJP1NfthHY3sYVevnxle32hv6v6wc2Te3+tT3SXp/hazQk5e39tHp/u7+BVfP64uPbh+eRQD5NKCgrC++IzdGz8te1CDKEhJmCUrSXESEOHW87448vO7sflnc2lz+tru2srWx/erS68/vDqxcbiwsaH91tLi+vvF5Zev3z95PH60tKda9dxSBczPX1ddbXUuJgbly8QYiL1tLXNQbb6RrYKasYunuG+obF+gaGE5HSkT5i5J57cf+T04i576GhZ73T7qQdqyAiQL0F0+mYRr6N9/uLwnZeeCVle3n4uaM9gfFI4Ps7JydVI3zwrvyQ9NTUeHxodGowPDggN9AsN8A0J8An29wn09w7w9wny8/4Xwb5egb5egT6egb5eQf4+gT6e/t4ePwj4t+zv7RHg4xHg4xHg7R7g7R7o7R7g5Rbo7R7k4xHo4xno4xHk4xbojfP3wvp7uwd4u/t7uwd4e/h7ufl6uPp4unl7eXh7enh5uHl74Hw8cX7eHkEB/skJyfl5RZEJGY4+6QAdL1VwZGJJ535IKsA0XcYwXEIHC/bPTq3o04dFANQRKnZ462imL3M4tulwoegcZfxa8fj1DP4pQv1sEm82iTcbWzMVyplM6r3AvbbR/vDXxjtbDT+vNd/daL+/0XF3jf9ga+jFN+L4dUUbfDRpAORPlbFLVXIkqtiXyFpl+STxYou65MHJsg55cnZ5cuAsGXDqPkiOrGOhPIQo61CyD1IsDymWgxFlESQFOFkJkoGOZWdUHNqPKFBF0xVc6EBshYprhYorG4jlyDsz5BEMZXQl0JWtjK5QRrNlHEul7ElADFsFVSkDpUo70aWhNAkHsqxTuRy0HGBJlICUy7nyZNwaxLA8AK4B4FoHcOVKuDdKYJukMI3iCLYEokzSmSxulyvrRJOxK5OxYyk5UeXASQAjPMA0Wcy6eB+sXMK2EGBM0LBJJDJ6hgcOD/dMZWfmorA434Corr7xjrHpuLIeh5S+fS6lhnhOFO8o4/DdiTdfeh6tdjxcb3201fxwpeXRSuu9jZaf14vGr8e1zCa1zqQ2TWfwplsO377yZuPx6taHX39f3dt7tbd37P1Oy/lnnEN3MuqP2oRRxY08DtpHFpSPppV0OngQbL0SLdxSzXGp9JZpp6AceXBoGKWvoO4wgdpv4l6sYJcYXsz3Ta4RM4yUNMmQMEmRNMsUsyiQRDCkPLhi7pVibjUSWKZNHOf+Dwv8r28ZaR6cV4BmSGHo0m4V0q40RXSJkk2ShjFu+rLCEfUAACAASURBVNDs7vrzJ7cm/9i8+eBc78qT2b0vj/uFbdEJ6TYw3Pnz5/74snHxxNi7l9f2/lqb7avKCYWeGqzd+77+4Ob580cnv+2sLr1+eGhUQKcUwxDogOhcQ3i0un2EnmMwCOxsqKmZ4O+79fb1ty+ftj4uftx492npw/by8sbiwtq7N59WFrdXlz4uL64uvH7/8tnbZ48Xfnn+aWuztanRztLSVFcPCXForuW8e/FsfKgfYmNlZmSqb2Aho3zA0BJKKa1ISUwrLKR4hSc7BKU2nX54bvnPqpG5MsGh1pP3NdCRFn6E3hM/FdfzO09c7//5F3RUKtwZFeAf4ecX7eYWiER5O0ERDU0dDVwei0IqLymmFhUQ83NIhXklBXnEgtziwtyigpzi/L8pyC0pzCspzCMW5JYU5pGK8ksK834c+lGSivLJxQV/k08pzqcU5ZGL8shFeaTCXHJRHqU4v5RYUEosKCXmUoi5pcQ8GimfRsqnlvxzpBTnUoj5lJIiCrGYXFxEKS6glBRQiPn0UlJ9TW1NLTc8Ic3JOx2g5a0Cjksg8bVhaQCjaFldHxA6NZndr+oQLGful8AY7rqwOPLsW8/Dz7U/LXGvbTTe2qm5ulr704eSyRuF/WcLhKfSO+YSO+bJxx6XX1ysvLbOub5ad3Op8c5y873Vtgdb/EdfOm59NA4hOYXRIoqF8pBkFSRRw4Wl6Vwu75AfkF6fTO1ThOUoIIgqDvlq9jnK0Cw5WK4inKQKp6siyhURpcpOVDVMuYobUxXL1HQpwiVwsiunDyJJSgiyNLRAzbVM3ZWhimYowGlKzuWqaJYykq7kTFVCUoFopiKCLuVQIoegSTkQJeyLFVDlimiGhGPJPnipAqJsH4QCsCiQdKQqetZJ4KoBbtUAXDUAWy3tXieL4ck4ssUsSWJW+WJWGTIOBTL2ZFkbGsinGhfPiSqoC8nmaUByZGzJctBSUx+GR0It2jenWzh95/6zltZJ3+DYoLCw4kLq3Scv+k6d1/ctkYCXSyErJOAlqML+hMZjonvrA483uh6utTzcanm82fxwrfnuRu2VD8SZOwWTP9HnbrGO3Ww+9ejyh1+39va29/a29vYuL++0Xn1EP3aVNnOFe+op/9bnrhu7URVDUvo4ZT3vHPqgbyJD0SpA3jpmPyKN3nYkIIFsjolltc/2jl/gdc/4xpfKG2HDM6tTqT0SpjFSxlkyxmlSphlilgUSzkxpj3oxd5aEO1cCV2kbx7m/+Ok/skD98AlFRKYkhiTrTpNG5Sm4pMtbRxwAexaVEF89Ov/984M/Vq9+Xbz0x/qVI6PVSQlhsYQMW5jrpYsXttcWRgS8R7dP7f21cainIjcE9sMCJ2eHRW21v31cXH7zcHywq7SkEIvzDozJNYRFaUOi9RwCjC2hhtqa56bH977+uru1srOztLn2ZnNxYXd9dXd9ZXd95dPKh/X3b5ff/LLw/Mn7l8/WFl5/XPnw+sWz8OBAM3396JDg6vKyY1OTZ44fE3Z3JsfHGR/U09M1NDCx0jW0QKPcca7uAQERGP84h6A03rHb55b/qBw+RuVPtp1+qIaKAHnHic7czKpqaZ27Mnz7tWtslndAOAobGB6TF59ciMT4YdC4iorqorz8tLiYxEh8HD40MjQoKiw4MjQIHxIYGuwfGhwQHhyADwnEhwRGhAZFhgVHhAb94N/zjzIqPCQKHxodERYTERYbGRYbERqDD4kOD44KC4oOD/4XMfjgGHxwdHhQdHhQdHhgdHjg3zkoKiwwMiwwIjQYHxISHhwUHhyADw3EhwbgQ4LSk1JSklOCowkwnwyAphcQHJdM6dVySgaYRANBoSn0AQNsujoykXvs6eHnX7rP3kuvbo8pbwqvGgysm08bvl91Zbnu6lLf052xXz6LHqwK7q0KHn2sPPem7Oxb1tXVyhsr1XeWa24vNdxfa3+4Nfzyz5TmuX3W4YnUMVP3EgVourJzsboLQxtVDnQmhua0pFBFKrBcZXi+ml2ahg1BwylNCZGtAC0EOlE0XMqBLjQ15zKgC00OSVF0pqo65Xkm8wpq5rRhRWouNCUkRQ1TpgQv3edQLAspkYWQ5B1JCk5kOUeiEoysBKepOJcrwGgSNoWStsX7HMlAF6YSiiEJKZFyKJGHUWUhZGnrIoB5ngS0VNaVLYWplMZUSrtWSaMqpCFUCdMcScM0Sf0kMYMkWXChNLhE1q44srijcWB6dP5y++BFJ2+WlH6yklVGHFnQOnSCzKqnV3M7Rycq2ia8o9PCo6OKc/Jv3bw9eu6mUUCZNJwug2RIO5fq+FeEsCbIg5cmX+wKH6x33N9oebjV/GCr/uZa1fmF9ntbYx/+nF3/48jSlxOLX+7t/Lm2t/fm2/fOMz9H1AyGcwbDylqQcbnhVF5ohaDq+JOZV1/zO+bE9b00bPDZ7BFTdLqaLQHkTS6tm6CWN7Fru4dG53qFo+3dosZ2AbeZLxg4xOueUYVmSpnlShmnipuki4OLJJEsac96gBtT3L1OEse2jat+8B9aoHHkjBIsTR5VoO5WGFQqzG6YBntkqBlAU1MT3z87/8fGtT9WLv25cuX7+pWbZwVMWoGXTzAI7HTh/LlvOyvz04LXTy/tfV+b7q3MDHCYF3H2vm9eO3d0Zqjz2/aH5TcPRvvbqaSCwKBwXABBw8LngH2kOSxMzwgcHRK0+2Hh+6et3a3VTx8Xd7eXftva+Ppxc3d9ZWdteXXh9fr7t2vv3qwuvN788G7zw7u3z5/cvXmto5FXX1UxPTpUSaO5Ipx9PTxCAvyZNJqxtrapvl5xcYmpmTlQWVVBVlHPwNIK7gv2TeYdu3Nu+Xf28By1d6rt9EM1F7yZT4LozK18bkfb/DXh1eew0GQYxsfc3s3YxsMS4u6I9ElOSs3IyCTExCZE4uMiwmIjwuIiw6PxodH40OjwkEh8SCQ+JCo8JCo8JBof+iP8uNsjw4Ijw4Kj8aExEWH/Ijo8JDo8JBofGvNPQmIjQuMiw/4L8VHhcZHh8VHh8VHh/+r8DT4+OjwuOiI+OpoQG02IjUqMj0omRGekJEWGhjtCHIMi4xF+2QBNHyA4LrNcpA0jAPRDXMLLQvNalewjGuafzbzY5p+/3js7lV2YGRYb55VU4k3utctqCWmYbbj2YeLd15mlb7OLvx5e/uPQ4h81F99UnV/g/bxZc3O16vYy5+4y9+5K15Od1p+WdNDJ2Lgan+QOOSuCEiwHiCACEVR1BEneMds/nZdE6VOBZKvBstWs8JqWQeq2ESrQVCVoPhBKVEWQlRFkNWeqKpIi60RUgFGUHLLdE+syK2Y0IHnamHJ1V6YKmqGAoMo4kqQhJVL2xdIQoqIzTQVdpoygyTuQlZ3oKrAyWTuSNLhY3oEiYZGvCKWqIMqVYHQVeJkavFzJvlTauhhgliMBLpSD0YAuLHk4XdqJBDCMAez3VtAP1LKMUzCOkzFPkwDnSdlnRRNrG4V9LQIhp1GE8CiQ0QmQ0fMJSKTWtvUVlPNodR2i0QleoyAgLBaGwoYEx3XzB9v6xrxTanR9OLrBLUq4Skl4kWNqayxnsuvym/FnO/x7a20Ptupvr3fe3Wm/udl9b2Pg1cfxxU9Hlz+dXfn84s+9N9/3mGMnoNlVPuwR6shPHjG5cmoaigd09pla2eIzqo5cmV346k/rA2i64ghVAckNsgahStZxWXRhXZ1gqH9sWDRQWFRYWJRfmJ81PTEyOTFBrmxTR+TIWBVKmqaJmaQBbIrEkUwJ9zqAO1PMnSuBrbT7zy3QPHRmPzxDEZIcUtTdOHyJXCuqaZ22tHE9PDW6/f76lw9n/1y7sHBrZPP5kb1fnx6Z7M/OKsJ5Bl26cOG37aXD4x3PH5zb+75xtJ9LicdeGG/e+7555czsZH/bt92l5TcPZieE5OIclAvWM4CgYeapYuQNsg+2tEaI+N17X3a/bW7+9mlj99Py508rv25ubq8sfVr58IOPy4tbS+9/KGDxl+ePfr7x8uG9Xx49qK+qjI0Ig9rZGujomBoaYJDI6opKjKN9FiE6LjLMz9vDCmS2T0rWwMgG7BJk7ZPadOLB2ZXfK4aPUrrHW0/eV0dHmvsnDZy7nVvb0X7ieteFR9ZeUY4oX31LDEDJHLDvoItnWJ+gr6ujs7u9XdDVLuhq7+1sE3R39HS2/Xf4Ha3d7S3/Tldbc1drU3db87/oam36F91tTV2tjd1tTd1tTfz2Zn5784/8o+xua+a3t/ygu625u+2fuaejtaezhd/R2tPZ0dPZ3tPZ2tPV2tvdOiDsqWVz4mPjoxPTnbwzAdr+ylZx6TSBDjQWYBCUQOkzc8tI4ozMvdhmCIdnL558+ujCteNDRSkxHj4BSXSed0mzVQIjrfPo0cVvRz98GX+1Mfpqa/SX3aqTj4kj12hTtytOvuD9vFZzZ63+/obg6Wdfcvd+aFxi6bA+ogDomK+CKFJDklXgZGVo/j7HDL/MegJJoAhOU7VPwoaVkCp6MGFFmk5JatA8oGOBkmOevGOeilOxGpIoY5+r4EhUg+a6JdYm00f3GcfpIClqLlQ5BFnemaKMois4U5TQVDlEiQKSpOJaKg8nSoDz5BzJinCqIpwq70SRAOdLgPNloSQZ+2Ip+0IlOEURWqIAISpAihUciQDLdIBpiiQoXQyUAjCJOohKicxlR6YQE7KYmfQ+eGSVODhRwi6psHbwyNkrc+fPHDl9NqO4klBYG5vH5vVOXbj+NIfSQmJ0zs+eeHX72bXz18Mjkuwgnghnr6am9pEjN9IaL8U139mHrRBHlipiSvypA9kdxyaeb/c9XG+7v95+byuucdYphV139un4208DLz/Mvts49Oid8OztKFqjeVgGLLcyQ3iiZe4mg1OfGRcW5g0zNtECGpuHU1jCu6+brnxQQ6WqO0Sm0UaUjfGAAz4ptN7mzrF+4WBHS6ML2sUFi4I72fE4rJGhsRJ2t6JjurRVgbhJqphZOsCmCODMAOBqAR4sgBtXHFthF/cfv1+gZfjcfniGCjQpIKOuY+hUaWULjdluAnIqoxSu/XLuz/WL/9i4/PH50V8Xzy48OFrNIEVGxGfmljx+9GB7/c1YX/3T+2f2/rE+1sGIxZod6WXv/fXx3PFxUWftbzuLy28fHp0SUUvynBzhXv4JWqZuQAMPfVNPR6jHhVNn/vHl828bW18/fdrdWt1ZW/60tLL+7t3u+srH5cXd9ZWtpfdbS+9X3r768OrFyttXrx4/ePnwPr+lCWpjDTLStwaZmujrg0yMEFAoh8maFPUwiTm+bs7NXDYKBlGSV9IzBlshA/WdI3Lbp08vfa0cOUbuGmk6eWc/Nhrkl9hz8loWp619/nrn2Qe2vrFu/tG65hhJVVuAvL5bQOygaFDY0yPgd4t6ukQ9XX0/FvZ6ukS93X09XX1/d4T8TkF3h6C7o7er/d/5pzi62oXdHX38TmF3xw9+dP6mXdjd3sfvFPV09vE7hN0dP75L9M+lx38i6unq7+0W9XSJBF39An6/oLdf0Cvq7RIJukSCruH+Pg6r0h2Hi4hPdvLOBGgHqNgkpFN7tRwiVCAJBIrAxCNj4PZq7ew5j5iIU6fHt9/cXPz59KlRwUh/b8/wAIFeC48vNQ9Iw2bSefPXDr/7NP1uZ+btb4HUTikDrPQBlHNKdeedT413PnY++cyafyxjG+yZWu8WU6tqm6UKIwERJWrIUiCcrIooloNn+2XWJ1FEKnYZqnbx6aSGvpEjMRll+22jVGxTgfaZQMdMFWgWEJIFdMqSBqfK2+apOWSgosvjSEJlUOx+hywFcKa0ZY68XaGSQ7GCQ6EytFgVXqIKK1GDlyg6Fko7FEnYFUpDiqUcimShJDFwriyUJA+jACyzAJaZ4lbZ4pbZklZZkpaZsg75inAiwJgA0IsB6EeK6/pEZrP7J6bb2hta21tqmnsTSW2q0AQpi8iY7LrO3vGJ6SluA7exvbOJ38dt508cPdnU1p9TyCFR60b7J9ob+O5uwTCkV2Rk2qULNw/NnghPpYPxLLPoFhkcW9KtGgAtsoyuCWWI2EfvDD3f7nqw2nN/zS62FKBqyzp0ZX7t94m36yeXvySw2iR1YQBNO0RkSlIlt2J4cury9RMn57d+ubP94io9K9rG2jKdShu792Lyl9/dizoAOshEktAKVwjQ8UikdfWNz9+6ebulqc7I1MACbGGgq8Wm0+7decZum5FzSJOwzAeYpIiB0gHWBWLOTAl3HsCDJebOFXetsI3l/PNZ4L/8c/l/scA/9vbqR8+ou2QowZP8M2v6Zi40C4bZ9QI9c0dCYsTja2N7n376x9qlv1Yuf9+6OikoT4wK8vTw8/AKunf35287Hy6eGHn74qe976vHh3hlSZ6XD7Xv/bFx5+rps8dGv+0uLb19dHSqv6KMHBocFhiapGOK1TB0NzbzRKP8H9y+88fO9retnd+2tnfWV9cXF7aXVrdXlnfXV7ZXl7aW3m8sLnxcXlx+88v7l8/W379defuaW8EI8HBLiouemRglxERraahbmpraW1tTi4uunzmRGOrrh4W189gwW0ugElBdxxSMDgFo2muhIo6++cQ9dIrSO95x4ZGGa5S5f6LwzK28uu6OEze7Lzwyd8ODoVgDS4y4soWYvH5oVPrsodnRoeHhgf7Rwb7Rgb6xof7x4YHRQdHYUP8Pxv+vTAwPTAwP/AiTI4P/zo/O1OjQDw6NDU+NDv2rc2hseHp85NDY8I8wOzk2Ozl2eGr88OT47KGx2anx6Ynx6Ynxmcmx2UNjM1OjJ+aOtDY0OcNggeFRcJ9sgFaAEjghky7Ybxti6lkYnteESq6YXvgzrro1h056/eTqu7vn7p87cu+n848f3n7y8l4mhQYPSvEmEMX17PJbh86sf5t9v3t04atnDhegYA3YZw6LpArv7LTe2e56uGOfwtZCJYYX92raJWo4FQCdS1UQFHn7YiVHshqSIofI88usTykVqdilK1hEJOWzOrp749NK1M0DVazi1eyTgfZJQIcUFbskJdt4CdMoGRBBCRzrHElOpvKlDnqqWcUom0WrmMVrglO17VI1wUmaNok69qmqFnFaNsla9mlK1omy5vEyZjH7zGJlQXGyoDgVmxSgbaq8RYKCZaKCeYKiSZyCcYysUaSMIR5ok6ADSZM5ECit6a2ojSakUPsFfcO9LQO9LVVVNYlZDG3rYAVD/+jEciaT19HWUVJYyKvlsdnVDBazr19UW9uclU/LJZe19Qhrmru98EkhCVnFlIojx88PTZ8JTmdZBRQDcURpN44Ytk4cxZCAZGBymmN5I8JH690PV/h3FzHpFYCD8OpDV+ZXvo6/WT+79kd8eYeYhp05xOPQ3Py5a+daBjp7JwYvXjr1+t6VibaaThYlzBObSyw8++L93Os/8rtOAvZDgtK5uCgOYL9bJqOntllQy62fnZ4oLswhEwuIeVlTgyNjQ7MF9HYlpwxJ6wIx01Qx8wwAuFD83ywghmFZR7Pvvf+4t/e/7Rf4a2+vfuKMqku6AiIpktQ6dvJq78hUc++kiT26o7t55/21vzZ/+sf65d03J3ffnfmycmOkry09NScsLObhgzvb668H+NUPbs3v/bU2xa9M97M/IarZ+751fGa4s5715ePi0ttHx2eGq5i00KCQ0LAkXVP0fn2MsTHWyyPk8f27f3ze/vZx57etj1+3N75srX77+PHrx62dteWNxYUPr16sLrxeXXj9Y5pwZ235+oWzyTExp+eOXb9y6eK5M411tQe19xsd1LEyNqIWFd46f9rbGaIiAQh0d7YwOqimoqZ+EGThHKBq5eZbxJ17t1MzdYIqmGg7+2A/LtYiIEl07nYut6v9xE3h1Rdg72iUW6CRubOkoomMvJ6eoU0pkdLd3tVUX9/Eq2ngVvNqqng1VfW1nB/8KBtqOfU1Vf8jDbWcfz/Kq2b/Ow21nEZudVNdTSO3uplX28itrv+3q/0IP67QyK3+m5qGOk4Dt7qBW9tYV9tYV9NUX9PcUNvaVN/V2p6WkhwQgod7ZwM0AxWtE7LovTr2wdYBRL+M6iBS6+Tr37KbBT0jgyu/3D3W38QsSr585sjjh7cuXTieW1SI8AgurWozhXkTW4dOLn099Pbz3PvffXJrAcrWAEVzZDxdeGen6/4X1ulXCs5x8FgWJrZaySJG2SFHEUFWdCKJg3KUIFQVGEXKMccrtZZA7FW0SpMxxRPy6PyertTsEh3LIFWrWCA4VtU2WgUcrWgVqQyOkDOPULSMV7IKhwRlVPQcSab2plL6Mmk9GaXtueXd2fSObHpbRmlLOqUlqbg+saghp4yfSmpJJjYlFjakEpszyO3JRU1pJS1pxObU4qaM4pZccld2cVtOSXtaYVNiPi8+rzaX1pFR3BSXzk5IY1VxBCOiGVF3X3d7V49whFUnIOQ1JOa3c1snJ2ZOH5qZ7xdODPYfHhw6PDQ6c3juzPGTNzpHT/BnTx67dLWqtT2HUZvLaswu5ZSUV3eKJqo7R9OYQn2fUil0pbhrowSqGmCX6RDPCakQtt/+0P14rfv2okdujZgBsmb68om1X4dfL59a+5pYwZc9CIG6eDx6fH9j/f3EzGg5h8Fm005ODww01+bERnm7wAqK867+snz27V+sseuAA04eiUzveJ7Yfu8sem91y0BT99CVn37mcqqry8urWezpyTl+90g+tVnZKVPCqkDMNFX8bwtIuvMA7ixxN64YhmUVWXF3Yet/t8De3l7T8Mn9yHRVZKpzOPHK3dc7u79T6I2aerZMJu3Tu2u/r1z6x/pP7+8d2ng5t/f58ex4X2BAGArjfvPGT193Plw6Pfrm+U9739eO9nML8S5nh+v3/ty6e/3cmSOjv/+6/v7Vg/nZETajFAlHBIfEGZljdE1w1lYeHu7+jx/d/v3Xj9+2P37b/vjn7sa37ZUvG6s7a8s/LLCxuLC1vPhxefHHz4Ht1aWnd+9EBoe4o9FcThWbxWxrbvDEoQ10NC0N9Tl06pUTx2ODfPwwTiVZCSa6GmqqGmo6ppYuQdae8XVHrp9e/lo1PlcmOtR69r4GNtrUj9B76kZBvaDj1G3RjVfw0GQPnxAbO1cEKhSJCrS0glEKS2YnZ4eHBof6BQOi3kGRYLhfMDLQN9wvHBIJ/klf778Y7usdFglGftAvHOrrHRb1jvQLR/oFI/3C4f9yskgw0i8c6ReODvT9GP+NH6VwbLBvbFA0NigaHRCODgjHBkVjQ6LRQdHo4OD40OD48MDEyMDk2ODU+MjR6dkyKtUvKAzukwvQClQCE7LoPdq2AZZ+BX5ZNRHl3bPP1iv5w1eu/vRp4cHi/eNDbaSxXvYQn9fdwGGzypEYbB6RbmLvSm4fO73y56F3Xw8v/O6ZXQ1QsQYATZ2T6T0PdlrvfWadfgVEJ2ISq1HRHHWbZEWHLEmHXAmbXAlQnow1Sca2WMw+2yu9LqW0T9U+VwmckJBH7eI3J6Xm7jfzVTKLULEIV7UKVTIPkTX1VzQPVASFqVrFadjiNR08TNFBtm4JdrgkmE+yjVukvWeMg1eMNTbcAhVqjY2wROOt0BHWrtF2brGWyHBTpyAwKhLqSbCAh4IcA00c/M0cA41t/S0hoVaQUHtktL1rLMgFD3IJN3IKNIb4WyKDDB1wB0AYkI2/obnnQZCrvq2boZOfHiT4oEO4trX3QVucvi3GzMFHz9xL18JD1wKrZYYFQWPBHtnakEBSZdvhU1eySmtichhZ5ArR0PBgv/DY/HwxWwDyoUo6MyWwrRIuXAmHAof4mqjq0fZbi12PNzvvrHnmN4gboTnTF+fWdocXPhxf202o6pQzdjSDIQcmpo4dP1NV08j5/yg7y7Aq2q7vb0oaWxST7t49e2r3pkO6u7tD2qCUbiQUke4SRRQ7UTBoiy7Fukp5P3DF/Tz38z73+67jd8yx1prz3DNf9n/OnElNLclPK0mPaihOT40NJ2orB4QFPJxavDGzGV5yFXMIz3E/RbdM5dmt4x19wcrnDGziF592vqzkUv7ZgtzcyqiknMyCmoC4PGEtF36VIB5ZN15FLy61IB5yPC89nYuewENL5UYTlS2THr9Z+X9SgezqHgmSz26ir7peSOftiZHpJQu7MBk5IC4yfPxB84+1u38s3/72fuD35dt9TWedrPVtbew4OkaPHz38vDp9sfjks/u9mz/XOivO+BnjrtRkbP6xdqW1tjTn9LeN+bmZlz0tNZkn4y1MzezsvUytvAxN3SwtPThs3Qe3r//xbf3XTyu/bqx+XZv9OD+9Pvtmff7d5+WFjwuznxZmNxbnP87PPrp1Y3xkeGN5YXz0uZuDk6q8gperG4AnaqqqqiooHJM4oK4gV3A2/WZ3p5+DTYSXU315HlFDXnzvnn1HZKTxDBWWbUrTzSsL3xNr26LK63KvPt0LW8pw7Mr7H/icys/vvnPx/gTe0EFFg0ylGRkaORroW6E0/aTouKtdfe2trS0tjc3N9S3N9W3NDe3/QltzfVtTfXtTfUdzQ0dL49/5jpbGjpbG9qaGjpbGzpamjubG9ubGjuaGLdqb6tu3nOaGzpbGzpbGjuaGrtamrtamrbCrram7rbm7vbmnvaW7vaW7rXnrbFdbU1dHU2d7S2dbS2dbS3dHa2d7U0dbY1dH68CVqyeio3UNjxN1fTD79UVVbF2jCw9pmxwCXE0Czx4Pz7vy9mvAmTxnV9fZ0TubH1+2VyTUlMQ/GOqsrSh3dvVSIlIBPStRGXxYYcOVhR/Nb761Tn1l+5zC7FHD7FYiucWWjK7nPttIuTqzD3VluqeBlom7VB12EAKFSaHbtAN5VQKE1aO2E+MFyKG63tlOYeUiys4CilYOAbHFJXl2zt7i8pxd8sYiknRRaZqoJFX4GF1UhrVDVm+nrNEOWY6IJEXwMF7sKLRXhrFDxQfN9AAAIABJREFUkip8FBE5hopKUoWOQIKHIdFjVIGDENcegsBhlPcIlecwyn0Q5pKABCUZ2w5TMfsAjDiA2Uvm3g8JHKJh9lC49kE8BxGuQwjPESpmLwkjDmw7SBI8rIXZrsK9i4DZRcbsIfIcJGHEtTD7sNwHAMw+IkYcy70fy7MXy70LixFTwwjIYUQ1uQ6b8Cu77cE6eZ0o7hwY9g1PN3OJcAyOK7tUX1Z8tqGmJCS+SJkTxU+M4YWz+MAMbq0QbftMq5OXC+5/KBxZKn62zAnJwhyjxNdd71z6pfbtSs/SN4u4c/wyuF3qZAW6KdMl0jzwdMb5ug+zb2/31c88Hhh/fENPBw1NSLg5sdY7uWkZfwlzEDAPytNmR3Dv5njG1FOtEjF7EW12YGJGbWZBXVBi4XY5VN8p1sw3nVfVmU8liFfWQ0glgEclmIf0pwpw087wUJNUrJKfvFn7z+MCm5ubWTU9+8n+O4gRqsdP+mW1xpd1mvucPipDCfTyfPOs7Y+1Bz9W7v62cPOXhaHRu/Ux4W6enu7+/uHPh0e/rc1cbSqaen5n849PXeWn/PRUGssSNv9Yuz/Q0VxT/G1jcfH9+EB7XXHmmZjwmKDQuKSUNH+/gKjo2ABvn2ttbZtfPn1fX1xbfL80/25t7t3nhXeLM+MfJse+LC98Xpz/OPdhffb9yIO7dwavTr0eHezvO3smFaeuRdTCH91/5PC+Q0cPHD564CBMIpbn5+afSk4I8tWHyWdiQhGcupiIgLSyKsXIVoljd7L99pWlr7EXGoIKqrKvPNkHW8iz7St673nGZRa236y9N443dCKCOihqoKdrRqfpkCBWfGxcf3tXa2NTc3NTc1NDc1NDS1NDW1N9W1N9a1Nda1Nda9Pl1sa6tsa6tqb69uaGtsa6rfBPjWhqam9qam1saK6vb6q73NJwua2pvrWxrqXh8tZxy9li62e3CrQ1NrQ3N3W0NLc3N7U3NbY3N7U1NbY1NbY1NbQ11be0NLQ2N7Y0N7Y2NzQ3XW5trm9uqu/p6o6OjNIxMsPreGEO6Iqp2DieKDqAs9gmaWQRks90Tq59/Tn/2rASEW28ULn5bfHD6M25dyPrX9aTz+Zp6TsdZbvvg2wwRwHnrLrO2T+aZ761z/yKeCRjRJQwgsraTlGFIwuFoxsp/W92Ag6QQwJsm7BDzWEHIVCMFC5EChIkBuzER+8EEsUooQaeOU4h5duVbYWUzCy9YwoK8+xcfPfK03fL0PbJALtlyPLaHCWCkQLRREpTb/th8h4pRFyGsUeKuleKtusodb8cUwWw2nkU3H4Y2CdDFT1IEtqPP6TEVqNYix6mcO0n8h2GRKTpYjKMnXIs4WNUPglA4DC87SBFSBIRPAbzH6bwHwL4DwJ84iR+cZLAATK/OElUgiK6n7htN1ZgH17gAEnwEMArjufdhxM9DG4/CgkdIvEfAvj24QV2qfNvV5ZVYzF1HAmoo4CiPS82YhvW1yKmpKBu0CMkzyUyzzq2xCftYmFl9cN7t9KKe1T04gWI0bxwBi+chtEO0XLMtj3TVPpgvmR0seD5B6OkUhG8aULb47alzfJXq1UvViwTSwTlkQOg+VEjPwXXZFJILjsorf7agx+bPzc3f0y8eoTosqLyzndNfa8a/iatHymmfNw9umqfsiW3hL5DZC1oliym4iZBClGghaiy/aVp7hhJjr5HnnlQFa+WF7dykLCSn5CiH0ben5eUyMNIx9DjMdRTXEiiksXfKvDrf+oR1HSLU3x3wrG70dA9sJc4xXOvmvlBWeq59Iz1d7e/L9z9Y+neh+fNC6+6Nr+OtzdX6hsaA7Du4PVbXz++6arNGXsytPnHRm/FmRgboOdyxs9fl250NTRU5n/dWFz4MH6t43Lx2TO6HL2QiLjUjHN+vj7xsXEhPj7pcXG/rS5/W5qffzO1sbb8y8f1lbczk8+fTr8ceT/+6tvK0qf52Y9zH5bezTy4NTg2Ovzq+dMAH1+Zo9KShyQlDx6VOyYjd1Ra+vCRYG/PoqxMmf17vO2tvRxsGSBZXvKYkKDQQRllop6tmr5LWvf93vkv8TXN4cW1ef3PxGErRR2Hqiv3fZLOFXYO1TyYwBq5aQMcTSxqaGRtetxGg4CEh0a1NbReqrpwobpyi0tVlTVV57e4VF1xqbpiqw2/1W7/b8OBly9U11ZVXaqsvFRZWVtVWVtdcfnCn8etAnUXq/6u/l96BJWVf9X6s3pNRcWfVJZfrDp/sbLiYmVFTdX5i1VltTUVNdUVzfWNYcGhOiYWeF0vzH4dMWUbh5jiQ0Q7zCFdtmsqxy0t4sJg94fffFLLWGb29x7c/e3byubmr3XdfThDhyO6HpJW8VBIId4n07m078zQdOHIes30D6uMZsglVT+owLWoM/fZYt7oRmLPtAjBHrBLBGwSd2o478D6i+KCRAj+YiS/PfiQHYQIMYKXoUe6a1jJbg3b7aoWJi7BhflZ5paO4jKQFmTBNnKm6tlZ2vo6e4fbe4WYO/oiOmZsE3sdUydDSw+2iTPL2NnQytM7JIlj4ojqWjEM7egGtiwj++N2Pl7BiTqmzgx9B30Lb7ahs66xq76ph56pu66xm76Ju66hq66xC1XHRt/E1eC4O0vfnqPvoKPvqKfvqKvnwOY4MDhOLH03jrEHy8hd97g3x9SLY+Kpa+LF1HdhGLsghq40A1cdA2d9Ixdn94iEpHN2btG7NB24tcO4tQIMw88fDyqQwPochEP3IhFHGZEBKZeKLw5E5PZJ6sZzk09ww+l8SCoXLkjLKdMuvaH40fvCsbW04flTt2ZiOp5n3luIG5z0arx94spo9q2Z9K7h2Noh27xOXGSZlGuqvE2066nSGy/e1Hf1uYSHG0Um5t0Za3r7w6vkGuYoA7FMtPDK49nLFDxq6XuyG7A+za/izSvvjznoxHXImkfaml/BzsizxDGqjlvDhVclQEDenUfGBaPoywsk8NDTMLQELloqN5KkZJ70eGZ1c3Nz643V/7sKdInD3sJIlCg9egctch8avUvd9ZCiXnpaxtzE9R8fn/1ce/xx8sqXt4NzEzfOZSS6ePhrkznXrw99X3/TcfHcq0eDmz8/txYlutCkLxfHbv5Yv9HVUF2Y8fXTwvz7sasdl0uy05h0RkRsYkRMrKuLg72VubKUJE5JYWb4yc/Pn76sLP2y8XFtdu7lo8fDd2/PTU9MjgwvvZn+ND+79uHd6uy7pQ9vVhc+DD96AFNgyaNS8lJyirLyCtIyqvLygLZmXdX5yCCffWJCODXVsKAgWWk5CYmjojsl8DQTA5coNX3P0633ri18j6tsjCiqLbg6Kg5bKes5Vvbf9U7KLOi6WXrrhTzbRhGLSsnhRLYfFNm+d9dB6aCg8NrqusrS0rLi/NLCvK11ASUF+WUFBWUFBWUFheWFf07vbU3m/bfpvfKiwvLCwvLCwvNFRRXFRZWlRZWlRf8681dZWrS1EuG/zyMWFpYXFJbm/3mh0vz8kry8LYrysotyc4ry8orz/2XJQGF+9fkqfx9/HWMrgp7Plgo4xZYeJNhxHTU5RHZxjb9Mto+tfrrQOv1LQGG9Q1RS4In4lOx8s8C4QxwXafskWmJteMdo7Zuf5a83IruHg9ofn7wzl3JzPuPOevnob3lPVzOfLuaObCT3Tu8AXEi2iXjzeDE1h51Ynx2EIBGC33aC9y5t3+34QCEtBz2P086RZbs07MVUzAztfQuy0w31TfcfI9I4Dq4eoV5+0d5eIR5efi7uXuaWthZWdpbW9naOLvaObs6u3nb2rk4unta2jtZ2jrYOzhZWdrb2znYOLta2jmbmNlbWDs6OHk4O7nbWTjZWjvY2znZWTnaWjg7WzjbmDtZmdpamNvbWTq6OnlbHbS2P21qb2Vmb2dlZOFiY2NlauVlZuFhZuFiYO9vaetjYelhZu9lYu5sddzC3djKxcvHwDvf2CHaw93B08HK0c9U3ctytYcmnFYTR8OWEnGf4l/NoRPEBydugFEFirAwnGbDLkTdN2slK4KOlYqB0QXq6IBCu5Zhum3m55Nm7gsm1tBcrOaNrhS8/R/S8sKu+GntzrOrtt9b5Hz2Lm5Wjn+L7p5xrHsPJTWo+2ZzYEresy6YnMlyzK87ef3dx5mdq/8QewEZAhuWb3ChL8RKSshBTcg0820d1TxfS9t+mEiWsFLNDJVxMJWCbrJO+S66xZw5GwZpP2ZdHxpFHzgmj6MVLjuWjp2Hoydz0TF7aaRXLlD/bAv9RBbJruvfCHgLUCEFWnCA1YSeSskPTZ58sy9LS/Onduh8fn/5cf7i5evfH6v3BzuLQIFddI1NVHPXGjdu/fp0d6qqYGb23+XPjSnV6ohN6rTn75x+rw0N9V1qqv20sLnwY72utKc/LdHRwCI+JTzlzOjLcL9zfnayudHCnWFxw4K/rq799WttYWnj99OnH+cXRhw8W3kzNTU9MPh/+vDi/Pvt+bfb92sKH8RfDtRerNTWwSkoq0sekNJRV8Brq8seO+Dg7djZcBnAaRw9LSBw4uE/8oKy8poomuOuQ0lFV6i5FmqAcg+wc2/v2c2pdz4myxoIrz8VhSwWOfcWVuwFpufk9Q5UPJzSMXRnGdpo4KgViAxBdjYD4+ASeTT2bEBMTGxkaFRYcERwQFuQfERQUGRQcFRIcFRIaHRoaHRb870SFBkWFBkYGB0eFhESFhEQGB0cEBUaGBEaFBkWFBkUEB0QEB2yF0WHBkSGBkcEBW8nwIL/wQP+IoKDwwMCwgIAwf/8wf/9Qf/8QP78tgv18An29A7Y+Z+vrE+jr6e/t4e/tFRUW6WjnxDKwwOv6YA7oblexdYotPYCz45Y055IyhKzPHA/KRT1PVoys1U5/zRp4Fl3WGHDuglNmnVFmm0Xx1dCOp0XPl+pnvrbO/VL79nPOk/enbs3E9U+dubV07uGn9Icr6Y8X80c/nbo6s53oQLZNxh8/IaZscQQOPESPEEeDjtCDjqEhB9EwcdDD2O+cTUSliLqzoKK5iXNIdUXxcRPz/Ue0aSxrT48gP98wX3c/d2dvJ3s3CgkhYgESjkIhwwQsGaFQyQQQJCMgGSbhAQSkEbFkkIyQ8ACZAEIAQsABCEwnEUEUpgNECCCCIBkh4QCIBFMIEBWiQyQEwFMgACXhKQARwmPJZCJEJFAIWBIVoAJYMkgAyVgyGUsG8AAJSwaJEEGLQCGRcDiSrY2Tj5u3uZG5uamVm6O7kYnTfm0rQXwQt4a7TlgpNbgSg0vGoGe5kNRt4EkBcgIfKY6PErmNcYoLSceAGYJohgAuRMs+3e5cfcmLD4XjizkvFvKfL+Q9nc24N10yvnZ57nv9+43WDxtN05/Ov/hUMPI5eWgxvGfG4/Izv4bhxIHJ1LszWU/mLoz/PNkxdghy5DpAtggqoDlmcMmYbcd6b9fycj9VT7KOENJyFdaOFFGNEFMN4Vfwwhwz03FOPe59FiNrwyPrzS/vyiXriFH04CVG89FTuWnJXLRMHtopZauTT9+u/w8q8O+Wd/HKXsiDnxrOz4wToCWLgidFNbwOq7HKz+evzN/+vnrvx9q9T2/7Nt5d/br4YKC/Ljw6UpOEDF4f+rI6VVucMnp/YPPn57biJE+2Qktl8uYfa1ebLxZmxm+sza4sTPd3XD6fn2lvZxd5IqG8qiLtdFxJzhk3OzNFySOH9+yqKS/e/G3j2/rC4tvpV0+fDN+7Pfr4/tzUxMbC3BYfF2Y/Lc9f6+3MSD1jZWmnpYWVkZRUlpNRlJGkgaSetqZgH89jBw9IysjtOygluF0CZZtpk3XkNKkSCiCfBF5UkQO5JXZPf0yr740tacjpGRYHLRR17Sv67wak5Rb23a5+OE4wc8fDbBrd4LipjZGhiY6xua2tva2FlYEuW49N12XRdZk0HSZNh0HXZTD0mEw9JlufxdFnsww4LAMO24DDNuCwDDgsAx22oQ7nX9Ax1OEYcP7afajDMtRhGelxjPV0TPR1TLc2KepxTPR1tnYrGuvpmBromxrom+jrm+jrmej/45ga6Jsa6pkY6JkaGpoaGm1tJThupGdmbGSib6yprg2xDXG6PpgDujtUbJ2iSw7g7HhlbPnkLfmkzS388ixCs1nB6Tl3JitfrpU8Xil+vHHqxmJQ11Rg50jR6MLFidXG6dW29+vN79faln+rn/+ZODCZNPgu/cFqxqOVrOHVkpcbqVcndxBtIfsUnGHoMYK1VWC2of9Zsn2sXWyxqX+OllEk2TzSJiRH3zMHc8ySS9bc1COmuuq8k6PbISkCU8fO1cXX2cnL09nLwthOl2HChPWYiB4L1WOhulQKQ4euT4dYDJhFB1komcFCdFGAyabqI2Q6lcJkwBwUZFHpuiDMZDANIJgFwywIYlIAOhXVgSEWk6FHo+ogCIuKcgAKFYToBDICwAyIyiaRETrKhACYBtFgMgxTEBSiwhSESWUhAMyi0VCEzkBZxhxDT2cve1sXNydPUwvPnWoW3Jq+POruusFF1IBSDD4Bg6bx0s5sg1N4wWR++tlt6Bku+DQGOStAzxekpPJrBOIdznoUdpe+WCh+tVDwfLZg+H3eozdlLxbq3n2pe/Ox+d16z9zn5pnV8y+WL0x+LR75lH5nIf3BWur9taTbs0l33xe//nqqaWS/hgX/frK1T5aZfwmfgh2fhhefqjtGysIh6rymjieXlDGXvCuXjAuPjCOXjB2X9HF9z3RDt9OYI1Z8Mv680m7c8q4YJW8eQjQf7Qw3NRGDpGKQJMX/27jAv1t+9dX9sLcQLZKfESdATRSDkkXVXSUUoZRTMR+XH//8/nrz68v3r7rW39/48XVsfvZFVl6WOpZ0feDGb1/n7l2pef/68ebPz71VqYFGGl2XUjd/X31x79r1rtpfvizNvx+72lFXlJ1GRdGw6BMnEuNdnayiI/xzzqWBAHBwvzhOQ+Xl8N3N76tfVuZmp8ZePn448vDe15WlLQn4ND+7Nvd+6cObrtbGyNAQexsHqaOSCtKSUocPaCorXL5QUVVeKislKSkpJSGlJLT3GA7UOZlZ6uIV5eQZCXJsMdvlscb+WT3Prs5+Tb7QFl1cn9X9VByyVNJ1KL9yxz8tL6/rRtXdFwRTJ3UsyKTrHTc6TkWgiJi4Kz09nc0t7S2Nba0N7a2NHa1N7S2Nna0tnS0tXa0tXa2tna2tHW0tW3S2tXa2b9HW1dHW1dHW1d7W3dHW09ne09XR193Z193R29Xe29Xe19PR39vV39d1pafzSk/Hld7O/t6uq33d/3Cl9+qV3mtX+q719w30Xxm4+ifXr/XfGOi/MXD15vXrQ4M3hgavDw1eu3Xj2qP792qqLu4XlyCgbKKBP0acs0PZximqZD/WjlfOgV/ZcZucreAxfX3Xk1aRWXYnSwrufzj38FPi0Lpn42v3+uHURwsX33+rHFuqmVi6NL5QM7lc8nIha3gxfvBtws33556sZD5azH6yVDyyln5tYi/FkWQWRzEK1rUJCo4+k5JbmlhQHpKYlpxVGX/uUmBMdlFNn4V3Fq+UDbeig6F7fHFJiYubn4Q0mQgamh23s7FxcbR15tANiNoQFWRDJDpEotFhNhkPUSE6hQihIB0mU8l4iAoyADyEUuggEYFIKALQKCQUgZkEAgSCdDIZIZMQEKACZJSKsskkBKJQYYgOUlAIpBGJII3OIZAgAgmiQDQCCaRQqFgsQKFQSQSIAqAQhQaQYAikk4kQClMhCo1CotJBhoONm5Ojj6mRNUS33KFhza0RzK3kYxhUwvLOw6gE8AKxfFDcNmIMD/HENugMDymJD0wRpGXsYGbtBFNE1P1hp9zAsoGy5wslL5fyni/kDs/nPp3Pe7qQ92Su4OmH4uF3laMfKl/OVbxcuDS+Vj/1ufTpYtaDhcxHy4mDMznDa7EdwxIECwWilXd0ma5D6jZpSz5lLx5Fb4ykPfdhU/fwajwzCHPIhEvGkVvGESNpwyXvIKrlZuyda+yaxn3Igk/Sm1vShUveHSPnyUM4sY16BoOewKCnMFCCgkXy4z97BP9JBXIqe/dRvEXosYKMOEH0hCh4Qkzd+YAinF+Ut742vbE+s7Ey9XFlfG1pbHlpcnHpw9mcAk0sdOP6zY2VqbqSkyP3rm5ufmkrTgwx0eq4eHrz99X+pqqy7MQvG/PzHyb62i4XZWcYG5tGxiYnJCU5O1iGhgaVnq+CGXpyypp79+w1M+Qsvnn1+8bK17Wl5fdvPy7Mfl5a+DT34ePch0/zs+tz7z8tzz+5f9vMyCAt5RRJS1v6sASI07pQVvz4/l0URsUPHJKSUxPZL3dAHh9zMjfhZI67R4iRsa1/eIptQBLHPS6rd3hg4bekC+1RpQ05V57tBI7L6Tqdv/rA+3ROfvfQhbsvyKZONKYBCjICvP2cHezSzmbfvXXr5rWBwYGr1wf6BwauDFy7cu1q30D/n1y70tv/N/19f/IvySt9PX293X293X19PX19PX29nb09HT09Hb29nX19XX19nT09Hb29HX29nX29nb29nb1bYV9nX293b293b29Xb09Xb09XT3dn95909PZ09vZ093b19HR193R39XS3d3e1XuntLS+tkJaWI9I4OF1vjARnl6q1U0yRONaOS9qeR8mRV96JT8qM9yBDW9fHKiInofFh3vC3qIEFt8tPkwZnamd/VL75cn5spfzlYtHz2eKXy6kPP0RenUy8s3z6/mrWk8VzDxeyHy8XPf+Yfn1mN8WZaHaCejzY0jmgND8/JiY8tySvpCj3RFx8bmFlSkpGTWO3V3ThdlU3LmVnXbeE4vLzbu4BR+RhBTVEXZNkaGINkhAWjYNAdBZDF4UZEAVlMXRACkynMVCEyqCzaFQGBMI0KoMCQDQqnQKAIAVGYBSiwAwaAyACMAWmkCggCUQpMEii0GEqSASoIIpSEASAaTCVTCDTEToEQDAIozCVAiAASMcRIARhk0koRGEgMIsC0CCISSYhNCobBlkUMoOBcAAiTU/PEo+FZFTgnVq2XKqhPMohluHVTpElknjfI1CIKDlUiBgjSIgRJZ2QoKXsoSXtZibvpsUfosZJkAKZLjkhJVcrR+aLR5fPPV4893Q5+9laxsPlk0Nvc4dXSl9/LH65UvJqqfzVQs3YUvPUWsPEev7jDxn33qffflf2dM0ysZLjmmTpf06Z6sVzzFhQ1ZNb0Rcj5cYj5cx/2MIz/DKRHcMracer4Mkj784t74aRc+WRsdV3zTKwS+GV0BORc9um6Myn7s2jFcJLituGnOZCYjHUkxg4Xt4i+dHb/2lc4N8ts7JzO9FdEI0WYsQJIFHbkVgxTfcjGgamVq76Rmam5rYWVk4W1k4WNo4Wtk7HrV0t7fyJgMHAtaFfv8xeay5+++rh5ubXnvOn/fRVt1Tg4dW2rrqSbxsL8+8n+9rrywty3Vy9A0NOZGScDQn0Szubl5lfjUeNZVQpyqpYMSH+5OiQzW8b39fWNpaXPi7Orc+/35KAT1ubixZnl+beJsfFRAUFBnt5xgQH3h+8NvHiuZW52e49B47JqkpIq+2RIZi7R/qEJisq4ZVkVWQl5c7mlFzovGEdfiat417Phy/RFQ1B+Rdz+p/vga1kOY5lfQ/cks7ldtyqujVKNHIkkGh6LCNzQzNdFlPfxIzD0QEBkEgkamO1tLQ0tLQ0NDXVNdSVt1BXU1JTU1JVVVFVVf4Llb9QVlVVVlP755SKqrKyiryyirySspyikuzfKCjKKCjK/KuvoCirqCivqCivoCAnLy+7dZSTk9lCXk5GXk5WXlZeTkZeVlZGTlZKVuaYgpycnIyCsqq6joWNBssFc4C1U9nSKaboAN4BI+3ApejIpeDCLWcnpGAjImvML6Ujgbj5V99OGJiO7x+vm/m9ZnLjwtR69cRa9dha9cTHqulfsobXgjpGY6+9T723nPV49uyDhXOP1vJHPp+6/nYPzYfqlGHumeziHVCYmREVEZpdmJ12Oik0LCS/uCzzbE51c5dbfKmwugeXsouuW3xpeYWHZ/AROUhOkaKigjMwsqQQYTrKBilUCoAgMAMGaVSUCcM0NksPAlEqlUmns2GISkUZEIiymDogBYEhKpPBoaIMJoODQDQ2QwckwyCA0FAmSIJgMgKTYTpMB8kwREYYVBZABFGIhoBUKkxHIRoC0yGYgcNRYIiBgHSUwqBCLAigMWg6MEinwgwEYkMAkwYyKCSqsbE1mYQcU8Bv17TAaIRgVALsT1TU99wLDMmKTr2sbhwvQgzbQQwTVHDaq+nGr2SzA/DAyJmIathtVzSn2ieHlHRUP39f/mIx99li3shq/otPZ58sJV6fyH+2Uj39rXziU+nkx+LxlarxxdrXc80z65emNs49eJ9/f8E7p01D1/egthXXISbmmJGgqiuvsgdGzk0EF3qMkXwIigrOHGA7nT2IRu1npIhTkw8zTu2lxHIdszRwTncJSD+KM9fQi5HVjTqsE7+LnsJDjOcDT3MjcRg0BQMnyFsk/T+rwIUOMZIHPxIlwDghSIsRhWLENL0Oa5ipEfT3SqiJH8EekgYOygCH5IBDcuQj8iBAtSNQzG4O3v326W1nbc7Y05ubPz5fqU6Ls4evNmZv/rF6r7+5qTLn28biwoepKx0NBVkZerrGtg7eYeGxYWGRiWcKTOxDJNVZkqp0eTWynKy89KH9GcmJ31ZXf934uDb//uP87JYKfJz98HF+dvnD29WF2fdTYy8e3n/3+sXK++ln924521mL7xOXlFHeuV9aQhZ33OME09LPxe+Eo5MPSQuvKCnF5ug5B0bbRZ7J6LnfO//txMXmyPL63IHnexFreR3Hkt57vmcKC3vuVQy9JBg5IzR9NsPA1MhcX88AYugePnJs1+59wqJiQiLCwiJCIiJCQkICgoJ8gkJ8QoJ8QoJ8goJ8AgJ8AgJ8/AITTrOfAAAgAElEQVR8/Px8AgJ8goLb/oJfSEhAUJD/b0dAkHcLfgEefgEeAUFeIeFtQsLbBIX4hIS3CYvwC4vwb4VbVf6VvzOCgvxCQoJCQsLCwqLCwkIiooKiYoIiIiI7tu+WkpHjmFlrcdwwB9i7lCxsQ3MlcA7css4YRWcuBTeMnDOvgrOAnJ2AtBlGgiap73vq6ovaqS+NM9/qJtcuTy7WTy7XTazWTW/UTH/Pe7oc2/vq5OC7jNuzWY9mi55/Knv5W9XM5rn7q/vZ4YD9WWP3FP/IuKHrNy9ebim4cLmtu7+8riWrou5c0YWa3iHL6FI+dW8uJRcDj8Tyikpvn2BJeVBBmaKmijM2skAAlI5wKCQaBDBgCgMCGCCZTiagKMQmExCYwkAhBokAgwCNgKVAFDoRC5KwIIWAEHAQSGFhsRCRTMXhITyOApBQPJZCIqJYHASQaSQiisWBJBKKw1JIRKq2FgVPQHB4SFuLpMPWtzS3RSk0Mg4A8BSEjJBxAEiEyTiAQoIoZCqFiFLJKEiEjY3NySRQSgm3R9uCS8sfo+ZhGXHu2u17p5PScoou4k3DdxADj6Hhxm7nXCOK7SPzraPyLaPy7aOKbPzPhZ6pyWm51Ta5cPn1QuXIQuWr1cqxjyWjKxl3poqfL1yY/FgxtlI6vlI0uV4+vnR5Yrl+arV57teKlx9T+8b2Ea0xolqYvXQ+aStBJTdeRTeMnDOvurcwKVQUjNpGDHFO7cRbRAngnAUpwcLkMCFssBg2UEDe4rhrcklNh298ZkRWq6pRiBDOmZ8YwktO4INO88DxGPQUBo7//1GBqs7tgCs/LWIbPYofjd0OJ4hoekmSrD3CzuBgc5DtQDd0Yxi7UXWddEw8abrOnsEZJNTy5o2hL2tvGi+eez08uPnHp4aCGAdUurXk5ObP9YGeS7WlZ79/Wvrw7nV3Z2121mkOW9/S2sfQzNXGOdDVNxlPtT2mqSuJ05PUZsphoUNS8rt27gzwdn/25PZv39e/ri79urz8y8LC1/kPnxbefV5e+Di/tD63sLHy4f3kSEVxNkjR3rt3p7yS6h4JaWllirFNMIHtrEGzCztZEpOcRSIBcscOEfHaLr4hrrGZBTdf9C59P1HTHFZem31teDdkoajvVNp33/tUfmHvvao7L3EG9gyOiZo2mW5gqm9ur05kHpSQ2b1bQlRsp4iomMifJiwsLCgsIvD3n1ZElF9YhF9YZNtf8P+V4RcRFfi/80+xPxEWEBYWFBYWEBIWEPrLhP8ykb8vLyokJCIkJCIiIiImIiYiLCooul1IdLuo2Pbdu/eII2wDrI4b5qD+dmUL6+BcCW0nXhknbgVXLjlXblkXbmlHzFFzQSU7ISVLjJSud35X9/yP2rerl2ZWaidXGiaXG6dXL099vPzme+Hztfir4+n35s89nD8zNBFU1u+f3xV4vt8us0UM7wXaF5GtUyxDki+1dBSUXXYOOZ2Q0xBX2KbvcVLP+kRwUol5eDmvZjCXspOOQ1xRabm3b4CkPF5RFVRRIZiZ2MAUlEXj0BC2DsuQCrMQkEGFWSCZyqDqICCDjrIhAAUAGp2mD4FsFGHDJCqNRKOBLJDCoYEGJAKNSKGSKCBCoTABkE6CmDQOGWLQYA4M0PAgTIJhChFmwbokPBVLRChUOgyjemwDI11jFKbDII0KM5h0XRRmQmQqBNBZTF06okMHmToMDgzSTI2siThYVhXep2XLo+6DkXewCcjru/q0uLjyVE6xMt1jm7S9Gj0y7GTpmbz8pMzMlHN5Z0uqz+ZUVBQ3xASfiorLCMksMAlI1DbxpXklVTyZuzz9Nefph8IXixUT65UTqxVjK+XjKxVjSzUTq3VT681vvjRNfrU7eRkjTsNI6PLJWAgquPLKumGkHLk0fbcRI3gIUTy4CIyGl1d6R1R2i2FIrn50uV5kFd2zgGQSBxkFhiVlZxYUnco4XdnUcSKz0j22DG+bwUWI4ENS+JBEHvQMFxKvZJn8P88U/rtlVFzZTvISQKOF6bEiUNQOcvR2dc/d8joaoJEaQY+AHCeipgDDnIAYU+gWZKoZzLbXJhvcHLzxy+fZwSs1M+P3N39bv1qbGecID9YWbP6+8vhu50Bbza+fl+dnx7u6awsKMqKjT3h4RRtZeJvY+Jk5hBs6hNkEnHaIOGvgeULPKfSIKmXfEYVtgtsVleWjYkN6OlteP3k0N/5q9e3E4ttXb1+PvH7y+OaV3uL8sxbH9Q4f3HPw4F5lNeXDUnJqOFTHxE0Fr79LGpIhHXcOz9JETbVJVARCysrK6zuvUUxcjGPOdsxuJNZ3hJXWZl99uhu2kNdzLLty3z+tKL/nQfHQSwWquYoWIqVM5BI7KLBbUmCH7D5x+Z17jwmJ7BQWEREWFhESEhISEvgvKiDCLyyyTUh4m5Awn6AQn6DwP0/1f0dIZNs/CP/JVl5QaKsR8eeTX1hYUEhIUEhIUFBIQEhIUFhY6B9EBIVFhIVFRIVFxISEhbbuRFRURER0x3bRXRBDD6fjjjlouF3F3Do4V0LbmUfKkUfelU/Rg0fWlUvGkVfefgfWXVDRCrOfrhOc3/7+twvTi9UzS9VjSzWv5i+PL9aMr9RMfy0cWU28PpX5cKlwdD288Ra/NA2zSxtzmIiRAnmP6VJtMunOp53iM3NrG4NS8ihmfvreSYhTHMU+ATCNM/ZN1YupwxBOcKm4cOxPVF6s9Q8MkpTTUlADVFSJxgaWJCKAwnQKCQHJKEhGASIMU2hEHAUF6QQsQMBTiESIiIeI2iBBi0ImQng8mUig4EigKhHQIAHqWngCnkTC4klYHIAnEbTxIBEkawMIASUTQDyZTAbIRE0iFUcnaCCamhQ8GcLhiQABxGkRSASQSAAJBJBMQogEiEKmEQkIBNFBIhXEQSiIEPCAoZ4lmUiT16CLa9rxqftg5O2t/Atr627En0g8lZ5mZBNM4kQT9KKjMy5k5henp2edOp1eVF55Nr+oIL/0dMKZ1DOZHqHh6lRTjICUgAxUODjW8u7XwucLRS+WKsbXq8a3vuy+UPl6sWZitX7qY+vMl5rhRW3zKMxuGubIcQEFOz5ZJ8wxJ141Pz5iGBchkgsfz4uP4dLwjsy/Vt70UFvXS9ssRM3AT5VupwUbAgiTyWGwdaiJCRHtvZ0PR18+nlz0TG3kIgRwI/E8aCwXLR6Dnvhn7eB/VoHKgZ3koB3UpO1IxB7Qfz/Re5ey5V5p6v6jmoektY7KYqUVidJKRBllsrQyIKeGyKqiWLLe7VtDX9beXSw/8+xh/+bPjcaiE36Gal1l6Zs/Vvs7qwvTYj+vzi7MTVzpbyouOefq4uHoHGztGBIYmeoSkGDnF+8Ykc5wiJCBLfXcE49gDQ+qsMWlwT1HlY7KK6hoajKYdFsbSx8PFy9XJ0crM1MdBkLGKSnIyMtJyctLyyvIKCgqaGJJTF1LhGlxWB7YLUPZq0ynWYfoOoQb2Po7uIdV1nYl51TtV0cVTdza33483dQbXdGYM/BsJ2Qmp+tQfuVeUEZJUd/DsqEXWmwbCNTVVAc1tVFtHColixUT3icqtpuHZxsvDy83Fzc3Fxc3N4aXl5uXD8PLi+HhwXBzY7i5MTw8f8LL+1/g48Pw8f335Bb/Wp6HF8PLh+Hl5ebl5ebl4eLl4eLhwfDwcG2FPDxcPDxcf12Fi4cHw8PNxcPNw83Fw8PN/edtcGG28QoKCYgAKJug74U5oC+qaGodnHMI68wn7cgj78Ij74aRcuRVcBHV8hRQtuOSNMYcYNB9z7W8+/Xim5XKyYWL48u1Y4s1r+cuvF6umf5aOLKWfGPm3JPV4hcfI+tv8h2hYgQ1MXs0dioikloGFu4pJh6xHrHJGcXlsadzw5LzTuVWxWWe9zmRF5vaGJhSrhdxAUOI4VJxZlhFtHX3hISGHpVWV9agEAiopZkDCtN02PpUmMmk6VBhJhVmsui6KMRgM/RgCg2GmQjKpsIsmIiAOAoMImQQIsIwCUbxEESgU7AAgQIhIEClAAwQZhNAKgVlABBKRZkghBIAiIxSCSCVArKJODpEZMBEBCaAdJgBAigM0iCQhqBMFGVBEJ1G5YAUOoIyUQqDBtBZNCZEoZoa2iAgWxXP2atuzaPihZGzNQnIrm0aKMrKKso6lZRwMiS2VJ0ZoO+Z5h9V5huY7+CZ6hNXZhOVYx2ampB98UzeRSN7LwWSnoAEdp8Gp3jgdcf73yteLJe/WKoeW6t+vVo1tlTxeq7q1XzN+ErdxFrHu69FN8bEAXvuw3rC8nYCio4YKUdeRV9+7VBufAiGEInBx/PgY7m0/CLyu8+Wt6rT7DiOsRRD173HFFTVFEnaimRNRZiAbWlomXz7fvLdm+dTM/5ptVxYPz5qMhcSh2HEYagnFP9ZO/i/vmvox+ZmRs3VXeQAESCcFVTukng+4mytpVeCvrmbjr4ZW8dE39DMyMTGwNRGx8jK2NzJ3S/K3NYHphvfGLz6/cvCnev1b8cfbP7xsfdCapCpdv+FnM3fV4YfdA92XPzly9LSwtTAQHtxcRaVyrKw9jay8Dp1rjwxo+RERql3XDZo7neIeJzjfmY/1lpcw3q/uvVhdeMjqgxJTeSoKv6Ykrasgra2JoVKYdDIIBWkAABRW1NdQ10Zj9Mm4PFYLEFX3+y4hTMZ1idSTdRh44MajP1qLFmSmSLJzD0sS98xAmvkktp+u3fuW8LFttDiS+f6n+5BLGQ4duev3PdKzs7pGCq/9wJvaE9D9Vh0AysrZwszO9Pj9mwGh6PHhhEYBAAIAGAKBYEoMEhGIDIKU2gISEUoKAygMIBCwJ9JFGRQYSYNYdIRFh1l0hEGDWHQYAYNYdHRf4VJR5g0hEVH2Uwah8nQZbP0OGxdNkuHxeSwGDpsJofFYDPpLAaNxaAx6VQmncpm0llMqg6Hqaejo8Pm6Olw9HRZOhy6DofNoLFQmGZs4aDNdsVIGGxXMd9SAV5pe245R245Fz5FdwFVD35lJ4ykKZe0KeYAnRGQ3fTme9XUQvXMcs3ESt3E8uWJxZrx1S0VOHXr3bknqyUvN2IabwtJsbnEiKKSCNPaz8olJK+82dQ50D0iIa+kLD+/7Exq3qWahvOVl43N3WJj8lNSi23CC4SJYYLanhzb6Gejo2lpaUckVZTVyFraFGsLJ4AEUmE6BFDpKBsCqBBApSEsCKBSYSaFBFPINIBAg0gIAlJJeBJEBgl4Ep4IgEQYwlIoAAWHJVKIKAlPJRIZBICuRYawKKJOIZABCplE0QYALQRWI4E4kK6FpZBxFEgDC6hpAwQIp0WCQBqJDJMBhALRSCQYgZkUgArBdIhEhQkIDaKSCKCxviWZSJNTR8XVrLgUPTDSVsaBmdWNvcU5eQUZKb7evl6hZw/h7TFHmdsOs0SOmOxX9xbR9ObSdBHE2et6pZl5n1KnWcEmXkewespsx7Kb453vf7vwcvX86FL12OqFsZWq14uVL+eqXs7VjC03TKx3vP2W1HCbX9Fgm7SpiIIDn4ITt6KngGYYn3Y4Nz4UQ4jCEOK5CScwmv7BOc3VHX1d914NvZy/OTzm5OaqriyFEjWYAAXCIe4uIdm550tKSiuqL/oklAji/Hcy03mRZAztJAaJlzdLfjS99p9VYHNzM+1i127AR5jg63K6tnnoaVP/9ar6poaW5kuXqqoryy5eqGxorL9wqaa6pjYu6aSrl59fcKSNnfPd29e/rM9Ul5169rB/8/ePrWVJQcex12vyNv9Y6W07X5aV9GV9bnF+6ubN7rKyPGMjMwtrH3PbgJDY1LD4jIzCy0GJeQzrIGWGk5Fv1n68025t512aLnvVXcXVHfaom4pr6R3W4hxWQBUUaSQsh0U1MNDR19dhGXCY5sZ6NmbGTjaW3m4uIf6B8TEJp1PSzpxOSzubm3y21MAhTBJnLkW036VoyCNBQp2iKu5N9c//knixLaqsLqv/yS7IXMnAqbzvrldydl73rbL7L7T0LIkEWI9jYmRkAYPUuPhT9+/eGhi6MjDYPzQwcOfG4L1bN+/dGnpw++bDu7ce3r316N7tv3ly/86T+3eePLj79OG9Z4/uP3v84NnjB8+fPNxyhh/dH350/9mjB88ePdjK/JN8/HB0+Ono8NMXz4ZfPn/28vmzF8+GXz4bfjXy/PXoyOuRka3M32VGnj15Ofps7NWrVy9evBx9PvZq5PXLZ9OTE3eH7vp5B5haOWuxXDEH9HaoWliHZEtoO3Afs+GSteNVcBHV9BNQdsPIWHHJmmOkTTAHGKzA3Oa3v1ZOLVVNL9VMrNSOLTVMrVwaX7049aVgZO3UrXfZT1eLX25ENt7hlWJidgJC0gwdx3AHn+iM/AsmTqFOwamFFztO5lZHnC6JTS8LP11qH5IZnnLBPzrNMaZAjBTIp+aMmARMzUxXV1UeOqKgqk7GalOsLRypKJ1BZaEQg0Hl0BAWCjFYdF0EpDNpOiAZRcl0KpFGIcMAFcWRARqFDuFRMolOA5h0TZSKpYMaEB2HMrEUHS2CgarmcTUNW21tc0UFJxV1S1UNhrY6SiaQtbFUACTiCTgigUImEbWxFBJCwoMwSCORYQpIBeEtFWCQSTCCMBCAjpJpLBqLAlDNTe1hCktFm7FfzRIj44yRsTHyO1PbNpCfV15QXJmQWe4SXXoM9gLtE6gOUSIKJvyKbmKkSH6cxx6CtWt0dlJebfi5KveEfJyJB9099uLT2ba336terpS/WKyeWKkeX64eX7wwNn9xbPHS+ErD5HrP3O9euS2YIwzMIX3uoxZcCk58GoF8GmG82DCu/6oCQeda66/cuvrkVf/j0YevX+cW5OC1VEEiDgYgHJZiZeWclJJWmJdbUljg6BcvqGK5A4oQgE5wU09h4AR5s5Q/VeDfv0fw8y/b3Py5ubmZfrF7F+ArTo2g2ESHn8yISUzIycteW5vf3Py+ufllc/PL5ua3zc0fm5ubHb3tPv4+Ofm54RFhL0buf/04c62navr1vc3fP3VWnPY1VO+tOLv5+9Lw/a6u+tLvnxaX5qYHBzvPny9wdvK0sQs4bu0bHp/pG3IyLedSeHKhY9DpwFNVDtGle7RsdmGdd+E8d2H9duH8tuNdduKtdqnpKpPNUKYdAc8yNrSOCo9KT4m/WJrfcqnianvdYFdjf1vdjZ7Wkft3Xj66N3L72sLM6/X1j31DwxR9H3E1qz0a9hgJhGwXdeHhu/4P32LP1wfnV2f2PNwJHlc2cinrueUck5rddr3iznPQxOG4gSWIBZ2sXdztXQtziydfPBsdffDs2aPR4eGXz5+9Gnn2evTZ69Hh8Zcjr0efvRoZfjXybIuxFyNbydejz8ZejEy8Gp14NTr+cmSLfw23/OnxVzMTYzMTY9PjY9PjYzMT41NjY1NjY9Pjk28mJ2cmxqfHx95MTmwxMzG+lZmZGH8zOTY1/npqbHx6fGJmYvzN5Pi76Yn5928f33+kxzGAGQZYjhvmgJ6YsplVcNZBrAO3pDWvopOAqoegqidG2g4jY4mRMeOWNsFIMJj+uc1vf7swvXJhevnyzMfG6fWGqZWa8ZWLU1+KRtdPDr3NHl4verkR2flUHHERVTMTpzjq+6V5xGR5RWWyHWI02YGoQ4qKUdRBNPAANWAfLWwXGrFDy9PUL9MtuU4IG4CRsyRx3CYnxlua6iSPKaprkCkA3dLcAQQRDksPptDoKJtB5Wy1CGAKTZdtiIA0EA/DeARGaEQGlQghHEgXwjG0yAwSyoHwKB2HstTxFiqqvnIyyUcOFomL1++VaN8l0Soi3rxdvHSveNJhiUhFeQ95eRttbYqWmhoBqwWAAIBSQTpAhEkEEARpEMKAEDoI0SCQBpARGo1NhVgMmM2gs0lk1NTYFgQYajjmXmVTLllnjIyVvkuCf/gZmGGFYzsq6fjup3gdpHj6p12KPHdJkuzKL++8DwhV0w8Kis8oLCo7W3T+XH1vZFlzSEljXN21+vH1uunPZS8WS18uXJhevzC9dmF6tWZ6pXZq9dLEat3Eet/iT7esJswRJuawEa+MA6+aN49mMK9WOA82jAsfgsGHY/Bx3LhYjIZvSGZHS9e928Nj/ffv3X/+KD8/C6+hSiFokwEsEdBq6WpcWl/+9dvG5Mvn+eW1vmmXLRIa5C0yuYETGPB/bQv8dxWovrqDFLAXjdbxSM8ouXz33vCLkVefP618/7qwsjj2/evcjx8ff/z8vLn5R2tHQ2h4YFPz5fS0lJmpZ59WJpprs18/H9r8faO7Ki3GHhq8VLD5+8qN/tqa4rQva7NLczM3bnSXlxeymAYWVt42zkFMQzuanoNvWFpUSpFP1Fn/xCK7sFwJgt1eousOvOcOgq8YwVuU5C6KtVJkOFp5RDF1TIICQ8+fr7g9dH1+anTtw/in2fGN2bHPs2PfFie/Lkx+mZ/6vjj9/f3L9emnC29fPxwe9Qg7t1PeZK+WM0aCTrCOqnk0NzD7S3xFU3jRpay+J2KAsaKBU2n3Ld/k7NyOW3nXR5UY9niCvpIitHef4u5dMmHhqQ/uDl8fvHnz5uCtwWu3Bq/dvjHwN3eHBu8OXb9z8/rtG4P/zq3B60PXB7Zq/V1x6PrVv7h2a/D6rcHBW4PXbw1e3yp/+8aNOzeHbt+4eWtw8NbgwFatOzev/83tG9fvDg3eHro+dPP60I0bN64P3hi8dmPw6o3B/rt3hpoamlSV1QkgA6frgTmgJ6JoahOacwjnyCVpJaTutk3JlVvGESNtyyVrzSVtxi1lgjnAYPrntrz97cL0SvX08oWx5UuvF+unlmvGVy9OfSkcWU+5+Sbr6WrW0+XMx4un+l6d7nqVMfDmVPuIkV+GRWAGbJewW9tlLxAgBoTtoibsZiSJMk4JM07vAeON/fLdkxp3k8OFNF3JOm5jr190tTYcPSKnrkbUVCeamdhBIEpDWTCFBlNoIBmFKTQIoBJxFCrMJOIAQ4PjHJaepjYOjyA4AkjDsfCaiAoF1YIhSFPNVF0hRFbq8jGpp/skPmzfviQsuC4k+Hmb0Hd+sSVBgQ/bRWfEdr3afeiahHSapJSRzFGipioOS8ZpghQ8gtcikQkQiQACZAQgI0QCCAFUAo4MkGGITAMJCEhB8ETI2NCaTECUNJA9SkbcUraYo6ZGLimJZypDEor0PVMkUN+DaJgc3ccx7Gzc2XZ1etRODT9BNUfv05VBMfH+/n7JWQUtL+Zap9frxxdrx5drpz7WTG8Uv1gsfrlYPfOpcmqtYnyxamKxamyp8tVyzfh659wPn6IefnUrfkUHfkV3bjUfLs1gHq1wbu1QDC4Ygw3FYGO4cdEYDe+QjKaOrhv3n40MPb73eupVWVEBQUUdwmIpRA0iWSXhVExTe8uV7p7K4vLSqo6Ygj7Pc9eULLO4yQlcUKKCefKj6a13Df3b6OC/qMDm5uZmamXfLjBgLz2a5nrGOTAlK6vil29//Pzx9Y/flj5/fPvbL8t//LH+x4/Pm5s/O7pbIiOCay6cP5kQ82by2cbqeFtD3tjzoc3fP7eWpDgzZFvyT23+WL17o+lyeebXj/MLs1NDQ70V54sYdD0zC0/vwAQb92ATx2DngOTQxNyg+Kzo9Cr32JKDBPu9BPcdeN8dZO+dgNd2kqeophVsHlR6obG2pjLtVNzQzauLczPflt9+W3zzfXnm16Xpr/Ovvy2OfV8c+7rw6sv861/mJ35bmR7oqS+vPB+TWrZP5fhuDUfMfjpkH9cyujbw7vvJix0J1a2ZXQ92gscVDZyqrt4PzSgu7buff/WpImqOw7OUFAHR7cdEhA96eERe677a0dra3tbc3tbU3tbU0dbc0d7c1dHS0d7c1dna3dXW1dna1dne1dne2dH2D+1tHe2tHe2tne0tHe3NW3S2N3e2N3e0N7e3NrW3NbW3Nbe3tXS0/7kAubujo7uz8/9QdpZRcaxdvq/qbiAe4jk58QR3a/duaNwdgru7E9wCwYK7OwkhaIAkQIjh7u4aiEGC9P3AmXdmzdy5M7fWf9XaT9Wq+virbbWf6ldVNVXVNdVVNdWVNVUVdTWVdbWvamsqa2sq62pf1dW+qq+rqqutrK15VVtTVVP9qqqqourV8+qqF/V1VbnZuSwP2ZB4MREpU+CG1DkuFS2n2FsI/ZMcegwcusBDLchDHegDbRirFuSBKnhPAbhOFbd59nJ2P29yI3tirWByq2Ris3hi7bhGkNC/FdQ6G921Gdm1/rRrI7V3I61/M33s99PmhesYfcIjH7JR2CWEyUW8zTmCMzPJ7RLV9RzV4yTV6xLOVc05ziSk6DzKjhlhjpM2HRnse11d8fABBw8PnJtLUFlBm0ql0USlREkSkjTZ46BAkiZLwotSSeIELEVZVVtaWhEDx5AoNByaIo6WImBoaDxeVoTfj42t6sb1LuYLS6fO7cEY90FgHwr8hgIHUOAIAvxhAH5DgQOQYQ888ZWJuf/0pRdXbnneZ5UWFoCj0RScOAVLEyNLUIg0Io5KJYmTCWKiZHEyniomJiFKlqTgaRQKDYunKipowYWwnPyEq5zykPtqDPdVxDV9w2IrnHzjrQPisJoeWPVgBZOQ8NTiuKxaOb1gEaXHt8Us9QNSrP2eGtq7+afn5wxM544t54wu54xvZI1tZE9sJw6spIxsZE58TRlaTR1ezhxfzxhdSxtazRzefLFwZBxfA+VSgXIaMnBagHxWgIADVNAVKuwEgTsAcGdAxAMi7ArwmjlElpZWN3wYHBtZ2Zpa+erpFSDAIYARhJOwKLgIH4lM0DM0DfYPDfWP1DMPO82pcx7jdhL3GEIKBYl+7P/KDv7X/wj+EwUicmqYscYXKLa2zyoyX7ytqW3b/fnn6HB7/8/C0f7W4f72wcH3g6M9Op1eW1fl5e5SWpAbExY8Odb1a2fqbX3OxOAH+p+dutwIdy18U1W6ycIAACAASURBVO6zoz9rPV9qGitzfn9bXZwba2mpzclO09Mz1dCyUtIw83mSaOsXq2PvZ+IabOMTLfPIScsu+hbK4IKw2QWEIzPS/BLG/DLK5hK/AVXJMTk5Ozclxt3GoLG2cn157sfa7M7SxI/liV+rEz9WRr+vDH9bHNxZHtpZHvm2OL05P95QW1LbWGPtEXbmHu0Knx54k8ZGMQgpff92ftcv84V7aklUbQczVolNSie9/oNN8LPk2ra0912C0uoEUSkRNElCUZ1Mk3bzDKh6UVZakl1clFNSnF9SnF9clFdYkFNUmFtclFdUmFtUlFtSXFBaWlxaWlxSXFhSXFhaUlRaUnx8pbSkqKS4oLgor6Q4v7SkoLSk4PglJSUFZWWF5WXF5eWl5WUl5WUlpaXF5aVlZaVlZSWlZaVlz8vLnpeXlJUVlpcVlZUWlpYW/PNIeXF5eVF5WWF5WWFZaXFZaXFpcUFxUV5ZacGL56WpKSlYDF5MSllY0gT4S+oMh5KGQ8w9tNEJdl3goSbI+gjyUAf6QAtyXx1yTxlyTwG4RhG3flY5u583sZ4zsVYy8618evuYAgVTvxL7t0La5mN6tqK7NiM7NpI6lxN7F+NHdgKaZq9gjAg6/ghN7+tY07viTnfEXVkk3e5TLFilnG7RHDlortpOkabBuRex9qcEDRFi+mNDfc31VSz32Xm4hXi5hRXkNHBYIglHxSAIx+7AcThwXC9ECGNU1B6pKGiieOA4JAEuiCYJk7ECaAkebo+bt75cub1+kvEnDDyAQI8A8BAC/Q0Bf8EgPxlh2wCwCQC7AHgEMu1CYNsMkG8MsG+nLny8eD2Q5ZYY+308nIgSxOGQJIwIDoPAEzEUHJJAwVOxSDweT8KhyRgEAYslCYlgpKVURAQwrNyY6zyKsPtKkJtSYppBoc+qgyJT/Z9G+kakuQXmx2bXRaWnxsTFJKXl+0YXCsjb0cwjTf2KvGKrgvNfFw3PZY7MZ02sZo6tZ45tZIxsJvYtJw+spQ2vp/Qvpw6vZE5tZUxspY2spw9vlc4f6sfVABwqIKchjNsa4LcCBR2hQq4wYWcIwgFEOkPhnjARN5DPzD62KiKvjmbgreWSoGoVxiJA4eaDI+AiKIQQCiFUWlo8PDK6sbY60D+mZfn0BJ8FE8YHSvQBaQEAxZtd1a9z+r+pFP4nCkRm111Bm7CruNpE5WZVtMallCyvbtDp33/vLm1sTO3tbRwcfDs6+kWnH1VXP/dyd8xOT/L3cp2Z6P62PlqUGTrY0UQ//FGe5K8vxlGdFkH/s/amviAx8vH3rbmVlal3zXU52ZnqqtqaGqbKWqZh8dkBUVkGTj4aFo72j8ODYwssfVOvow2Z4TYXEI6X0dYX0XaXkW6XeIzISo4FzxvfvW19EhgQEhQ0Ojb6/ev61+WZb0uT31cmvq9OfN+Y3FwZ31mf3V6ZXVuaXVtZmptbqm9p17LxULcOFKBaMdyUBK5huFWt6md3Qoteu6eWRdV1MWPkOKR0M+o/24TFJdZ/SG7tFpRT50dixWVVxBXUkBh8YFBwz5fWj21Nbe/ffvnc1tX5ubvrS1fHp+6Oz+2f2zq+fBjo7Rzs6+7pbO/pau/u+DLQ2z3Y90/2rr+nq7erva+7va+rfbC3c3Swb7i/p7+rvafzS293e19v5+jwwMhg/+jQwMhg/1B/b29X1/DAwPDg4GBf30BfT39v5+hQ//Bg32Bf92B/98hQ39jwwPjIwPjI4NBgz8hw38To8MTQ0OTI4MTY0OjowNTkeMvbZmVFFVkVLUGaAXBD8gK3op5zzF0hDcgNacgdOfCODMMdOehtSeC2GHhbDPibAlxCi1lEVc4c5Y3v5ExsFc58LZ7aLBxfzRvbyJ/6kdi/FdI2G9u3Fdu1/qx7I6l37Vn/Wuzors+bBWaMLlHDSVTLUcHE39AjwdAtzso72dYr3s7rmVdEgblLfHT6S/OggjNoO4BFnR2lMTQ08K7h1YO7D3m4BLnYeNSUtUkkcQmaDJUkLkaRlBCTOd66kUwQkxKXIxPExESl5WiKNBEyDUtDoslULEVJUDCSm7vtwpWNE6d/wCB7IPQAZDwEoHQQugsFtyDQGejJITaODSOT78K43wDjbyjkOwPkJxTcg0I2z5zpvHQ+/uFNDbgwQQRHwkhSMOJ4EpVEolIxVFGyFBZHJZHEyERxKkmcQhFD40jycuoigtiHnJirvKqMrDrQO4pyJpHGTgmqeh5+EanhSYUBMYWZL1ris3PT0pLSsvP8E8p45Nyv4R1vU1y0vcr88j4VDSznji3nTm3lTXzNGtnMGNpM7FlO7FlOH91MHV5LHVnLmtrOmPyaOrqRMbpZOrtrGPscYJGAPlA4yarBxK5xgvPRSU7901wGZ3iMT/OYnuWxOMNlzMSq5vHsZVh2zRkOiVNcCszccrf4RPE0KSqNRBPHSUpSEhMS2z42d7a3lpY+17SJggk5QQlhINUbkPIBqI/ZVAI6pv93NYKItNeXBI3VvNP9sl7ARXWUNO2n5hcOD3/s733d2Jj6s791cLBzdPSTTj8szM90c7IpL8mLjw5bmh/69XXyY0PB4mg7ff9bbXa4uRxfdfpT+sHmQFfju5qCX98XFpfGWt835WRnUUli6moGChpGEUmFT54VWnj469u7uvpGvqzvsApMvYjWO4e0u4iwv4SyvoB2vQj3vMZvxE/RcQqKyy2tz8ouMbO0cfMNeNP8fmVhYXtpbn1mZHTgU09P68ho78jgQG9HZ+Ob+s7u3srqD0QZQ3UbD7eIRFFFe4CZdJdobpvxsm7xm0dGhVNyaURNx0WsDKekTmZ9p2lgVFTVu5T3gwLSGjiyJImqoKVtrq6sFRkWMdL5ueNjW19fd8eXDw311fU1lQ21VU111QM9nQM9nc2N9V/aWob7eyZGBuenJ3o6Pre8aWhuev2usb67/ePYUP/YYN/02PBgV/vHt02dba0Tg/3jQ/3jQ/3DAz0dnz98ft/85UNrx6e2ieGBuamJrs8fu798nhwZmRkfmxkfGe7rHujpnBgeGO7r7u/qGOztGurtGujuHBnumxgbGunrGe3pHeruGhnsmZocWVlZ7m7vxiBxeDEpESlj4Ib4OXZJ1yfpRs4x0vohMiYh0sZB0oYBUob+YgbeovpeFF0vjKabbVzli8mf+RNfc6c2C6c3CyfXiv7xBb4n9W8Gv5+J7d2M6VqL7V5L7N+IG/waP7IX1LLAr+miaeOrou9g6f408FmOe0h0SGxGeHxORExKVtGrwMiUjKJKfb80BrQlo4AJP9XiTXNLXGzY3dv3OVh5eTi4lRTVsFgqlSqBQ5MoxH+yA1gUEY3AU0niGCQBjSKhhHEEPhQBSeZBYcVFEHY3rr+/dPnHiZM/GMDvDLDfUKYdkHEVAJYAYBwGDF29NC0h+6uxjr7364eL5zYAOQCBfYBhDwLdYwB/MkC+MTJ9ZD7tzXpTnI0LI0DGiVCRBDyRSiYjyQgkGYkhk8g0HIaKx5DxBCIciZWXUUMJE9j5yHdQRszCLpeQDmquGcq2CQ/Q5prOmaouCapuiZZhReYBGZYBKUZB6eLOaefJ7jCkLURIh1vDTz/qVUbPYt74ev7k1/yJ7Yyh9dT+1cTupcS+5dSRjdTRjeTh1czxzYzRtayR1dzRtefTO/7FzWRdLxnDYHm9EHnjQAXzICWLUBWLSA2reFXzOBXzZxrWMaqWYVkvPyYVvX3klqLqmafmWaDjnmzuFuYfFllR9fJVdVVqWlZeYWZZSW5Z2Us160iAzxlKjAYpjwFxX4Dkw6oS3P7f1Qj+MwUyGq8hrZS8Mv0yK3kxKkoathOzs/SjX0d/dugH3+iHP44Ofx4d7tHp9JzsTFsry7yszFB/35mJnp3V4YKUoMHPjfT978+T/Czl+esyo+j7Gw0vM1MjfX5uz62uTLW2NOVnZ2up6mhomMiqGAc/K3DyS/QITzRy8bP1jE7Ke2MVnH0RbXAOZXceYcOMtGJGOV1COt9F6HOhpDE0ed+QqGexyanp2fIaelZOXpOT83FRUVFhgRlpcZFRoZ7enqYm5hkpaRFPQyMjI+FIUQbmh3pOPoEJmQqP3CFnURgtv/yBpYalnx4ZLx2TSyNquy9gZNgldDLru8wCo6OqW5JaBzjF1NAkaQ5eLAItQcCJPouOH+z43Nvd/eplhY6mGhYhjEcj8Ci4vJT4h3dNLY31NBLBxtx0dLBvfHggNTFOSU6ahEWJkfBELCrI7/HU2PDM+MjU8GCojzcVi1aVlW55XTc3Pjo3NdZYV60kJyUlTpEUo0hQyU62Vr2dn0MCfKgEXGZy8s76WmNtlZKslJOtVU/7Jxd7G2kaVVNFUUVBRlKUnBAXVfvqhYaCvIqUtIq0tKyEqJur4+b6am9nDzc7jxCGgpAxA/4Sv8Aj5xaZK2/kh1J0R6q6IVRcUUpuSEUXYQV7IQUbAXlrdpqR0ZOcyrlveZOLuRNLRZMbpZMbpRPrBSMbBZPfkvo2glumY7s3YjrXYrs3kvo2U/pW0wY24t9PGvolxeXVKhi463umOEQW2IUmuUTnOEVkBSYVBaWWByQVR2WWq3vGMWItT4lYYmSdMnNzJSUIQoJwQT4EQgiuramHw4uJUiTxGLIoWQL3T+MFFYMkUIk0LIqIwYkhEDi8sAgWg+FFw815BOuu3t46dfoAAt2FQX6eAL4zwKZv3xpTkBrWUNn0dP9RkH80NbFPPzyi7294uC9AgD0osAcy7EFghxDgEAI5gJ5YPnOu7s5thzsPKTzCGCQeg8eSiAQCEo/DUVAiWByWhEVTMCgigUiCo7CKcprqSjpkCe2/BLWhHFaMgvbiDhmiNhkn+a0vEDxOk1wYsY6ncE7MFPdTlMeMFHdG6mMmkjePbgzSKIRoFaYXU5o+MJ8zvlIwtZU3uZU+vJYysJzUt5Q4sJw4uJIyvJo5tl4wsZk/sZE1tJTeM/ti6rtLWu19ogEXyYILb8EpZsEvayWiZI9QcUGqeKCUvTGqj+GKzpw0I5cnhWKqXg9ITn/TAv+WeHJPwo+FaGH9ODWn7G35q+bGNx9KX5QVFRa8fNUIl7EG+BwZidEQkj9ACQAIvmxqQR0z/0sKZDVeQ9uyynlYPcmJy379svrz1s4Onb67v7ex+335YG/z6OA7/WiXTj8qyM91dXbMSU/z9XSfnez7tTXeWpMzP9pBP/j+Mi1AX4z1eXwQ/c9G36ea2qLkX9sLq4uTH1veFubkGemZaWmZy2tYe0Xk69lHWPrEmLg/fWQVZumVpuOZehlrch5jex5txYyyOY9yvI62fWQT6egZ6BkQXFhSHhMVm5KaY+7oI6Nh9jQmTUle2cLEyMzMWN/IEEsgkYiiNlZ2+vo6RgZ6igraUspGll5BBdUNobFFSJqViKpL+peJxpVdt/QKp+SysKrOS3gFblmjjPpu04Co6Or3MY3dD4gKnIJYFg40wHAVAjn12Mtvamjwdd1rUQr5/s2/DHW0nkWGJ8REpifFj/b1NLx6yc/Gqqehtjw7nZ4Yx8Vyn4hB+nt7xEVFPIsMr64onxodWpwc73jfIkkiCLKz8bOyhPv5Lk6OL89MVZQWcbM9kBUXzUiK01JVZLl7Mzcj9U1dNT8Xu6KM5Phgn6ONJevdW6kJz+Ymx/Iy05xsrfg4WEUJ2MfuLg11rwpy0h/c+EtVSjo2LPRJoF9BXubG6vJAd58gryAcTxWSMAJuyV0TeqTvmnSVSx3ytwpwRxW4owq9rQS7owTckgVuSQG3JIGLWDHLp5Wzu7njSwWTa2VTO6UTm0UjK4UjG4VT35P6NoJbp2O7N6I712O7tpL7NtJ7F3N6F9NbBl2epj9v6MTJWz8UtWWX8eJX8OZX8mORdOdX9OGV90FpBGrax2p45Z/Cu5wQNBcSs0pKS5ORpmhq6JAINCqBbKRviifQxMVkKESaGEXyODsoRpEkYCniotI4NAmNoaIwJBwSTsYgxQT54m+yLJ48fwgBDkDgAAL7DQXWAHBGWp4+OUZfXqUvbdG/7R4cHvyk0+kHe+vuzrNQ4AcE2IUw/AFhhyBAByBHAOMvCOPMiTOF12/rCAgQsEgsFk0hkQk4Ek1UiowiiJLFqWQpEkGMRKGicEQFOXULY1tpZZMLnEqM3BYQHlMx+zSqbR5UyBWC9QNJAQAhAEoKOUGNAPCREGIoE97/Et7rkWeJ3ZMCPe94y9ji9J6p/LGVgonN/MmvGaOrKcMrCQOLKcOrGWMbib3zKQMLmaNrKUPLcT1zSQMrzxePjOOqAFZ5BhbVEyzaDKz6TJzGp3mNz/CZnuIxPcFpepbH8hyfOXBPTcM2VZhiA/ytCHBYMSB9zuMfX0FZE9R9AuKrfMPz9M1c41ILEpPz80sbBaRsAH5HRnwUDB8MkkMBkj+beuA/EcH/SIGwzNfXsE63aG78MpY65r7hT9O7+/r2D3/S6T+3NyePDrb+1S9QU//K0dE2NSXR09VpcrT7++ZEZWHsZH8b/fDby/QAe1WRmrSIo721tsbSwrSIn1/nF+fG371tyMxIF6VKKqmZKOi6iGm681INeEW1xbScZfUCWDB68nbxV3CW5zC2ZzGWzBjb8yiHG2gz95CMqJj4otKSutd1fj4+qWl5Rja+6iYePsHP1FS1BHh5KWQSWVQMgcILC6HQcAwaCZeTkYiNScgrrrH29A9LSA6JzqSpOMGV7TLax+uWf3hmVzunvHhS1XkBK8clbZha02ESEBNb+/FZUzeHqCoCT2PlRD5kR7I85IoIfzo3NhLo53frr+vmRvqD3Z0L46MjPV09nz9ODw/WV7wQ5uQw19Ppa/+sIiMlwstdkpO1Ojc9NzYy2ts91tcz0tu9MDGWEhvNx/rQ18VZjkJRkZIcbP+yNjtTUVLEy/5QX12pvfWNnbkxnJerPD9nY3HO181FhJfb3d4WDxfW11CbGhqYHx/dXl36+LYJJcBnqvtoaXri29ZqQVYa5727Xnb2S5PjM2ND89PjW2srw32DwvwiIhhRhLQl7L7KeR41bee4myI6sAfqDJxaMHYthge6jA/1wfvakAfa4D0N4Ia8hG1a6ehe5vBqxtBK/vBGyfhWycRmwdhG/tT3pIHN4Pcz/1Cg+2ty/2Zq/0p2/1JKc5+BW7D3k2RZA28mLtVTQnZnhFwg3PanEI9PCLkBXA4wTksxvWdqbhUMcGcorxEfxSw+OUlTXcHExBKHoZJwJH0dQwQCTyGJI0Wwx7EACo4j4qgoOA6PIcOF0EhhPFwYCxcSEecTtPr73sfLf/+CQn8zAHsM4B+Q6ScM9gtk2Ljx94YEfk2GskwhD+rr/RrpOaTT6Xu7q2ZmqyB4AAX+ALB9EHYAAgcA+AfK8AcC3YXAhq787cH6EMfPDhcRxmEIIggMEU/FCaMIeAoKQcSgiFgcXhiOlpFSNtQxE5fXu8StdIbX+Ayvjox9gqR9FoOQEyPOH0bwh+KDAGFvmLA3g7AvjN8RZDM5y25k6JztFV5gE5DilVGTP7CQP7qaP7GVN7mVNrKcNLSYMDCfPrKaM7GRObySOjCfOjSX2D+bNLiYPrZZtnSoH18DsitAOTROcRsycplAuYwYeAwZeQ0ZeY2gXIYMnEan+U1hHDp6brkImuU5DuV7ou63RD3v0dzZaQ78Epb2ITmPbEJYBKSc/bI9g/LCEqpYqDaAgCMD/ikD4QlADAXI/mzq/v8rChzR6WHZDVfxLtdF3aTMwrxCUlRUDJxc3EfGRyemRicmBqfnxmcWZifmZqfmF/NLy23tnXV1DVWUVLu+tPzYnKoqihvra6EfbBcneKhibxWEe9J/b7Q1leSnPvmxvTg7N97QWJuWnkKTlFHUMpPWdWfmlPpLRMUyMMPALYGs9vguxlDcMvYy1ooZbXcOZ8mMtT2LsLyDNfQJTY58GpWSnva6sT468mlGRpGJTZCqoUfI01RVZXW4AL+JoYGDvbOEhKyrs4eHsxsJh9FQkU+Mj39Z/U7f0snQxt7QwplVSAan5ZzTNV278COw+I13bl1YVed5jBy7pH5WQ69DVHpyU2da66CglLowkoAnSGs/slSWU4t9Gj012G1ioHv7r+sZCXErM1Ojvd12ZiZiBNznd2/e1VTzs7IYaqq/q6nCCQsqSYqP9/VsLsy9rnguJ0YNfey1MjWxMDGqr6aKFxYc6+nyd3XmZ31YWVSwvbL4srQIwc+F4GXHCPJy3r1ta2w4Ozq0sTA70P5ZjibKcf8uASFS+6J8fX52bnR4bW6mub4WJyxkpK05PTy4vbmSk5YoxMmOFxSUoZKpOHRURPDPb18HuvvgAggEloZRsANvK53hUtV2TfhLRBd8oA5yaALs2lA2HQiLNsiqBbJogffVgRvyFMuU3IFfSb0rCT1LaX2r2cPruSNr2WNrudPf4/s3gt/PxPVsxXSsx3StJwxsJQ5uJQ9/jXjTJ27kZOYS4ByUKmocdhbuwCDgDOF3ZkT4nMb6nyYEnUa6yponaXuVnsY4nIFbCohZJKamamoq6ugYU0jSMhIyOlr6OBxFgiZLwouKUSRJeFEyQUySJkvEUUl4URyaRMWLEnCiaAxFgx+Vfe3e8smzvxnB70zADxjkAGD8AzIcAUy/AdgWAGwBwCoA9N68u9tST6fT6d92FtW1NgGADgJHAOwAhByCwAEI/IbAfkPBQxDYPHEu7ebfSvyceAyORJbEkmlUqiSFKComJkUhSYqLydDEpTA4sqK8hom+JU1O57qg2nWU1U2kkbZnqrpH3hWc+1Va2BXpiHOkQEZ+F5DNAsppdgFrdxFjzyxoJSz/WMLQX9vtWUxNT9HISu7oat7415yJrZTh5aT++cS+ufSh5YKp7YLJncKxzeKxlfyRpdzhlezB1aLxn/pRLwAWWSY21VPs2owcRhBOEyiXMRO/6UlBCwYeM0Ye09P85jB2PR3XDGHyI1kdT8+nZUEJVa6hua4hGY8j84ped1t4xV28R+PA2HLhHO6KGMHYtUCkO4wUASOEA6RQUNSfUzOwY/r/tivJfz1CsuouE5yuiXriNL3efR7tHxi1sXWxdfYytnQyMXMxtfY0tfUzsPIxtg00sw96ZOAsKq5JpSq9f9f0c3uuuS53euQT/eBrZXagsTRXWYwvfXel53N1dXnqz+/LCwvTjW/qs3IzNPX1lQ2saTquzLwKN9GPoovaHIILcCpet3HGNMtn1zA2FxD2Z1FW5zG2FzFWt1CageHJKckZSWk5b1pbvX28o2JSLRzCtM18nkSlaKtrYkUE1ZUUn4Q+TU3JSk1KexIYRMbh1JSk42OiKiobHodEu/r6u/mGUOVN+KVN49711S788MqqckoqC61sv4CW5ZIyyKjtMg9+FlvzPr25T0RSDYHAi9MUZWU0SBhSeFDQZF+Hh5PDnb+vu9vbTg8NTA0NaCsrcj+831xX21RVyfPgvpGmRkfLOxoOgxXkb62v3d1cf1mYz3XvjrWh/trM1LvaKowQP4KHy9XaUk1akvXmDS9H++3VpZdlRQIcLDrKCtVlxU4WZmh+3oyEZyuzUxtL81FhwWz37zhaW8xNjC5MjU+PDi9OT76tr8UhhA20NSaG+tdX5guy03hZHuipquSlJqcnPnvbVLu+stT9uR0hCEcSRIWlzYGbCud4H2m7pv8lYgHcMwbYLAA2c5BNH8KpC7JpAQ/VQDYt4JYixjghsf1bbOdGXM9m6uB2zth27sTX/Omdgvlf8QPrQS1TCd2bce1rsR0r8f0bUQNbMcM/ApqGyIbOZi4BYQkl1qHFl/COAIcpwGsFEXJkQrqeIvmdxTopWD8z8M1lJthcQNsIi1kmpqTq62soKWnJy2noaOvqahvARTB4LBkpgsVjyGgEHoMkYJAEuBAahyYJ8yORwmgeIRS3APYRu8Dbyzd/MsD2ocAeFPoHZDgAofsQcB8CHoCQIwBCB6A/AYbpO+y/WxvpdDp9Z3tBTX3r3yhwBECOQOAIBA4AyG8osAcD9hhO1jNfNGJ5gBFEwJFkASQBjsQJi6DRWCIaScSiSVgcSRiOlZVStTC2FVfQvcKvdEnE/CrCRN09Rdkl5xLa5RI54CzR9wzW5wLa54ygMwO/9Rms02Va4BnMYwi3CYRVgWryJKqqt2hgMWdkNXfyW97Ut+yJrYzh1eSe+eyR9crV/ar1w5r1g5rlw/Kp33kjPzMHvucO/NaLqAEeKDKwaDDzGDEL2jBymzNwm54Rtj0taMfEY3OSx+Ysvw3k4SNth1SKtLGLZ8xj70h/nwg/71AnJ19NHeunicU5FR+par7gNU3Gm4awO9oQDkMQ7QkjhYP4JwA5BCB7s2v4tU+v0en0/7xn8X/1BUJzai8RHC4SXY0DcrpGZl6+rDY1d0YS5e9zEe9yiN3llrrDLf1AUJkTrcUmrMLCK40l61BoOh9aW35sThdmPhnqfks/+loQ76qGv5UZYE/fXX1Tm5cQ6b29Obe0OPuuuSkzK0VRTVlJz0Jcx+0in/J1hFZIRpN9QA5R3fsm3kDMMuYvtPUFYfuzSJsLGJurWIvbSFVTm8dhYQmh0ek5z19FJyZk5ZVrGXvoWvoFPYlTV1HGCPMpy8llpueFP3kmKSGDx2BwaLSKvERi7NPs7GIrx8epuYXxKTmymnbQ21iMiUfdwjffvFq31BcRVZ3nUVIcNJ306nbrsPiEuo8Zzf04RX1pKSUUgqKvZ22kY5TyLG56oKuipBANF+JlY/F1dy3Lz5UTFxPh4frwpvFNTRX3g/sm2pobczOBHm73r1/VlJetKStJjYniY3lgZ2K0OjUZGRzAx84iK0pRk5VWl5NB8vFIi5JHBnpqKssFudjN9XTmRoZjw0JYb//tbGO5PDe9vrRQkJPF/vBekK/32uLcwvTE/NT45spi65sGtIigoY7W7PjIt6+rZUU57HdvB7i7/fn29dvW9gDPBQAAIABJREFU8trq/PLi7GBvn7CAEBxHFZE2B/6SY+bTfuSWdl3YBLivD3KagJymILsJlNsUYNMBWDWBhxrATUW+R9HBjWt+b5dCP65GfV5J6dtIH1rLGtvInfqePLjx9P1MVt9OTt/XtN6NpP6t6MGd6MEfwW9GEWrmFq5BkWmvSNoBMC4TCLcNA58tRMAOELCFIFwZ4bayVrH6j7PPosyYkZZ8JJOElDQTE10FBQ1NTSMDXUMdLV0igSouKn3sBVBJ4seVAiyKSCHS0Ag8Dk0SQOIE+BH2XPy9l//6DQWPQIAOMBwCjH8gwD4M+A0D/kCBfQhwAAF+AtDZOxy/37+l0+n0b9/mNNQ2AOAIBA7/RQEAoAPgbxDcZQB+Q6GDzJf8ONjFhBA4nBgCS8YSKCg0gUIVJxPESQQxIkkUhSEpymlamdlSZTQucsue5jU6xasna58gbZd2WsjmLM4LhnRjQnlfwAWfgz8+g/A6i/c5R37ChA5jFHaHsGkJKfu6Jr0u6V7MG/+aPPw18uN0UENfSH1vaH1Pcud8Wv/qk5Yh/8Zh79op11cTjhXj9s9HPavnFQKrARYNgO0RjEOfgd2QgcPoBI8FM8L1PNydidvhNI/jaV4b4I6apm2CsoadkYGDirSqgYqWlpyyFFlSSUHb2MzlcXCimkU44x1jxrtWTCzmILsZiPJiID2B4iMASghA9GBT9+mYWafT6ccR/f/LFwjNqblCcrgm6iVhGvCq6V1He4eltTea+ugvNupfHBLXOKRu8CqwYvXuozTvCind4ZXCiOnSZPXfNzfvflv80FS8MNFOP/r6PO2xCvbvNF8b+q+Vke7Gxlc5uztrS/PTrW8bs9KTJCTF1PUtpHXcz3PKXxFWV7N+om0VRtbyvIF7JG4ZeQNpdUXY6Szc7qyIGbuUS3Txh4SMMmu7AARV3cIzyDf8SURsspq+s4KOU1B4gpaGuggfp7KcQlZmccTTZHlFNSwGi0Fh1FWk46LDSktfefg+DY9NcvUMJEobXuKRVfWJr5vbfpxZ6ZxQElbx+QJKkktSJ7Om3dTvaUJtW2JDNzdFCYmmcnKgLl1+eP3KrZDA0Mn+3sG+3tysTBqZwMlyn5+LnZudBSnI976h/k1NFdeDeyY6WqszU+O93V4OdkKc7NwP7gpzsbPfvuliZT7R36soI0FACrc1vT6equ5gYcp2/3ZhXmZDfZUANzuciwsvLCTIySZOxNe+fLEyP7O+tJidnn7v1t+PPVzXFucWZyYXZybXlxda3jQIcHNoqijOTY79+LZRWpLHdvcWRpBfUYpGJaLNzfQXF2cmRseoJFEUUVxYyhz4W/4cr4auZ8rfCAOQRRvk1gW59AA2I4BNH+B8BPJoQ/i0gYfy95W9rYs6TYq/WJR1OZT1elT2+r/ui/48WTz9M7RpSNIzUdQ2kmb7lGgbLh+cHdo2mzzyI+HjtIFXREhMrrimK4xVFeC0gXI5MnLbQ3kcQG47UMiVQdhB3ibFwK/4PMb6AsKCl2icnJnl6GRDIIqLicprqWurKatj0QQijopFEUl4UTyGjEESiDgqGoHHoogIEQxSEItC4Ej8fL737o6dv/wbCjkEgQMAug9CDyHgEQgegOA+BNyHAAdQYA8A52+x//z4lk6n03f+jQIQYB+A/YFADiDAEQAcguAfENwHgQMIOH36TPj9e3J8wkQUCY7BYQgEDBpPJFJxGAoeSyWSRJEYkpSEspqSJkVa7ZqA0kURy0vCZiquaUpOmRdEbM/jPCAi9qCQGxMy8Dwm6BIu8BI56CQ2+AQ69DzG7yS/Eb+yr0FoWU7nUv7sXtCHGYpXAoeWy10ZMxZFG8vU6pKZ3Setk/YVXYYF7bo5nzSzPqilvNPP/qgaVcv5KFhQN0REJwyuFXkJaX1a0OI83Om0oOsJPpdzgi5n+KyAuyo69rES0ppUijQeiRPDEag4PFIYLkalmRib5RaWPrILgN3UYbxry/TQHGQzhyA9mYhhjLhIkBwKkD3YNXz+zRf4nygQklV9mWB3mewhYx1Z/6m35GW9jrGXpKozWtKSl6zHK2qIUrDHq7ki5GxwijY4OVNJNSuqjPaHttbttam8jCddn+roR18L4lw18bezg+3ov9aaKnOSnz7+vrW4sjD7vvlNblaqhpqqgrqRspEfQt6VT85FRM5W1Spc1zMdo+cv55R8DW5xSdj+AsrhAtLyL7S+fWjW2MxWYUkzH17DKSDOwy8wPCrR0CZQ0cAtJPyZupoKXIhXRVHJ3d0/Oi4jKTU7PCKKSCQpyotHRz2peNloZOnh6O7j4PqYCykDV3XO+DLdsPjNPaXcKaHoaVX7RbQUj7R+Vm2Hic+TuOrWxKZeTrI6Ei3OxYO7eo396qVb/r4hPV8+d7V3jA0Ntb1rystMT0+Kz0lPKc7PGexq7/vysSQnq/7li5mxofnJ0enRwfrKFxmJcRlJcbnpyW/qqga727NSE8uKcqfHhuYnR1dmp1qb6lMSYt801Az0dxZmZ+QkJ2UmxmenJrW9bVyenZmbnFiam/3S9v5ZVOTr2leLc9PzMxNzU+MLM5MDvZ2xkeF52Rlz0+OLi1OfPjVHR4RGhgaFB/sFB3qnpsWtrMyPDQ1bmlnIa+jy0QyBm/LneDQfuWf8jTAHHhqBnBYglwXAon8Ja6MR9sIyrck6rd4sudo+751/46Dnmz6/dxMhzbPh76fjPs/kDm28XDxwzHt7naR7jleGWUAObRKon1Ad2jyVMbid9nHSO64wJLYYIWELPHwE4XOBcDvAuGyhXPYQbntQwBXCbyttkWToX3YBZ3ceYcWK1nmWlOziYvuQhZedU1iULCYhKonFkAhYChqBP2bBcdcg+njWCByLEcTiRHA0Lq6YG3+vnLlwAEIPAcguFPILBjkCoYcA5BCAHH/n6QDwGwCm7z781v6GTqfTv20tqCtvAMABFPgDwn5DIfvQf1qM/4DAEQgegsD66bPJDx/I8fDjkAQRBAqDRaORSDz+n4gAhycjUQQxijRCCI0kyl4RULqGtruJtdZ9nKnrmXcd43CR6MmAdAaE3EABb0Yhz5NCrqdQHifRj0+jA85hPE8IG/NrBjwKK0vpWcya+fmkY8Ukr80kpUHSMeaOuIFedNGrVXrJ7O/86d3U0Z2E/o2E/rW4vqWE/uXUwbWcwfXiwfX6me2WpV2SURSMQ5uJ1xTGY3lS0P4S0vk8vzl4V87A6amiqjYGjSViMRiEMAmPRqHgcLhAgI97a2uTrpUr5Jo04x0jJhZTkN0UhvRgIoYx4KIgpFCA7Mmq5v15cvV/psARnR6cXXcZZ3Nd1J9bPoBX0uohTuOOiAob+hE/0YADo8FPMYCLmwtSjHnxukJkPUG8pjBRA0FQbHvf8uv73Ou6nJmpLvrhdkGMh7zghVQfA/ruZv+HN9WFST++LswvTr5tacrKytA3NJNSMmZHa/BKO3LJevEoeAurPBZW8xHSCHgg6XYeacaMsTqHtryCtr0srMFFVHxR9T636A0PRtsrICPQNzQmOknPJlTN9HFURISGqqqIiICetraLowtNXNLI0MzZxY1IICsoSD97FpuV+1JJ09LUxkVb35oLqyio6ZTSOV23+P1x9iuvjOcRVV+YUVIckgZZdd02Qc8S69oSWwdRsmYSNE0sQUZZWU9ZRjU2OrmrvbOnvX2wu2e0v39yeGhqdGh6bHhmfHh0oHd8qG9+amx6fHhidGBsuG9ydHBxbmphdnJpfmplcWZhdmJqfGhhbnJpfmpybHBqfGhydHB2anRxbnJmcmR6Ynhpbmp5fmZlfmZtaX55fmZmYnR2cmxmYnRhemJlcXZxYWZmenx6auxYc7OTG2tLqysLM1NjU9PDs7Njqyvz6yuLm+tLO9urm1tLy0uzQwMD2o90JFU0BaSMgTvy5/g1tdxTbiBMQBYjgNsc4LQA7unizdOqFukNG/SmjcO360dNa/Tq5f2K5b0XS3vPl3afL/98tfi9cub7y2W6U2HrParRbWEltIp9RP2w/5v58M+bab1bqW1TgblvnqQ3omTcwHu6EB4HkMcWym0LcjkAfE4QfjeA24pmEGvk8/wcxvEcxu4u5lF0QryLo9UDDj42PpSYqKQERQqLpVBI4kQc9XjEyPGIARQSj8OSEXAsDoXFYIiivOik6w+3T545BIA/AMNPKNNPGOQQBP5AgT0YcPBP5A/dBYDJe3d+fWih0+n076uLakrrALAHg+yDkH0IcAgBdmHALgygg5ADCLgPAj8ZzuXfYxPjFUASaXgMRZxIxuLQeCKVRBAjE0WJRDEsliwrJS9Nk8OLaVwVUL+Kc7iCMn/kkfbII/eUoMUJlOsJjDejyGMIvwfAbQcTcGZEeDLxu59H+J1GeDAKWsA1QkyflKd0zWZNrj3tWjd9MeX+ekn1cQrkNp9RQt6r1aPnE19fzXx9MfP95fR29cxO5ex2yexW0fzX8vmdqumt7m/7q3S6mkMccFOaiUMbwqYNsKid5NA+cV8bdkPKxDnSxMJBlESWwKPFMMKSZByVgMWhEeHBfpFPQh3dgyhKrmwkF9hDPZDNmBHhBiWHAaSnMFIYhOjFqubzZWqdTqfTD/+feQE6nR6cUXMFb3udFvQ31fsawuA8j9xFbtkrHLJXWGg3uSQeCinc4ZW+zSN1m1v8HjeNhVeclUtUBCH98f3771+nqiuSR4da6YfbuTFeVgpClSneh7/WvrytLU1/ur01O7sw9ralMTk5mUiWpCkYX2aXgD2QgXFoM/HonubXOc2vc0ZA/6ywGTPK+gzC/Cza8grK4TpcX0LbIT2vxsgm8LaAorN/lm/A05ikbE2bcFXTxzHh4ZoqqsLC/BIUio2FlbqGhpamrqiYOEoEqa4okRAT+LKi0ss7Iim+OCQoCyduLajsnPR5on7px+PMSrfk4ohXX5jRUhyShhm13TZBsXG1LUkf+lAyeggRkqSMioycIhGN8fcL7O3+0v7pXdeXj/3dXcfde6MDvUN93SMDPWNDfeMj/WPDfccUGB3qPdbYSP/oUO/IUM/IYM/x3cmxwYmxwfHRgcmxwX+IMDY4OTY0MzE6Mzk2MzH6L02Pj0yNDc9MjM5Njc9MjE5PjM5Ojs1PT8xNjR8zYnp8ZGpqaGpqeGZ6fGZ6YnZmYnZmfHZmfGlxdqCvH48nIEhiIjJmwC25c7zq2u7JNxDG0IeGEC4zgMMMeKAt6phROXdQtbhdt7z5eulr/eKP6sUfFQs7FXPfXsx/q1jcqZ7fqZr9XrlCN0uru4LWZLiB4BY3fNo04flmIeTLVurgt6g3IzyKtnLmYWh5b+C+PshtB3BZg1w2/1CA1xXgtiI/itRxKzyLcWLGOt3D6T1LTnZ3sXvAwc/Kh6KJSYuTJVAoAhZDQopgMUgCGoFHimBRcJyQIBKJwAkKIJAIFByOIbMjYm48XD99Zg8C/AZhexDGPSh4CAIHILgHhR4AkAMAdgCB/ACAyXt39lra6HQ6ffvrqrLmdwByCEIPQOgeFNiHALtQcA8K0gHwDwj+YgC+MZ0tvMUmys7Pg8AJCyGwCLigkBAcgUOIYBAiaDgCJyiIFKOIq8qr40Q1rwioXcU5XsNaa7mnqTpnnRSyPon1PIn1OQH3ZRTyhgi5QPidIEJuEG7nM0LeZ1FeMH5zYZUg4+CitO7Z/NmtiM4Nk8o55/plaado4AaXaUJ+9ephxfTOi+n159MbldMbVVObFZMbRZObedObhZPrz0cXP63/nKfTjR8nC9CsqOqeRBVnnII9XtGVBWkF+1va0PGpkqouCUuUIRHF0UgaDkfB4VFwRHhocEZaWkxSsXt4BU49EryvC7CZMCLdoZQwgBQOJYaBRC82Nd/2438K/2cKpFVdxNlcEA36i+Z3HW12SVDtMr/ydR6Vv9hlbvNI/sVJvcJGuMZOuMqKuc2Be8BJ4OUXQ8El21rajvY3pgca1+e76Adfx3vedL3JnumtOfy1ujk7NNn1Zu/n0tzc6NuWxviEBAyOJipncplD5jSnxkk+kzOC5meFTM4KGTPDLS8gbc/Cbc7Crc+irK8gbXgkrMredn3onYzMrLqP0RN/FKRv90TXIUZA2kXV3DcqLExTRQUOF6QSCf4+fgaGRu6uXmoamiICApoKYs8i/CrKK5xdAuPisp48ScVLGMNVHNK/TDYs/QzIr/XPefW06gszRppVXC+jrsc5MjWxoS3lUz9e0UBaUpVAphmZmOmoq/n7+X/69K6tpa6tpamt5e2Hlref3jd/et/8ua31U9u7T23vvnxsOVb7p9Z/2V8+tnz52PyPPv1zt/1Ta8fn9x2f3/+7/el9x6e2zs8fjs/HxrGOl/+uTx/+4ziTjs/vO760dX752PH5Y/unD18+trZ/et/+8WNDXYMgvxAKL4qRswJuyJ7nUtN3T7uFNIXd14OwGYPsJsBDbTGH1Jczu7VLW69X118vrb1e3K5Z/FExv/1y5tur2e+V89tVM1tVUzvV63TDpComPjngPPdtvLp/7aD7m3m/L5spIz+D6gfPwdVwmj4IJX/gvj7AaQtw20B57KA8TgC/M8jrCnBZUB5FajjlMApbn0Y4/I14FB2f9NjDhZVLmF0AJyWpIE6WwOEoRKIoDk0i4UWJOCoeQ8ahSSgkHoshoVEELJ6Iw1JlBIih99imz535zgDsQcBDALoPgkcAsA9CdqGwPyDkAGA4ACG/AGDq3r291g90Ov3o+88lFYMfAIwOQA4ByB4U2AchexDYLxjkAAL8gYA7J4C1U2dy/2aX4UaJYMlIDIqEx2IxRAKRhkUT8VgSkSSGwZCkJWRlJRRwohrXhNQvou0uwi2UHRJlrJJhPOan8N5MGB8muC8Twg8m4gZw2YICLieEvE7ye0D5HaF8ZkIqgSahJWk9czlTX8M6NnXKRs0qxiUcYk+xYa3ii2oW98unt4tm18rn1l7Orr+a2Sqf2Mwf28gZ3ygYXy0bWWhb+zZHp/skFIU+K/zwacDcxDYjvTAzt5ai4Am7KW3kHGluYU8lUOVERSXxeAkCkUogIeGI+PiYdy2tuuZ+V7nUz/OYQVlMADZTBqQnhBwGEMOhpCcgyZv1XxQ4+i8RwX/aqjAko+oCwfacaPANyZCrWKtLQo+uCWhc41GT1g009kzQsA9Ttw9WtvFRsfJSMnJW1XPgFxBDiEh8eN++uThkoorNS/Cl07/Rj7bo9EU6fZFO30mN8pfBcc2Nd6yvzbxrbkxMTEZhaGKyFpc4FZnYNRl5TE4KWJwSMj0tbHYObnUeYXsObs+MsmdG214SscSreUVlvSDJacaVvhVW8rgqqHsXq32XYHYdZaljFxr95ImmqqqIiACVQHC2d9I3MPTzDVJSURWBC6soSMVEPC0oqDG39/OLiHb08YdLaiIfuaR1TDUs/fTOqHBLLo6q6TyHlmKV0E+v6zYPjI6qepv4vh8hqS8hpsbOhWTl4Odi4XR28W5pfdfUUPu2of5tQ927xvp/V1N985vXzU3175rqm5teN7953fLmdcvbhta3ja1vG1rfNrS8bWh929D6rrHlbcP75qbWd43/nN81vm9uannb0NxU3/Km4f27pv84QeA/6mPru4+t7z60vG1rbjoeZ/DpffPxUINP75s/trZ8bG390NLc1vym5U1D27vmuld1WCQOT5FCy1kCN+Uu8GoaeKbfRZoyshhC2Y0gbCbAAx2qbdqr2T/VC18bVjabFrca5r/XLf6qnPvxcnrn1dxO1cLX6pnN6umd6rUjo+SakwKKwEXBm3hNt7IOq8pR749ryWO7QU1jzDhd/KMgITk/4IERwOMA8trC+OyhvE4AvzOEzw3gshDVjVK1zwL5LE6JON0Q0Y18lhzk95iDF/WACy1BkxcnS6DRBAyaeOwLIEWwCGEMGkkQEkQi4FhhIZQwCodCkfAs/M73H45evvodBvyBAIcAeAABDkHgNxT4BYP8hoD7AOMhAPsFAFP3H+x9aKXT6Yd7P+bUDb8C4CEEOIAA+xDwEIAeAIy7UMguDDiAgL+YgOmzZ6P/YqFyIPjhWAFhXjhcCC6IQaNJSDgWhcRisGRhYTSFKCpBkSLQtM5xyJ/iN2fiMpQyi5W2SIFwWzBivE7gfBkRvkxI3xMYb5iIG0TQhYHPjYHHFSrgCHIb8yv5m4WVpnfP5UxsB39cU8psV8/6IukYj1O198ttrJ37UzK9VbS4UT63UTGz+XLma9nEVuHY1/zxzfzRpdKRmY8b24t0esCzzNAncfmpKUYK8tG+PiEBTySUnBhvSZq4RBoamZKwBBqeIIHDiWLRZDwOi0M5OFtHxD5TNvCD3VIA7xtAWMxBDisYygtCCgVIT6DkUJDk9f9BgeC0l8wE27NiQVclgq/hbC4JaF0X1LzCpewVV/uydyP/00zu58mMD0O5HwfD8qpMXEL54FIicKmPbV0/Nmdyop0+1efQj3aO9jcO92b2dyeP9jfeVRXEBTpuLY0sL080tzQlxCdiMOJkKbOLHEpMbNqMPMetESanRczOIayYUXbMKDtmlDUzyuqCoKWAuKODb7wASdbMP55byuE8v9ZNos5tUetrGBst6+DoJ080VVSERATEKRR7GztrG9voyGdqmlp8gnBFJfmYmNis/BoBvCpWVldcw+Y2Qu0sn6qUe8zrhe/eGRUuCQWR1e3nUJJs0kaptZ2GvuFRVe+SWoe4cBoCvBQ2DiyU4RIEYDIwtK2oqC4pKispKCgtzC0ryi8rzC8vLjg2SgvzSgvzyosLnpcUHqu8+F9GwfOSwhelRcfLF6XFL0qLKsqKX5aXvCwvOTYqn5ce69WLspflJa9elB2r8nnpy/KSyufHy/JjVVc8f/Wi/NXzssrnZdUV5dUvX1RVVFS/rKx+WVH7quJ1TXVTfX1leaWJobmcqo6wlClwR+Eiv5aue/IdlCkTuxHIbgiyGQF3tKi2GVWzh9Xz35pWdt4sfWuY/1G3sFs1//PlzE7F/HbFwmbVzHrV9HbNKt0ys/ES6hFwA3efamiZ+kYz7b1782LK2G5Q4zgz1hCrESQk6w88NIbwOkL47GB89lAeJ4DPCcrvBnBZUnWj1ByyAW4zGJ/dDRGDqGcpoYEBfEKE+5xIUaq0OFkCj6eQSTQcmkTEUXFoEh5NIuCoaBQBhyUjETgMWQxPosngqJbcPB8vXP/BwHAIAvsg8AcCHILAART4cywQcghAvwPAxIMHu+/f0emHRz+35tV1NgHgkAHYgwB/oMAhBHYEMPwBIb8hAB0EdqFg57nzLndYMfwYOIaIRAuhMUi8CIWIF8fjKHgcCYenIpF4UTINI4JDk1VPscrAOI2BB7pSZnGKdtlMgnYncT4wtDcjwvckxp8R63UC7QUTcYfyujLxuTPB3QBOQz55H9OwkrTuufypnyEti7SntRJPq5H6IVd5ZT0Sqxrn/pRPbxXObZTPfn0+vV0xs1My8bVwbKtoYqt4YqVsfPrD5tYinR4YnRYXl1qcnhbi6JwWHp6akKJl6MN4Q8zaMyE5NcfFyVNXS9/e3MbK0ERLVc3R0cHO2SEkJkHNPJLpgTbw0BTCbgtyWMHQXgxiEQApDEIKAUlerGp+/y0F/ktEUHkOb31OIviquO81tNlVAfWrfErX+ZScnlUmvZ/I7FrKH9sKe9tjl11Z2jdv4Bn5gF9UEC7V9r6Dvr+9Nta8u9JHP9x5/SrPQJOUnfz4aH9jc25wYajtYHd1bm74XfPrxPgEDEaUImPGzKbAyKrJyKN/QsDojIjJOZQ5M9qaGWV7AW17Dml+Dml2XshUUML2Xed07ef+0NzqhyTzS4I6d6kGd8VsL8Mt1S38Y8PDtdTUhIT4RElEbzdPOzv70JBwRWU1IWGUkrxkTGRoSVkdN0L+Dq8kO1z7Epsq7KaUiJ5nzdyOV3qFS1LR05oOZowMq6R++ute85DYqOp3aW0DSEk9MaoyvxAJiRZDCGGCw2I7e/o+f2nv+PK5q/1jb1f7YF/XUH/P/2HsLaPiSr7973PakO5Gk4lNPEDw9iPtgrvTuLu7QyC4E9ydCCQhLhN3d4FAjCQEj0x8Znhe9Ezu/J917/3dtT6rVtU+u06/+3bVrlN7P7x3+/H9OyMP7408uCu7SjT2+MHPnGI/27HHD37aZcPxkYfjIw9lnaejj549eSwLBIyPPJRFB1+Mj758+uTl0ycvnz39h/EX42PPx8eePRl9+mT02djoi/EnL8ZHn42NPR97+nx8/NWL8TcTz2fevh17NLY1t9DJM9DQxA9Y76BG8/BKb17HCyXo+IM6/oC2P7DeVRLdsv/FHwcn3v82ufDbq4XjE++Pvvpw8NXC3pfzQ6/e7X49u//lzIHnCwem/ozoPKEGewCrhEsZzo6ZPbblB9JOPGt+/HvB8TFlxJ/jXMCy2gpsDMAaxIMG0T93BBjDFEAnzMi7UprQDegEATrhK+g+lduai/O3Uhj8DTqwscTKTGyOsgVcjghl8WR7ATbMhxhsBh1howIWE2XAXCbCdXV09mYwdy9ZO6+g/CcAfseCX7CYPwDgTwz2TxDz1z+ZRd5hgAca67+cPrO4+Nfiu9mXUulbAFjEAt8xwHcc+AcO9weI/w5ifoDAIgB8IijuX7JMqqVDZbEZLJRFN6QxGWwqn882glhsFOGiqIDOQEV8CU2fiYqcyZutAQ0fYKO3XWSTU3wfgRYjx8kkcLLl4S1ySA6BnSGPZuChDBwtDWeQDFLiAF1/it2WwMIdLTdfDDz7UnzyhTCrTz+sikxzAZYyw0v7Tr/6sWd8dueL+d3PPux59n7383e7xucHRmcHx+d3P50dGn918d3H2cXFotqe7LyKE4dPuVi6luWXlZZvE1uFElebRKe3d3QfSUgqc3UODwtK8vcIc7B2jY5OiU/OrWzeZSAKx2/0xGpFgJqRoE4EHk2XN68EJGUa7WuBAAAgAElEQVQYUTEozNR0zrn2dw7iv/6TCrQfVOJHko1zVpik/UJ3V9EwXrLZVE3HzCO7ufLs4/YH020j81U3JsovjMa2DdtH5WmzLOlM8wtnLn2YftZXv+XBpQOLix93dZQ7SjR7a5MXv8+eOrijsSzzw+yzV68enzx5uKG+1ssr2M4tVnWzNUHTRcHAS5Hqq8T0V4ZDVJBwZThCBYlUgkNJUACZEajB9fUKS9+yrbVu92ltQajQJU+aUu2R3s6wy7EPyCgvLJQ6OTGZVCGHY2tp7ebusSUn387BkUk3dLM3qi/ZOrTjgE9wml9Mlk9UjqHQm2odW3ns9pHXH1Oah+Lr+8sOXVdmW2qY+TQfvhmcV1Gx/7fuG/e5th4ILBBIzJzdPZ3snZLTs7v6e9s629ram9taG1pb61tbGlqa6/9FQ1tLQ2drU2drU0dLY3tzQ3tzQ0dLY0dLo8zS1db881FbU31bU31rY11z/baftDTUtjbWtTbWNdXVNNZWN9XVNNXVNNZta6ivra2trqmurK6qqK6q+NmpqqqorCitKC8pLy0tKyktKy2urCipqS6vq60tKiih0yBUbM6wDAbW2ikZuHilNa3lhMjpBmANAgEtX2C9kyCi7ujbxZOzP87Nfz838/XM1Kejr+f2v36z9+XbPa8X9ryZPfBy6sDz+eHJH6EdJxTpLsBSNrCCq8Jw0/LMixm+3TX+Je/IIxLLl+NSBNnkgxoBmH+rgGEixjAZ0A2X7QiAzQGAdugymmdlbXNpYb4hnbdBB5aILCyMrbhcEZcjkmUZ4aJChMVFIR6TgaIIH2KxGRCHgXBcXF0d2Lx09VV3yL98xcl/w+K+YLA/AMw3jPwfWMJXDPAOA8zigPsY4CqD+sf90cW/Fhc///4qNemOnMIUgJ8H5b/h5b5iwC9Y3GcC9isO/IYjPFdeXrxitVBX1wBhsxgIQmUyIBiioGxExGKiMIsNIzwaDRHyJQxDCBY4qujay+kHK+gEuMa1O8b1EAyjcEgaAc1SQPMIcA4OScPBaTgoHU9LxxskY2kJgH6gvk2Wb15fy60XA88/bz38cINrmgLbA7NegluFBFb2n5j8Pvx0du/zheHn74efLex+NjP0dHZofH7v0/fDzz7ue/Hx3PzX62/eu4flBsfmhsdke3vFh4anB8ekiu0j5FcbByV2CE0jGWzvqNiqqKgCH7coL2loRmpZe+fR6NQGwiojeS0fvHYkTica1AvHoak441JAXAoIiwBBxn+pwH9cC+S3H1HiRcgJkg3ditKqhosb97lHFqrrSJxSKmoujtTdnKi9M1Vx/W3JuaeSmCIz/3RDyIpFN7pw+vzn95Nnj/Y/f3x1cfHjwe4Kd8GGXdsSFr/N3Ll08tCu9s8fJ1+8fHTi5KGm+hovzwBX38SVFEeirqsq3Z9o6EmkepHo/kR6EJERSoYiyFAoCQpSYkVuQkNsXOMQU6kG21aD4eYeWiqNTQ3KLLQLLpCG5VaXlUmdnGg0AzGfFxoY7OLq6uMdYGVjw2QauNkbt1RWDHTv9w3LyG9siyssoRhLYaf4jqvPDr/5mNV9ILN7uPLoLSXUYpOJd/uxO3EVzfXHzrZfucW39+RyxBIza2sHZxsrO4GRlcrSZYpkJUWiPFERp6iAU5DHycth5QgYeTmsvBxWTg4nT8Aq4jFEApYoh1UkYBUJWKIc7r8gYBUJWEU8RgGPUcBjZE9lbv92ViRgFf7xkbnJy+Hl5PAEPJaAxxLwmH86WDwWxOMBPAGDx+PweDwOj8ETQDwBxOGwBIKCgjyZLTCDrcMw6xzUKVK/jJb1nFBF3UC8fgCg4QNo+i6XJEW1ns7ceTGj/3RO38mm0w8OvXg3/PLt3udvh1/ODb+aPjIxfWTi3YGZxYiBswbeW9gBxbygYq53HiOoJO3ow/bR9/nHHhNhH55nGWJfCGr6ggaxoH40Ri/6HxVIAXTDxV6VTjHtgLY/oB28lCqtqmssK8ynQYINOpBIaGZpbMXmCAUCIw4qkIUGZV8N/cwFyOaIOHyBg4Ojg4Wti7be7lVrZuWJX0H8F5DwHYv7iiV8xsq/Iim80N78iMm8YyKeaWxY/PTH4p+Li3/+9f3uzfHw0PuoYFSPMamq/gWH+R0HviNgfieAbxXkjvy6PtSAwmWwmAibi/C5TC5XIIERDooKOKgARXhsjgiG+UYiEz4igPgOKnr2RMNQsn6QS0yLZUgj3iAMD6diWKkEKEce2YKF03BIOgHNUoBz5BkZOHoioOWjb5MV/Hd08F3zrbeZQ1cTtl9I23E5sf906bn7+ybe73s2O/x0dv/Tqb1PJ4eeTgyNvzny5nPWjrM0t1SGzxY0oIDhGG/umxmUVBKRWJCe1ZC+pTqtqFLsEo1bbeyX1M0UhWrQnILjKjR0OBQD1NFaevXSw7MXnrj55xJWSXAb3QCNYLx+NN4gHI8mY42KAFEJRlKGkeRouW659vdtov+kAnntR5V4ESRRoqZVUnBqfdv20+Ut+1bTzePrd3TcftF461Xzg7mtp8cqL76s/e2xf0qVHsUIpggvnjj5+8LLwf5t92+dXfzjw/G+ihRn+pne/MVvc5eOH+xpqvj44c2zFw9PnDhQt62SjfBNbPyW6loqajsqG3qTDD3lDdwUKN4KtEBFeiiJGaHICCZBwYr0YEOT6As3J+6+WNjaNKQLufuGlwan5iTkldj5ZruGZleVlro6OVGpBhI+v3BroavU3dzcWmRkSmfBzg7WDTXV7Z3DuqgzyyaEah4iv96C4Zjbcnni6NvPGV37UloHy4/cVGJbaJj5tB+5FVVSX3/0XOfV+2LHQHtbLzoksbT18JAGQVxLZfU1iqRlRCKRqIhXVPhbCBTkcUQFAokoR1SUJyrIkRQIZAUCWYFAkseTFAhkBTmSPIGsQCAryikpypEVCCQFPEkeT5LHKynKKRHlyYpyMn8lBTny3xCU/nEmKxBICgSirAISUYFIVFBU+FmtSF5B/u+ihorEf0oYEmVl0RSVldSUyKoCiRVsEQKusCRq2rrH1ayieYOrXUENT5x2MMEgFmMQDup6AppOgKY9sMbUMqb2+KsfByY+HJ54d3Ti/dHJ+ZOT8yfefjq0sFh2/XXu0dGOO7+3X5/rvTzdee9Tw4N3zY/nco89JCJ+HM9Shn0eoOEFGsQA/6UCCX+rgGe5U0w7oB8E6IaoGTiWVdeVFeczEJGGPmIssTIWmkIQl8cVw0yO7EIhi44iLC6NCjEZKJXCYrE4LBZMp9CYEI9qqF+wYc0oUfkboPAdkPsDB/6BBWZB8AXV8K/tO/+6emtxfHTx/cLi5++LHz4tfvy6+OXz4uyrxXu3/zh1fM7KZA4AvmExX7HYr3jcfWXF7GVLxRQK3ZAOUZkQDWEZsukQV59BZ7BQFgNl0mEWxKHSYLHQ2FhgyjWSqurbk6ihKpRgaVyLdWgDVidADknDIxl4RhaBmY1HMnBoBg7NlEey5RkZBFYqoBdoYJMVkD/QevNl5/h87+jC0Njv28c+dT380HBvquP5wvH3P07Pfzmz8OXCwqez8+/PvHt/6t3vlz/9FVm/H1ghBDbYARrOBD0n64iy2Pzm5NzauISylKzyhK3FDmFbVA3dgnN2ip0SdbguzbuOp+eXMmGGkYgXFhKWs7Uyu6STYRqtY5KxkpeJ0wrG6gTh2ck4oyJAVIw3rSaY5m923XL1f4kL/DtAmN9+XAEN0XbJdEzcthxyX0WT8i0jVhmaRdfubL4y3nF/pv3ObMLg+erLLxtOP4zcWi8w9ZE6BN67dv3z+9f7B5se3jq9+OfHva157oK1e+pzFv/6cPHkge3ttZ8/vHk58fDUqUON9dVCocTCwd9A6LGM5kzWc1PQdZPXlypQPBXofor0ICIzRJERSGQFkmiBTMvooYNnLt58dOjiU7pJlLFbTmhmQ2ROC9sy2iNkS2l5taOjHYtKk7DF4f5Rrk5e4eFxDi6eTBrqZG1TUV7SPXRIk+uupOm6ZHMAoGbBdMxuvvTs8OtPGV170jt2lR+6SYYtN5l4th25FlXSUH/0cvPFu3pGznS68YZNXJzCRrKqNnmpvuqSdSTVX5RU1Mjkf+oEKhLJsnJlRCKZRCaTyCQSiUwkkUkkMklWxoxIVFAkKiiSiEQSSYFEkieR5EgkOTJJnkySJ5HlSSR5ElGOTJQnExWViESSoiJJUYGsqKhEJJKJimSiIvnvwoR/v5JEIv3TJ5NIZBJZgURW+NtKJsqqHiopkYiK5F9/XW3n7IGYBgG/mMpttHaPrlqhKwXXeGD0Q+WoiXhKLEYvFNjgBmxwAdY7AStMreIaLr1bPP/+j7Ozny/Mfb+48Mf5ua+n576c/LDYNfKx5Mybxtsfmm4vNN2Yabm70HB/qnV0Lv/kGAny47gXMezzAA0/jEE0YBCB0YvGGsSBhvEY/XRgc7jIo9glph3UC8PohSvrOhZUN5WUlkCIRFMHFYjMhAIjHtdIIjIXCozFQhMuR8RGBUKBMRsV8LhiGOJyOCIOymdDPA7fxJDNldKpbctWvyIu+4Eh/IkD/sQB7zHA6zUr3vu4v42LehMXPRkZ9TY0eio4YjIs+k107JuY2MmY2PfhwbN6Wu8wwB84zJ8g/o2iav/6jb66GhwuC2KjfBaPwxTAqBgSmzD5Ap7QiMsWc9kigcgIRnimRlYmInOOxHEZ3VmdE7cEinSP77QMbwQ0vTG0ZEU0Tw7KxtLT5aAsPJKDQzPl0Ax5KAvPSgcMQvRt0/3zutuuT3SOznaPzHU9nm2+P11/e7L6xsv20blDc38cn//+29yXUzO/n5n+eGbuy+mFHxc/LyZ2nAA32gCbfUD9EDlGgGl0XWLVnry63XmVO3Krthc17w3f2rWC6RaS1W3knLEZ9WocPJZf2cTl8vkI09nepqSyunPXiejMXq/kAYZjKbjeE6cfBrLTQJNiQFSKEVXjjPJ13HL/zyrQdkwOCuKHlhf2n16GemPWmKmuEy/dLHFIrq44ca/xxuS2c0/Lz48Unxk1jt7iEJnOEHqYSVzv3bj5+ePbY8Md4w8vLf75/rdd1Qnu7GM9tYt/vrt5+ejBnR1fP05OTDw+c+ZIT3ebo5NLQlpBalEL3ymOpO2oqOOkqOesoO+iQHEn0nyJ9AAiI4DE9FelB8PWsel5peExqVuqhgzMEpfSfVYjPus5Aasozp6hWUVVtc5SOyZFzwjlB7h6B3v7ZmRk2Ds4MQ31naxMKiuKBo8dZ1p6raK4aDGDVdabm/pn9N16fuT154yuoYyOneWHbpFh683m3u1Hr0UU1tUdudp08Y6hhRvCttDXF6/ZxP51A7RqE6y+ZLXasuWqS5aoL1mqrr5UXVVdRUlVVVlVRVlVRUVVWVVNWVVNRUVNRUX1b1TVVFXVVFRUlZVVlZVVVFTIqqqk/x4VsqqKspqqbJqyqrLspcpqqipqqiqqqmqqqmqqqupqaurq6kvU1Zeoqan/g4qauoqaurq6urr6ErUlS1WWLFVeskSNTFI20Kd6+UXAxuGE9c7KFB/ftJb1kD9WJwgDR2EYcRjdYGCTN7jRHbNRCm5wBVaaW8U3nnjz56GJ94dezh1++e7Qyw8HXiwMT0wfmv7c8eBdwclXNTff19yaq7o53Xh3tuHem+aR2a0nnirBATz3QpZDHqgRiDGIBA3CsXqxWINYgBIL6KQBmyMknkWuMW3A5mBAO0xZ1zF/W3txRQWKSNZvoCM8sbGZBRc1EvCMEZjH4QhhWeFAFodGhWQtk4nSqRBDH4KZfD0qTKczHNeu3bF240sl1e8Y/J8A4Tso9wknP4kBnmKBF1jwDQC+AcBXIOYFFnyOBZ9j8C8wuEksMI8HvuHAzzjcaxJ5cOnKGAbsbW9B49J1aVTIEOFQeQwGh8FE6fpMFOFCTB4CCbg8EQvmWZo5WprY0jmmSwztleAIEjXIMaLVNq4d0A8EKMlYaiaBlSUPZ+HoGThoC46dJYdkyEFZOCgToIYa2qcHF/S1XZvofjTb82Shc3Sh+cFM3d3J2puvWu6/7Xuy0Ptound0snv0Td+jyb5Hb7tHp/dMfovpPIbZbIfV8wUp4SAzfL39Fsi7hO2WtZ7no2ccRrNJ0LOIxW+y8ExspIiiNjH9vWK36tDFKCRwtbE7f/rkybMX3IPTlm12WEYLUDIMxOsEgbrhIJoKGOUDwiIsrxQvztVxy/tbBf7b6OC/VaCo4wiRFcLyqUio3c+yCzdyS6GLfJZqiUOLuzpvTWy78qLl6uu6qy+rL7+Mb9vjlpi3mWkn4jveunbt94XXOzor7lw5tvjXh70d+cE2Boc6Khf/WDh1aKC1Kv/3929evBo5ffZYV1eLWCROSM4OjcsR2YeTNaxJWrbEzVZEHVuyvguZ4qVE9yfRA8isAFV6ENUkbO+x8527Dph6Zq7khKtCIepM/6WsQHV9qVtYXlF9s4O7A52iw6HTeAyGqZDjbG8lErJp1E3O9iaNjXX7jp8KTM4KTi3wCEm2kAZ7JGQntu04Nvk5pXVHQkN3+YEbZMhKx8K39fCVoOyKquFz7Vcesh38TU3seGwjVw9/JzcfhG+hTFYjK6koKauQlchkMplEJJIUFGVFg4lERUWiouK/64gqyv7/iWQSiUwikkiKSiQFJZKCEkleBpn4L0gKZJKiEpmorERSViaRSYoylMhEJTKRTCKSSUQymaREJispkclk0t99MolElieRFchkspKSkrIySUlZUUWFqKxEUlZSXbNOQ2LjxXHIlDcIUUEjfLI7N7ADsTo+ANUL0PYAVtthV9vg19jg1liCayyAJVyuf/7+Z993P3s3+HRm97P5XWPzO8dmdjybHHz9vuX+/NZTE1W33lfdmqm8MdVwd77h3mTTyOzWk+NKSADXrYDpsAXY5Afqh4MGEVj9OIx+LGAYC+plADpRxt6l0rgOQCcU0A5V0rbL39ZaXlWJwiIEMQ0IjfL28eexjU2MrTlsoUhowuOKZcsBFpPNYQsZdITFQiEWCtNgHiRk0TgQxOEyKH76Ws3qK8aUVr4jyH/F4hYxuB8g8BkHvMcAnzHAdwzwHQB+gMAPEPiGAb5jga8Y4AcW+IFTGCMu6Vu9znvjeguhyNXdncHhMBlsLoPPh0UIi8NncXkUmMcWsBEhjyPh8kQIW2hnLQ32i7By8ltqaC9HDVIwCHCOarOOaQUMgjC0NEA/FaSlysFZ8qxsHDMbC2fIwekEZiaGmQ4YBlOcMoKL+tuuTXSNzPU8Weh6stDyYKbu7tvaW6+a7k52jcz2PJrqGp1ufTLbNTrfNTrXPjK969WnyNYDGE1zUMsR1PfF6IcCWv44TXcVfW+Slguw3BT4xQhYIgZ+EXvENlGN4tfS/bJr+nyCkx3t3J2tbHf0DVy6ds8lIANcZoTd6ErQCcBph2G0o3BwKlaSBwq3KvDy5UQ5m6W5V5/O/p/WAiXtB9XhCDV2gmNCQ8e+M5klTXb+qct1jZNqdjRcHG29O9V7bz558HzVxecDd18F5lRuoFpJJNK7N299ef/67NGBp48uL/714fiOynAH2sH2isW/3t2+fOzkvv5vn6afvXx07uKJjs5mFIVSUjMqtrWYOgWT15uQN1mQNUxUtC1U9O1VKW6qdD9lZpAKHLKEHqTD9T519f6Lha88aaoSK+QXcYoqHKHCjFCjBImcs/yTikyc3CxsndxcfV0dPZwcXFwc3d2kPk5SZwcn18iorJyilsT8bQ0Dg0U12+Kzt4qlAUz3sP1P57M6d6c091UdvEVmWepY+LYfuRqev61m/4WOK48RWx86FbYwtbR2sOeKBeY2Tm7OUmdHRxcXZxdXJ2dnRxcnB3dnJ3cXJ6mrk6uLk4uLk6uLk9TV2dXFydXVydXFUerq5CZ1dpO6uLu5eLi7eru7+nhIfT3dfDykPu6uPu5SH3epj4fUx0Pq7eHm5enu7eXh4+3p6+Pl7+stI8DPJ8DPx9/PJ8DfJ8DfN8DfN8DfJ8DfJzDANyjQLyjQLzjILyTIPyQoMDQoOCwkKDw0KCwkICIsJNg/aN1GLUORFeyUhjUIIEJBMeU7vWLrTL0rRH4FQmmuRJpr5LZF7JYhkKawXZOoNhFuOc17n38YernQM/K66/FU7+O5npGpvvHJna/etTxYyD35suLGfMWt6fLrb+vvzNXff9s4MpN3YlwZDeR6FDEdc0HNANAgCjSIxurFgnoxgGEsRj8D0I6QeBVLY9tB3TCMTghJ03prZWN1TRUXFVEoPJ7QxNHJBYWEYpE5G+XzuGIU4SMwj40KGHQEhrhMBhuGuSjCYbIQCOYyaWwOncdgIgiD6q1n2KShd36l8oSS/DcsbhHEfsEC83LAvBzwGY/5AWIWQWARAP7CAF/x4Acc7j2BNK68qmOVpqc+jUKh842snB28RYgENkAgBpeB8KgQgnIFEMTmcIVsRMhBhRyekAVxLc0chRwjQ9hoBd0Zq++H0/a2D2uyiW0D9AOxjHQsNQugJIPUZEV4ixwrlwBnyMPp8lA2HsoE6eFU1+ygov7WGxM9o/M9o/Mdj+ea78/U3ZmquvGy8e5kz5OFrkfTXSNzHaMLnQ9mux7MdI3MDL74kD94nivN4LsXiALqTQJbrYM7HcI6HEKbpdGdNgF1Vj4Vtl6FDp655W2nIas0DSQoIrOKLbCl6NCNuPz9u4eHD5xy889Q3WhJ1HKR0/LBa4ZitKJxUCZOUgiKCgnCYoJ4i5bLlivj/wcV+Gtxsah1eAkrQoGZJPYv2b7/WEFFtVNIyjIdiU9adcPF0c6Hc123Z7cevVN/fTKmecgxJmcz7CQQut69fef3+YneluKbFw8v/vn+YE9xjAvrt766xW+zx4a7O7YVff749vmr0dMXTrZ1NJqYiFNT03LyivlmbkrrJEobTNQ2Gy3VNVXTsVDXd1KjeqkwAsmM4JVQaHhGS33HQGlTt8A7iwSFqwpSlkvSVeA4VVr8L4ahKptt1tCsEFN/gXmQi1dqfduh1JxWWOCLGPno0h3WbLLeaOAqcUrwitrqHZZu7xXrHJGX1Xvk8IuPGe2D6W3bqw/eUoasN5t5dx2/EVlQV7v/Ys+NJyK3CDtbdy7HyNMvxNMvKKeg/PrVa+fOnjp/4fT586cvnT8j+4DvyoWzVy6cvXjhzIULZy5cPHPpwpmLF85cPH/6wvnTFy+cuXjhzIVzpy6eP33pwtnL505fvXD2+qXz1y6eu3bx3PVL5//FheuXL127dPHGlcs3rly+efWKjFvXrt66dvXm9cs3b1yRceP65X8P79y8evfm9bs3b969eevezRt3bly9df3Sw7u3rl28gqI8KtcIsY8HtT2JTP/4ip1BiQ1WPuVmvrnW3gWWvuXmfmXG3nkijwy+RxrNIca3qHv4+cfekcnOx5M9TxZ6x951Pnrb8Xhi+/OF1gfvck9OlF2bK7v59t8qkHtiTAkJ4LoXMR1zMVoBGINo0CAGoxsL6MYAlDisQSagE2nkXeIW34nRDcVoBxE1zAuqGurrqnmIUFuLaUhlWtvYoZBILDKXHQqgCF8Gk4HCEJfJQBEWF2ayaXSIDrMNaRDM4DJoKI0GcyHUXFs3bu36dtVVd8lr5uWWfSKQPhNwn7HADzzwAwf8wAHf8Nj3CvKvlZTvL1k6rLokZ/kyR20NiEHXY7JZsATV40hoAoSGUFiIIZutD8E0NlcfQlCekI0IUZjP4QqpdMTcxJ5JQTQN2UsM7fH6fngdH/vQRtvYdpASgoey8IwcDCMdMEzEUtPkWFsIcIYclCbPypKDswFaGM01O7R0R9vN170j8z2P59ofzjTdm6q7M1V983XjvbfdT+Y7Hk11PJ7uGJnveTTX82i2c2R68Pn7LdtP02ziUKdcSFqKeJYJAqr4gZX8oGp+SI0kol4YUIq6JPEcozLrhnhOGTrc4KHfbuzZf9pUbM6msyR8YWxsenFFf8m2Q9Y+ZdjVjvgNAVjNaJCVAxiVApJyUFSFleRpueRcGf8/3Cb6c3GxsGXPUlakIitd7F9a3dDUO9CTUtKkoiWUJpY0XHhUf+1ly9U39dcmys+OWySVuCUX8Wyj7Bwjbt+6/e3z9Lnj28fuX1z88/fD/WV+Zpv3NZYs/rFw8/zBwzvbv3ycevby8enzJ9o7m02MjRKTM2KTcjimHkrrJEu0TJdoCpbpCJfpGKvrWi+heSjT/Yi0wBWs4KyyXfdHXxw8e5XtmqwERyhxEpcIkleKs1UYKSrUhCXMkGVMn+U07+WGHhthX/ugMoZJHH65ueJq26WbXFbr+qw29FtB9ZL71VhptRGoBiGOCb03Xp+Y/JbbM5zdNVhz6LYKbK1p7NF1/EZ8WUv94avtVx+z7PwtLb31dHlrNjDWbWI4uIXu23fg0OF9Bw7sHt67a3jvrgPDgwf27Nq/e+f+vbv2Dw/uGx7cNzx4YO/QoX17Dg7v/sm+PYOyjwL3De3cN7Rz/+5dMg7uHTq4d2j/7l37hnbuG9q1b/eQjOGhwX27h/bv2f23Zc/Q8J6d+/bs3L931/69u/bt2bV/eFD2i/v3yr44HNy3e/fw0O69gzv3Dm4f3r1j3+7BvbuGHB2kqNgZsc0CtIIV2PEuOQO/sIKANW7AZldA0wO70Qe73h2z1gH41RL41QxYwmN55AyNful7tNA7Ot/xeKbt3tvex7N9T94OPJ1ruTe/9eRE+dX5kquTpVfebLs1U3fvTdPITO6JMTLs//eOQMMf1I8G9GJAnTiMfixIjcPoZwC6UcY+pe4JXRjdMJxOsOIGk5LqhtbGbXyYq6fNpNJYdvYOEqGFqYmNgG8k2w7IQBE+jyuGWBwuJORBIi5byOUJGTCbyRWw2EI+R8JDBTDCEcEip82srdpI5xrd35avv01a8lJB5bUC+QWZdJ9EPr9k2eCyle2rNxVs0g6mUoyZFAGXzWRZ0qYAACAASURBVEW5EMwTCE0FkMCIK2ayORQeCvF4XJhvIrDg8Yz5QiMB11gsNOULxByu2MbSlUlFtam8ZVRHnL4fXrYWiGnDM8LxrEw8MwcHZ4HMNEA/CaSkE+AMOVYagZ6OgzIASjDdJTu4uL/l+svuR7NdD2c6Hs023p2qvf226vqrhvtTHU/m2x69bR+d6hif6R6d6RiZbhub3vH2c1DTHmCDMajpBOj5APohgH4YQIkEqLEAIwGAU7BwHKDvA6wydoirMjAOXs9wzyxpCQxNg1kCNoRUVVRtH9iblFol9S8yFMfIrXOR2xgEborEQjmgpBQwrgJElaBwi6ZzztX/ZS3w/6hA6/BSOJrASLGNbTh+5uzefbtzarrV9UzSGnd335novD+z89GHyrOjtVdetV4cCy9uMRD7sQXSUydPfVx4tWeg7s7V44t/fjwyUB7vhhzv3rb4x7vf9vX01pd8evf61ZsnZy+caG5tQFBuWHR6aFIxReihtkGivomvDVsa2fvThE50Y99NPH+ivqsqFPQLI1DkGL/v2NkTl247RJUrUAPV+MlKaKw6L+UXfjaJGa8Mhasjocu50cvgUDWKO1nXRlHTClhmAiy3JK2zU9dyVNZ2wm2yB361wq+wApYIIWly25Xxk2+/ZXYOpbdtrzlyRwWx0TLzbj9yNbakaduhy23XH+uaum/W4WtpCTByazFyvyqobAgPj25sqq2sKqkoKywr3lpRnF9RnF9etLW8OL+itKCirLCivKi6vKSmorS6vKSqrLiqrLiytKiipLC8uKCsKL+iuKCiuKC8KF9GZUlhZUmhzFhRXFBRXFhRUihzqCwprCwpqigprCgurCotqiovqiwrrCovrCovklFZViijorSgoqSwoqS4vLiorKigojS/rDivsqSoqbY+KTbB0krKs0jAangpI5Hu6Z0rWYEYDT+MoR9WOxCjHQ5qhWA0fTAbpZiNzsAKU5ZnwY6Hn/ofzXc+mmq4PdFwY6L97pueR697R2aabs3mHn9edmW27Prb0itvaq5P1d5+3fR4Ju/4mBLkz3PPZzlkAxt9Qb0oQC8Wo5uINYgDKHEYfVlcoMQ9vgvUCcXrBK2iOpVVNzTXVpgKJDCdR6exrG1sEZaAxzWCIS4bFUAsDovJZjHZVAoLgXk0KgTTuHQKW4/ChJgow4DGYrFpNAiloggNNqDSYYjL0qUKKYYmulqOmhuC1qxNWbE+a6VG4or1cb9u9F+1zmbtJslmQ7oWlcUSGtK4DCoHorIZVIiDcJgUGgTDujBDD4HoNBZbHxZQeCwKm8MRQkwuwuJBCIfBZJsZ2zOpqDaN/wvVEaPrA2p42IQ02sW1KyKx8sgWPGsLHsnGIVlYejpgmA7SkgmsNDlGBoaRBlBDac5ZocXb265P9Dya7bg/03Z/tvn+bP3d6YrrE/X33rY/mW97PNX5ZLp77G3fk6mesZm2J2+3v/kU1LQfWG8GaLjhqREEejyBkYRlpoBQFoBuBdCtWM4WMjcDp+vvmtpKMQ1ZS3P3iMjbTDXnCB3tnX13Dx87dOSCs0cqoC7CrnfBbvTBbgrBbIrAs9Jw4q0YcT5eUCAn3qLpknNlbPp/jA7+19ZgcbGg/ZAKHC0PJVqEVly5/eDshUtZVV2rIMeYbbs6bj7bPvZ+z/in3IPXm2/NNJ8f9cnetobhqEs1P3b02JcPb/fuqJedFB7sLnYTrhsoz1r8sXDpxO5d7TVfPk6+ejVy7vxvtQ21FtbOtu7Ry/QslbXMl2lJRDYBDl6hzt6B7gGR7iGphmJvFV2bX7lBqziRhsYh/fuOHzh5FbaOI1NDlNEEFV68IhKrJsz8RZShyo9RQkI3WGRJQptWcwOW0mxW0m1RmziKOFjxVx5+BUS3jV7FDwRWWxB+tQHUubBbYsf1p0dff05u3p7Y2FN1+LYybLPJ2L3j2I3Q3OqKvee7bo5TLb35Ant9fSETtaRBJpu04ZjI+J07tvd0d/R2tfV2tvV1tva1tfR3tPZ1tPZ2tPZ0tvZ0tvZ1tfd3tctaGQPdHf1d7X2dbT+R2Xs7Wn8OB7o7/k3/v6Zv7+nc3tP589GO3q4dfV3bezu393QM9HT0dbf3drf3dnf2dHX0dLX1dLf2drf1dLfvHhzKTM8ws3Hi2kTjtKRKdF/3xLoNTF+FTb4EHT95rSBwcwCw2RfU8gQ3ueI0XIA1Fgyv3B0j77sfvel7Ntv//GPPk4W+kZnOBxO9I9NNd+ayjz0vvDxdev1txZW3VVfe1Fx72fhwuuDEU2U4gOeez7TLBNZ5AjpRgF4cVi8JaxAHUGKxBpmATpSRl0wFQvA6AZu53mVVtU3VJbZGZiK2EY3GtLWzF3BNjMQWfJ5EKDDmccUctpDHFSMwj8+ToAifzzGGYDEV5goEEiGLa4qKeVQOj87lcYV0NpvPF7HpMB9CUQRG2QgPRvj6TDOWiEvjCBE2l0LlUJgctpDG4PK55jBLjHDFHC5fxOEb80RChMPj8Fk8PpPD57PFElgiQiRsjkhsZMbnGAl4xgKREcoV21i6wAyOFoWrbmCH1fPFbfa0DW20imrBUEJwrEwCnIuFszBwhhycg6VnAdREkJJAYGTgoUzAMITmlBlWsr392kTPg9mu+7Ot92Zb7s+1PFiouD5Rd/dt6+h886Op9sdvex5PDjya6h+Z6RyZGnz5ObLxILjGHPjVCasVTKDEyDOS8aw0DJQDoAUApxjkFMih2fLMeO+tQ4ZmMcR1DgKnNGPXHKF9osQhgmPmmZrT4B5YjFntAG7yATb6gRuDMBqheGYCXpwNCrLluHmKJlu1XLdcejL9n9cCi4uLW9uPKrHjCMxot+TmY2evXb35sGXnqQ1CL6ukssbLj3sezffenW26PlF54YVTToM0tUyH76NNMT927NjXT1NHhtsf3j6z+OeHowMVYbaU/c2li9/nbl44dHBH65cPrydfPb5w8URjU5N3QIytb/ovTC8FXaeNNIu49KKeHUOV1VVJySkefmEugal8x9g1qOdyToSeRczg8ct7jl9mmMeqMCKU0CRFJJosSFLgpKgK05ZIktWF8Us4cbaxve4pLWE59S27Tu06fHPX4WuVTTtDU8stAzOJupaYtea4lWaAOirwTu+/+/rY5JeUlh2prdsrj9xWgqy0zLw6jt+ILK6v3Heh/85L1CGQxRCYm9o6uXnb2LsyIXFyTNL+3ft29Pbt7Ove2d+zs697sKdrqK9nsL9Hdpto10Dvrv6ewYHewYHeoe19u3f0797RP7S9T2bZ1d8j49/9n5afxsGB3p193T+RPfpv2dXfs3OgZ/v27u3bewf6ewcGevr7ugb6u3bs6Ns9tDsjM9vUwYNtGwdsdJYzcPdMqd8A+RE0/TG6gTidcHCzH6DlidH0wG6S4jXcgdXWTK/8nU8+dY28bR953Tk20zU633b/dfvDFwPP5xvuzqYdHc+7PFV0farq6kzt9emG25PtYwul516pIoF8aT7TJgNY5wnoRAN68f+oQIxMBSReJW5xXaBOCF7bXwNxLy6vbKsrN2HzDLVpKMKxtrZGWAIh30SWVkQWHURgHpOBymKELCafxeAjTA6C8gzpLDYsQCkclMFD2QJDOsSEuTRDCGZxGUw2lYEiTC5KQVEmT48OMWAeg8E2oDNZTATSY/BoHCaTS2XzYISDMGAeW4gwOHxYzKRxICYfYQlgOpeN8BkQinL4KCxgI0KUzWOwOBamDhCNvZnKU9axArW98NrejhGtNrHtADUEy8zAMXNAKAOA0/GsLBwzB2SkAAZxGMMUPCsTpIRRHdLDSrbveDA3/Or7zqe/9z35vfXBQu2t6ZLLz2puv2kdnWt6NNX8aKpzbK7/6bvesYX28dmdr75GNB3CrLcCVtgDa7xA7VA8PQHPSgGZmQCcB3CKQF4RiGRjGImeWw+izgXYlVLcGjv8WhfcOlvCemP8SsTIPt7WvYjwqwN+oydmkw9GIxDUDMSy4jHiLYCwEMsvw0vyNF1yLsviAv9ZBTqOkNnRClCkZVDh0TO32vr3+SVXruZ7xzQMb7//suvBm13PPnfcm2u8+jpn1yn3zOr1qJsO0/q34ye+fpwc6Cy/c+23xcWP+zvzPETrB2u2LP4xf2xfT3PFlk/v37yZeHzu3NH6xiYTW19L36zlTM+1iEd5XdeLicnPXz5//vRh/MlIU2uHnVuwZ9RWhmU4ieq9DPY2cQkbOnHTJrRKgRJKRpMUkVhFThxZkEbmpqoK0pYJM1YK0lagEZ4pLceuTaRtaXByjpb6xFy6P9lx4M4SulRe15Ws5wUuNwHUEH3z4LKD1469/prQ2Bdf311x+KYSYqtl6dt29GpIfnXZntM77rwQugSLBKY2ljZSNzdbWzux2CIzMX1ox+7+3p7+7vb+7vaB7o4dXZ27urt2dnfu6Onc2du5o7dLxvaeTlkr+wP/OfyJzPiTnX3dO3q7fjr/m//fxO09ndt7uwZ6Ogd6Orf3dPb3dPT3dPT3dA30dPf3dPZ1t/V2tfZ1d+4Z3J2dkWNu4w6ZRQG/2pEMvXzSW9ejwVitIEA3CNAJB7X8MVpeGC1P7CYP7EZ3YLkl4l2ye/xbz9hc2+hk86PJtodTnQ/fdD+e3DHxe93ducTDj7PPv86/8qb6+tuacy+aLj3ruTddcOAhmeLBk+YybNLBDT4Y3ThAPxGjn4Q1iANpsVjDdEAnUuJRIpWpgJbPRqZLaXlVR32FBEEpOlQ+V2Rn58DjiMVCUw5bKOAb8XkSLkfE50kgFofPkzAZKALzuaiIy+CiKJ/C5qICIwQRoIiAx5HALC6KipgsLsIRMWAejAg4LB6bgnIRPo2Fwkw+hIh1ETYD4SIUiAfx6RAX5kjYsAhh8bh8CQzxeYgEZQg4kJgDi1gMtpBvBENsvkDC5xjxuUZcrpAJc81M7REWT48hUNOzATQ9MZpetmH1NtHNoGEYDsrAMDIxrAwsnAkyszD0LCwjFUNNAAwSQMMEUD+I4ZglTWwMqRhM7DgeXrc3ouVg3dVXdbdn8s+PVdx+0/xkruXxVNvIVOf4fM/TDx1PFtqfzA++/hbRfBDYYA6stgXWuALrPDHaQfL0eAKUCsDZIDsf5GzFotkYRoLHloMCr22KOhHgJj9gvS+w3h1YZ49ZZSx2yrJ0LySstiVsdMVscMNq+IJaQVhWIkaUBwhLQEEVRpK32SXn6tj/vBb4d7XSvLYDJE44gRHql95+7NJI+/CFvN6zqyXh+duvDj98s2/yw+Dkj4KjD/tuvdn78HVkVc8atqsWYnv8+Jkfn6dPHe4ff3RtcXHh+ECxj2TTQFny4o+ZW5eOHB7s+vr79PTU2IWzRxtaWoW2vlZ+2esZ9oVV3e/mp2enJuZnp+fnZl6+eHbj5s2ybc0cCw9LvyySobsazS2xoLV58DTkmKqMxpDQFCIcr4hEE9kJKrxsNU7GL7z05bzEZdywFahnxrbd6XmtPj4JyTkVO07fNw6tkKMEEemxuA0ewDIzcLkQWA7T3BOOvv6c2bUnpXVn+eHrZNhug4l767ErUWWN5ftO7bz9xMo/xtPdz0RiHhkVGxYaZm5mlxAT39HeVVtXs626rLaqrL6qsrGyuqmyqqmyorGqvLmmonlbVeO/aKiprKsqr6+uaKipbKiprK+uqKsqr60sq6sql9l/0ritqrGm8qenzOGnT211RW1V+bbKstqq8rrqirrqitqqchl1VeV1lRW15ZW1FVW1FeXbKkq2VRTXVVZ2NLWmJqRYWksZJqHAr7ZqBt5+GR3r0XCcRgi4OQDUDMJo+oNaPqC2J0bLHdzoDCwzZXvmH3j+Y+D5bOfT6c6x2e7Rqe1PZnY8Wdjx7Evt7dmEQ/eyzr0ouzWdtOfSWr7HGorVBsRlBd0Fs9qE75nHcMjEbPLD6CUABikY/RSMYRxAjQEM0gCdCIlnsWtMJ6gdTND21GA5l5XVdjfViRGWnpYeBzVydHLjcvgCvoTLEf3cDsh2BFyOiMVkyw4OEYjH5YiYDJTDFiIID0X4HLYAYnE4qIBJQ1CYh0I8lMVjIwLGP4kJYIjLYnGYTDaK8GU3FGGYy2ELOagQgbg8tgiRZTqEBWxEwEWFsjQnHFTA50nYsJDPlgiFEpQjMDG2ZjHYBgzhL3p2OM0AcKOneUi5XXQjTi8ax0rHwZkEKBPHygChLRhmNp6ZgmMkgrQEgBILaPlwXAuMvQuBVUJgtQBYypTTNso/eLv10YfcC08rbk83P3nX9vht9+M33Q8mOx5M9z752DfyYe/zr/Gth4GNxuAGW3C9C2atK07TR14/XJ6ehEeyQDgXQHKwSDpAj/bKO8R1r1RkxuNoScCmIGCdF7DODVhlw7NPN3PPAdZagOsdwXXOmE1egGYAjplEEG7F8AsAYQlGnKPtkn3lydT/GBf4twps7Tgsj0YRkARhQKU0rjKt8bB38bCqICqw+viesc+7Jj71jr7ruPzy0L1XB26PVg2d2sB100AdTpy4+Pv8q772imsXjy0uvj/Qle8r0dxVnb74bfrIcG9bXemnD1NTk08unjvS2dkZHJ/jGJBh7BD2YOT15w8Lb16Mz0+/nZqcOHPmWEZW2uCBw8bO/ua+qcsR/83GkVdH5q8/mRd65ChBUUqcdCKSpIjGyaMJitwMVVHmEmHKUn6iGidKmeFnH11d3jk8ePh4886dEQVVv4q85Om+SlCUvJ4f+Ks1sJS3ku3pVz5weOLjlt59WwcOVhy5QYJsNhi7d524nljdXnvows57zwSuIVyuiYOtVOrua2VtKxRbJCemNDW1lVeWlZcVlpXkV5QUVpWU1BSXbCstqS0rri0rri0vqSkvqS4rri4rriotkvFzKOv85OfTmn/N2lZRuq2i9KdPTXlJTUWpjOrykn+HHv9pi2vKS2tKy2vKymvKS2vKS6pKC7eVlzVU1SbHJVvZujNMQ4Ff7VQNfbzT29egYZiNgaCWP0YzUE43FNT0Bjd7YTTdMBucgWUmqGfeweffd76Y63k+2/N0YWBsdufT2V1P3+18+W3b7dnEQ/ezz72quDUX33UCWAYBOA1AXhtYypHbYGnkV8RwzgY2+WAMEgCDJIx+8j8qkAroRBp5lbhEdwKagXLaPrp877KK+q6mOiM2bKhDQWCxi6sXjyPgcoQQi8NGBRz231mG/rlZzEZgHovJZjLZbFRApbA4bCHE4kAsDgxx6TQYYXGpBkwWHWXSEFmeEgqFxWSgNCrEYrEZdIRGhVhMNoXCQhE+k45ALA6HLYSYbDbMZ1BhDsJn0VGIwZbdX+DAfDoVZqMCFBKyWXwOm09jwkYSS4jJ0aXylunZyW0Owmh4mwWX2kTUY3WiMIxULJSOZ2VgmekAMwfDypGD0ghQMoaVAjKSAA0ftmuheVAFuM4UXCMBliDyGib5B+63Pfy05dzz0pvTjSMLzQ8mOx6+6Xo01f54pv3xfOfjhaEXX/P3XVekOgBrLPGa7vKbfZQMQ3DagaBOOB7KAJEcAM7GwmkALUqaO8zyLMYyIhXYmXKUGHCDF7hOCqy05tummLqkAatMgLV24FpnYIMHsMkPR08k8PMw/AJAWAQKM7Vdsq/JdgT/UQXy2w8T0FgcL0eZE68G+S0RRpCNkpVNsldZ5+v4lmv6ZGt7prqkbIvKqwlIzokuajIwCdKEnU6euvL5w9SpwzvHH99cXPy4vyPPCVrRlB22+G361uXfDu3p//xxemZq7OrFY73dHYGRybbesZEpRW+m3j+6c3v0/p3nY48e3r965PAuZxfrgT17vKPTLAPS1vKDNnJ9a9qH9528xXdLV4YjyZw0RTRZgR0vz44jC1JURelq/NRfBJm/8DLUWTGmAZXRea3bunYnbt0mjSlewfFXQaKIjFglejTZ0BdYKeL45Pbcmjo2+TWza3dW157KozeJTOuNRu6dx68mVXfUHjg/cPe5yDPaxMzZxkrq5hloZW2PcMUW5pZBQaEeXm7u7k5uro5uzg7uTk5uDo7uzg4eLg4eLg4ezg4eLo7uzg7uzg5uTvZuTvbuzg4eLo4/jf/t0NPVyVPq7OHq5Cab6Ozg7uL4N84Obs4OUif7fxtlfZnd1cnW1dFe6ugodXJ0c3Zwd3Vwc7ZzdbTzdHVzsLV3dPFjmYcDq+2U9H080zpWQsHAen+sbjBGO5igE4LR9MZqe2E03cC19sAyCeqVe+jF913P53rGp7vH5vqfzOwYmx4Ym9n+8lP17enY/fcyTk1UXl9IaT+FX8EHFPWxS1ly68wUtewtQyuZzjmAhh9oEAcYJMh2BAA1BjRMA3QixO5FLtGdoHaIgl6ALt+nqKy2tbbSycJMwBaymAJ7OzchXywSGvO4YqHAWCgwFglNZIcF/44RwhCXz5MgME/AN5IlIBHwjdiIQMgzYlBhFh3lIAIeWyTgSn5OQRG+7LhBlq1ENlF2AMnjiIU8IzbM5yACWX1UNsyXTeegQj7fiM8xMhKYCYUSNk9oZenIoCG6VN4yfXushj9e298qvNIqrBbQDAPpKVhWOp6VgWNlgMwckJmNY6bgmMlYKA3DSsPoBqEuRcYB5RhNa8JmW2CliKhnV3BwpO3Rt9yzr4qvTdc/XGh6MNU5Mt3xeKpjZLZ9ZK59dG7gxae6yy/WmIcDqy1wG10VdXyUDAMJOv6AdjBgGIeBs0AkC2AmA9Qoaf4+uk8xQAvBIcmKcJKifjBmnRT4xZxvlWTqlAKsMMGsscWudgTXuQEb/bC0eDxvC8jbCggKMYJMbdeca/9LXOD/UYHWAwQkDuDkEvlZCmgMUZwqb5ovb5IvL9pCkGQTLVOWWMQxXNJjCzuSy9q8kiu1+D66bOmZ09e+vJ8c7G24d/3c4l8fhluyfYUb+ksSFr9NnTu+p6u56uP7ydnp8euXf+vsbDN39DZziwxJLnzx5t3LsbHZifG3Lx+/fnln354OBwez7XuHAxNzHSO3LqW7GkiC6lp3N3Xvh+3i1NnRytw0IidFkZNI5MaqCeLUuanq7Kzl3C2/IInKBp7SuPq6gXNMkUd8bmdW7TE1mp8SM5rITJSnRpPoYYCGDcsru+PGmyNvvmT27M3s3F1y8KoS01pTLO04fjWporV639m+W8+EbpHWNp4oaiL1CPAPCPHyCY4MDY2ICAuPDAkPD4oMD4oICYoMDYkODY0OC44OD46ODI6JDIkJD4mNCI2NCI2LDJOREB2RGBMpa5PjopPjYpLjopPjolPiY1LiY5JlJMQlxcUmxcWmJMSnJiakJSX+TXJiWnJienJCenJCZmpSZmpSRkpiRkpiZlpyVlpyZmpSZnpyVkZKVkZaVkZadmZqdlZqdmZKVmZadGQUj8NzcvOHLCOBNXZKBj7uKW0rWEFYrWCcQQi4OQCrFYDT8sZqeRC0pNj1tsAqY8Rry6GX34dezPeNz/aOLQyMzewYn+4fm+5/8XvVrenI3XeTjr2svPYxtfMcbqUIUGXgV/Pw680VNR1EPgUU+0xAIwA0iAMM4jF6f6sARj8N2Bwucit0jenE6IYRdAOW6Fhlby1vq6+xNTaCaDDFELWxcUFhDpcjhCEuhy2EIa5sMU+jQj+/IERgHoOOyEKGHLaQyUARmAdBXBoFQiGeoR6dRUfpFAhisFkMlEaFZEeMsiuJFEOmbNXARgWyLGYsJptBRwRcCYMKy1YEKMRDWFw6BeLAfAYN4XCEEJ0LM7gwxKYwIGNjaxoF2mzIWapri9Pwx2r6WISWW4RuAzYGA5RELCONwMzAMdNBZg7AzMYwkrGMJJCVBrLSQb1QvneVJKACWG2C0bQBVomxWla5+x61Pvia+duzgsuTdTIVGJ3rHJnpejLTPT7fMTbX8+xD1+N3DO8twCpTOQ1XJX0fsr6vvK4vXj8U0AkHqAkgnI6FkwFqhGvuXppnAUALAVgJOHosiRahoOMLrLBELRKMHBLB5WLcr1a4lbaYdVJgoy+WFofjZAHcLYCgEPvvtcB/jA4WtuwlwFEANx/PzcGzkwlGuXizMnnTIiXTErJVJdmucLlT0QabXB2LhA3i/4+2twxuY1m7hUcyBHfQGDOzzLaYJVsyM8piZgYzO7HDzMyJ4/DOThzm7DBzHLTDZIa5P3Tec8996/vOe+6PO7VqqntqarpKVb16PetpPc3xwrH8MJwodPH5s9d+fXmzb9uyx7cugKNf9i43Z0ZNXVUhAAe7L57av3H5vF/f3339/PLapZOr161PKuBTywyYPNmfF24/uHPnwa1LD26fffPy+uqVcyrKDbv2/8nVNKcLGqZHFESThX+evHXxxss0ftOkWME0rOUPrHkSRj+NoHcimpzxlc7YGlecxQnJj81VzNt5XFS1yDcuXd248u93/YXmVeNgpRPixONiJPZRAmh4EUY8d/2NnmMfBnSrtulXbJu9/9KkuPSg5LK1Ry9J6hfO3XNiw+WHiemsmBgcGknF4KhxsQkrV64HQRAcGxgZ7R8bGwTBIRAcAcExcGwMHBsGwSEQHAbBERAc/ReM/Res0mv0X7r/b69fP3/KZfKsQmZCigzwyp4UXlZsXO2OFNuHSaDhPEgwDxLAggYU2/rmTg4tmhSSB3hRiKLZR98Nt7/+tv35121Pv297+nnb04+bnn7a+KK39fonwa4b6kMv51z5qdt8CeJLBRwTAQ8MNCDFPiCbwGiIza4C/DjQCDUA00DD9dAINRCpBMIsQKCEzLDmCCTQEP54b0p5dev6lcuTCbggvxBYBDwjowCFwFlVAImYbN07RMBTrTYBConHoIkEHBWLJlJIdByGTCXTsWgSCZ9ExFOtSzoiAWMtT2KtWWbVAv8sZA5PxBDwVCQCh8dR0CgCAU+1epBkYjIGTSQTkzEoIgZFxGMpWDQJj6WgUQQymY5FkdGJeByOmIDAkMmpEWHR/mGJDqEZEH82EFCWIp6bLl0KZnZ7ywAAIABJREFU+IkAmBaIMdhGm21jzZC4aiC+yibeZJdgsoVXQuLLIRFiDHNhinyZO1kakmv2S1P4Zahmn3i+9NZ33aH71edeLb73Zdnd7rWPPm56+mXL0y8bH/dsfNKz8emX3a8GmW17Aa/kCQG5U8KK/wgtnhBSOh7Gh0ZIgTA5JEpjjzRDYxWF1R0JRS1AlASI00OjVeNg0gkRAohPbkKajpClgTpg7Fyp9q5pdp75EH+2bYwaiqwAUNUQfCMEVx6UX3XtP9kvAIJg86r28YlyAF1vh6m1QZlsKY22yXMnUpv/IDVOpbdNy5o9M6vVLWOed1r9NIzYESvyRvFicSUXz17p/9lz9tjOl49vgMOfjm1umKfMuLRn2Vj/h1tXO48f2NHf2/Pl08tLF06u37KdUihN4tc6J2QbZq/6/XtgaOB3b+/H3t6es6ePnz5zubFtY5FkThBB5BjLTKDLm+dtrG9bi8rRTYdLp2HMf6CNf+AM00nmmeTK6cSKGSTzTKIyrqyOP3sbXdyoW3iQaVmz7silPRfvKudvo0jmTYhhT4wXT4gTQsKKCLIlm29/Pfa+z7Rml3n1zraDV8ZH0X3JReuOXlK2LJ/f3rn52mNqmZJRKklNzuXxZFkZWRvXbwVBcGykfwwcHBsdAEcHwbFhcGQEHBkBR4dB8J8Y+f+HlRr+G1P8t4dj/8UX/41H/g3+9bIOBA4N9MulMlpGHjxNBrimTgorKzGt9URL7YKFQCgbEsK1CWLY+ueP806f6Jtq40UFfEjKlYf//DC659XXrc++bHnyffOjT5sefVz76MuaJ/2NVz6Wbb4m3vuo5uznpjNvWYsOcxd2SFcdKWzYNSW6jMJsgWfXQPy4kHAlEKGyCddCwhUATAGEWYAgaRKzrVSzERIihoZJ7L2SKurmL5rbCo+JCvQNDguJJ+JTYGHReNw/Cg3isGRrssBqCsbHIVFwHAZJsJ5ZgkjAEHFUq5JHI/DIBAwWRUyMQ6EReOsBh1g0KT4eiUYREuJRWAzRuvL/M+NgjTJQSDwCjrVSAwZDsoYJVrsBj6PAEzFYLAmZgMciiGgULjwyBouhRIRFewfFOYRm2ARyAb/SFPHcDNkyIEACROqBaINNlMk+ttw+sR6Iq4TEGuziTbaJldC4ciBUmFg0Wzhn/7zjL9bf+rbiyrull9+uvv217coH8Z6/TZ3PF9z7tvT+5xX3u9c9+Lz58eftjz5tf/xx58ufG+59mdv5zI0gADyp4/zT/gjKnhRcYB9UYhPOh0bKgXApJFJuEyNn1h6CF7QAEVJonAkarbUJF0ND2EBAXmKOEZshs5kRN94JO8k9xdYtC+JTahOtsEVXAKgqAFcPYE1B+ZX/KQs0rWofnyiDomvsMdW2KLMdpdEuuXUiuX4GsXZWymyn9HrnjBa31DaPlMY/sEoHvNITJYjDM86duQKCAyD4CwT7xgY/Pbu679KeBS8uHR4d+AiCfSA4PDba29394sL5E+u27EgqUiTz693geQGIjKZ56x886/70q//j1x8nTl+TqFrQSVIfOMcFznfDyMklNWf/7rp8520yu346XDodZ5mC1k/D62ZQTFOplVOplj/IWockXWb5zqjsesdYUQCpwgOhjKDwwoglbon5aaqVHmSDTQTPPkYIBBegOG2b/v7U2T1sWrnduHzb7I5LE2NT/SnF6/68rJqzom3viU03HpOZqrT00pwsFosjzc7MXbhwRfe7dz3d73p63va87+p5+6r7TVd3V9eHrq4Pr1+9f/Pi/ZsX79+8/PD6xYc3L/8/8d6K1y/edT1/1/X8/b/gXddz6wFk77qev+t68ebls3/F265/4M2rp/8Nr18+ef3CWn3wadeLJ10vHna9ePT61bNnDx8V5ORgCFR4mhTikTk5lMGwrPNASmwCeJBQDiSYZRdQaOuTCTgTJvkkh1JFGdqFay6/Oviuf+fzz9uefdn09Nu6+z2r73Qvuf150d2+irPdWavOMTZft5x8P+fvryvvD6y9/2vnm7EF57pnJHLxJfWI7FqID9sGpgQiFNBwDSRMAcAUQLgFCJYllbUWqzYAQWJouHycT0pl46JKi8nHY1ZMZDwsHCnkqwrySojEpMREtNUUsHKBtb4AGkXAYchEHBWDJFjvZEKyNYC3nmVoPc6IhE/CIAlYFJGAo1i9AxQSj8dRMGiidf1PTEBb/7BoVQRYDIlCpuOwZDKJhkYRrEDAsSRiMhKBw+LIeDQVgyDGxyOycgokYjUaSQiKQDqGZkL8WIAfgy5qS5UsgQRIoFFGSJQBEmmwjTLZJdRB4quhsQb7OBM01mIbXwENF8fmNYjm7l9/4+vmx7/X3Pu47sGXVXe/Np5/nbfyuOrok7l3fs6/82XRnU9rH33f/vT7nqdf2p9/7Xjdu+Hel1XXeyTLj8AZ1YnZxhmhWeO8U8YF5I0L59hEiqFRMkiEGAjhlFV3IAtaIBESaKwJGqWGhouAYAbglwHP1eIyRXbTYZOdEOOccBBnGtS70C5GMR5XA8HUQHD1ANYclF919T9kgfrVHeMSZVBUtT26wh5tsqc22VBbJhJrnIhVDljjZLTYkaRzxhocEMoZWJkjTu6BFkXjWWfPXQfBoaHhL0Mjv0eHv4O/n4G9z8CBjyDYPwr2jY3+Hh7p7+7punLxVPu+g5llamntOnHlcnqxNhzNTqAKU0p0KUUqGDzfKyzbPbLMJVEwHSmegZD7Y4XmxrXz1+xHF1hmIOUzsObpWIMjSe+cZHBKMs0gmWaSLS4kkz/VGJNqRmRVxtCNUTRtDE0UQ+fDaBJ/stQBLpoQI7KF8W3DGeND85KU8071DJWv2V25ZnfbgSsTY1J9SYXrjl1WzV7R2t656c4rdIkcjkkjkvNyiwVcgYKUlE0hUquqqmUyMbesuKworzg3uzgzuzgzuzA7syArIy87LS87LT/rfyMvM/VfkZNOz0mnZ6fRslKTM1OSslKTrY3MlKQMOjWDRkmnUdKSSanJpBQq8V9BTyLSk4g0KoFGJSRT8FZYuzQKjkbGJZPwNBKeRsYnEdFJRDSNhCvIyuKUMUpYvES6GOKR+UdoGbtioydCbBvAh4ZyIEFMwDcb6pEUk6zMEc5J5tbOO3hj+8PPe1//3PXq29bnXzY++bLm/sclN7tbLn1ouPxN9edbyvw/05Z16o6/nP3319Yrn+defr/i/s/G4y+nw/nY4np4Ti3Em2UDUwARMmiYyiZMCcCUkPByIEROZbQWKddDwuQ2MJWdd4qhem51ZbmXu0t8LAKLTRHwVBKhKoWeCYuIxWHJ1vlv9fOs6zYBR6EQaSR8Eo2aZp3wODSJiKP+swGPR1sjAjQCj8dS4IlYq5SwxgXWiMDKBf+wBjEkDJpoZQFacjoWQ7IKEOuIaBSBmpSGRZHhsWg0Gsfhi8QiNT05A45LcQjJAPxYgG8pTdCaLltmEySziTZBY0xQmBESoQeiKiGxVXax5nFxRpsYi02MBRIiiCtokC8+uPLSm3UPvyy983bFvZ6VD3/UnXuTv+YMf+89Y+fr8pNdzVe7l9z/uunR112PPx54+e3w+8END78s/fv9+ntf8uvW4orLy9TLSEW1f4Tk2QYV2cEE0EixbZQYCCgtrtiDLGmxiZYAcTqbGKVNOA8ILAC8afBMGS1fjKMyiTRRanFVGnu+fUCxbbRsIq4Giq2B4hogOEtQftWVZz0g+B/4AtVrjtglym3QlRPQ5ePQJntKoy21ZSKxaipCPQnGmRRdNAvDn5XAc4xlOiA4TlixB1ocjmWdOn8LBEEQ7BsaGxgc/vX7+8ueV9ffvnrw6t2r/pF+EBwdA4c+f/nw6P6tv451FrI1Tcv3GZtWl0oafBEix0iGS2S+S0S2G6zYO5bvAZc7oeQzSSpXsjEAJ00gM8Lgae6JRc44jQPO5IDXOxC1TgSlM07hhLM4omsc4tWo3IrTt7oevOm++arr7xdvrjx/fe3V+5tvPi07eNUFxbGPZI+PEtpFMP+ILqWpF3a+76/ZsK92Y0dbx+XxkTQvQv76E1dNC9fP239qzY1nyBJlXokiKAzj4B7m7gebOM3T2ydUrtZzeeyi3PT8zLTcVHoOnZ5Np2XTk7NSkjJSkzJSktLp1HQaJYNOzaBT0+nUjP8TmSlJWSnJmXRqBo2SQaNkJFPSk8ipVGIKlZBCJdApODoFRydjUym4VCo+hYqnU3B0Cj4lmUhPItKpRBqF8A9QCTQqgZ5EoFPxKVRCCpVIpxDpFAKdgkuh4ukUfGFWlpDDKeMI4CliwDV1agSLV7nFGym19efZhLCAgFI7/2wqszGd2+QamUblVW+/3bP+ds+mx192vfm19cXXTU++rrrzqeX8a92hR/IDz7h7HhPb/kxfftp88s2ca19bL36cd+XD8nvfm0+9mY7kI/Nr4rNrIH5sSKgUCJNCQ1U24SogUgMJtwDBUkrpnBL1JmiYEgiV2Xmnqi1zaiorPFydCTgqiyljMsRlJVw2U5CbUxQbA7fm9uCJmOiohMQEdGwMPCEOhUjAwOPRRBzVagFak4KIBEx8DAKLIsZGJcbHIGKjEuOi4QmxKKsdGBUZHx+HjITFRUXGIxG4SFic1WKMj0PGxSJiY+BYDCk2Bo5C4qIi462DRoTHxMbAY6IT4uNREaGx2Wn5TCavtIzLKOUxSti0rLKpAXSIHxvwLUkStGYqV9gES6GReki00TbKBIUZAZgZEmWxi7OMjzHZxZRDogxAECexsEG6sGPlla41jz8tvvt+zaNvqx78ar7yibX9RtGma2XbbnK2XNcffTr/9pd1D7/sfvLpcNfPox9GNj79Me/amw3PfszuvONLKHOMSM+VLuRX73JJFEKCSmwjRXbRUptwXlHFroSiRkikCJJggMbIpsKlUXnVf4TSUSnMjHwOOaUETS5NLbDQSmfbB5VCoyV2GAsEWwXB1QM4S/B/yAJjIFi59rg9Um2HLZ+IMUxAW+yJDXaUukkE8/hI7tTgAsfALK+4Ipe4PJeYPNeEUmcMzxUjDkELDh699OHD+8+fnr14envNimUCrjAzLTMrO6+whHXuwqXevl8/fn2/efvmwkVLMnOLEcTMDfvOLt58LI1b5ZBY5owWOMEF06I5LnCFc6LCEaWciVbMxCudsEpUtuXwyXtlIkuuvC00u8aFaHQhmpxJZmeyzpmkdsLVOGIandF6IrPu2af+URAcGO3vHxv+DYK/R8BhEDxw+dEsDN8+QjQOJgUCC7Cy+RtvfTz2rle7eqtp7e65HZcmRdI8ifnLj11Utq2cs/vYrkdvkkQVcDg9LbWUJTQyhZrsInEMPLmhbXFzc31dpb6mXF9t1lZb9DXlhppyY22Fqa7SXFdpqSuvqKuw1FZZ6qot9bXldTXltdWW2kpLbaWlvsrSWF3eWF3RWGlprLQ0V5U3V5qbK4xNFmNduam6wlxdbqq16Ost2jqzptasqTFrq836Kou+0qKrsuirLYZas6nWZK41G2sshiqLvsqiq7Zoa0y6GrOxymKsNOkqzZoas7bGpGuqqKyxWBgsPjJVBnhkTYvm8yu2+mAUNv5se/9im4DCbOlKSkkNMCM8Jke0/W7P1mf9q+7/Wv+kd/PzHzu6vm968nXZzW+Ggw+5Wy8yt1wu2XCT1nqWu+V+/fnPs699bb38ft7ld8vu/Gg+/WY6mo0qqY3PrQF8SyAhYiBUYhMqtwlXAzAdJMIMhMhIRW0F8vVAqBQIk9p505S6htrKSjdnRzSKxCiTFBVySwrLGCVsFpNPJtGsKt1accya8LNagEQcNT0lm0qik/BJeAyZQqRRiDQClpKekp2SnGENE7AoIgmfZL3j0CQinorFkMgkWlpqNplEo5BpOCyJgKfgcWQshkhLTsNhSVgMkYCnWIFBE3AYIh5PIVPoGBShOK+0uJCZk8fIysrLzy0mp5VODkiC+hZD/IrJgrY05SpIIN82UguNMkCjLTYx5ZBIPSRKbwMz2UZWQGAWAKYBAsvi82okC9pXXX+14mH30nvd6+7/WHf7V/PZbu72G/nrzxdvuly2/oK2/c6y6182P/q25/mX45+Hj38DNz7rm3+tZ8X9b5te/Go6cdsjQwJ4UCmMRfqWY65wJhTGhkarIWEiduVueE4dECyxTaiGRkmmw0tlc9bqmhfOXbBy8dyFbB4HQaS7+OAmOSePCyyDJiht8OVQXDWE1AAhWoLzK648/fAfRQQtq3dPREmhuCp7bLlNosoGbRxPLJ+M1diHFYz3okzzIs4MoUyFUaeEUJ0is50SSt0wAn8Et4hpnDt33oK2+qZqo0aibG1esmLFVnPlHJmyuql15bK1O5es2WWuXcCWVrGVjXz9fH3L9gL5PEROuTde74bROcHlTgilM0rlgFJMR8odsOpZFJMbXovPs1y+2XXszK0tJx4nFM92QCtdCXpnvNGVaHYjGlyJFleiyZWgCKUpc4X1JYLyArYhl2VmKOaXSBryBJaELNVUuMAuVmwTxQNCc5Hyhdse/Tz2vk+1ekv5pvZ5+y9NiqS54XKWH7uoaFvZsvPo3sfvMlUNtKSCrEyOTD9HZWpiiwzewXFkWiaRhCdgE7HoeCQ8BpUYg0bEohPjMPB4DCIBh0ggweFEBJyISiSg4nCoWDw6Do+Kw6PiCMh4PAaOxyLxGAQeDSegEQQ0goCGE5EJBEQ8FpmIQiExaCQODSeg4DhEPBYRj0UmYBCJKEQCEhmHRsZjkPE4RAIWnoCFx2ORCWhkHAoZg0bEYuCxaHg8CpGATIxFJsagEqKx8ARsXCIOjsjKK0anKQDP7D+ieLzK7Z5IiU0Q294nB1PWli5ZDDjD4WX6tTe6dr4ZnPv3x5rTr9ouv9n06PPuN9+2vPyy+EaP6chd8Z7zvF1nyjZdLFlzVXvwaePF7ua/P7Vcftt2+e2S29+bT7+ejmGiiqrjMysB7wJosAgaJrUNV9iEqQGYFgozAiEycvHcQvkGSJgECJfa+tBk2rraygp3V6fYWERGZkl6Wn5GWk5aSlZaanZqSlZqSlZOdmFyUloSNTWJmkqh0CkkOpVET6ak5mQWpNGzrO1UWiY9KT0lOaMon8FhCrIz8mnUtGRKajIllUZNo1HTksmpFBKdQqZnpOcWFjAyM3KTk1KpFHoSNYVCppFJyUnUFCqFTiYlU8g0KoVOIdOIBAoBR6ZSUzKzCpKpqVR8EolAJ5JTSQRqEoUej00b70eG+hUB3gVEfmuKYhXgz7UJU0Oi9ECUBRJtgUTp/itLWgHAzNAoNSSQEZdTzW7esvTKszVPPi27+3H1ve8rbnyrPf5C3XFHe+hu+YmHzederrjRs+rv7h1Pfhz7DO58+XvOuceq3VckWy7o2/9uOftk4/MfDaceBRRWA04pycx5jPK1drCycXFaSAiPZd6OyWkEAkS28CpIBCeUzj18+ebv4eHhwaHR37+fP7u/fusOgbTezS/TzrfIJlFjS6ixxTVAic1QUnlIfsVVKwv8jxHBnDW77VAiAF/nQK2PLq6LKakLyK6bhhIF0SUp/CpKqZbCN+IFRnypjlxkIjPrPNAc95iSjHz9ooVri3IzY8MCKEisXmlevWp7Ri6viGnMKDZgMuS+8XmBSEYAmu2L4gXiZb4YiTdK5I9WBKIN/mijN0bvQzC44bQOGJUDRuOA0zkTzR5YHSnPvHXvX+u2H7TM7whMNrkQ1G5EtTvROAtfMYtU4UQxOpA17iSDL1Y1KyIXmyapmbeVIZ83MzjTIzIljaWqWLkLyWsGwhnjInk2wQV48aLtd78ff9+nXrm5atO+to6LE8OTZqGzVh2/opizvGnr4W23u5JEFqmiHBZNcwmkeIfhYQmEEraAyxVwuRw2m8HhlLHYDA6HwWX/Azw2Q8gukzDLxCyGmM0QcUtF3FIht1TEKZXwyiQ8lkjIFYp5QhH3HxByhUK+WMQXi/gisUAkEonFIpEVErFYIpFKJTKZVCaTyuQSmUwsk4kVMolCJlbIJSqlVK36BzQqmUaj0um0Or1ap1Ma9CqjTq0QySJDwjNyitAZKsAzZ0q0QFK/2xsjBfyK/fAK2dyj40LSEKyq9me9e7v6jbvPlMzdTDG2pVQs4izaUX/86tY331fe71n18NPqJx8X3nvbevPd3BtfKo4/qTv3oulad8vVd7Mvv15y72dD58tpCAYixxxPNwOzciBBQmiYxCZUCglRADCNLcwIjVCQilpL1ZuBYAEQKrLzSVYamxpraz1cHB0dXDw8Ar08A308/T3dfd3dfb08/SNhcaEhkY4OsxwdZs2c6eow09Vx5qyZ01ycHdxiIhN8vQIdZ7ha4TDdxdPNF4cm0ahpoUEwh+kuVjjOcJ0x1Wn6FMfp0xw93H3RKAKVmuLvFzxzhvOM6U7TpjrMmO40y9UzJDjC1cXD2p0x3cnRwdXRwXX6NEdv74DoGLjbLG83J3dXZy9nVx9XF3cXJ7dpriH23kT74DLApwDPnU2TrYD4c2zC1TbRRkiUGYg0Q6L1AEwNDdfZRligUSZopBLwL4rNriyoWDX/7IP1T78tvfNxye1PC2/0LL7xcevT3gPvRw71jBz5NHTgff+Ge5/b3461nH6aMWc7pXp1RvOmjLqVkaUqBNcoWdO+4cm3OefezkrWQb2SSis3xhTUQ4M59qEslnkbMqcRCBUBseoZCEHHuQcfv/94/Oj+h9ddb18+e/38yYFDh+89eF/Eqoe4Z9gm6sfhm20xLQC+BUKoCM4r/0+1QPW6I7ZYFYAoD81sbNl4/PCt7qbt151QHFbt6p0XH284c3f91cdrrjzadulp64ZOQflafzzfLb60gF1d17AwPYUKjwrExsGELPaCRcszi/gVzRt0jdtKdCtmwZmuSL47XuGIlLigZV54lSdGGkXXEnON8DRNCEnpgpA4Y7QOWIMj3jgTp52JUbthtJhs/Ya9R0qEGveoHHesyp2qcyUp3PH6WZgKF2K5I8XoSDG5EwyeCK6ifs3dD7/vvPtumd/uGVe8cMtfz38Mn33+ga5dBAljTIzk2wbmkcSLdt390fmhT7Nic8X6PW17z08MozrD05YeOquZt3r29mM77rxFligSsbTASDpkJgaw9WZLdX0DA32/fv3++f3nz2+/f/349et7b+/3/t6ffb3f+3q/9/d+H/j9Y/Dnr76fP/t+/+jv+9nf/6uv/2d/34+B/p8D/b97+3739v/q7f/Z2/+jf+BX/8Cv/oHevoG+voHegf7ewf7fA/19fQP9vf0DvYODfQODfQP9A/19A/39A/3DA/1DA/0DA/0Dg/39wwMDw4MDQwMDw/2DQ4N9g4O9g4MDg0MDg8N9Q8O/h4Z+g2NDH99/YJeWFZXxUBkqwCtvapxIWLPDGy0GfPMK9OtJwjbfZPG229+PvAVly/awyhsWrVuvLK8qUFXnVa3BGxeJtx7b9OT7njcDHd0De3sG938F93SPNZ9+Pu/y28V3fyy69bHt6utlD342dL6YEl+EyNTD6Uaoe65NkAAaJrYJlUBDFECYEhKmA0KlxKLZJZpNQBAXCOZC3UnairbZzc3ebq5eHt6hIdHhYdERYVFBAeGhwbAA/9AZ05zdZ3kHBYSFBMFCgmChwZHBgREhgRG+XoHTpzh6ufsF+oUG+oUG+IYE+Yf5+wSHBEaEh0QF+Yf5eQf5+wQHB4QH+Ib4eQf5eQf5+wb7eAf6+waHBkcG+of5+wX7+wX7+wYFB4W7u3lPnTLTzycwJDgiOCg8PCwqIiwKFh4dCYv1cPeZOtUpLBgWEQyLCIsLhyVEwmJh4dHeIYgpwbTJ4VzAuwDHbk6SLAf8ObYRattoAyTSDIky2UTrIDC1TbjOJtxkE2mAwuSAX2FspiXfvHzBuUcbn/1Ycqt7wbXXTacfrrr5/tDbgSPvev/88PPEpx8nvw/tfT1o3n8LqVtBrFzPWbFft6E9LrdkoofPJFdPD3SScPm2DY9/ijacBYJTwtJ1rOrdE4LLbAJKWObtyJxGIEwARPDp8gUff4x9ePns+d2/P33oevXswbXTJ8VC7p3bjzZsPTnBP9su0TAO12qDmgNgmwC85f+CBerXHB0Pl04llAfRTBEUQZ5uiXj+ER+q3Lzyz80Xnm26+Xbny19Lrjyv2t557N738oUHfDAsh9iCXH5d/Zxl9BRqYkwAERWtkAk2794hs9TFkEoC0QxPFMsTJ3BCCacjpU541UyUxAkhcEpgFajm1S9dX7NkM53f4JDAdcUZHXEV07Gm6RjVTJzSDauNSVUv2dZx9NJtac1mD4zKlaJ1oWrciBZvXJUHxuBKMLuRKmbGsFL5hq6BwQXtR8NTZc5xJZo5u179BjVN6zyxnEmJQrt4kV00EwjOICgWtz/tP/lhoHJze8O2Q/PbL44PIc+Ioy07ct6ybPPcXZ3bb77HMDW0HIYPLB1wokGmxMjLm0EQBEeHwZGhsZF+cGwIHB0ARwbB0SFwbBAcHQDHBsCxQXB0DATHxsDR0bGRUXBkDBweGRsaGRsaGR0GR4dBcHRsdBAcG/qvxP7w2OgwODYCjg6Co4PgyODY2DAIjo2BI2PgCAgOgeAQODbyv7cOjI6CoyPg2Cg4MgKOjoGj1p0FQ+Do0NjY0Bg4BIL94FgfCI70fvtaX13FESrgKQrAp2BanFhct9MLLbANLRU27fWiCCxbzp76CBrWHGZoKu/cuvz6778WVCgamtqqVv9JM6/AKFpMW0+d7AaPfxjZ/fLXjpe/dz4fMGy7kGJeTTMsU2w8seJ296pHvxqOP5scm5uQrk5MNUDcswB/NhDEswuT2sPUQIQKEq4FQkTkkjmF8jVAEAcIZAIuOHXF3Lltc/283ClEolSikknVcqlKJlaK+LLSIpa/TzAeQ+ZzxHKJWinT6jVmlVwnFSnzsou83P2y0vOYpVwWg8dlCXlsUVZ6XjQsPjZqSGqcAAAgAElEQVQqMT0lm88Rc5gCDlNQVsL5J2jUtIjQ6GhYfHpKNpPBYZSwykrZXLaAlpTq6x1QUlSmVuo0Kr1GpVfI1AqZWiZWkEnJ4RGxUrHSpDHrNBa1tlwhVyvlmoxC4fSwtPEhbMAjH8tsShIvA3xZ0DAFFKYBYAZolME2WgOBqaDhGmiYFgrTQiPEgG9+VKo+17Rs4YXH6598Wf/wS3HrJidsnnHzX4fe9e540t3R9fGvtx9333tR2LjMJ1uO0y4pm7+v9cDFbWfOmRssrJL02BAvJy+fHLVp5ZWnq+5+9i80Qv3ThXXtYUmVEJ8ilnknJr8JCOUAMK58/p5vPwcuHj3w4NLp18/vX754svPA3uL8jN27dx3tvDktPM8uUT8O12aHmQMlNEOJluD/PCKYu3LflKiyOMY85aKTznDRFJR8JlU7EysSz+lYc65rw/0f6570Lb35aenFly17LwvrNgQSedNj8sjFFW0r9ghkSjQalZuT3dI699Dp82v2nAhClrrACmbFMdyQAleM3AGlmIFUuGCUbhiZJ1KUxm/Rz15jnLeVyKhxQYocMFoHnGUG1jQdp5uBVTsgNIl5Vfuv3N965FT76ZcRqeXTsPKZSUYnQpU7ttIda5qJrXTAVLkl8LYcPnfs+n1fTOkfYYXhVOHlx+92HT6BSCoMIfKmJcjsouT2kXz7iIIZuDLBot0n3w+Ub9hTv/Xg/H0XxweTpkVTlx45Z1m2uXXniR23PhB4RkoWwyM8A3BJgzoTebrmf/wuw73g8K+xwd/gcD841D822Dc21D823D821Ds62Gvtjg71j4z8E30jw72jw33gyAg4MgYOD4GjQ+DowNhIHzjSPzLYOzrYNzbUNzrwe2y4DxwdGB3uGxvuGxvpHRv+DY72g2OD4EgfONwLjvSNDvWODveNjvSBw33gUB842AuO9INjgyA4Co5ZNy8OguAACI4Mfv/aVFtdyhEjUpWAT8HUOLGobqcHWuBO1BWa1oZmq3Y8+bn9zjuWue7AkX2/3916dmHPnVO7u9++PHbuuqRpJZZjTJNXK9rWrjxx83DXzwNvfx96M5CknANMjQEmwVCcqo33Pq999Kv++ONJsdlxqfK4dB3gmWYTwoUE8W1DRPYRCkiE3CZCAwQLSEUtRcp1QCDTNoQDOGPLJBXLV6wOCfCjkckKsUKjNGhUeqlIKeLLJEKFRKiQiVUKqUYl16nkOqOuXKsyyiVqsUAu4EqkIiWfIxbypCK+TCpSysQq6/vWl61dIU/KY4sEXIn1g2KBXCyQS4QKPlfE4wj5XJGAJxbyJTyOUCZRqhRardqg15r+SQRSiVKlNlZX1leba0yGao2uQqnQKmTqvDLFzIiMcUFlgFchltmULF4G+DFtwpRAuAaINEAi9TZRaiBCCQ1T2YSpoRFKm3AB4JMVlarL0i9eeP7xuqdfNj36nK1fAEwI0Czde/L72K73P45+7jdt7HBLINq5+5NYCnHret3SbVs7z3dePN37vav70aVl9doEWJC2uvLo47fbn3wpatsFuKeUGDanS9YD3qWs8j2o/HogggfAuKz6bV9/jz2+fu3l3esvn969e+tK58H2zDTKvv0da7cdHReQYYcwjCfOscfNhhIbIARzcF751Wfd/5YFxsZAEBwFwcbVR/+I5mC58+vWnZ0Vz3bCK6cSZVMQHKpkwZIzXYv//rL4xs8lf39bcvk9VTc3U9UWROS6wEtj6fpS2bxCjpGWzk5J5xax9NksHSJF4hPP84jhu8VyXeKELnDlLLTBEaGbmaDyIRgDiIYQkh5GMoYRjX447SyM2hGtmYnROuAMM3DGqSjdDITOCyeTN604cu7a/FX7Q4giR6JqRnKlM7XJndToSq2dSq7/A13ti1Zevtu9ZGOnczjXIVxIKtQ+6/74vuf90zdvd3U+9MDpbEMV4yOkk6MYQBAVwSvvfPe7anN7044jC/ZfHhdI+COSvOTIucrV21t3ndh9/yOOaw5OoMyKyIB45U70y44mc2taV+xp33/h9F/nTuw/d/zIyaOHzhw/funs+cvnL1w8f/7iufOXzpy9evb01fNnr168cPnihUsXzl08f+b8mc7TnX+eOHbkz0PHDrYfObT/0OED+/88fPCvPw+e7vzr5PFjnX8dO3vyzKXzl8+cOn3udOeZE38eO9x+qGPX4f179u/dtW/X1v17Nx46sOPYXwf+Onn0+NnOv852dp49ceb8iVMnjx7s2LV949q1K5bOaW6orTRVlWurLKrWhqp5jfUyIY/BFcNTFIBP/rR4iaRhzywEPzKvOVuzLEW3cP/H0YWd50pl/Ie3O7++vrp7y4K7d86+fHHrxJGd85YuiUvJUje1ZPKlmgWrz34aOPzh+5F335OkNcCkcGBSFIlbs+Xep3WPfzV1PpscmxOfJo+iyQEPOjSYAw3h2wbz7cJk0EgFNFwDBHIppbNLNRsA/9JJUUKIK4GUydvTfiglKSmFQpXwxEKOWKM0iAVyPkci4ss0SoNObVLKtAqpRiJUCLgSIU9qXeclQgWPLWKX8a1rvpUUrJJBLlHzOWI+R8xlCbksIbOUyyhms8v4Ir5MJlaJ+DI+R8xm8pgMDp8r4rIFPI6QxxEKeGI+VyQSSBUytUqh1aj0Rr3FZKwor6irq2mqMlUbdJVKtdnKDgUslWNk1rhgFuCZj2U10aTLAV+mXbgSEqkBIg0QmM4mSgVEyCFhStswlU2EDBrGATxSYcnKTM2CRReerHn8acvDT0WmhcDU8PKV+0/9AHf39J74DcoW7xjvEhQYErL70OHTt+8u2LCxddGCk8cPvrh/7dD2VRuWNKbgYgUC5oUnrw88/6bdcgbwzk+VLC0ybAcCmMyqdnheDRAhAGLkUQX1V598u337waXz50+f6rxy8czeHVu4At75q/dzWFWAT4YtyjiO2GKHawLwNRCCOayg8trzf58pHBsbA8f6QdC87uS4RFFwdhXHtLxy7rbaNX9lGFbOQDJlSw6u/vvNittf198fnH/m/aIr75b/3SVq2xqCY/ugOP4YqUdsqW9cXnBcflB0gWdEhkdUukdMkUeM0DVK5BzNc4wWOsbKHBPVjgi9M9o4C2tyxxm88GYvdIU3psoLV+6BNzuhtI44/QyMfhrGMA1jckIborOq86UNDL6ylCVhadpghQ1TKFVOyS2ziA2zyA1TqVUTkTpvhOD4xcdbD99wiJJMDlfHZppvv/3+57kbivIleco1UxF6IEpqE82GRuTAha2Lzzw/8fa3ZsXmms375+67ZB+AnxxJmn/wtGbh2rrNB3c96KErmpLzBLMi0qF++ZOCiuzcKeNdooo4ohXLFyyd37RoXsuC1tZli5e3zVm4fNm6rVvbN2/Zs3HD7rlzV7bOXdk2f3XbwnVz5q9umL2ksrZNZ64VSLQFxYL0LEZ6RmFefolQLC0vL6+uqdq6bevOXbubW5dY6hY2z13W2ragpbl5dku9xWLMz89PpqWSKMm0VFoho0ysMWlrWo1Ni42zl5a3LatsXayqqBGKxXw2K4lMpicnFxXk5WSnxMeGe85yjINFlBTkcURyeKoS8CmaniCTN3fMQgiiC2bnaFdw2nYe6B5ac+7y3qP7el7d+PnuzqGO9SdOddz4+8S+rQvb5lTTc7Pr25oXrF9fsXzjyY/9He+/He75mapsBKZEA1NiqILaLfc/rX3ys6Hz6cTIjGgqP4EmB2ZRIQFlNkEc2yAeNEQEhEuh4SogiEMsbizRrAX8SyaEc6HuFI8w4oHDJ/Zu38kpZvDLeDyWUCnXS0VKLksoE6uUMq1SptUoDXKJ2jrnGcVsPkdcVsIpLWIxitmMYjazlCvgSjhMAYvBYzF4/5z8YoH8nw8ZxWxrg8sS/iNYYPE5LD6byWOVcdlMXlkpm8cRWhlBLlXJpSq91qTXmnQao95QWWGpKddXaFQmqVwvk6oUMnV2qXRKMH1CCNvWrxTDaqRJlkP9mLbhCihMDYnUATAtNFIBhMshoQqbEDk0VAwNZQIeKbAkOV02e8HZR+uffd388HNx+TLAIbJiZce5H2D7h18nvo2pl++e7huLSMReuHrlw8+PW3ZvnNNctXpey8n27e1bVjALk6MCXdVy3o0nb4+/+mHefRkIKqOI5hVbNgGBpYzKnYjCKiCUB0VW2MWIJI1bu74N/hwc+vTpy89vX+8/uH/gr7MK46KZvlk2gSwI0mJHarbB1QP4WijRElpQ+T9pAfAfWqB67b5JWME4uDhXvXhv53Vty6oUedssAle5ct/SKw9W3/uw/ta3ip1Xl914v+Fxj2n9IXyugcZoik43usYXesXn+ceX+Cew/BFMX2SRD4LhFSd0ixfPggvdkBKnRLEDQu6E0Tjh9I5YvQvROIts9KDoPUkmL7JlFtbogjY5oo0z0LopaI0D0ehBNmFL51Qu2F1d21JTUd64YH2Gbt0UUvU0cq0zpX4GtWECvcYeUz49jF09Z92Tr7+ytQsmwYqdYjJXdZy+9vQ9MoVn65cyLk5kGyezj+ZAQnMpqpV7HvafeN+nXLaxYsPe2XvO2fhhnRBp8w+fkc1dUb1p/75nn3HcihhcTiCyZEJYycTA4hmhjKk+JKbcuGnrho1rlm7btGH9mg1SiTYkJJ5Izq1rWi7T1OKSSh39Cc5BSU5BSY6BVMfgJIdg6jQ/3CRPuK1TpP2MoIkz/CZM95ww3dXJ01dpNCsNxt0dB7ft7sgslU1wi08g52sqmkRylUyhyC4omObsPm7aLNtpHuNm+ExyDp/qhZnsS50ckDItJNM5KndmGM3OLS4kEmE2mXds233v3sPunp4PH97cuXO9qaGORknisTkihRaRroL6l86EK6VN+z3QYr+UyhzdKvbsHYe6endevnftzoPenrevrhxfP0e/a3XzmaM723euNxq0JDLRUmWsn7ewcvmOEx/H2j8MHuwZStMsAKbCgelxFEHNpgcf1z792XT6+Yz4XEd/Si6nZVpIHuBdCA1k2wRyoIF8SLgYCJYBgWxiUUOxejXgUzghlGvrSYNMC6IkZ+/YvK1creeXcTUKg15bqVYYtCqDWqG3UoBSrrUqf5lIySzlWrmAxeAxS7kcpsAqGaQipVX2W4MFlVynUxnVCp1CquGxRUKe1PqCXKI26soVUo1IINWqDWKhjMsW8LgisVDG4whLi5lsJk8ikktEcoVMLRHJZVKVXK5TyDRykULAkzNZIlYZl8vmpxcIpgTTJ4ZxJ4XxcOyWZPEyiG8ZNFQGCVdCYFoApoFGKoAIOSREAQ2WQUIFQGDx+KAcfGEluqx8zfW3G5//3PDgS371MmBWtGVNx4Xv4MHX385+GVYv3zYjFBeDyWldtXFjx87Fq9p2bli+wGLYt3zhrlWtbY1KZHyQXiO79+LziZc/ZRtOAoFl2eaV+aYVgH8es3oroqgCCBNBEfV2ifrJsaWl5rnHrt7p+fzj66evh4+dzC5TTnOnTHQrsg2WAsgqKKkZgq0H8PX21OrQgsor/8YX+D/PKdw1ES0aD9cmFlas23dqT+dl5YIdM+HFdE3bvAv3VtztWXLt3aJLb1bd7M5qXJpjnhudLIWnaSkMS6mqKZ9noGVz6VlchtCkrFmUya9NE7SlCheiiho8cTIPvMYVp3PB6VwIeme8zoVocKMYvMhKL5Lak6h3I5hdsJaZCON0pHEKxuhCq/WkVlBYzdVtq5UKsVYpmrdic4FxkyO12TGtzSG9ZUrG3ElZCyaQ50yMUQbgmFs7Lz75PbBq/5kcgRmZITz/pPtOz9fWnQcTi032YdwJ4QpoEIMoX7rtYd/xj8OzD3RuvHRnzsFLf8CzAjP4q07dXnn82qrTNw68+ESVN2MLjJnC2fiiymRmCzqzKo7AL6+ff+hQx7Ytq0+eONLRfoDDUksklTJlhUxTrjRWF/A0SQyDY2jOBK8Me98c2+AiSHAR4EMf7433iUyZ7hYxxTlwpnvYDPcgR59gbU393mPHL9+4177/uEDTBsxMDCeWbDh4fv6anUUciUChdvT0tpnsOG663zTX6BmeyEmeRDufVGhgoW041y6kbHxQPuCE9QxCHT3aOTgwPNA31Nc78uPnYO/A8M9fv+a3zuUyOVJNBTJLZxNQ6oRQypsOeBGUExMlzOpthZZV+1/2td95ff724x+f3nfdOHVq19Irf23bu3np9Sunq5uawjFkUk4xDJ9RsWrfie7R/e/7j3wYTtfMB6bFA1NjCfzaLQ8+rXnwae3D7whBLTA9CpdtImZXQt1SbQJLoIFlkCCBDUxhGy6HBDBxpXWF2tWAd8GEYIadZ9J4lxhgnJOXd0hebpGQJ1YptCZduVlXrpXrlFK1Xm3Uqw1KqYrPFoq5EoVIySnlMouZrGK2kCOWCxVKsUouVGjkOqPaZFCb9CqDUWPSyHUVhkqTxqKXG41Ks0KokQvUGplOrzLqVQa90mBUm/RKvU6p1yl0MqGcxxYoFWoBT1RSVMpmcqRimUwiV8pVSrlSJJBIhHKpUC7iSrgsKatMyCxls5iczELBzEDa5BDmxDA2htlMFS0BfBnQUAUQpgRgKiBCYROpgoTKIMESmxCBbUgZ4JGWkGVG5hsF87bvft23/tHnbQ+/ZVUsAWaGala2n/8GHnvXf7JnRLti7x8RVMeYVA9MNr5MKqtrPnj06JtHd7vuXL59dv/TO6dzc6hyhezqww8Hnw7Q69uBUJ6keS+xtBriX8Ko3ocsqgPCRLbIBjtUtU2CDIgsdIjPFxvnqwyzZ/ri7N3Jk33yJgTwgAApBF5uS2qAYhshxMbxybWhhTWXn3wAQXDsf2SBmnX7JqDUk+CmbNWiFdsO7z7a2bLlqFNiSX7FmmU33iy63r30ds/C6x+WX3tn2HiY27jGH8sLwrDKZHVzl24SShQUIo5Gwsql4q17DqvqVxgX7VfM6aDxFjgnClwwGie01hmjnYXTzsJpXXBaN7zem6D1wmvdsBoXrM4Fa5gJ101Hml2Sm6eR67ySayS1G3ceOLhoQe3CefWVzfP4NVs9kxodaI3T6LXT6a1TqC1TSfXjEhSTolmBJEnF4r0XHr03L2ifGpoVm2Gas6Oz89HzbGWdnU/OuEAh4JOLlbVuffKt4823kFyGZOGqI+++t566veTc3dPdvQWW2Xi+9nDX51TTMgx3XhBBgEgRxSeJ//CkT5qFT8sRnD1z/t7dv7u7X2zetDkxnlxaKiOQaFyBYMmKtSHxKBpTPiMoZ7xXyYQIITRGBkQKgeDsiV7IQoaawZFiiPQQGBIWjydmFKQzBCyled3OvxYs31csafPFsAilumxpVQZLwxQZpAo1NZmSnJKRiKT5BqGCo5JCEPlTI3JtIllAjBwaLR0fzgacqZkl+u6eH/19ff2/ent/jfz6BX79Ndg/NPjo/r0KY7lIWYXKNUGDip0SpKqWg54kHRBcxqvfnadbsvrqqyOvv/1158HdR3f7vr8GRz+DYO/Pr+9fPLsnrW6MyZc7wbMB53j54o4TPWBH18DR92OZhqWQWVh7bwpVOW/7w69r73dvfvmz7q8746PTJ/nTSkQLXGGFgGcaJLAEEiIAguV2YRIbfyaaUZOvXzXOO98JVuoake0ZSvEKhHv4RqakF7DZYj5HrFfq5SIVlymUi5VVFTXl5kqDzmzQmlRynVqqZ5fyGMVlnDIeny2US1QahV6jMOhUJoPGrFObdCqDQWPSKPUGjdmirzJpKnQKk1pq0MhMBrVZrzHp1UaVTKuW67RKg1ZpMBsq1HK9gCfhcPhcrkDIl4hEEpVSYzSYKytrKitrTAaLWV+h15jEYqVIqJEINGK+VCJTZJdKpnlTp4aUTYaxUIxmqnAx4FNiE6oEwlVAhByIkNmGq6HBUkggzzaUY+OT5RBVnMxtIfJqt9z7tKXrx5qHPZsffZGsPRiYLazsuHDsG7j3dX/H6wH5qgPTEDneNH44oxLGa8KoWuftP9Vn1eOjv96+uJtZlKOqqzv28N3Ky59cMmpdSDpt62FvOB8SIiitOYIobARCBXbIOiiqFkCWAwg9EMmmcWbncOohHqn2AcxxAWW2gTwgSGabaLIn10HwjQCxzpZcFVJQe/nJv6049s927br9kzCqyYlaOr/+8t2XHcdP6edv9sbzqzadXXb1xYqbnzc8+VV//MHSC10Hnnwzr9gfgOHHJ8s5kprm2UvKSllENIqATOSx+bv2daYzTFE0WUyqMZSi98ap3LC6WVitB17nhdd64jWeBJ0X0ehDMPkSTd5EgwdONwulnhEvd0CZXGnNk4k1wZn16qYNpy9dPNt54OSxfXMXL+YZ5/oT5R4EhRdF60ur8aFXeiYZpsMFM+HS6XHiKZE8V4zUFSeZEieeEiWfHMbywrFjsuWhNFUIXedN4WWXz9/z9N2pL98l85fMP3z6yhB4CQSvguDf/QP129srNrYf7PqRbFiJ5Cz0wQj9EQz3OAYwk2rrljLZC8sVGi+cv7Rg/hw0KtHZaVZWVh4CiYTBIgm4ZEe3AGwO2ymybGK4fFy8FohV2ETzbQJT0GnsA0fOvOx6e+/+vd2720uZ/KTMwiy2yi2aPiMswymKhSlqUM5vZ1qWzQzGRiBS+EJNx56O969f/fj29fnzV4uWboxB0GNIpYEUsW0MBxKvhMap7GBCwD2tdu7OoWGw9/evwf6B/t6x3n7wR29/32Dft8+fVi5bJZBXInNNkMAi50S5uuWAJ14DCeOiipu41Vvky3Yef/dj/91nG4/+deHm1XMXTzx8eufD998rdx5JKNH65RvJuuXx3OaSufsWX+3Z/Hxw9ztQtuly6dwj5h3X2k48Xnv346r7H1Y//LTj1UBa+SrACRGTJKeU1Nt4pQC+uZAgLhAogQYLAd8yNKM6T7N8ml9+VkktS9DIZpskIhOzTFJcyOVzFBKeUi5QcdliNksoEsmLisuSaOlJ9IyklCwKNZ1Oyysp5jDKOAKBjMcT8wVSqVStVps0GrNSaZRINEKhQi7XKZUGJoufTEtLSk6lJqeQqclkahKHK5TLdTKZViJR8/kyiVSt0Zg1GrNabRIKZDyuSCSSKRRagVBGTUolk2lJyWn0lAwaPYNRJtSbKqVKnUJt0ajKtSq9SqvPZiqm+NEmhzAmhZaiSxpooiUQnxLbYLlNmBISLoGGSW1CFdBAITSQA/UvhnhloIsbonP15dtOH3g3vO7xx1WPP6559nXlw88Lb75b8+TH8kdfKk/crO+8XXfkakPHhQ3X3og2nE2s3OwlnI2yLFx88sq+8xdOnz87b8G8soq6Ndfvd7zrz2veCYSkZxpXZeg2QIK40AhxadVeVEEDECK0Q9ZBUfUAogJAGmziRCnCRbmCOVDvTHt/ln0AyzaADwTJbRPN9qQ6CKERINbZkCqC82uv/KcssOHoJLRiKlzJNC84d/3hzUfPl3ec98ZxBc1bV1x9tvH+942Pvzf89WDTra9Ne86yKpf5IThRBJFQ2dAyZ3lBfhkajsTCEYUFZZu2H21c0hFOFLpGl3nEi1wTJDPjxDPiBQ7xPKd4rlMc1zle6AqXu8DVTvEyxzixc5zAJYbvFCNyRulckhsmEavDsqrbNhw6durUnwfbN61eZqkw5TJ5pFwJIVtJLS4vM23g1+9g12yVth2MzaufCOP8ESueGCOYnCCeCFdMirNMDNPCi9oyVEvgReXwEnNMnhzLNpVv7Gi/++jer6FrP8HtT7+teNCz4UlPx4sPt/rGrveDWx99K2jd70bV/RGY5RVf4h7HBFxS7fwLAFeCZxChoIAbFBgYHRkSER7E4ZbR6JTgoODY8MSw0IR0tiqAoLePMUESywG4ziaCQWZa7r7oHhwaGRnpB8f6+35++fvKZQZbiE1nx2RobENZ0EjNhATVVIRoeizHzoNQyDc/etb18+u3/t/ff//++Lv3040bN+cuWBkQS0UUmh0IKiBeBYUbbKLlgFfu/LV/Do+C/f29Q4MD/X0jvX3Dv/r7+od+f//2ddPmnabGFRF0NTSo1BUhVzcf8CEZIDDJ5AiWoGF/pmne/6LsPaOa2tq975VCsRc6CgjSWyqhJCShdxJ6L0moCQSSQAIJvSMoooBY6R1EEHt3b7t727dIEpCiCISmiLot6/2w7/s5533Pc87zvNf4j/+Y41rzwxprjPVbc8w1rznLh3+7MvtjeHTu1NXfojIy/ZNTaQW15ORKU3qpa3l72a23beLPDc/msy78Kbj0pObZQsWD+Yq7843PVo49lx17Od/4crbxr7kW8ce6uzO7HBkwTYJvYqUung5oeQF7IyFGyVDjRGBPJDEqPzi9Tm0vJYlZwkzMjgym81Iy0lnc6Ag6IyYxgZaUSEuKpyUkMhJZyWwkEgsAMPkNW+Xkt8BgW1RUdEKCI+k0RnIiK43NTWfzoiNj/alBYSER6Wk8YVYuNz0zNYWTwRP4+vrB4HIAFAKRgwBwAKoAUKnUTF5Wagonnc0TZApTU9L9qUGB/iFRkTROGpfLTk9OSGYmMCPConZuV4FDFRQVNssrbIbBNtjYOqZxBQnMFCYznZvK47JS2ez04Ni07frum43Ct5hFEMOLPRNrITohMMMkmCkLapoINUmEGidBDekw/UhgN3UPgeUUX+WcVt01tto2ttQ0unDqjezk2GLjy4XDT+bL7k4ye38TXnjcNio7N7P+ZA2cAMEz4yu8M088qk9jODUO3MoQYUXO4RPHhq50j8m65sG0wSeb8dHmPqm8hqvbydkASgA1T6EX9ONDiwCTeDm7Qii+BMDnAfgsCDbFI/lIQNJBqE6A3F6GnAENahgPGKfCrLPhToUQh1KIUzHUUWQUVPB/S4Gi5ktbCGk77VKpzMK+C7fP3njAO9Cpjot2Sy478vDN8acfGp++q3/8ruHOW5+MSnrBUYeQQueQ3AhWQV1zv7Co0suXGhoenpYbjWgAACAASURBVF9c3jtys2Pkoa0PSxMRthsdr4FNULNKULFiqFrFamBi1VExGmi6JjZZHZuqYcXSxiXuRseomYdqomjqtmwN96IN5DxEUMHB9vPP34w/vve4u7nd09NZz1jX0BxraGSrqWurbxdu5cUxJbP8WY1eiXV6jhxTrzxtgmAHhg3HxG+2y96EyCDTGix8+XBjipwJFWboCex2MnJNdGJkXhydevgZDKwdQPBOOhR0cdpvPl4Dh6Qfii6/EAy+3GgVC2y31rcK00aGAOou281DN+o4G5i7CYX7sgUihLmxgM85crS+sqoqNobuhHfaX1mTlrtvrwMfjisACIUQHEeFED/0+19r377MTI3LZO9l82//vH+19UTd4JkhrFMAPixvgxUbghMB1nlQXJ4CWiBvEFzdNLT+48f0tFS28G5+8e27udGD1SVDZ86ExaXbhfAMA4sAXDrUNhuGSQO0AtLyjn37Aa5//fL589r3bz///vbj85e1z18+zrx/N3ThdtGRoW2YaLhlvKotm1NxVscpC0Bx5E3jtUk8du2Z0PwjtZdeXJn6enVyue/Z2KGLd1Iah0KrhpjtdyvuvG18vjgw9f3sh1+9k2sH7o2W3nxVelNacWem9tnioWdzR18vHP1r7thf8ydfLw1Og4l1Z4FdtrqEcEpCJUzHHaoXCNkbA9lLA7RCbYIEfomVGgZecckidpqQQUtMTWalpbBpsYzkpBQmM4WVxExnpmawuXwuPyQwzM6GSCA4konueDsXV2cqPSYhgcZgxSfxUrkZaTxPZw+EqaUt1jaZkVScV5STlZPB4fN5gnhGApnsQCY72BHsbPC29mRiYnyigCvgpnCEmcLivOIEWjzaAoVFYH3dfbgp6RxmCjMhiZmQlMhIcHNydyS5ujh5OTv7ODl5x9JSuLzsxKTkVGZqJovDTUzmpqSFRKXs0HNR1POX0/e3Dc5xY1RDtANhBnEwk0SIMR1izIAY0oG9YVDdQIU9fq60akRQ5r6rL7verjW9WWh9s9g8KmseWz7+Unb4z7my2+P7H04Pzv68PP/z4uTqn8vrUz+/vQXBxx9/9b2UVZ97Xj74sOnRzOnxzxfmwTOTfycdu7nRmrGbEJ1Xd54Qth+wSINis+SME+JzeglhRYAJQ862AEYoBQgFACEHsEp3Zx73T26A7QmR14+XN6BDjRIAoxQYLgvmmA91LIU6l0AdREZB+f8tBX79O/5FgVMXtxHTttuynWg5BXWdpY3dwYI6NRta5tGRk8/Gjz3/0CxZOnBv4sj96eaH48LjI/ZBecSgXBs/nictz48h8g1P9QmO9w1NdKYyLAmhhtahOojQPRiaFpahio5RxUSrYaPUUeG7MdEaqGgtbMJudNwuZLQWMtTcnkaNLcFTsjRtmRqu+Zsd8y0CCqtbzr9f+ba+Bq4ufGGzU4zN9qJQaFskXl3NwNYrhFN0ODm7No5/OKWklXPgTFLZaV/mMSVUHBxFl0enbkGyCJGVSH+hIiJWAREPN42E6PnrkhNxQSlDL97e+Qy67Tttxu+3L7yQ1HTn7ho4IPlQePW1cOT1BkwosNnCCE3Vt/QgeCfzy1pSs6qDIlhd3SN/vXxD9fa9fOnqn89Hn/w1caqphxFNez/59kjLaTWrZCg2F0oqBVAs++jS0ZmV2dm38+/GZLL3H2Yn7twcEXASbt+6QWPn2IUINtslAzYcAF8As62AIQWqOMblP15PfZiQvHm8NDctFr8SS5+W52c0HWs4eLTVlZaDiKwCrLgwOxEMkw7oBFoSo1+NTf8Cwa9///j65efXL9///v7t2/dvE1Mfbj6esA3OBowjIAiWkm06p+r8HlchBJu5EZMGMYo1989Pq7/in3kk+UDvkd9G+8ZXRxbAEy9Wq2/PHn4sq3sy3/h0oW/y73Nzv0Y+fD+38PP07PfKO5Nld6Zrny/WvVw49nq+aUx2cnTh+CtZh2S99eVH8wg+oIx0CheaOiYCu93humGQPeEQ7WArapp3TN5ObVeiT1xATHpwVHJIREJQWJybT2hQRFx4dHxYBC0mOjk2JoXDyU9l5+NJVDzJn+gU7OgaQXQMcXYJiYxIjopkRoQnxcakhoUlujj7O5ApHu7Bvj4R3r7hPtTIoOA4in+sk2sQ2SXQzsEP7+hPcg1xdQ+lUqKolCiKbxSFEuXiHEAm+bg4+wcF0iMjk0ND40LD4iOimdQAui3Rx5rga0Og2pD8bcgBOIK/i3dEUERcYFCsr0dIsG9ERHiCp1+SihEFrk1RMPRzppW4xe2D6FCh+jGAEQ0wioQYRkH0I6EGwYCWj5kzhxhZGJh/vH/668mxxWbJYtvYUrNYdkIsO/aXrPbP9w0vl7rf/ex7/21k9suV92uPV9dmwO+zIPgeBGdA8D0I3pn/++TjGdGlF5EnLpkFZcF0qWZu/MyaS860w3CzdAg2D4rlw0yTGPmnCWGFgDFdzq4QZl8GEAoAQi5gzXFlHfdjNkB1/00Bw3jAMAWGE8g5FcAcK6BOJf+HscB/osAvEARLmy9tIqQqWrMp/MYD/Y/yTl4JKehQJSVzj440PBptk37smFrLv/jk6OPZjqczrANdugTGblyMNoGpjU/ci6fpWQXpIr0w5DAH72SSVyqaFK+HDNRG+Otgwndjo9SxkZpWkbvQEbsx0VpW9D04hplNrLldpAkuwMEnKausjRJbpmkdr+NRsNUhxzKwWFTbJSypzs+rykwvJBJICJQxBo3AmCADPAOu3vz94R9PZz4s9I78Ro0rQlNEhu4iY8/8zQjGZpt0uDlL3iiGFFNu6ZcFNWfIIdPkEHGAnq+RZ1KYqOq8ePbaKuhaPWyRN0jadyG58/bv6+DAuKzg6pu8S2OmgRlm9hGelOSgsJTE9LxT7aebm9pz80t7+4ebj7f2dgycONnVMXCtoq67pOpkTU3diWONh070qlslARYZMHIxgE11YuyXzq1NT4lnJ19Ov5uQSkdvXh3KSEu4d/9+ZUM7MYyvhGdssmfJ47mKdllbcSxdYuSNP5/OL0jfS59+mp16Jx2ffPOmNCfj5NGG411DEYJ609BKiC1fkVy00YYP0Q+XV7cPj8t+PTn/97+3H1v7+mNqfmXw0gOvmFy4STAEyQJQHBUCj1N1VsuRB6DT5RHJipZJgEGYul1iYnE3s7zDMaGAmFruXXiK1XS1/vZky7OFky/mTzyfa3q1cOr57NFH0mOPx1tfyw4+nD78ZKFF/KVV8qnp9ULT67mmN7KTr2VNoytnZsD8ocfyxk7KCB9/ZuUWA0+4DgW2JxDYTUV7J3tHCuWUyXJaztsN3FQNnFX3klV0iTu0bXcZknXNHHSMiLsNHbRN3QwxfnssqdAdGKiSFWSnFVzZFroTt1mToGPqucfce4+51x5zr71IX21Td01Dp53ahK2a1lt2WW3WxCrr2m/VsoPtQMOUcDAlG8hOG2CHLXwHZtsum+27bbZoWG/fbaukY69t6qZl4qpj5qGH8NY0ddEwdtay8FI2dIYoowElNEQZByhbA0o46E6bbTokDXNndSNHtT0kfVO3vebuWpZ+G/QC4LoBioZUF0axM60YouUN0QsD9CMAgxDAMBRmEAbd47PJyN81rgoTIjhyd7zr7aeT4sUmsaz1zWKLeOHk2Hzr2MqpF0tHHn04fH/y0O9jtdef11/9s+Pem6ujC9dezz778OXhxGJt10UKs0jfNW47PlYeHalHTmZkncgsH0B6iqAmCQCSByB4gGUKYBQdltNhG14AQyTI2RVA8cUAPg/ACwHrNFdmoz+rHqobomAQL2dAgxgwAEMW3Fqg6FQk51ABJRfDHP7/UKCk6fwme/YmUo6yM1eJlLrDnrXVkbuNnOojOHTk4Wjz6OKpUVn9H9P19yfp1c0JlS36pARNTIQmLlzTKkgD5eUVxT05cPX6ozfXH47d/uPt1XvS+uZzTn4Juy29tLDBWtaRu62itKyitXA0bbtEY3JSQmp5YGiqT2AcNZQZmZhH4x7aYxe/2ylri70AEVCUe7jreEdHzf5DuZmlzo6uFkhDNNoUYWjESWQtvp++fWV44cPE0MVrTqGZm8xjFVFpcqjUrbZcODJ9MzoLrhdtE1KADs6DWsRDEKlwBB1i5L3XPcohMf3M6OTNTyC5rG8P95QJ/3jk0cF7X8F+6YLw/F+C4ZcqDrSN2kQ1bTt37xg9E9T+g7U15WUIC0s6IwmHtH5890lYZKKDLx3rFucXK9pf11xSvq/ycLc6JhGK5CmQCwEsx9gr59az2Q/zc7MzbyYmxAsLs+dG+ouKcp69lhYf6o4RnvDmHvfkN8UdvrHXL9+be8SXWXDu9qO3ExLpy8czr19Mvno98XosN1swePb80Z6r4aKWzYQMqH2+Irl8k50Ioh8lv9tTXoOAcI4tquvvHH7Q1n+r/fR1t+AkFRN3RX3KJmwSFMMFUFxVfLrw4AjKP3enk0jHOVvHSaBLYuraROlbBQXH5xfW9VZ1XCpsPltwcujU+UeXX87VnL6TXNURv68jbl9HUlV76v7OjIbBrFOX8vvul448q70t7pOsdL5ZaH2z0CpZaXqz1D62OvzupwevBtC0Jofz8dQ0QJkI1/IEND0t3RheEQIFNTdglxdMww2m4rBBzUlOiQjdaS+vQtygSpBXsoEo2UHVyYAKEVAiQTVdoZpugIYLVNMNouECVXcGVMiAMhFQtgeU7AEVIkSNBKjYwzTIEFV7QBUPqBMAZTxEjQzXdIWou0I03AB1D0DNA6LmCKjYAyr2cA0HmDoZokoEVOwBNRJEjQQoEwBlO0CdDKgSATUyoOEEqDsBmi6ApjtklwdM3ROi7gRo2AFq9lA1B7gKEbLTBlAjQ7T85PSCNuh5ucTkucTkQzTcoDpBEL1QyN5AiF4AXDcAouGMpfItAzJSGoeHZr61vFlolSy1SpaaxUvtb5YGJJ/ja/q80g5G5beG5zaFCY8H8g4Hcg+GcGqDUve7RPKjeGVFR7qKGrtFB9tEB7qL687uP3G9/MiFZH6VnUsUwjHVxCNP31Nk6J5l6pGt68hM2d9nTyuVw7IUCAUQuwLAVgTgBTDrFE9WfSCzFqITIK9PlzOIgRnQAUMmHCeQJ+dDiaVQ+8L/ewqAIAiWNZ/bROYqkIsVHETyeMEmsnCDW/4mJ25c7UDTk4mWl7Luic/Hn84evfe2pO8Ga1+LITFOExWyB0PVw3ilF9Q+ej3dceZCcobINzSWEhaXll02fPnun6PTNE6JNsZfxzpqt1WMFi5WBx+32z7JzDkxW1ien1+WKSrGET0scO6xnP17CXFajplbbHkmXsKqUwPLX2WLc9PTo5OcFLahiRYGa2RhqJuWSH/39q/rF/vn3789f/V3j1iRvHnEJttMOIYrj06Xs86Us+BtNWfahBaZUPjymGQ4mg23iJE39DVyj3eIF5wdfXdz9RepqNM4swud3RXTeP7+Otgvno1tvBZWe2EnkQGoE7fvIpLcYncbIUnOLo4EezQKkxifYqZvzoxnoW1JDoEJNn4ZDkGistqusv1Hc/a1bTOOhSE4iqQCCE6giEpOr+iZW/myMDczOT42/2H66pVzV27c6D13x8KR4Uyr8Ug95cVr8c8f1PHNIyQccIkv5xa3vpYsf//65ePSzOL8xNS09OLV63efiAXVHQZeAqgNH0KqgNlXKNiIAEM6VCdETi8A2O0it8ddyZhqgAtPyTu6YQ8J0HBTMKVDzRMAizTALHU7Jq6m5Xru0SvhZecZJUMJpcOMoi56YXusqJmedTyt8FRD5/WmM3cOd1yrbr1W0jDCLW4L5zb48476844Hc4+F846HchoDOY2BghN+WfWCUxcHXssGx5c7xQstY4ttkpW2seWhmb/rf5tUJYRvM3MKSChUNfSAqhIBFUdz52iXYA6whQCoOgEqZDkVB+g2e2ALHthBBpQcgB0EYCceqkoElO0BZSKgRASUyYCyI6BEBpRJ/8rstAeU7AFle0CJACjhgR12gIo9sNMWULIDlPGAij2wAw/sIAA77f/Veac9sJMI7MQDSgRgJx7YiQeUCYAyAVAhAir2gBIBUCYASraAsj2gQgSUiYASCVAi/9udINudgB32gKo1oIIHlMnAdgJ0hzWgbAOoOgIqLnANJ8dggUMwH1Bxgu8OhGoHQXWoUC0KfJePqmmQQ3ShXXxBx5vlTulK29hCh3ipXbJ88o2sf/rv0qE/VW0jqCmH/JiHvOKrPeL3eyQc8Eg44BW/3yuxjMIs800qiMis5h3oyD82XHrsQmXjhbyqHjq/IYxdTec3MrI76DkDjJw+elZ7FO9kcPrRmtNPiXGVADIJapcL4EQAjg/Y8gBMvFvC/iBmFaBNkdOLldePhBvQAKNkuFWGAikfZl8CJRT9TxT49Z/in4vFzee2kLnyxDw5e74cXijvUAh1LdnmLqo497z71ezwxPrw5LfyC8+PP5gaHlsWNg4ZEWJ0EAH65j5cweFPf4NHTg3qm9rpGlkbmpH3mjho6hLM0I5lBxtev18JSynVQPjr2NB3WTG0CUka+Pi9xKii4ornjx9cHBl28/DSMsZRGAXadjRtR95223QzTz6/4lBhRRafE8+OT3TAE1CWBliUoaWxXmpS/MzM1KULF9+/X7r1ZNKFXrwRE6tglbrRJksOkQHD8jfjcjaYJJCiK429+IAJXQGbroCgyxv6mXpxk6t7rkyuXFn46VbZ51N3P75DIhx4cfcj2P7yrZOo1auoX5mcDFF3VNrj6kJl6qPsdfRN9fWMnJxc0lLTsZYYK0u0qTnCKyrVOkigaUMnB+dEplamFrUqWcTBzdmKxDwoPgeGSte0SajvurLy949/nvN72Ur70C2UW8JG09ANyGQ5JEsRywZQqXAcVxHL2mgZt8koKpR5+P6Lyc/fv/0Ev8+urHaeux+VcUiLnKxozd7oVAklHwCIlXCbHIhRHEQ3CqoXDtkbAOh4QTSctJCBwgOnCcEifSeOoavQ3LtQ36vU2KeYHJJfdWTY0pW5EZ2wA5ekhGNutGFCsWwYNhOG4WzFpahY0XegwuTMQuGWDAXT6G0WURstaTALBmCRCDdPUDCjyZvFQi3oUMtYYK8vNiy35e7by1Nr/RJZ58RKh3S5fUzWMbY68h5MODgAqKIsnaPI/hyIsjWgjDchhdF4++082Hhvpr0X094z0dqRjndn2bqn2Hql4dyZeO9Ue28m0ZuJ90zGe7LsvVMIXil4DybBI9neI9nek0n0ZhE8kx0obJJvCtE72cmfTfBKsvdOIvokO1DZzv4ce28m3jOJ6M0keieTfJgOlBQHXxbZl0XyZTpQU8gUFsmX6UBJIVNSHKgpZF8W2ZdFpqQ4UtPIFDaZwib5sEjeKWQftoNvmqMPx9k73dE3heifbO+fQqJyHHzTnChMsk8iiZJi78t1DBAkZzcSKWnAdry8pg9cwxum6QHV8ICru+OpmaYeiQUDdwam11vFsnbxQpt4vmVsvn3iY/f4F7OIHBt6uUNiDXSvr5xh4AazSAXzaMAoFGoSCTUJlzMNlzeNlDOJhJnEAIaRcKNI+N7QDcaRcpZ0eXSqPDJF3jJB0TJxC4q90TwBYhgGNYthHzwXzD+k4czR8i7f5VGs4Z63h1q4x50XyT0czqwEtClw3Sj5veFQ/VjAiCmH4W1xKFQgVUDti6AOQqOggntj/+w++uN/Pxb4p/0dBIuaLigTkvS8shFBom34JHmHfHm36i3OwsymGxekK1cn186LPx///W3fm6URyeea0w9N8SF6Jt6e3vFPX858WFx7/FQszN8Xn8R3cAqOpGexMmusyIH6loS6ltNXH4sRTmE6VuG7rBK07ViquBhDUlhJWcXrB1eudDf6uhL2mOFcI/O07Gi6DhwNfIqJe2pK3v6goIDIIG+qjyfCHIE2MbU1N7eyQDg7ew+fu/HsleTF1Fz3vTEHZo0Cmr4Tz1XApCna5sBQOQqWoq0WTPvQEiQlH2aQALdM3YRLBAz9LQNyi3runZ/8NDL/w7m8k1J/PbHtsWjg0W9rYOMfE4SsptDqS5r2LEAJv3WXnXcQs6yq0cMzwNOD2traVr1/3759pQ54u4Ls/GNtw1aBnG22CYBujIJBtDOtUsUyXtE8VZGYA+CFctaiDRYpOzCxLswiUX1H4ZG+EHaNGo4GN4uVt+bBbLOh+DwovgCwy4fb5W/EZW9CCzagMmCmsXpEBoUmZKRVeIcXaNqkAhbJgHU2jFCu6FALJ1bDHMrkCCKoIR2mHQrRDoLrB2ngIgxtAxz9Emtar/H29TML29gl3ezS0+zy0xll3eUHTx/rvKVLZAOWmVCrbDlMLgwrAlD5gFUFYFMKs85VxHDlcWmAVRqAFsIsBYBxCsQkHWqZDkWKoGaZcHMm3JINRWZC0VyIORdqnphcc/bKmOzS1Meu8dUOyXyPdK5VvDIw+bX39aKhdwJkt61ThFDT0heyA7Vtj52dF8MtkOVJjXP1iXH1iXXxoXv4JbhR4l1849z8Etz8Elz94lwoDBdqnKtfvJtfvKtfnKtfnCuV4UqNc/OPc6HSXfwYzhSaEyXWiRLr5BvrQqU5UWjOVNo/bRcq3ZlKc6EyXKhxzhSGE4XhTI1zotIcqbFOfnRnP7oTlebiR3eh/iOaC5XmTI1z9U9w8Ytz9I118Il28qU5U2guVIarX5wrle7sG+NMiXGhxrpQYp19ac6+dEdvmqMnneRFdw5kOgekquo7wndayasS5VXJ8uoOwHY7XVyEdVA6lVc9IvncMyprH5tvksw2SWebxz4Mv/vCPXpljwsnsGhQARsHMYuVs0jYjOXJozMAy1QAmQog02DIdBiSAyB5AIYPwWTCUFyYZaockgvH5kCxIhgmA47hwDFcKCoTQHCgVqkAhpG0r/Ng14Wk8q6E0mFm2WlWWTerrCcxv/nQqcuRyfsALaq8briifhjMIgkwYclheFuI+XBCKcQhD+ogMAwp/E2yCIIg+Ovv/4kCv0Bw3/FepBez9eqrZx/W805eVHXPk3cs2uEssPDjBXDLPBP5Hgm5PuxCD3aBv6DWKTZfz8pPz8Szav+JazfvHGo4CoLg0urq1MxsX//Ztq7B2eWvXkFJu/QJZLfI359KEoVFmmh3bZt4PTuOjhXdCOdTUVI89eru+e4TPl5OBpY4z+A0HYSnrnXMHhLb1JUVn148NDA49ebV3d9+8/Gi6O3ajTYysLIwU1bfg3bwD2fxveN50WUtrpnNCtikTdiUTTZcAMNTsBYpWvA2m8Q6RpWifUSbzZkQA8YGyxhF4yDLwNycngeD0k/nl0BSUbvb/gtRx25zO+/c/AzW3B93KeiMb7y9i5gEqNpvVLcKo/GfPB/PERVl8gRSycS1GzcfPnkSERF75fK9Ry8XrAMzN6FomzEZmy0SMf6iraZ0RQRHgVQAEAugtgUK6BwFFBswCYIYe8GNfAH9ILhFPBzLhdnkALZ5AL4QsMsHCEUAsRiGL4BZ5QG4PMA6A0DRAUMKoOMtZxi9Fc1RtBVBiSUw+yo5Qg3MvgpGLpW3y4YaxclrB8O1qDBtt9TCE3eejJ/oGMmp7Veyit2Aom/CJCugWRswyVtQNH1CErd6SNc1D0CJYDYiOWwuFJsDQ2XDsSIoLgdulauAzYFZZ0FwmXAEX9FSALXkQy2y4CgBFJUPQ+bCUTw4kg8gRAAqC4bKA8zTDCiixkt/Xpn53D/5rXPsY494oUO60DWxfHH+Z3bHFYguQRcf7hGVu2MPebMmTl7ZcpM6Wn6HBXSrqYIyaqOalaIqRl4ZqaiKVlBByyujFdXQimrojZrYTbusFNXQiupoRTX0Bg2Mgip6gwZGUR2tqI5WUENt2mUFU7JQUENt0MBs1baRV0XClCw2aGI2aGA2aeE27bLeqGm9UdN6gwZOUQMnr46RU8fKq2Pl1TAKahh5VYyCKkZBFaOohlVUxSqoWsmroDdoYDfttpJTsYSrIBTUkIrqaAV19AZVzGZV7CYV9CYV1BY17GZVq43KVhuVcRuVrBWUUdv2YLdqW2/WslPSd96m47xdz32bnpuykY9jhMjQN/7IrdfD42tdowutYx+apR/axud7JlZan7w382EHZ7YggvYBRgy4JUsRmbIBxZZDpEGQHAiSB7Xkylny5C0zYQgBBCmEooRwdDbMMlPOkg/DiiBWAiiGA0VzIKgMwCIThsndiM+FYVPDi/vJSeWK1glb7QVKBI6qXeImRJicvrdbdCE1vhLY5aaw22e7adh2PA+wYMthePI2IiixAiDnwh0zTEILfpfIQBAEf37/nygAguC+ulNJwoPDt5/mVFRdfzlNFXbJE0TbiBkWvryUoiNZVXX8ysMZlYcyDhz3TCzahQnWwfiZ44IuXrpTUVGZkcld/7L66q+nX7+uvX070dvXv/zxU/G+uoycWifXqKb2s8d6hgyIgfrEdF2rdLxrem7uvqM15a//vNHb1RweE2WOsQ0PT46JZhmjqFo4hpkTKzPvSNW+Om4aLze/LDgy0cqG7OHh5enpaefkQfAM9Qilu0YwuYcHo0v7jDwyDBzZhm4ZWq7Zchj2dhv+BtNIZ1olLrBwk3kizIAB1Q9VMArFRleFVZ9JbboiHHlizDroUn0ppOG36IYrBZf+ijp5MfLolYSjNzRJCYCS7V5MAItfdbxloP/08LGjR3t7hsqrjhw42t7QNny0/Up8Rv0uXAywN0jBkqVqy3aI3bfZPB5qliZPLgaIBYBtIQydD0NkQtBMCIIBsYyDo1LgGC4Ey4daiwDrHIh1DoDLBuxyAbtcmHW2nHUOYJUD2AihNumbbFLkUCyIKWsjliOPz4IQCyDEUhipEkoqhzoUwvECwIQupxskv8dPbreDoKRhfmHl8JGTaSWnNuOSAXQmFJcLoDMBFAeCSlUm8FgHr2t7lADILAiOD8UJW6oQnQAAIABJREFUARu+PJq7EcGXx+VCbAoA60IAmwezyoWZZ8DNuVCUEILOg2KFACYHwORBsUIIUghDFwGIbCiaD8PyIRZ0Cr++b1Q2/B7sFn8ZkKz0jc93jC90SRdHZr7ax+cBmjiHsKzAhHJKdE4ALcctKN0lINU7PNOfJvKNEniFZ1Kis3yjs9zDOJ4RGb7RfH+6MIAhotKy/WjZ/gyRHy3bny6kxmZRYgRUWrZnONePJvSOzPCJ5gfF5wbF5wUwRB5h6b4xGRRaFiU2yz9ORIkV+MZmUWnCgPg8Ck1IoYkotBzfWKFPdLZPVJZPVJZPdJZvTDY1WuQXLaLGiiix2dTYLO8onkd4GpUmoNIFvjGZlNgsn5gsX7rIlyb0pQv94nL94vMpjDyvaKFnlMgzWugdm+VDz/GIznWPynWLzvdmlHrSC30Ty03c4yKqmobefWkbnWsVzzdLPjRL5trEi+ff/wrMOY6gcqNyu+VNE2GmGTALgQImUwHFhiFYUCQPiuTDLPlyCL48QiCHEMCQQggyF4rKg1lky1lmQdF8AJsJtcqEoDMAywwYOnejXdkmfCEUxQ0uHkbTqgF0CtQ6e4M1bwOKvh0bJWfgQfDnhrPKHYMzfUPzCJTMHdaJEIsEGCJZzkYAI5TCSKItrhnmQdl3xfP/Zwr8+AUW1zYxBAeGbz91pfrVdY+k1t2A22Rtts8mRpW3D92ZXJCNvh0f//Du1cw8r6xV1ypiN5KKdaDd/v0VM4ktEuZ8/bre2dExNyd79vzVqZMtnz6u1R89de/R67PDN482dnadvW3sHLfHUahjww2KKbp64fqLu5fnJp89ffoot7TUzTdQJCgK8g1FYCkaqDA9fJxPVK5/FMfdn0aJSqMwsn0Z2eEpufyyw+UNpzjZeVxh3vGuoaqmczmHBmqaLueUnjzWfUtYf34LPl0Ok7YZHUdi1GBCy+UsE4C90YB2EGAU6SLoYhy76Z530iW/eQ+9mlx+PvLko/CGq27lXR7V/eyBP6Nqz6uTEoBtVjjvdFZOIye35lRHvzCvoLr6pDs1GekU4RQpsA8SbNnrA2h4wfXD4SZ0dUKaR1L9dkwa1JK7gVwAwfOhWO5WG9Eu52I1B8FuN6Eyia+ATlPEZMJQaXBsqpxVihwuTRGfBcXx5a0zNmFSt6DT4GgODJehgE3ZimPJWSYDe2iAAUMel6FIzNvoULKRXLKBlL/JIVfRlgvsjQB0/AEtr63G3oNXHt24fu38+fMVx05vxsZBsCIINheO5kJRaXBMugoxi1V7Q88zVx7FkkPHwzFMAEuHmdIVjbnyuBIAnwfYZABIzgacaAOCs8GMqYBIk8dmQJFJgAUDgmLBsBx5NA9umrYZzdlmx5JHs6BmicqElJKhJ6enPp+eWj4tlfWOLXZIZJ3jC0Mz67XXXmxBeysaOikjvLcaOioZOylo4Tfpueww8dpp5r3dxHOrifsOc68d5l47LLy2m7vvtPBUsvRSRnjvMPdQsvRSsvT6Vwbpo4L0Ubb0Urb0VrLw2mbiqob0Vbb00sD4bTd1227mroTwVEZ6qaGpqiiKEsJHBUVRRvqqoqjqWH8NbJAGJkgdFaCOClBD+ash/dWQ/uqoAE1UoCY6UBMTsBsXpIULVEdTdllRdWwDtawDduMCduMCNa2DNKyDNHBBGrggTevg3bZhu+3Cd9mE7bIO18aHadkF6BCCtexCNKyD1KwD1GwCdhFCVHAUTFh6618fut+utknnW6RzTdL5JulS39Tftdel2s5J9LKBvW58iHE81FIEQZVCMAUwVCYclQ5DcSFoPoDOArDZUEwWHJUhh+ZDMDkQdC5gmQlHcOVQGTBUJhTNByx4gGmavHXeBtt8RbwIZs0NLjptE1sFQzIVrTNgJjFYX76ots8thOnsEc7LLMivaKiobuUWNCpjgxQsQuFmoQrYJDnbLA3ffB1fHjqQ+09N4c/v3/4bCvz69U/BYdmxM2bOtL6rjyfnPjwcm/FkH9lqn7udICJHlA1dvD85M/Hwwc03Y08ePHvOSK/cZe6nhfJDkmNv3pGkskVZWQU/foCnmnuzcyt/v/tybGxqbnaB6hd+9GjH0vzilSvXWgdv6LuwNF1Fu0g8M/sEHq/i8lD3yodXfz64mVtc5ODpHxqRYk/yMUF6a6ND1BABu5G+BjgfXYzzDmN7JaS3DilWhxzjFCvKrjqWV1S878DB7jOXQuMFvIK6a7efVu07fO/R6/LGM0q2rI3YlK2YRHv6IXR4pbpLpqZHjhKJo+YhDK65LDo3mn3mSfbZv1zKRwiFZ2ktf3IGXmSefc27MMrsfhhWc9YoULgDHa5HZuKoAsfgzJzqlrLa5oaTl90CsgBlG0DPY5NlBFw3UE4rGKoVDNEN24pmeCY1qtkJoZY8eVy6UWChsXeGsTM7lHvMk1HGKmvzTDqgYBAhrx+FCy6lcg/7pNdYBOYqopj6nnkhGUfC0/ZHpR+IFjQGsA8GsMqj0qsyK3rco0s9Y8r9mIfC+U0xuV3h2a2RwpbQjMbMmjNBzCplM6qxYyLSPb6p/0pTc/P5i+fruy5uw8TKoflwjAiOyoCiOTA0R9men37woplTYmDy/sP9NxvOPK4/fU+w/4y5ZyFgxlZyEKU1XM46cU3HgWlDEe4/dTP/6M09Lul7SLFxOfU1A7+5pxzaahboE1vdMvK069Zz3uGR3SQe1IhOYh459XTq7Oz7gYl3fW8+dYlXusYXeqRLg28/5fbcoFe1Mw/2JO7vjK9sTajuTjw4xDw8wqwbYdadZTWMpDaeYx+/kHb8AufkBe6pS7ymSxlNl/mt17Lar2e1XcvuuCnqupXf+3t+z5287t+L+u/n99wpGnhQNPCgeOBBYf/94oEHpYOPSs48KjnzqGzoj/Lhp5Ujz6vOv9h/8dX+S68OXhmtvfqm9spo7ZXR2sujBy+P1lz86+B/aLTm4uvay6OHrrw+dPV13fXRuuuj9TfGjtwS198Yq7/+5vC10bprY3XXxHXX3tRfF9dfl9Rflx65MX7kpuTYb2PHbr9puP664cZo3bW/Dl9/1XD7df3tl23PZrrHV1rH5lvEs02S2VPShebxj72T30kp1Y6JVR6pdYC2O8QgCDBKhNuUQa1KAEseYBgLGEcCRjQAxYfZ5AIWaYBRPNQ4HjBiQRF8wCABqh8FN4gB9Okw81SIBRswZSpYZ8hZpyvY82D2nJCS0/iYahgiFY5kKZpG+cQWlR5qTs3ISUlOL8oRRkREREbEhdFSrH0jbQOSPBh5qAChTczB3PY7pd236Dl1915NgCAI/vovs4P/Cwb/zA4WHxkMSC4bunb/9u+3svJLdfHRKrbcnegkx8Cs4opaNjsuX8SuO1ScnZMVEZftHZGLc0/WRfj1Dd/bX3uSn5W//vevCEbqbkMsjSn6IPu8uLRKoYTXH25alL1/+vJJ+bF+DTJzp0umhlumLikNaUcrLS6eGr33+8WBoECKPsLOKzzDxMp7r4X3Xoy/UwAzo/hQzfGuU70j2RUN1j5xGrgwbRLDh7kv78DJ+MS4xISEsqrDwtJDlQdPVu87kJnGLi8/cKjprKVH5jbLaGVUtEPsAaf4A6kNF4qHXgj7n/C6HmQN/pk99Efe2WdZZ14guaesBN1JHU+yh15kDT/LOv+KP/Qks+9hds/DnO6nHpyTgH7QJrMwx+jSuJwTCVktRngWoOGhYB6zwy4dsjcS2B0K1QoFdMNg+sHkyGotcr6cBQcwCI/MamTlHTTCOnj4RaFwZJ/AYGtHv53aTqY2dFFVZ+HhE/taukO4+xWMIx2iyhIEJYK84pR0XtmBQ8k8AYudnp2Vfe/+46n3q+UVDcnJgoQEXlZOeRwrIyOrkJ0muHrtzvu5lfbei5kFdcmCKlZGUVfv6fNXb/KrW3dax8ujePK4Agg6B8BkQTCCnUQhp+asrVvM0IX7IAg+eD33x5PZrz/AG69mLANEW82jey+/BEGwqrH52v2XP0Awr+GMd2r1rVfvPv349RUE6TmHXMM4kx/WHj6Tnr5ybw0E4wpPwU1iN1ql8VpvDExODUy9G5B86hlb7pYsdIsXe6XLZ6Y+n535NvLu+7n3P87O/jg3++Pi7M9LH35c+PD93Oy3c7Pfzs1+HXn/ZWR2/dyHLyOz62dn1//lH76M/JN5/3n43drwu/Wz776effdl5N2XszNfhmfW/0PT68Mz60PTn4emPw/PrJ999580s352Zu3szKeRmU//2f9pnJ3+NDy1Pjy9Njy9dnbm09D06tmZj+fefz4782l4+tPg9PLg9PLg9OrgzOqZmY//L01/Hpr6MjT55czk+uDU+ump9f6ptf6pT/1Tqz0Tyx1jso6xhdax983i2Sbp0pkFMKvvnpZbXEJZG5W1j1txKq30hE1orqJVGhSZoe2QGyNsZpWeoBc1G1EKYEg6nlGdWtGVVtIWwG7cZZ9GSW3IrxssODwQwm3QtE+Rt6RDzWK22DG3k9iK+BQAmxhYdNou5iAEyQMsmHL64W4RuSd6zpZWHRwZOv/04W83rp69c/vWzd9/O//b7RuP/rj7UhKbVcMs70ssrIvmlx7uunDv+ej/5k/hf42Khm4/mvD0yJW30tfPX74iUtkbDUK26fsR3GnxqWkhYT6RYb4N9eX+wX6RiQJhRad7aJa6vruwsO7uoxfHm1p/gCAnp1QHQdSxJB0+2QWCYF5eUU9P39PnD19IJgKSqjWIgq1kvpJL2i6HdIQrp6K6fuKvh3/eGIkI8dezIAQklpvYBptZBcSllBw51nnk+MlskaikuODmjRs9w9edQnl69lHBKZUH6psH2o8PdDQ11jd29Z4Z6Bu4fXGwvaFq+PTpy3dGRTXnnSNLPOn7IjJOhmbWDz6fvjK9cuHtx+GJlT7pUucbWb/007EnSxYp9bZZ7ZW3352eWO+TrvaMr/WOrw2+XR+e+nZlDkyovw61ZGyyZm+1Ym62jNlsHiOvFw7TCZc3TdhimwHo0yB7oiBaYYBWkJyePyG4eBdJBDdjK6MTUnMbGImpFuYmeBzSyQ5DsjUj2OAYjIzcwiMllXWHjzWUHTpIZfBh2l62gUKibzTammBja2tHJNmSHPEEkhUae+DA4WcvJOUlB8hWZBc7J2eSI4lMdiI72CCxRTmFz5+9am9tqSyvTuHknWw9nZqWeap7aH/PrU1WiXJWQrhVIRSTA8HwAQx/BzmHVX0mIDZTOrU0u/7NOSrLABly/epdEATT6gaAvX4+MXnLc4sg+GP553fh4Y4tqFDLiKLD/ben5mXSlXXbUO6h/pufQDAslp+YWvILBEtbTsMtaBCzNIuQ8uOPpYMzC4PSxQHxUq9ksWdM1iNd6ZYud4gXOyUrHdKV9vGVDulK95vFHvFSj1jWLV7okSz2SBa7JLIusaxLIusQL7SL5zvECx3ihU6JrEMs65DIOqWyTomsS7LYJV7qHFvsHFvsEi91SZa6JctdkuVuyXKXZKlzbLFTvPiPd0lk/6j7HxcvdIvnu8XzPeKFHslCt2ShW7LQJZnvFM91ihe6xItd4sUusaxLstApnuuSzHdJFjrFC52ShU7pXOf4XNf4fOf4QqdU1ild6JQudErn2iUf2sfmOsWLneLFDulSh3SpVSJrGVtoHptvlsy1imVtY4ttYwtt4tlW6ULf9NduyToyIouSVp6Uf+jOy7f/vFPHB66q2tGhRhEBzLovIAiC4BcQpAmqdEmBdyc//NNn6Npja0ry5acTL6TSd8sL6yB4bOTRdmQQoONKST/c8rvUgVkLGAeH5HXYR++HIjgAkgloBxCp6Y0tHYcbGqbHp0HwGwh+Ar9//vnz80/wCwh++/rr7yRRdQS/ru3yvSPdZw6e6Hz8YhQEwZ8//4+7jx7rJPvFH2nqkUrfPPjjOc4rWd4gYJO+D84tLEXAPXrqEJeXeqKpLjg2JIDGcg9NQ5Iidc38bEmB9x69fPlKXFF1KCCGbWjtq41w9wxK7D99fnJqqqu/+/6TJ82nbxkSUnVIBapkkRKZrURgmXtmlNc2vXn5x6t7NxJosXstSWGsKgOMT1hk5m+3nk1OzExNTt6/+5swgxUX4XflyrUDp4ZNHKN96MKaw8eG24+f7Wo+MzDQ3NLe1d5862L3taG2C+cvNXbfdImp0HdKsfDm6xCZpJi8u3Orz9e/P/74/dHnn3c+f7//5dfjb+Dpt1/0Y8tt+CdPvZA9+Qb+sfbr4Rr44DN4b+3H/fWfT0Ew+cRVwDQKgkyVQ6fDLZlylkmKFslwnVi4fsJWW4GiNRfQiwa0QgGtYMW9fg7B+eoEvpwZexcuxT+c7+vlhzIzdCda+5Jtne0QeGuEh6cnIzG5uLT0cF1dde0xf3o2ZLcz3j8jICzJGoN1wls7EvBkIsmJQLSxRPBSOaVlVRl8oSvJydvRycPN0cWT7OJOJthYJSUm1TQ2RtNj9h84lM4v6em/EhISc6Chubb/9w24eAAjgFsVwNACKJoDxXCVSEJmZW9mwcEfv8ALD55sx/jtwoTcvP0IBMHEsnbA2D+9ounr2jcQBKXzS2hKMhSZCGBZGN/MWdnatScSCx/OTfHis7fvjVDuB+t6QRBkFB0BEMly6Hw586To6v4+iezS1PLpNwt9kpWescUe6UqvdLlbstQjWe6SLndJVzrHVzrGZZ3ji50Ti11vl7vernS+XW4fX24fX2ofX2oZX2qZ+LdPLLWML7ZMLLZMLLaMLzaPLzVLl5skS03SpWbpcvP4cvP4Ssv4yj/eMr7S+h9aaptYavtfPr7U/m+1jS+1TCy2Tiy1Tiy1TCw2jy+3jK+0ji//k2kdX2ibkLWOL7WML7ZNLHVKZV3ihS6JrFuy1CVZ7hQv90iXe8eXeieWuqWLXdLFDslCu2ShfVzWLl1sly61Tyy1ShdbJEvNkqXmsblm8WybdHFkDmQcHET4sbnlx4eu3f0Ggg8f/vHj65crd57pOcXBjSkHWi6CIPhhdn79K5ieWVlQ0/IRBOfnZCAI1jYMamHCbX1TXHzCDtTuB0Hw/uh7fbvgncZOZY29X0BQWNOubOmVkH/cIbxUziIFMKdvNInwichiZ3AzMrlvJW9B8NO3j+9X3k2tf5z79nUW/Hv+85cVdlG9FpFe1jJy95W4pav/z2cvwf9UPfjfnlBWfOg4v6oZBMFX0gkGJ0fdLnKLdfImRBgpJDGQHuZGdUpIiissy/eLCnIPjdI0s99j4WGMDDU0c42KSXv14m3j0R4rUpC2ha8eJkjLyBGLdb167bf3S4uX7/1F9GPr2CboOgh2kfkqxHQlfLqFt6hg/6mb1y6//etVfk4BikChsfdZEah9XZf/OQ38+3cQBMG1pdkCQUpSQkLb2d9daTl69gFhcalV5WW1+2sGhi6WHGjoPzvc1n60pfU4J7fazDNNziIaZhmpgGUAxhHY6MJr71cerX27t/L97ur3u2tf7n9a/+PLr543S2bxlY65LU3PZp+s/fpzee2P1bVHH1cff159sP7p8Q8w+eRFwCwcQKQA6Awoigsg2fLo9C1mbNieOMAkSdEmYzMmDbonEqIdqrjH1yFEqGHPhexN0MKy0zLqYyLikWZmeCyaiEDizEwwKPPY+GhBvqC8urKu/sSB2jZqbA6gjqfE5ecWlDsTrQM9iIG+zkH+Pr7uLnYYZCKDIcovKq+oCvShhFN8aJGBkbEB4RF+LmRCPCOu9GBtNJt7oHkgv6aj8mD7rVuPrt960NB3Yws2Co7hwaxyoehsKIYHw/KU7DNZpc0tbX0gCF767VZYRnnbxbsgCP751wzajRXGr1/8++fE1LsH916AIFh+ZHgTlgmYxdG4x0AQPNV+xpAQe+vF3MT7BWZa/qvxD+OydYRfDgQhgGNLIGZJu93Z+y48vShdGplY7RWv9EiWeqUrfeKVPslKn3ild2ypT7zcL17qFc/1SxdOv106M706NP1xcHK1f2K5R7rY9c9nf1zWOS7rlC52jv9LHVJZh1TWLl3skC53ji93jC93SJfaJUvt0qUOyVKHZKlDutwh/Ycyyx2SxQ6JrFO62CmRdUoXOiUL3dLlbslql2S1U7zcIV5uEy+1i5fbJcsdkpUOyUqndKVTsvxP/y6prHtc1jW+2Cld7JIu9kqXesSL3W8We8QrfdJPA+NrZyY/D8+sD8+sDU6t9k0u90wsdv773toly+3SlTbpcqt0pWl86ZRkrkky1zfz5dgfs7oeybHZ9W2nr//48evm3Qf0hOSF2fnXk5/MKdzNVsGXn098Wv9y/vyVT5++t7T2v5qaf/R6bPTNq18/f8WwihQMvLi1w4+lH2SyhdevxwNjMkISi35/OiGZnl/7ui599/7KvSfHB65b+4sgZkzAgrHBNMqfXtTc01NWVfnqlRj89fnH6vv1udkf64s/vsyC3+Y+fVxMyq9XsYtPqe78Y2y6+uDhP5+9AEHw56//snbw/wOCfUdbnMLTKk8NXHrw5sLzGZuEmg326dtsExzC0wsPlSdzYjnpcaUlogQ2yysySQvlvRsdrIOMMEQH7DV3DoniXP3txaMXk8c6zudXHi/ed6K9+9LDV9NdVx7ZBaRrWEfsIjC1nfmaDgIle95OPM/Cr4Bd0JCbV5KVVZDCKyO4M2LSiuNYWcsfvv76G/z57df3bz/X17+DIPj08X1aVFTJvrqwlIKdSG+Ea3gKhy8SFjQeOZWfV3Do0P6DdQd4BSWOERlbkJGKqER5ZIIiJgFiFomjlV19//3W4vdrc+vX57/clK1dW1i9vfrzyINxvfAs55xjxx5P3Vn9eVf28Y5s8Y5s6fbS8s2ltXvrYFLDOcAwAGIeB0OnQ9FcAMWFWnDkETyoRbo8NgOKYO+wEyhjOYBWyIY9QaTgIlViOqBLUzalhTPyqH5BZqamOAyOhLFyQCFQZiZuXr5xaRkFFQcO1DbWHDrJElSZO0RFMPPyCoodyLa+HiQ/Hw8vTw8iCY9BW3LTM4qL9pUWV/h6+wZSqRGhQeFB1CAfDwc8PpnNLWlowQSxKYKTrvH79HF+zd2X7/0xWtN0WhkdJo/hQq2yYegMCJIPQWWp4LmZ+1rPXfhtbu7j2Ozs8/mPT8bnOwZv2XkmOUdmPnone/lhOSix0DmI9+Kd7OJfMzpe6TDD8MwDF6c/fY7glm4xCojiHbk/OvnX7OK1sSU/7lFFZJKCtQhmlQNFcgHDWHf2kTMv586+/dQnXh0YW+wWL7VJVzvHPw2IPw2KV3qky13ji32S+YHxhcG3i2cml4enV4cmV06/Xewbl3VL5rukHzqlH7rG5zvH5zulC10Ti10Ti50Tss4JWdf4UqdkuUu62iNZ7Zas9kg+9kg+dks/dko/dks/dks+9o5/6pGs9khXe6WrPZKVHulSj3SpW7LUN77aJ13tlS73Shd7pbJe6XK3ZLVb/LFbutI98bFHstYjXu2RrvRIl3vHV3qkq73Sjz2S1R7pSq9U1ju+0CuR9UqWB8c/nZ3+MjLzdeTdl5F3n4dn1s7MfB6c/tz/dq1butotXe2WrHZKVzulq53jy93jsrbxxdbJT2fmQWruYevApGM9F6c+LIMgOP7u/R8vXn35+8fCpx/uETwLl8iJlS8vJBPlBw4uf/64/Gl5ZllWXFMjnfvw5v2ChWOAvAEeE8ziHWicXVp8t7DsFc4LTCp7KJ6fWlxe/rIqnZ25+cerhr7rVgF8uDkNahEP1Q+z8+Pta2guLK148OAxCH7/9W0B/LLw89vK988y8Nvi6uJsHK8wJv/EkXOPM8vrU/iFf7x8A4LgT/Dn/0SBXyBY2tAayC5hFhwl+TEdY/l7/ISbyLwtVnG21NRzt3//MD974/LIq2d/Xr15Lzg+W82coomM2IOl7UGFGFoF6pi5WpEC0rPKmzpHzl5+MHjhwZGW8xHsfQaOCbtsaWq2CSr4VBUiT91JqOaYvZPAM6XkC6s79u2rTefyi/edjErMYwlKK6sbwL/Bn1+///r+48e3H3//Df797deHmf+HkbcMbivpFrW3wA5NZiaZJGZbZogdMzOzbEkWM1oyyRZbZElmZmZmSOKYwoyTDIdpJjDhzLzJhKPvR855v1v3nHvu3fXUrtX9Y9f+0091r9XdD8s1GqVchSBmb3VNdouns/kSbpagvqpRkJ0jE/F1FSWUPGkwWvCtB3G9K2W9K22TBx3kkB6ZWXXo/qeVu/9a/v358u8v9t5+vHz/5fKfb1rO3ELXjGT27Ou5dG/t0du1P54evPd47d7jlfvPVh+8OvZcn9k4D1gnQ3eSoe5ckCcf6iECuwnAHiKor2ydvwy8Kw/szDV0yQRZEzfAMsKxxdvCxQCMtc2FSssrwhEJu1zd/X2DQjxcozxd/Xa5IlE4ZpZAWVSuKSqWF6qq6ztFmuaSmm4KhR4U4J0QE5oSFxsbGeXv5+Xh5ZaWmqGQlebnyYJDo1LS0lCIZFxaXHJEQGRISBqeka3r/DY0Z2NI4Y7wnJzKwYaBPe2DC6rawe3eNAMvMci3EOwtAjwKQR6ybcECQf1MElkZni4LxoqC8UrXiHxjF+5X9kzHBGkITbcTXrjZlbfNh++GknlRNFtCBN96SBxidAHE0u8Csr72kH/rLtiZkB9GUlknCg12sTf4CAx8RRA/KeAuArvkGAVnKQfX9t5+sfrH30s3H+++82z23l+zd//ed+OvlZsvd995Pn37ycLt53vvvNh758XS73+t/PH3vrsv995+vufOi923n8/dejJ388n87Wfzt57N33o2f/v5zI0nU1cfTV97PHPj6fSNp7PXn85dfzZ3/fnctedzV5/NXns2fe3Z9NWnM1efTV99Onvt2ey1p7PXnsxeezJ7/cncjacz1x9PX300f+Pp7LXH01cfzFx9MHP1z5lrT6evPJ248ufklUdTV57MXn08e+3PmasPpq8+nLnyeO76s4VbphUNAAAgAElEQVQbT+dvPFm48WjhxqPdNx7vvv504erT3def7bv5cunWX8t3Xu679XzPzWfz157OX306f/XZ3NXnc9eezVx9Mnv96dzVP+cv35u5/mTmzj+6xXPW8cTirslrD5591uvXTnzfM7V3avnY/Zdv9Hp9triEkqXQ6/V7Dp7MEave6j/r9frBySmBUqfX62f3n8Fx5XWDs3RJsaqp79HrV39/0mOyKr5xTDH3Sq3pG/ug16sbOkw9Yuny9mB8kaELGeTEAKzRfml8TU1bobJwdXWvXv/hw9s/X7+8/fb14/evn+r/efqvx/cV5Q00VVPV2P7i7j1ZmrbTv97+rNd//Pw/WuCjXl/SPRtNkfXsPtM7ezw5U74tMuvrKMGWQE4QQtwxtHb0+K8zk0sL8wdWj/5IK6ja5pRs4UG0cqdYe1OsPHA2Hhm2nmlWLnHWrvGO3ggHL5TlzlRTd6x1WJ6RP884uGBHiHhLkGh7hMwkunBHuNgkNJ8pajt58nyRRtPaNTI0uYSl8nXaRv3rj/r3/3x898/H95/fvvv88ePnR/fvt9fXalRF0YmYbY6RblE4ciafyRWWljZwOTlSWaGsSIPLzHePJn/rDN/kjDB0gK93SgdgUan8qquf9L+91//4Vv/jW/3Zv94ff/bu8NOPB198Pvy3fv+Lz4defD76/OPpF+9OP39z6uXb0//6+MN7/U29XtK5G7AMBzsiAGcSsIsH8SiA7iqAuBcY+koMfMWG3gKIaxZgQwWsiBtsM8Kxqh0RUsCObxUm48nrqBSKj6ubt7uH7057L5edHm6eKBSOzxcXF5dWlJWpVKq6xlahXKcqrklIgnu6O6XGhSITotPioxNjw8LCg/x8g/l5SjqjwN07KCUthUxKpeJjCIgoRDrcNzINmVu9JUJlGFxsliirXTgpqurKVTYq6me3+WRCPAQg30KQlwzkLoK65W0Lystq2GcWlg9x5IJd2NCdeesdhescZBt2qaHuIsCJC7jkr3NXrfdUAW7ZgHuegVfR+l0asFM+xC0H4i6BepUZ+mjBu7KhuzhgV56htxTsKYf4KQBvKeAuBrsXAM6UAEbJ6Llbyz8/WLx0d/6n38d/uDV+4fbsuTuzp26Nnb42cu762Nkbg0d/HTt1bfrcrZ4DP7TtO9ex+n3ngUtdB3/oWLvYuXqxa+1S19ql9uULzXtON+853bp4rnnhVN3c0fqFozWzB6un9ldNHqiZOlg7fahm+lDNzOHKqYNVkwdrZ4/Uzh6pnNxfMbFaOrZcNrZSMbFaOrZUOrqiG17WDu8rm1gtHlkqGtirGdxXNLBX1b9b07eo69un61/U9u/W9e8uGVrU9u8u6l3Q9u/W9e8pHthXOrRSMbK/dHBN3bmo7V7W9SzpuvcV9y5pe3YXdc+oOqeLuueK+/cU9++tHN9fP3ukeGiPrm++rHdv6dCadvQoWtpKU3SM7Pvp4vUnM6sXXUMJ62yiv3VPLxtcu3z/RVZRM1fdfPHmI2FxP5woP/Pro2M/3glPY0rLen+88ShL1sKTNN14+Pr3vz7f+/vzxVt/KurHt7rjDOwzAPMYrKh25ZfbSbwSwCoeLeoNxmnWO5GhjlTAPDkClTu9d1lXIl87OK/Xv377r3t/Pb72/p/Hn9480799+uDu9Zn9Z5jFvTaRBE9ETghRfOrqvU96/af/HPT/vQU+6PUl3bthIWiveKKysqdpar8bTvt1pNA0umBnTG5shiwqNSs+PTM2nRmN5u6Kpxp5ICy8SRYeZDMPqrknxcqbBPPE2nnjbLywlp44mDfZ0oMCC8yxDBUbB4m2+ot2hMq/C5FtDZVuD5PuiJB8F5gXkCyeXlgLiYjn5spqmvs8g+BwVO6DPx7p9R/fvfvn/fuP7z981n/W/3zpQltNVU1puX9g9FcmriYO/l5BUWHR8PBIeEIiisLgRCem+kclbzB22WwZsAkWBDH1hZr7A9+5WvgnFbYOqLoHi4cmykdnZy9dOXLv78MPXh14+K/9j1+vPnp94NHrQw9fH3n46siDv48/+WfvtQdVcyv1M/sSGSJgqzOwIwCwSQe7saAefKh7AcSjAOxZAPEWQr2FG31F63blANa0dbbYKKJmWzgfvEu8PUSbox1RyORRQZ552ZxCgZDJ5mPwTEGBVC4tbG9tra6paWhpa+sbYGTl5ss0MUkIT4+dKdFB8KjgpIjgxNjQkFB/H99gXo6SxMjb5ROUjoQTsEnEjBgyJgmJQruGJKXlVW6OlhtGVWyPle9My0uiqYjZ5aKKkc0uGMCJDHJlgxw5YDvqOkfCNm9KVu2sSVgu4MQDXDiAczbgwAEcGYArHXCjATsZgCsHcOUCblzAnQe4cwHXbMA5B+TCNHDnATu5gEcm4JUJuHPAHtkQlzzAWQi4CADXXMCFA7hwAScO4EQBuSD8kXnxOGFQMsc/le2VSvdKogYksvziOL4pvABUTiAqOyCdF4TICsfkByOyfJPZ/vBMn1SOTzLbO5ntm8TxT8n0T+Z4x9M9o8kBSaxIZE4YnOubwPBNYganZfrG090iCN5x9IAUjm8y2y+Z7ZPI9k3ihCJzQ5A5Poksv2SObxLbL/kLLN9kjk8yNyA9OwCZ65uS7ZOU6ZfM8kmg+cRT/RNYQUm8oORs3wS2ZwzVN4H5hYBktm8C0y+R7ZvA9kvMDEjkBiRwgxKz/OMz/eI5QUm8wCROYCIzIIHpn8D0j2f5xtJD4byoDL53LCUwgRGcwPKJZXgn8kJR4nCk2CmA6ORPtvDAfeWQbuBCgLgSt/tTHGOYpt4pZr7ptqFUIze0iSvePoht5oP9zhVuHUC08SdbeaHNXFNdgvChqdygRKatP3yjXYyBfQZggwUsU792z9jqi1nvigKsM9IFPUFYKdQ2FbBIBnaEhCRQRDJFVg77p18u6PXv3r9+9Pnto49vn3x480T/+eW9e7eHV05zKsfMgrGWYVh/FO/stXuf9frPn/7HvMAHvb6iZ7d3CqN7du37X2/UDu91yVDtSFSaxYmsw9ge8ZwQRJaVd7xtYIKFf9x3njFfu8UbeaJNvUjGXhRjL7K5D9nCm2DpQ7T0IZt7U828mZYB2ZYhAvMwyY4g4fYQyZZAydZg2bZw+bZQ2fbwQpNgQQpG3dM9EhqcQMLzWlp6QqOQwZGEpcXVf16/+vdf/X77dltjbVN5yUB7O4vGiU/GpiDIiSmouEREShoejaVn5wpJVCaBwkag6UgsJw3HScQwkzDsBDQ7LBXvE5vsGhblFZtoHxCGzBKeuf/XT399uPDi3Znnb869fH/2xbvzLz5ceP7h4otPl9/p+w+d2+Lit8ncyczJa2dgvHc8zSUhf/0uOtQjD+wuBHuJAU8h2FsM9hYb+kk3+kkN3AsM7ImheKVxJB/kITb0URDFPU2NbY3VuqHRge6u3qbWDpFI0FBd0lxdPD89XlXb2NA+NDq3JlFVizX14UkYv8DAIF+PYE+3QM9dvj7uXv4+/mGJ3PwSAjs3ODouPjkpPSUBkRSLSU+Howh+Sdi0gtKNcbmgKOXX4RKoPQr4JsDcMUZZ2cUQ12bk1SJz6tG8RiS3FpvXSJG0duw+wdF0IvlNSElzmqg7Jbc1mV+dKChPEtUlC1rTRV1ISRtK0oEUDSLFg2jJAE7Un5HXiBP2Z0iGUYp2pLwVIxsliMYJ+aNo/jhaME4QDRKFnej8TlRBP1o0hOa3oXmlCKY6iSxPoYoTiNxUMi8Fz0fSilLoRQl0ZRJLncrRwNlFcGYRgq1NpavSWJo0jhbJLYGzdWksLYKjQ7C1cLoymSKDU+UIuhzDUqNYOgS7FJ9Tg86sSKfrUJwyXHYNmluVzilHZFakc8ozsqoxObX/DjKyqhGZFUhuJTKzOp1dgctvwOY1pbFr0dxqLFdDzdMSOSocS0PkVeCzqjI4ZelMHTqzBMMrwXBL8NkVuKyKDF4xJluHydKheTo0V4fllaC5OhRHg+UWYzNLsdxKbGYlhlOJZldksMozWGUpZHUKWYVhF+N5JWkMJZKnw+aVY3IqiPw6PL8BI2zFyvsxinGUaBAraCfk1ZLzqmiCekJePVnQRsxrw+U2ZeTV4gVNmLxaVGY5Ma+OxK/GZxUjmXI8V43L0uJyazC5HfDMVji7DsmtQHFLMHl1Sawaefu+zPLeZF55CrsqmayUaVoqa5pqamtv3rz98dOnz+9efvjX/Q+v//z47on+08uHTx6K6/qR0rbSkWOD+39QNQ+c/fW6Xq///PF/rBR+1uvre+ezVA2Hzv/a1jN29Jc/kIUjRglKq0SJuT8Wl61qHFpIZ+TEYGmxBFY0kesWQzB2TTH3wBp5E4x8CCY+OHNfnJkP3sKPaupLMw3IhEUUmIUWGIXkm0dKTCIkW4OF20Kk20Jl3wZLtkeoLEJEBfm1ZYWa1EgMDcmrVJcQcLSwCISuUNleWzM+MjY1M9PU2MhjM3l0colc2l5TPdDZMz+7ODe7d35ufmFhcffC0tK+A6vLBw8dPHri2MmjB48dWju0f/+hAwePrqwdW1k7vnvfgYn53b0jI7WtbSJFEVeirhmcrBocL+4ZLOrq1fUNlQ6MVwxPVwzOlvVNVvRPisqaIlNwBGqmRKZsautZWDufXzax3hEHdc8DvKSApwTwloB8pSBfKdhXauBXuN5PudmLE0qUfefHhroJvglXZJYOV9U0NdY3jM0vNrZ21TZUVlYoulsrG6tLmhqbBfKKLGk9NbcmLCUHTlHSRZXamrYCkUwhLZLJ1HyJTKQpy5JVU3IruNLKyraBqsb2zs6elqa2voGJlv5ZXecsVt5sGMEFhRTsiBIK6/dyJe1iecPkwr7R6cVzP92ubu2bXTneMb2WRJcnUpW65pHu8UWWUFM2PBGbWRRHrI4jlsTR1PF0XRKtIgGvSsAJkonCBJwqhdGQwKyOJkriSLmxOFUUrjiBqYmnqeJwRQloVRxGGUcpjaeVJBJlSdi8aIwghloWRa+Pp9YnkIvjyJoQpBTF0RQ39tR1DOUW1sViC2NIumC8IoSkiqAUhREUYTh5BF4ZjJaGYgsjiKowgiKEoAgnKiNI6nCiMoqsTOVWYPl1WH5dKqs4FCMNxhSGYORhWGUgUhqGU0aRtJGU4lCiJpSoDSVqwkjaUKImhFAURtaFk4tDiZoQoiaUqA0jaMII6lCSMoyojSSWh2MKyfnazsndbf0zlKziCLQimlAaji0JRmsjSMWJ7MowvDoMVxSBLwnFFYXi1SF4VRheGUZQhRPUYXhlCLowDKsMwypCMfIQrDIUowrBqEIylCFoRQi6MJaqjcCrQtCqwAx5IFoWgpeHEVThxKIQYnEgucSPXOpHKg/Al4XhdJGYogi0KgqviySVhpJKAvDqYKIqjFQUjFX6oWQhWGUYThmMKQxBy0Iw0lCsNBgrDcYogzM0fmkKv1RRQGouTdworpoIy5D4IvK8UDl+GSLfFIFnFIOerRmZ3Nve1XP95u0PHz5++OfZyz+vfnj94OPbJ/pPLx8+f0otrDULp8KzyiqHFlsn9124fEOv//+XBP/H/QKtfbMFusbFw6fhCFL39Jqs64RZQiEsNhfDLZpfXL1++/cffrkyNb9HXVJJYuSgiLnuAeitllFbdqYZ++FMfbGmPhgzX7ypH8XYjw6LzLOIKDAJ5ZuG51vFio0jBNuCC7aFCL8LFm8Nln4XpjINFMDT8/OzVIkJ3OhwOpuRn4wgRSWTNYoSOb+ATacT8HgcOoNFIuaxGJIcXpFEVFqkLlYXaVVKnUpeotWUanXFaq1WpdEpi3QKuU4hK1ZIdcpCrVKpksnVhSq5TC6ViPP5OZkcDolETkVhQ5Pg3hHROwNDYO6eVh5eNl5+tt4BME9/Szcfc2d3eze/wJC4lMQ0HApJo5BzhMpYTMHXDijorjyonwrsWwh4iwEfCchPAvGXgrxFEC/pNwE56fyKQITYKabwa38OXdle19jR0z/cPblHW9GhLGvJlpUWqOoKK3oisflb3dI2uyINnJAGLujtftQIgoKtaKztmZUWtRSoG0n8omAEMwIn2RmVFZQuQXNLuqZWeibmy5s6a7unMni6lMyqXUjF+sACQ3+hRXROzei+gdm1fasnauqajh8/f/bsJYlUIVJWtk8f+coxBdieQMhsKquZc/RIJwpqQNZIwIwNWNEBGwzIJgNinR6KKaRIKvD5Rd5JTJB5wlZvAjxXTldqcPxKM2+iISzWJpBIyq1kFJRG48UbXZIsw8k8dbtQ2+abwgXsUgFHCmBNhdqgQRZwYGusrS++qLyVL1IRMzVbnZBgGAKwxgFWJMCKDFiRQVYUwIwAtiQDFmSwFQVkRQEsCYAVEWxLBayIGxyZ3+7ifeXMWmdPBVngQFZ4wCIDBMMDZmjAKB2wwIJgRLAdBbAhAdYEwJYI2BIAawJgTQTZUQBbEgAjANZEwJoIwAiANRawzgCs8CBLCmCUBGcoNHXd2rKuNIIaME4AWaIBSzxgjgFssBt20QAbNADDAFYEAEYErEkAjAjACCAbAsSOBMAIgAUWBCOArAkADA+yJgIwIghGBMHwIBgWsMzY5EIFWeMAMzwAIxk6kAEYBgTDAjA8ACMANgTAFg/YoAF7PGCHB6wwgBUegBEAexLgSACcMgBHFGCDBGBIwBYD2GIAWAZghQJgaMAGA1ijAWsUYIMCYEjALBUwjQfMYtxSCyLpJYBlNMgmEWSbCrZOA5skAlsC/GLIbH4hOyfryvXfPn9+//7Ns3d/39O/f/r+zePPn189ePacJq8LY6hFNcPoHA2OX3Tu6p3Pev3H/+tcoH1gdwyatefgiVu/P7x4/U+KYtgqOo8oarx869Hrfz3/5+8X71+/un/39uHV/QqJKiYGFZPA2GwctAEWY+SDNfPFm3njzXyIJr4Us8BMWKTAKChvR1DejqA88wihWbhoe3D+thDB9lDxjnD5tnCVWbjCJiDTPoBqH57rHJ7tGUV3DMf6wnmNrRNj/X1Dvd39vb2D3V2T/b0TfT1jfd3jA71jg31jg30TIwOTI/0TI31TY8NzY2PzY+OzI6PTw4NTIwNTo70z4/0z40PTo8Oz42Nzk+NzkyNTo4MTw/2jA/39vb1dvT1dvT3t3V1tXd2t/0FXS1dnc2dHS2d7W3t3W0tXR3NbZ1NdV1tjW1dfWDLD0CLe0D0H6qcw8C+E+knAPiKon8jAVwD25EM8BJu8OeL6ieG5wwx+1Xe70pmS2mJdeVNbC4ZbsGmL+w4H+GZH1OZdtE3eXOguBtiNCjhiIT5McAAX5MEE2aOsI1hJ7LI4ii4YUwgLp4Btow0d0iG2WKgt/uuduASmhiyuSmIVJrKLN7uioY44iAt9c0Ah2IljEUjunF0Zmt03vedgY8fA5OzB8Yml4rL6hu6xjpm1rxyjgO1RqdTyxt6jHmFUXH7NJieyoXWBgQ1/vQPb0BpnH8I9d/3vEz/fmlk7+evdl4kEdQpL9+dH/djSgYPnbx64cM8lhCivHL1898XEnqX7/+gzCsp3JtDUtf2nL1w/dOneVz5YkCvNwIW3zplk6EQAjJNdAnCjo5NLiwu0bJmxFwbqhDFwoYKd2WBnDtiRZeCcaejEWefIgdozofasr3blGDgxQHZksD3FwIm+YSd7szsPYkcB21IMHOjrnGhQO8I6JyrEFg+CYQzsKYbOdANnOtiRAt1JX7eLAXGhgJ1IBjvphm5MkBMFcCSDHClgJyrIiQZ2JoGdcWAHCsSGuskBic2V7z68v7d/GEWWQGxTDR3xUCc64ECB7qRsDsyEupGhzlSIIwvswAI7ssCOTLAjHexIM3Cib3DlgO1pEHuGgRMd4kSGOFPAThSIEwXqRDJwIoDsMV950AxdKGBHhqEz62sPLtSRDHWggh0YEAe6gSN1nSMR6kQ0dKEaOhKhDiSwAxlwoAJOdMCFCriQwC4EQweCoT1hnQPRwIEItsGDbQlQO5KBPRlqTwY74MH2WIgtCgxLBVslQayT3eHiSHo5yDYB6oiCOJHWOVHXWePBxgl+iVm5yupsseiXKz/q9W/ev3uuf/f009sn7948/fTx9Z8vXrHUjV6I7P0Xbx379W5+aevJH6/8NzWC/2qBpt69NEHx/METp879VN06HJAuDsbID1+48fLly59+Pnv3zrVrV345ceSASiLaMzcfn4SKR3HM3JMMzKONPfDm3iRLH6q5N9XMh2kRmGMRKtjmn2cUJDIOFJsGS0xDxUYhgh0hwu1h4u3hsu2Ryh3hStMIpWWs3CSx0DiC7xCdYxlGt46gF2qa+9oqO5uqutvae1qauhvqOupq2upq2xobWhpqW+qrWuorWxqqWpuq25tqOhvquhoauptaultbO9uaO9vruzvre7qa+7va+7s6BnraB3paB3vbhvs7R/p7RgZ7xkf7J0YHpsZHpkbHJkfHpkbHpsZHpidHpqeGZ2dH5+dmZqdm5icnd8+MLsyNzi/uYxSUbLRJgOxkG/gVrguQbQiUrPcXrPPlr/fJ2+jNX+eRZ58oH1g6W1PZyKLlJmAzm/om5qdmWju7ZFWdaRlCFEMXjFN/7c8Fe/CgnjkbvbM2eXAMd3Egnnywey7UjWXgSoQ6ZaxzIUCdCRBXDMgVDXYhgxxZ4J2ZUFc6xBG9wRW72Zu23oO13idngx8f6sEFO1EgMPS3jnA8V5OK5yfhchD0fI9wjEdIRmgcEUcXY1n5DKGOJqhPZ6jiiWKXCFxGnvYrh3RDWyrEhmxoj4OYx8FZmt//+oyhZjru8r9+90V990JxS//FazdNrXwYnKKnbz+h2blTy0duPny4cujI8rEf3GIJ29yii6t7fv35trauF+oQA7jgoQ5MqCMFZE8CjOFOXmnNNRW9zeUEauZ2dxRgnQFyJAFOZMCZDDiSoE4UqBMFZEf88gbZE6COeIgdBmyHBmzQgBUSZIsFOxAgjkRDFwrYjgCGYaE2eBAMA5ijoLZEqD0FbEcCbAkgRzLYEQ/YY8COBKgzGepCBezxgB0BsCcBdkTAjgbYEwEHDGBHAtnQvnZEYLPy2webdRp5CooNtUsycMCC7ciALRnqQvnKjw1xIQIOZJAtA7ClAPZkwI4A2OEAWzTEHveVOwNiTwDb4CAOBJADHuRAAOzxIDs8xB4P2GaA7NAbXUmb3MiGziSIHeYrNxLEAQOyJwB2JMCGALbBGNggwLCMTS70DY4EiC0KbIMC2WEBWzzYngS1JULs8GB7LMQeA7bJAFmjQNYoiA0aYoOG2mAMbLFgaxTYIhVkGg8xjoaYRhvAEtzhkkhGNdguGbBPBxxwUEcq2IYImKV9txMVksahZAmv3bip1+vff3j+z1+/698/1X98rf/84e+3n7N07URZ/clfbs6tHJbpqi7+/Kter//0+b+cLP7fnubBvXRJ09nrjx6//OvcT5exXB1FUH/7wcsrl3/8/pdz1/+4fvHXH1bXltLTEmemJ3KEkmQi1y2KYGgebeJJNPchW/nSrLzplr4cs6AckxDh9gCBcZDMJFi+I1CyI0BgGiIyDRUbhYi3h4i3R0i2h8u2h6u3h8sc05U01SBV1EiTNHpFU0mELAGPmssmc5mMHDYjl0nPpJK5DBqXxeCxGZlMCpdJ4bJoPDYti03LYtFz2Cw+l8vPysrL4eXn8vh5HAE/S5SfK+RnC/KyRAXZElGOTMyXiQoKxfkqmaBIIdEqZMVKZYlKXapWlWnVlcWailJ1SbGyvFRXWVJSXqypLNNUVWjrmxrylTWBaRIfbKUftTmQ1hFI7whiNvnT6gLpTaH0xiBiDUszMrF0LCY02s3WNQVBPPX9r4eOnGxo6zlx6ZYgv7K5a2zy0PfhzOJ13rSNXplbPDK37mRtdsmEOmeBXHPAHtkQNybEhQJ2ogLOVJAbGexGBOxxIDsi4ESGuJDAjgSQA8nAlWPokW3olQP1zASciSBrJMQybat9Wp6ii8LTknlyXqEOTs6WlrRHJjEJtCJmXlkcOicGVYCkK9niujhcPoKt2mSdALKDA7ZwiF0SyCJYXNN37emrDDpLVV5z88FfPLH2wNlLy4fPxMbRF/acP/vz1VQS5Ydbd+u7en64cqe6bWKrfWAUhidU1Tx58TFHWQcY+YMdsVB7KsSeDFgTgO0JDh7wxvqWpoYaMluwYxcCsEgD2xNAthiQDRawIwA2OJAtDrDGrnMkr7MhQSzxBtY4qDMGshMHWKRtsEjfaJ60wTxpo2UaxCIJMEkCLDEAjAgxJwLbURALDARGAGBEwIYEtSaBbHAgGxzYhgjY4ABbHABDQ2AYqDUOsCEC1lTAmgRY4wAYAWxF2GyXRuFrmrp7ijTFcEw2yCIWaosCWaEBSzTYAb9xFxVkmwFYY8EwIgDDAjAMCIYGwTIAy3SINWqjCxlijQbDMsA2WMAaD7LGAzAcYIkFrNAgGBpkhQKskV/vomxwxoOt0ze6YEA26YA1CrDGgGwwIBgCCoODrNKhthgwLA1snQqCpYBsEQAMBbbGQKwwICs0YJ0BWKMA6wzACglYIcDWKBAMAbJKh1imbbaDb3OGb7FPNDAKBxtFgS3jdqbwQ5kVgC0c5ISBOmE3OBHWWSNBZglbnBEeMQyuuOzBo+dv37x5+erZ/Ye33vzz/N3rV29evXn26gO/tC04gzO9cuzsDzcKVRU//fiLXq//9N/uF/jPSsFnvf5z69iiUyQHydEeu/T9D9d+4xbWcuXt957868KFY6cvnvzh+s9Hz52c3TOTkhLb39elUBWT2JJdYfit9inmPmQzP7KVD9nGiwrzYZuF5O4IL9geJNgeIN4RLN0eIDAJEsJCJRYhUrNgiVmY1ChcuCNCuD1CviNU7Jem7Bg8VFrfX9sxjiflV5e0NNXWN9RUVJcVV5XqaitKaytKaitKq8uKq8uKaytKv1BdVlJZoq0s0VaV6ipLtGVadalWXabXHRkAACAASURBVKpRlRQpStTKYpVcp5JrFYU6tVynlhcpZKpCiVwqlEuEcolQKsyXCApE+Xwhny/k54oLCkQF/Pz8bHF+gZSfX5DL4+fyhHk5eVncBDjRJoBuFsKDRfPtYpW2MRrrOJFFTJ5VjNg2qsAmNDMWL1858cPi6oH4+KSdboHxadTSlp6p1dXLN+9RiTmd7QPnL99Pza4EO2eA7HEGNrj11lhDO7yhBwPsyYJ6Zxm4cda5sgydqQauVIgbCeyMAcHgYPMkMCzRwB4OtUkFwVLA1umGDhnrnTBgmzQQLAVsAYcYJdj44BWVAxVNvV0DIxKlenbvytLBU5m5ymxhZcfYEUMTf2DLrohUVnXTOJEhy6Cr15uFAyYRgFkk2Ch0vYl/bmHt/OrRgYmZocl5MpPvsCukc2hhcu7w0MhSR+d0aBTSNzR5cHrFzi04T1ymq+71j0D0jOwdnllp7J5yC0kHfecFNY2CWqSALFIAk2hgi8835j4IAhdLz45B0teb+QLGoYBZ3HqrOAPzOMAsATCOBxsnQE3iQabxYLPEdcZJ33yXuM0kzMzI13drYNrWAPSWXdhtXogtfqGbHDw2OsC2+G8wiTTYHgNsCQcZRwIm4YBFDGCRBDVNBszjIWYJYLMkwCIRsIwDmUWvN4peZxwDmMUD5okg0wSQaRzINApiGg4x8nXyT41NpybA8Tt94kFGQVDzSMA4DDCOAMxiobBEwCwGYhYLNouFmMaBTWIhJnEQkziwcSzULH4DLBVsEgs2iQWbxIFNE0AmsSCTOJBJLMg0GjCNBEwjAOMwsGW0ASwBbB5rYJ0AMo8BmccAplEg8xiwZRxgFgUyCQeZhALGYSCTMIhZJNg0AmwSBTWLgZhEg02jIWaxYJNokEkMYBQFGEeBTaLAJhEQk/CvrWNiUDwEJRfFlFjtSgU2ewM7gnalcsKZapBdGmCH3eRK+cYFu94iDmoatdkBHk3RclRtiprOospGbX1nSUtvWXNvVX1fZf1QeedcWq4ukiaePXZ5ZPnngqLWiz9e1uv1H/63/QL/qwv0ev0Hvb5hZDESpyLnVWrrG9sm5yiKDkRO0083nlw6d+K3Hy/88tP31679Nj8/hUalz83Oywors0VNFrtQlh4EC1+yiQ/Ryodi60WD+bDNQnK+WMAoSGwULNkeWGAeIbGOUZiGSk1CJCbhMuNw0Y5woVGkzCiy0CFGmkjSITK14Th+WCK9rWl4enR0cnRgcmRgcmRwcmRwemx4emx4anRoZnxkdmJ0fmp879z07pnJhemJhemJPbNTi/Mze+em985NL87PLO+Z37cwuzg/szg/s7R7bmVx9+q+vWtLe9eW9u5fXjywsu/g6tKBlaUDK8v7l5cOrq4cWFk+uLK6trK0trrv8MrasdX9B1eX9q8uH1heXt67SGELN1qnAPY0A/e8jd6qjZ66dT5iiFce1F20YZfAwIHtkazomDlcoCnxDgn1DAjX1XU0DE+UdrZNLS2qiorLNWVdffNeiTmb3Onfemd9686EWqUBpnEGbhjwLizYGbPelbhhJ9HQCbfeBWvonAGySTWwTFxvngA1jwaMg7c6J3gnswPgXJg/CtgRABiHgc1ioBYxwHf+Ji7xxQ1DuqrWmqbOotLqqsauirrerAKNQttY2T65zsQd2GybJ69WFTe5ekTxCxsQjKIEojSFrEglKZDkQhxVRGTkUzLzMRReCoaDIOUQWEIyS0hlCFORTDiGQ+CIMuh8FDUXTeVjaSIsJZ/Ok2bmKRHErBRcFoImTSbLk2maZJoaTlOmECRp2HwKU8bla7B0QRpJkEiUplAVSJYSTpfBKVI4SY4maJEYBZxWmMYqYOGyCkMpakv/3u8cjnxjf2mT5a/fmP/2jfUvXztc2Gy6/JV50xYHibOfIIlAx+ZiaZIUCj+ZIUqhqhGkknSaOoOqwVBKENSSVJo2nVqEJhWhycUIZiWCUYag6VB0HZapw9LVSKIIgcmms2V0RgGOmIelqzJoahRNjWJo0ykaBFWbTtGgqFokRY2kqtMpKgRVhaIXoehFSKoaSStKIyuRVHUGTYOmazJoRSiaGkVTIajKdKoijVqYSpKmkmVwiiyVLEXQlek0eRpVjqAr0qiFKKYaTi1Mp8rSKDI4SQYnSdOphemUQgRFjqQpkTQlkiZHMeRImjyNIksmSVLIEjhZjKSJkVQhKUuBoHJ2BoZEp+MwDEkaUZ5ClLPkjZFECcg8fqMzbqMrFjCLBkwjIVbxENsU01CWa7rEISlnZ0qOS0K2XSzHLprtGM62CWJZRfPNk6VGCUJYotQRLg4nib6/euezXv/uvz1N9G8LvNfrq/p2C0pGr/z+5tT57wd3r8VnVrvCFT2zJ+7d/f3333765fzpKz9dnB4faW5smJlbUpd2xWfITFxxVl5kM2+imR8Z9r9YwChcsC1IYB5WaBomMQkTmkSKzGJkZtHKHWGFO8KkRqFi4wjJjnDRjqhC41DhDl+mSQj1W1+UrR9SWVjZ0VjXXFfZUl/TVFvVUF3x5V1XWVZXWfZlIvDvuL6qvKG64gtNtVWtDbUt9TXNddXNddUtddVtjXXdHa0DPZ3D/T1jQ/3jwwMTI4PT4yMzE2NTY6MzE+Pz01OzkxMzExPTk+MTEyPTI2OzYxMT48OjIyMTo2MLcwuiorqvHTIAl0yQrwTqXwzxr4IEqUG+YrC3ap2PEuyWvwte0jFxLCWDikCheFzeqdPf7z98orapobO7ubhIVq1T1zf2I1iVG5yo63ZyNuykQqzTINbJEIf0Te6oHX4YYx+MmS/OIoBo6oc388WZeaFNXdNNnFKNXFO2OUd7xWEJORJCjhDJ5hu5hG9zitvunGbknrrdLdrULQKXKYlH0pBELo7B9wxJ8QlDRiWRCMzcDGY+Q1TCkZTnyEpY2WL/8OSwBEJEOicqnRENZ8SkcWPh3Dg4JxbOiEqjxSJZUUhOBIoVhaTHIhmRqeSIFHJUOi0qgxEMJ0VnMKMR9GgEMz4jMw7FiEujxiFocUhGaCo5AsGIRLEiELTINGp4Ei08jhYRSw2JxMWlMRJQ7DgUJxLJjsxgRaMYURmMSCQrPo2XBGdlJKJyA4IHfHzOuTrc2P7ti02b3xl+/cZwwysD0D9Q8Huw4Sco9K3Bxoebtlw1NfrBxbVrl192WBIWTkpIp8UgMhPTeNEoRhyckZTKTYDzotO5MSheAionKYMfn5Efm5ETh8lKyOAlojJjkimxyZTIeEJEPCEulZaMZCciWAkoThwyMzKFFZnKjkXwQhJo4cnM8CRGaCItPJUelcaKSmdHpDJCk2lR6ezwFEZ4CiMKzgxPpEUk0SNSGNFwVlQqMwrOjEhlRKQywpJpYSnkaCQ9Io0WmkKKSKOGppBCU0ghycTwVEpEKi0SzgxPoYcmUcNTqGEp1PAUangqNTKNEZXOjISzo9Izw1PZISmM0BRGWAojIoUankxJxnJJOQVRSBSCysIyC8KT6FHpnEgU2zUCCwvAecZlhiFzg9J4waicCCw/hamKISvsojnbgzkmUUKTCMHWEP63gXwDFxZgTQE886BRKkiU2jBEuS6U75yRf/zqXb1e//5/tsAHvb5xdDUCKahtGXv27NmdP1/Q5D2WkfkxFM3xc5f1Hz/pP338+OHd1ZtXV48c1da2RaZnmu1CWHhRrLzI5j4kM3+KpRfJxotq5cP6YoHtwULTEIlpqMgiWmoSLTaKkRrHKbdFKraHKXaEFhqHyYwixN+FioxDBQ6xAtf0fPNIoms4nkLOZtOITAqOQSbQSXgGmcCkEGlEHAWPoRKwX6ARcVQCloLH0Ig4Ogn/pfml/0vzS8CkEDOZtCwOM4fLzuVx8rIy87Iy83N4Qn6OIC9XyM8TF+QL8nKFfL5EJJRKBNJ8gaxAKBLkCwQCqUSmVmmoWcpvXHCAKwPwzwOHqIGQUiBUDgQIQP4KqL8U5MM3DskrUHQV6RomRsckefzGysa1PQfWFtd+PHt6aW7kxIm14bl9JFEnYIkDrMgQJ+pXbqTNO/FgS3gEUU1XNBCEVei88kSmMomlTqDL09iqdHphOkORxFIlMqX4fBVHoeUptTlF5RncwvRMTSqnND1bi8xVoHIUcKYIxZIiGJIMdiEhW4vL0eF4CiQzlybW1o3sbZ5YzlKWZ7DyyPxCbLYCwZGhOGJMpgTDUWI5RSiGEsFUorkadI4Oma1Jy1Iic5QZOUoUtzCNLUnhiFN50vRsOTxTkp4pQ/IUSK4CxVWgOPIMjjydIUlji9M4ImSWNIMnQnOESKYEzVIhGQoMpwjLVRKylPgsZUaWCslVYtlKOE+VmKdC5coL6HmdESkHje1+W7/pkQHw1hD83mDD39CNzyHgv0HAGwB4CwBvQQbvQOCPBqA3EOAFBPzb+q/22ntWIOnsPDU6V43NVSIKpBl5hcRsNY5bhMhUoPhqrEBDFhWTBCV4gY4gLsbxlQS+kpgnx2ZJMTlydF4RTliKLdDh89UEgZYg0BKExei8IqKoFFegw+RrMHxtRp4WU1CGF1XiRZWYgtKMvGKcsBwrKMvgFxOEFSRBOaGgFJdfShRW4grKicIqvKASL6zC8MvQ+cUEcTlOXIYu0BEkFURJJUFSgRWUYgpKcMIKvLAKL6zEFlTghBUkaTVVXkeV11IKa6jyWqa6kalqpMhrqIoagqScIq+mK2roiiq2slrdMqhu6VPUd2erquniMqa8iqaooKnr2CUdtSOLB879tnru8uq5X4//eOXu47/+ePZPtrxpmzvaOCBrh2/Wejc2dGcm2JEHdsox8JOBw4uACK1BePG6aJVdhvzo1Xuf9fqP+v/b/QLNI0su0ZmRaFHv5OrC4Yts3ZhlXKF1nDggPVeiax7dc2jfiYujy0eLO0czsouM3JMtfIlmXhSYN8Xch2TqS7LwJtt60WA+LNPgbOMI4bYggXGg0DREaBYlMYuXGSUUbo9Tbo1Ubo9Q7whT7giRbQsVbQ0pcEkslNbMc9UtTEUthiEeHZqbHB0YG+oZHegdG+wbH+ofH+r/sjSYHBmcGB740jM+1D822Dc60Ds60DvS3zPc1z3U2zXY0znY09nf1f5vejpau9tbvtDV1tzR0tje3NDWVN/a2NDSUN9cX9dQU91YV9vUUN/YUNNUXdtYVVNbXVlRWVlVVVOk1sWmM75xJYDcWCD/fHCwBggqBUKVgL8I7KuG+EhBPvnfBubGEJQZbHnv1L6y+vahyZXugZWK2rHG9omq5o6K7l5p46APSrXOlbXRI/trn8xvPUhmvpRv7ZHxVB2CX4oUVKYLa1ILKmN52oQsbYa4MrO0vah/j258VTmwR92/UDq8p3pipWx4n6pnt6JnUdq9KO2Zl/fMavoXSwZXygbXinuXywZWS4ZWNP2LZSNLJYO7i4cXa+eO1M4fLhnZUzI4rxuYV/fOFw0sqgfmi3rntH2L2r4VXd9a8eDBsuFDuqFV3chy0ciSZnRVM7RcPLyqHVrRDC+rhpZUg/s0Q8tFg/tUQ3sVfbtV/fsUPXvVPUuKzj2qnr2Krnll95y8a0rWNq7snJN37lb07lH171V0zyu7FlRdewvbdyvb92halmTt+4SDe6qbumaR1O+32LyAbnkDXfcRDH0DQB4C0KsbNvxiuuMnO8vLjjY3zSxurdt6GwA9gQD/gNa/AW/823D93a++XXX0HOIrmwcXi0dXFZN7NVMrJRMHSscO6sb2a6dX1GML2tG50uGFoqE96tF9mpG9FZNLlZNLVTNr5TP7S+YPFc0cUE2uFY2vaCdWS2YOls0eKp09XDp7pGLhWPH0Id3kQd3UkeKZY6Wzx4tnjpXNnSidO/ElKJs/WbFwsnzueMX8iYr5E5ULp8rnT5XPn67cfbZs/nTFwtmyPWeL50+V7zlTvuds6fzpysULlYvnKhbPVi6eK184Wz53pnLhXPn86fL5MzWLF2oWz9fsO1e190zVnjP1y2frV87WLp2qXz1Tu3Sqbvl0w9Kp5pUzzctnuvZf7Fy70HPg0sCRn0ZPX9GNLyPk1cnSyiRZNUnTKGnsl7UOixu72yZnr9y581Gvr2gatPREwgLZZu609fY4iD3ZwJENdeRu8BUbRijBkWqDSK1BRJEDSnfyykO9/svVgv+jBVpGFm0SxTbpxcG0SmbZVHRer1FisXlyCSxeYhnG9URKY5ilEYziSHa5H05t7E838WWaeTFg3hQLX5KpL8nyPy1gEpxtEinaFigwDhIZBfJNIoUmcdJtMbLtcaot4YrtESqjcNWOMMW3IeKtwfyAdHn7wKqiuK6ipTcdzWiu6xgfGRgZ7P4ywr/w7wE/PtQ/MTzwhcmRwS+Zgi/MTY7NT43vnpn8N3tmp/bOzyztmV9Z3P2F/Ut7D64uHVxZOrC8fHBl5fDa6uG11SP7Dxw+sP/QwdUjq/sPLa+urexbXllZW1lbXlrNFJZsdsSAXThQXyE0sATwrwIFaQGfQgNPnYGnGvAUbfDPj89t35km8sUVhpKVoQS1a4LExDsTFsKzjmRYRFKNQxiGzuj1LqRNbkSoXdLOOCZL1siV1OWVDbCqx+g1k/jqcWz1OK56Als+TGucajp5bfXJp4PP3h949L7nzO22I9e7T9ztOHqr7ej1zlM3u8/d6j1/p+fUze7jN4fO/N5/6s7Iufsj5/4YOndn4OyNvjPXB87eGbzw+8CFO4Pf3+09e73/zI2hC78PnL8z+P293vN3+i7c7T13Z+DCveFLj4bOPxq58Gjo3N2h8zcGL97pu/D70IX7Q+f/GDz/x+D39/q/v9d34Y+hC/cGzt0duHRn4OLdgYv3B84/HDz/aPDcn32n7g+cvd935o+B838MXLjXc+ZO3/nfey7c7r1wc/DSH33n7vWcetB35n7/6bvDZx4Onb574OxvF8vqfzCxfQVs+AiGvgdBHwPgy9u23YYnPKvSvV+Y/Xzo2OdjJz/sXXrR3Pk7h3nZxvoBZOvfwDevDAxfGYIfrlv3087AX1un9py50XPqWufpG52n77Qdv9118lbX6WtrD1+fePr29J//HH3w/sSzz4vXXvYeu9p3/Fr3iasdJy53nLnWfuZ6x9lbbadudpy62Xn6VtfpW12nb3eevt1x8nbnqdudp+52n77de/Z237k73advdZ680X3qZtfJG71nb/ecudV1+nrn6attJ6+0nbzSfvJq97nbXWdvtp283nL8WvupW20nb7adutV64kb7qVstx280H7/eevJG64lrbSevt5+40Xn8RuuRq61Hr3SeuN554lrbscsdJ660HbvSfuxqy6HfWo9eaTn6W8vRX5uP/Np06KfWw7+0Hfqtef9PjQe/L9t7bOrXB6f/1h9/8Xng4l3h0KHs3gPMrr2ZHQv5XQv89qmCloGW2T1rp0//9eZdZWOPvXeyUyDB1ouw2TEDYk+AOLLADpkb/ITrohSgSBUkQmcYUeyEKD772596/X93B/F/scA+8yTpluTi7+IVlqlFO+AlO5D1JqlVlikVZskVxrFqsziFebzSJFZhGqPYEZxv4pdl4c2EeVMsfL/UCP4jL2D6xQJBArNQiXmY2Ci0wChSsD1aahyr3hKu2Bqm2Bam+C5M/m2obGsgPxAu7e5fKq2ob+7qS0nF5XEFSoVErZRolYXFaoVWWagulKgLJUVyqUYh0yhkWmWhRiH70tSp5CVFyi+UadVlWvWXwsF/1A5KdVVlxQ01la2Nde3NDZ0tjT3tLX2dbf2d7QNdXQOdXYPd3QNdXUM9vYO9PT097QNd3UNdPX09nb093QM9PVMTk5Ki+u9csIYuTENvvmGgDhRYCQ7SQHwUhh66dV4qkJd4Q0BBXF6/UZh0g2feeu/s9V5Z6z3yN3hKNniJIbuyIO7cb3y58aw6nrovV9PB1zbW9k/uPXLq6PnzF/941rzyvXhwVblwtuTA5fID1+tP/DF4+dXw9ddz998vP/xn373XrJYZbNU4oXYOUTqKLB3AVQ+SG4aZbdO4ykFc+SC5eoRQMchunqHWjZKqB4m1A6iyLmrDFKNpmlo/SmkYzSjrJtaOEGtGKPVjzJZZfN0Erm4MWz1IbhxndczTmmap9dOkqkFSdQ+9aZRQM8xqnqLVjeHK+0m1I4TaEXrzFKtpilY9Qq4bwVcPkuvHGM1zjOYFWuMcrnKMVDtFqp2iNEwx2+aJ9ROkxgl8zSC+boDTNUdtmqY0LGCrJ3D1I9TmUUVTXy8t+7S5w3OI4T8GwGso+BEAvezn/dfEgP7BDf3P5/7u73lZV/+iof7D0VX9h1f61/96f/DQw3TkLci6NxDo3wbAG0PwM2DDCeeAZqFKWjnArh7BVQ2jy4coVWOsutHlP14defT2+MN/jj54f/q5vuvIFUrpALt2ilAyQCgbJJT3k2qGKHVjuLJhQsUIvnyQUDpAqxpl1E7QqicIZcMY3QClapBc0cuoHWLUDpHKesjlvcSybkbtELN2mFrVT63pxZe148o6cOWd1Np+au0AsaoXX96Dq+ghVvaRqwbw5T3k6gFcaTda14Ep7sSX91CqBihV/V++g9G2U6v6yBU95IpucmUPuaKHWNqF1bZTKntJVX2Eii5qTR+upJ1S0UMu6aGW99Iae5OVlXUHz595rT/w5197b70cvvC07ei91uO36w9cUgztWfz1zuUXr649fnzj/t3HL56eu3RpZvfS4PhySDxvk3062IkEOLABp6x1ARJotBqI0gCRZQYRpc4I3fn/Fwt81uubRpdtEnMcEMoAYokbQmEG121PrzOB15qlVhvBa4xSSk2TS0yTS81TK00TSrYG8k39OTAfirUX2cKXYu5P+ZIdtPZlm4bkmESJtgcJjYNFFhFSs0ixWbTENFZuHK3aFqbYEirfEibfEl64NUy+PVTsEsUns4t4+So8KxeJZhTkSnJzuDlZ7DweJ5fLzuNxvsDPyszjcXIyWV/I5jCz2Awei85j0blMGpdJ47Ho/+7JYjOyOcxsDpPLovPYjP9IDXDZuVx2TiYrJ5PN5/Hys7L4PF5uZmZ+VjY/OzsnOzOPl5XP4eZlZeZm84S5uTlcLoqQabwLD7YjGnhmGQZrQCEVoBA1NEBh4KUBexYC/qKNwfzE7E7jYIWBm2yDn3xTkAziI9wUpN3gr94YoNzoK7GLkR66dE+v13/+/PHDx/dvP318r//4Wf/un0/vm0fHqAqtYmi67fCl5gM/9p24tfvK3zO/PV978P7E049Hn34q2XumcPZk4fxZweRx8dTRwqlDiqmDxfvOymaOSqYOF04dkU4d1uw+Uzh9VD53XDJ9WDRxSDl/VrP7rGrmmGLmiGj8gHT6mGzmuHz6uHrupHTyhGTqqHBiTTZ7SDF/XDF3Sjl3VjZxVDq+Xz59RDFzXDV7XDF5RDp6UDp5WDJ1WDl7omj6uGr8sHLqmHh4TTF5RDF9TDF7XDZ1TDByUDJ+RDR2WDi2Jps5LJk8Kho7Kh45JJ08rJg7Jp87Lp0+lj9+lD95RDOxNF3VenRn0EPQ+ncQ0L/Wg/8wXHfLx/efUwf1+o/3h0Z+8vG5tdng9nrg2kbgF9sdd5Qy/Z8v9Hq9/s7P9whp9yDgv9eD/7UO/Aa8/uqmbybCw8a7Z+unD6p3HxHPHVHPn6rcd/bg0/dHXnzY//DVoYevzvytn7n8uGj2hG73BdXsefXs2aK5U7qF07qFM4rpE8qp48qpo+rJI7qZE6Xzp4pnT2mmTyonj6tnTqhnjhXNHtfOn1RNH1NOHVVNH9XOnyrefaZkz+mShROqyUPq6SPaueOl/x9j3xnWVNq1uxNAnXnL2FEBaZZxRscZuyICdlF6gAChdxJSSE8INZQ0EnoNAULvvQuINKUjdsdOlSqKQMo+PzKv5/3O9533nOu6r+da+0n7k72ete51r7VreiNrekMqukLKu4LL74dV3I+o7GJWdkVUdYeVdYaW3gsvvx9ecT+isju8qiuipiesqiusqiuyto9Z0xNV/5BZ3RdW2cOs7o2o7o6o7Y5u6Ilu7GU3P4hq6Imq6WbV9LLqHrCa+5k1PfmjH3vn17qn59pfT9cOTZb3vS17MF7Q2cPJzn3y4Y0cXAfBVRn4ZV3yWQ5+A0FQsv7N0p70o+4dlSNOwGFPyK8olfNkpavBwJUw4DJL6TLzsGVI37NJEPwPM4hBEARBGQgK8htOmvoml3a+nljOLO/9DcbYYxKpZs5TM4lSNYtUNQ1XM2GqmUXsMwnfcYW6Wx+z94yz5kkb7VMO6qed1M46a5521j7honXaQ10Puc+IsOsiYbcecfdF/P6rVDUjktoV2h6jwB361O2X6NsNArcb0nZcou/QIxy+jDWGE00dkFetXGEOKC4rITqKyYoMVQgEuFFMbhQzhhXJZ0fFsCIFnOhYLkuBOB5bUQ74qyjA5yoKBAojgc9NFPCS4viJsTEJAl5SHD85jp8cG5Mcx0+O46fExaXFJ6QlJKTGx6UnJqYmJiYlxqUmJmUkJqTE8ZNi+cLkJB4r2szGY+cRK0DbXvl35BZ9JuRCNHAxVEUvVOVMJHAqCDhP++Ei5rZ/gup5AvQoUfksTfk8ATiJUjmD33SOulmP+uNJ9NHr/sPPXoPgN1AyDUoX5JJVqWRNKv0i3Zibnn7+5+TzZzPvns3NvVj4+v6LbGRiNSi52J7CdQtP9GQLvePyfdIqPdOrfEV1/ln1+JxGfGYtLrcRXdCKK7yLzW/B5beQSzoJhe2EgnZiYSeluIdS1EMt7qIXdzJKOxnl3ZTSLlpZD7W4K7isN6j0Aa3kfmBFJ72inVHZHVj5ILCin1baRy/vCSzvCa16GFr5ILisl1HRQy/vppbeDyzrDi3rCSnpDi17GFzaG1LWG1TWHVLVF1zZxyjvDql6EFzZRy+/Ry9rp5d0B5U+DCp+EFTSF1LWwyjrDCzvpFb0kcsepBU0DDpjIy+GdQAAIABJREFU3v6wewO6WQqFLkM3je1R/1KcC4IycOnLkAniMbBpFQqsKAOflYFpADr4o+qSsEwuB+WgTDbc9fLo4QUAWIdAv0E2z0OVHmhpFjM4MeJqfEE9srAJnVcfIK4NrL7PbH3YOL9e+XaWVlRHLGhA5zTh8jtx+d0BeZ34vA5KYTulsI1U1EEpaqcVt9MK2yj5LdT8VnphOyW/jZzfjhe3EfM68OJ2vLidIFZc3sPntuNz2vDZrQFZzQGiZpyoGSdqxoqacFnNAdktAdkt6Iw6nKiekNMUkNWAE9VjM+twovqArAZsZh1GWIcW1vpn1voLa1HCWmRGrX9mPS67GZ3ZgMqoRQsb/DMaUOn1vmnVPmnVfuk1PqnVvim1vsl1Pok1XvHlvnEVbpGiq+4Yawzu6cynzxvgp6+SuS/z82sLS+uf1zbm5BszoHRWKluUyFc2pMsguLT6edbWDrf14B2lnx0gP3tCjvhsPk9SvhoCXA4HjCIhV8IOWId0P/+fvMB/nzUUJyp3xse0PZ7mZpTdG5/yii7acyt0rzl3j1n4PguWmnnMPhPuvjvhu67id1zw23seqXbKQ/OUo9YpB42zznvPue0966F2xm3/aRdNPW8NI9x2fcJ2feJOfdy+yyRVA6LqZereq4ztBrQdhoHbDAO3GjK26zO2ncads2CExxXi6OGEwIibt+0JOEYwI5hBJTEoRAaFGEQlBZIJgWQCnYSnEQO+g0rA/butADkAQ8KhKXgsnYRXIJhGDqaRg/76NlIQhRJMpYTS6WGBgeEMhsJgBimalIJDAmnhQTQmnRpGJoXTSGGhoV64sJ8OmQHq8B9+w249G7TpBFXpDE3pQqCKAXOLUbSyXuSWc2RjTLq6Ae4fZwibLgQrnaNvOYv/x2nMD2dIyueDfzyDPX4LPfj4LQiugxvTMun8mnRpXfpZKlmUbMyD4GcQ/AKCX+Xgqhxc3wBlWZXNRwxtgB3HgL/pAlt/+eGkxe7r3tuu+m6/gdpx3W/PLb+9N312GiN3meL2muP3mGH3mKL3mKDVzHD7zQha5mRtC7KmBXG/BVHTUgHSfkvifkuShjlBw5ygYYFXtwhQt8Bpwgj7YUQNK6KGJXE/jKxuSdSwJO+3ouy3JO+3Iu+3IqlbEtQtCfutSJqWRG0YSRNG1bSi7reiaFiSNGHk/VZkLWuKhiVR3QyvaYHXssBrW5B0LanaZiQtM4KOBXG/WYCOFUndmqQJw8KNrLr26SxvUpIoKUkgmz9AIM9uXgc/LYCyNfDb9KS/30tAZVkZIoFCpBDoN6XNLwGlV25e4GcJKAfB5c8zzogZANiAQhdVNn9V2fRxyw/ph89dMXTTuElWNaHvsUDts0Ee8uQY0jJK3n2Nu//nb46hx5yZGubE/RbU/RZULSuqtiVR1yrgAAyva006YE3UNMMesMLrWGAPwogHYcQDVqQDViQdC5yuVYCuVcBBa8IhG6KuVYCmGVrTDK1ljjlghT9gRdS1CNA2w+pa4g/C8Aet8QdgAYdtiAescDqW/homvtrmqMO2AQesMIessIdguIOWmJ+tAw5YoY/Y4Q/Z4A7Z4HRhaF1Lfx1z5EEY+pA19rA15hAMdcQW87Mt5mc45jAcowtDHrLFHLTF6MCQh238dU29tG4ggL+pAaqaefVN69INmXwNlC6C4KJMviSTL0gks1LJrEy6IJUuSSSLILj89fMnhJ3ftgNmkCOewGEv4IiHynki9GoUcDla6XI49CpD2zq06+kkCIL/59NK//vcwcTsCiQjLb3q4YGzd9iiqvC8rn3GYapm3H2wyL0WkWpmfPXbMbuMqKp6fhoXvDRPu2n+bqd13ELrdwvtk9YaJ6zVT9iqn3bQOOuy/6KvmgFu1yXidn38Tn3cXiOSqiFptxFllxFtuwFtmyH9n5do/7gUuE0/cMcZ7PEb2Ij4/Pj0rAh2jKHhbbiNs6ODg5O9jaJG6O7k4OGM8HBGuDs5fN9RwMvVSZELfE8HkF7uiozA38czwN+PiPWn4LEUPPZfLgNPJxIDSaRgCjWUTg+l08MZDGZQEDMoKCI4NCIkPDwkKCSYzgxiMOlUZiAlPDwMRYnadsgEULcEdBy2n0AeNYvSuB2hbEBXuhahfJWtYsj5hz7DGJ28zwCl8rv3ljP4zaewP/zh++PvPn87Q/jhAuNvp/2PG/sPPnoHgmugZFYundmQL0jkizLJnGx9Xi5dBmVLoHwZBFdW1+ZYcbwj+ld2nrzxmxVKz4Vs4BViQks1Ccy+xcgzjyi1iiq3iiiwjsq3ZBXBeOV2cdU2/HI7QYVTfLWjoNolrtaZX+MaW+fIr3IUVDkKqhH8Kpf4WkdBlXNsjVNsjXN8rYOgwl5Q4RhX5RBb5SCoRsRWOwiq7PmViNhau5gqB0GNXUylg6DKMb7Gjl/pIKhyiK2Cx5Q5xFbax1bZC6rsBVW23HI7fqU9v9KOV2HPrbDnVdhwS21jyuH8CntBpR2/woZXZhtTbsMrg/Mr4LzSAFZesrHry5/2LG8CVjcprQPKkwDwycUeXFmRgiAIrs8G0d9CN31RgkoBQK6ktLJZ+S0EeAy7JVuclYCgXCafD2G8V1FahwBflFW+KSl/gUK79+ry3RloZhUios6GXWzJK/QU9eFLRxIfTcT0/ukvvueX3W7FLrIVVNnF1tjHVsH55Yi4Sqf4SqfEateUeqfEKufkatfUGqfEave0Ri9hq1dGq3tavXtajUd6nZew3i21xiO9zjOj3jOj3iuzwVvY6Ctq9ctqRWa1+ImakdktfqJmH2GDf04LKqfZN6sBKW5GiZvRuS2onGa0uBWT24rJacHl3fUXt6Dz29B5d1HiFkx+Oya3BZffisu/iy/qCMhrw+d1kArvEws68QUdAYX3MAXt6Lw2dEE7Kq8Vnd/umVbrk1LpyhK5h8fZYcmNXd0gKJdLl+SyBbl8Xi5bkErmpJI5mWReLl2USxZB8PPS4gzcxnOHzvW//+L4wxFH5YPWm096qVwOAYyilK5EKF0P1rYJ7XqqqBH8xykjMhCMz6254xqEDk08aWRBZmegeKX7TcJVTVm7rcJ2moeombH3XWWqnsNonvfY/4ftL+cQV8z8btv6msCx5rY4C1vM1TveRy447D3puPcCUv0yeddF/K5LAbsuBey6hN9pQNhpSN51mbHrctBWQ/o/DGj/1A/cpk/bcQZ18jYuOqkonBsbn5xBp0cE0kPpVGIgBa+IBQLJBMWdrDj2KXgsAYMiYFAkHJocgCFi/QP8/fBoJAGDwiJ9FPjOIyig4Bcwfl7+Pl5IT0+kpyfKywvt44Px9UX7+Ph7e2N8fbF+SCwK7efn7efnhfZHof38MEhvewc7Cwfvg+ftfr7ma4QIhKNYPkEZ3uxKbZso4BJ1y032369zVa/QzP35eg7hZ+2i9R15Bo4sfUT0Wbto7RuBKr/5KB1z+eWG78DjdyC4AUpmQOm0VPZJKluQS+ZAyTwoWwZly6BsCQS/LH+ZCY9lO5CozLLm4udzVW+XG6Y2IptGQurHmK0vgurHgxvGwptHI1vHWG3jkS0jzKZhZtNQRMMAt20sunGYe3ec1Twa3TDMaR7jtDzitDzitjyKrB9iN4+xGkc4LY/47Y/ZzcOc5pHoxkFO84ig/Qmv5RGvZZzz1zrObhqLaXvCaXkU3TjMbXnEbX0k6HjCbx/n3n3EuzvOahrl3X3Mb3siaH8qaHvCaRrltoxxmkY5d8c57Y95HU9Zdx9Ft46x2x/H3HvGbX/CahuPaR0rK2wbtPB+p/zPlc3QBSVgHQpZASBvf/9NPvwABEHw86cZhOM0AFlThkiggAQCXVVWmYYAr2A35Csf1kFQLgdn6IFvlKESCCCBQGQA9BsUGN26pTc8NK/+oaDlOaf9ecz9l22TYPsnefXCl7rFlbYVad6ryei2QXbHo/DGIWbTcHTrWHTzGOvuo4jmobDG/pD6ByH1vREtA8zmQWbTUFjDYHDNg9D6oeDagfCGYWbTaFBNP72yL7DyQWjdILNpNKRuKLhuMLDqIb2yj17ZF1w7EFw7wKh+QKvoplf2BFb3MWoeMmoeBNU+DKzqIxR1UEq76OU9tPIeasUDStlDSlkfsbiLVvmQWtZLK++jV/SRSrooxV2EvDZ6aTe9rIdW1kMp7SKV3KdUdJPLugJr+un1YwGlfWnDUw++gL0z64X3HvQ/f7YhW5dJl2XSRTm4BMoW5JJPcsknUDonl86D0kUQ/Ly8PEsghN0097tpTb5qQbhkEXDaKnCbEQGiH6h0JVL5eoiu9XcvAP4nLyAFQb64Du7Pael/Wd50j5VWbIrjaZmEqpmzd1kxd1sxNczZ+wwC1U57aZ2wMTJBOflGIHyC3DAML/8gH1QQChvq7sNA+EWeMyPuOe+tqo/boYfZY6hwBITdRuTdVwJ3Xw3eaRS01YD2k2HgNoPArXqk7af9zltQBJk1kTEJXH5iADaQEx0Tw46IYTMVLIBCOKggAhQaQYWdwOcmxcYo9IV/UQD/yvmTYmNS4gVpiXEp8YKUeEFqQmx6UrwwJTEjKTEjKUmYnCxKTctKSxOlpmUkJWWmpIgzhGKhMEeYKRSmZWZlZIvF2aIssSiDGRFqhfA6c9UF7ksPjGRlZWZkZWaFCIR6LqFb9DH/vBb400X8oRuYkJQyD3qiIz7WnRzvSRZ4UuMcyQk2xJQrXoKt530OXPXuf/4RBKWgdA6UfpJI5jckixLJomxjAZQvg9LPoGwFlK2sS77MrK4Mzs5XvJys+filaUpS8/6bPS/PPDLLhldkFpFtGZllGSl04Oa4xxfZc0TWkWlwltA2Ks1FkGvPzoSzhAhutmVYshNP7MLPc4kRO7BFNhFpjpxsB3aWc4zYM74Qwc5EsDJsmSlOnGyv+CIXbo4LT4xgieARGc68PAQ7242f58jJtosSIlgiBDvTLTbXVSC2j85AsLPgEelO3Gw3fp4bP89DkG8TluLMyXZkiZy5OV5xhc6cbGdOtkNUpjMn2zu+yDOu0JkrduNlBqGpbT+fnNn046qS0rdNyutKkA0IdOrHf368c2eBx3rv6fjnzu3foJB1JWAdCqxDlSTAlgkAmPb3ACWLMlAGzi1P2rhMAlAJFJBAATkAkUAgz3/cVGtrQWPyEVyxTUy+a1xB//TK8PJ695eV7q9fh2Vg+oNReFS8R5zYPlqIYGW5cHNdubkeggInTjaClenMy0ZwhC78bJ/kYrfYPEdOtn10lhNX7BKT6x5b4Blf5MwTO3KyEewsV36eT1Kpe1yha2yeU4zYkZftzM91Tyj0Si52T8hzEYid+blucQUeCUWeiSXeyaWusQXOMbkecUWugnyvxBKvxHKP+Ar3uDIXQZFHQplHfJlnfJlPUoV7bJF3QqlnbKFvUqlvcplfaoVPcplnQpF7fKFrbL5HYrFXahUsMpPXNNg7J+mdWHi/ur4KyqTyVbl0SS5bloNfQPmSXPJJLpkFpZ/kG7PyjU8guPx5ZTaCHe+PCyaSWf64CCefUBiSY07K0raMVr5I/5tx6M+24V1Pp/+NFvi/e4G4ghYjWyI7Sfz4z4+T3+TMwi6tOyGqJhG7LCN3WbDU7rDUL5HUTtqZOpI9cNHeBL4PLQEflS4uay6oaA3mZaICY13xPGdc7HWXCLVLfrsNcTv1A/YYElSNiLuNKDsMqdsNaFsv0bZeom4zoG/Vp/6kR9pxGnX6DjmII3b2xhPJ4TevWSO9MUQsCof0wqF8cSjf78c7ytvDx93F2835exbg4+7i5erk6eKoSBYUiYOHM8LTxdHbzdnXwxXp5a6oMmD8vHEoXxzSNwCFIqD9CWh/PNo/AIUM8Efh/f3x/igCGk3C4PA4NBrt7++PRSPRGKQPAY8Jj47z8I+mBEdxoqjVWdz20nRBDM+HkWjgE3sZmYKgZLMym3Jb+rEskQc1NjGntvpuX1RKgTM91jsyxzlIaEPP0rMj94y/AUG5XLogk8xJpIsS6ee19eX1jWWpfEUGroGgRA5KN0D5Kgg+WVqteT7VPivrmQfvT4Op91+ldL1O7/2Q3vNe1Psuq/dt3sMPxSNT+YMfxP3v8gY/5Dx8WzAyWTAymT88UTA8kTv4oXB0smBksnB0qnBsSjz4vmBkonB0qmBkovjRTPGj6cKRifyhD0Wjk8Vj00WjUyWPZvIGJgqGJgqGJgtHpsrGZwuGP4r73+UOvC8YniganSgc+Vgw/LFobEqxUzw6VTQ6VTQyWTjwoWh4omRkqmx4snJkumxwsnRwomTgY8nARMXIdPnwdOnQVPXYx86cgl4NrTkVZSlURQJV+qYErClDviptnoGqvFUGPkCAL0rAGhSQbAI2lIBvUMhnYNP4TzuXi8UycB2UrEnvdv558PgSAP2mDKxBITIAkAHKH4EfB6+bPmjoKRj6kNb/vmDw7ZvV9ddS8OWa7MU6+BoE7098yet9WTzwobj/Y0n/ZNngVOnDjxVDUxXD0yUDExVj0xVj01XjszVP5qufzFePL1aMzVc9nqp5NlnzbLL2+XTN08nKxx+qnnysfjpR/XSi+tlk1bOPlU8/VD3/WPXsY+2rqdqXkzUvP1Y9f1/9YqLy6UT186mal9NVzydrX05XPZuoeTFd+3K6+vlU1fOZqmczVc+mK59OVD+frno6VfN8uurZVPXTyarHEzVPZmqeTtc+nal7/qn+xVzV46maZzNVT6ernk7XPJspG317793i6KfV8ZnFRRn4TS5bl62tb6ysSb9+2fiyJlmRypakG7Og5JNsY0a6MSuTLmxIV3JLqwKDI188e//0z0+BXLEjORFOE9kFl55A8Ddfwv4MC+5+Mv1vCcF/fVrpv3sBTladqUdoRl7VwPCTsnuPL7iE6piG7DGJ2GEetcuMu/8OW10fY2Ab4E2J8KWyPMhxp0xx+naU0Tczg68mT9xxO37H24Ui8CJyXPFsQ0TwTn3ULgP8XgP8XiPibiPSDkPK1kvUn/QpP+lTtupTtupTtulTdp7Bnr5Ni0qqDqBxgkLijG863LlhaW583eTGlTs3rprcvGZmfMP01nXTW9dNbl67ff2KAnduXDW+dvm7/e9QfMT89k3z2zetTG/bWJjaWJjaWprZwSwQtjBHuLUj3NrJzsbZwdbFAe6CgLsi7FwRdu4Ie097R3cHe2eEg7ODs4udswvc1sfDjUKLsnKg4mnRifGcqtzE0c66oqIyBJZ7yBh/zVtA45eHxOTT4iuOmFIOXMOmF3WuSkE7LG/zCeczLnwMu8yJKCBGpz758wMIrss3FuSSeVC6LJOugOC3Nenq6KtnD58+Hf3z3dP3068mF14vfBv4+Dkyv9kzWugXkYBkJqLZ6Riu0J+d4ReZ6hkS5xXE9w6K8aTzPGk8H4bAK1DgFcj3Ygg8AmM8GDFudK4bI8Y9iP8XggWujBg3RowLnesSyHUP4rszYjyC+F7BsR5BfK+QOK+QOJ/QeK/geK/gOO+QBJ/QeK+QWO/QOO/QOI8gvlcw3yc01jtU4BsW5xeR5Bue6BMWj4xI9mMm+obFI8MSfUPikWGJvsGxyJBY36BYv5A4v+A4ZEi8X3AcMjTBLyQeFyLIcEWObtu1vElZAt0sA5RXlYHlzcCqktIGBLIGATagECkAXYVCV1SADRVgEYA82fTTewxWvjAtBUHw7dsJJ9dXKlu+KEG/qEDXlJSkEKgECl2G/tBz4JdUHBXDS0TGZlLiMki8aBw3hhaZSItMJrJSSBwhLjIVzUxFhSYhQxJ8gwQ+dJ43leNB4bqS2S4UlhMxwpEQ4UiItMdH2gVE2uGi7PFhdvgQeECwXUCILZZhjQm0RtNh/jSYP80KRTFDksxRZDMkyRxJskBRzFFkU1+iGZJk4ksw8yOZ+BLv+BBue+ONPQOMvQJuemBveuBueQbccMddd8PccEPfcPW/5up/3QV1zdnvmrPfVSefq46+Vxx8rjr4XEP4XndCXndG3nJF3/bA3vbE3fbAWeGCYAHBHqE8V3qEqScmt7Hj1eLq4Juphy/e9zx5eW949N3crASUyGTLUsm8XDIvk8zJpIsgKMksLL5qbPr05bvesben7ngdNcM5hhU4BIrdgvJ/sQ752YzS83QK/O8ziP97OCDIabjlFFjd1DU0Mo4MT9e4gdY2Dd17h7nTPGrX7WiNG+G/3CLZ+oehGGHstNzTt1x1L7keveV7t3+sumvgD3MvLSOHc+aerESxLz4cjo7WvhGwSx+tqodS1cfuMgjYaUjedom87RJlqz55uz55xyXKNn2y6nnCz5exME+mix/DzYsaHZWWlpCVJOClxPEUMX9qQqwizk+O4ysifEXMrygKKuqF34uIfHYULzqCHRGm6EHmRjHZEWGK1mOFER0eEhHCUKiMvhthQTQmIzAqMJhJDwymU4PI9FASPZRCcXJwsLT1/l3f2Y2YwE4tThYV3usbq+58cR4esvm48y1UEiIgJiGnAYbhbTciaBoz4sRtM/OSS/YMZX38tssETFRuhEBEpId/WlgE/0rIJCAoA0EZKJcsrm2EJGfY4wPh+GB4QKgjIdI9MMaZLth1xgzYeRS6+xdl1V9U9h4DdhwGdh6B7v4VsvNn5Z1HlHcege4+AtnzK2TPUcieo9C9x6F7fwNUj0L2HYPs/RXYdxRQ+xVQOwbs+xXY9yugfgxQ/w3YdxTYdxRQ/w1Q/QXYdxTYdxzYcwzYewyi9jtE7Xdg73Fg9zFgz2/A3mPA3mPAnl//er/asb+MPb8Aar9B1I5D1I4Daschar9D9x2H7jsO2XMMuu84oPbbX7+ldgxQPwaoHQXUjwJqRwG1o0o7Dxr/oDq+fe/KDyrrUBU5ZNOGMmRNBfimBFmHAjIIsAGBrkM3LUGVp7eovFSCPNmr/pFIB2cXQBBcHxp9b+/24m8/LUMh31Qgq0pKUojKupLSVxXI1x9+qNi2/cRP2wANXUDzGETzKKB9ADjwxw/q57donNmkc2rzgXOA2u+A2glA/Q9g32+A+jFA7QigfhTYdxxQOwaoHwXUjwEaxyDaf0C0TwJaJyHaZyBa54D9ZwGNs4DaaWDfSUD9DLDvFKBxBth/FtA8C2ieATTPAJpnAa1zgNZ5QOM0oHVeYUN1L0J1LkK09QAtPUDrAqB1AdC+AOhchBzQh+joQbTPA1rngP2ngf2KbzilpHNW+cB5lQPnNx88o6J7WkX3lLLOqU0HzyjrnNp04Iyy7mmozqktR/SVDp2D6J7efOQC5MCZE9Y+lkSuMTrypn+kRQDTIyiqrLN3+suXz9+WJJIluWxJKlmQyT6DoKx/dCySF/f07UTv43cwLGuXgft2I5QLs9QeKzDBJZ6ypfU++fj/5QVic+ruODGq6u4xQjknzVH7TSj7b4eom0TuNAnfcydE4xrtslM0wj9ckJHz/MNMvKjy+GWElW/w3d7+5t4Be2zoaRO3zLK2Pz/MR3EzbL1DDJ3Cd5/zUj3vs1sPteMidrs+Yas+aetF0vaLpJ36xJ0GpO2GZFV9vLY+8sBZm1OGsBPnb5ubu4cGRoYHUcMCSUFUkkIpqKj2KaC4VFQQFYJCRSEwhE75fm9Hh4ewI8K4UczvDYgKNkEhJYiP4SQKeN89S2pCbHpyfGZysjA+OSMxMSM5MTM5JTs5LSctjUYPhDkHaJ122nveV+cq+g+zAEtc4nVkyg79gIOm4aaYFEZc8cib6Z4X74zREWboqPvDzybm5sOFJafc6Ljkkpczi/VtvThqeHpBRWVrl7i6JTGvIjReSGQKHP1IRHbyFVfcvovmm45dAY5cBg5eAnQuAjoXVQ3sz7oyznuGXfBhXvCNOOsVdso9+JxX2AWviPPu4XoeEec8w895hV/wiTrvE3XBJ0rPN/qiH1vPN1rPJ/IiMkoPGa2HjL7kz7mIYukhoy+huZcD+FcJsVcJcVcCYvX9Ofr+HAN0zJWA2CsB8UbY2CsB8VcCEi75xxhiYoxwgktongGGe5UQZ4jh6fuzjXAxRji+AZpnhOUbYmIu+LEu+LL0fKIv+rL0/diXkBw9FFsPw9HDcC6g2edR0ef9WRf8WedQ0efQnOvIsGAzp4eqWgubldc3qaxDVSRQJUWGvwGByCDQdWWlr1DlaWDTk517n1hZfamrApc+SUYeT7P5T347MQH92ypEWaakJIFAZYCSHFBag0JXlCCfVf5Rd/AkwRVtQhaYEFMsKYmGFJ4hMeYyMdGIILhMiLlCjrtOS75KTb5MSbxGTbxKib9KFhgF8K4R4q6RE27Sk+4Ep90JSTdjiu6Ei0zCs++EZZmEZZuEZd8OEd0KzrwdIrodIjIJyzYNzzEJyzYJzzZlZptH5lhEii2ixOaRuabhYqvoAqvoQhir0Cq6wDIqX7HC2EUwTrE1rwTGLbbiFFlziiyj80yZWXfCRLdDhKZhQosIkVl4plVktmVEjlWE2DoqH84qtGUV2HOKHWNKHbgljjFlCG6JKzfPIyYXmViMz6xCpZbp+YZtOWOlfMYaetp26yW7w3ecLyJ8rP0w8SLh89dPX7wcff1mvKa2NEcs/Dg5MbP4ee7z6vMPc6SYbA1j9CYD7M82EX7MAlOM4LZfdM+jN/L/cb7Af/UCslhRlQtO0D/0vLf/CZpfvus6QetO+L5b4bvvBO29TdK9RbJBpyDJAk5s+sDQ408La3nlzf2P//wmkXyTSIefvq5o6v746WtH90gUV+SGZll6sTT1PFXPee3RQ+7Uw2y7gNuqh9+qh992Eb/zIn7npYCfDHA79P1/vYX3CUz1wkd4o4MNL1v4eCH9PBFIT2c/TzcFEfAdChbAwxnxvXHQzdFe0T6oMNydHDxdHBUVxO+kABbpo6AYFNUEPBr5vawQ4O/3l41G49FYnD8SjfTG+Phgvbx93d388UQnbMSeU67AIVfIMS/l3z2Ao67Ab15KJ5AnHWJsCYkFvkRZAAAgAElEQVScjOKyxtaJ+cWRx89HR5/K5OA3mXxxQ9o19uTD3MLY0xeJuTVUvtgKzdS5ithy7JbysduQIzcA7cv7DV1gRD4iOMmMEn8JG3MaxTmNYp3wCrtGiouoe1T1XlY/DdZMy1IGP8T1vU4e/JgxOpMxMpM5Op81tpj1eF44PpP5eD7rybxofD7n6VLO08Wcp4viZ/PCsVnh6KeMkVnh6KxobDZjeDpz9JNobE70aC7n8XzW+Lzo0SfhyGzm6KfsxwvZjxezxhdEjxZEYwuisfns8YWcx4vZ4/OisbnsxwuZo7PZ43PZ4/PZjxdE4/OZj+ZEj+ZEj+azHs2LHn3KHJ3NGvmUPTaXPfpJPD6XPTabOTyTOTybNTqT82g2Z2w2a2yucHT6YWnr4JFT88pK36CQNajKqpLKVxVgTRkqhW5eU1KZgwDPf4C+MNJbyRaBL99JBp9MBwa9PnX8xRboIgBIAGBVGfiqrCQBoDIIRAKBrEMhGxBgFqr80NaxqeNhxuBs/sPl/AeTrfNg94K05bOkcUHStiQvf7uc2v8uY2gyY3hKODSdOTyTOTSdPTydPTSdNTidOTSZPTqTPfZJODKdMTyTMTSbPjgjHJkWjkwJRyYzR6fTBydSBz6mD01mjk5nP/qUOTqdMTwpHJpMH/yYNjghHJ4SDk+lDUxkDs9mDE0Lh6eEw9MZQ1PCken0wcmUgY/J/R+S+j+kDU+lDU2k9L9PG/iY2v8xfeBj6sP3GQMfhYMf0/vfpz/8kNL3JmPgg3Dgg3DgY/qDt2l9b1J6X6f1vU3rfZP24DW/7VHx87m+b+C9ZTBj4K1feq1XWr17SqN3WiNaWItNLiDwU9KKizt6O7u62ycn346ODRaX5M/MToL/usn7X04a+vF+NA5RuURwDMp3C8+2I/G7hl+C/x9eAEwQVcA86Q9HXix+WY/O7VC9jNl/i6ZhHKh2m6J+3f93C7J9QKI3NeG6NfKymVtQVFJTaxcIgjKZXCFOHhh56ohinL7pfNsej2ak2PpFHjT03H3Wc88FH1U91I7zfjsu+G8/j95xDrP7PHa3XsAOg4BtF5DH7lAihXfxYWnBEUkIRx8HG7ijtakDzMzB2soOZmFraQa3Mles9taWijzf2txEAZjZHZjZHSvT25YmxhZ3bikuLe7csjK9rfiUAnArczuYhb21JdzKHG5l7mBjhbCF2VtbKjYd4dbO9nAnO3uEHdwBbuMMhztZw5zhcHMrOxMnvOYF513nPHWuE/dfwR8xC7rmnXjbNxFGTHFhZlpjOVftSQyuuLaqFVzdAKWgVFEH/yYR5VZ50+JueIR4hKQEp5QExou9GVxkeKJveIJXcJywpvv+8+mMxq7w4qbw+j5W97OorueC/jc5zxZKXn2r+SBtnv5WP7nqnljkFF/sllrlwC90FhS5xRZ5J1SgMhqd40pdY4s94kvdBCWo1HrvhCqfpGrvlEonXp5XQolfcoVPYplPQpkjK8czttidX+ibWI5KqnQXFHrFlzjz8jzjS5EpVZ7xJT5J5W6CQjd+oVd8qWdcMSqlyjO22IWb55NQ5hlbjEyu8Ior8YgrdI8Tu/CzPOMKkCmVPokV3vFlbvx8d0GuW2y2d1y+f3K5Bz/fK67INabQnV+MSq72S6z0ji3ziSkLw8fc/f3CJ2WIXFl5Fbp5VXnTmorSxiblryqb3gJ/e3rwlwV+OPjqgeR+/TsM6vHPv7zY8uO0ErAKAUAAkEChC1ugSz8AK5uADShkXQn6VRlYhwJvN20ptXEjRKY7svJdosRe3JzmDyv9y996F5a655cHv0iE3aNO0enuPLEjW4SIFrnF5Lrz8rwFBe7sLDd2llOU0Dk605Ur9ogtdOXnO7LFdhEiZ5bIhS3y5Od5cHNc2VmIiHSnKKEHT+wtyPeMLXCNyUWwRPZRQofoTNcYsStf7BAtRLAyHaIzHdnZTpwcZ67YmZvjEJVpHZZiHyV0YIlc+XmO3GwHdpYDW2Qbke7Ey3FgixzZIidOpn10mn10GpyZgojOcOZmO8XkuMblw6OF9qwM+8g0RLTQLa7QLDg+sq7r3pKk7sN89ZtPFS8/FT6aLBqbzn3wZ3RR48OJuSUQXFpbmV+aWf78afXb0tr6542NFVAukcnBdTkoBcE1OUhOLv37TQpwkXQdlUqIq/BgxPaM/ykH/9VX/B+6iZLElZbuAUU1d6tbuqz9WfuvYTRukdRuktRuEtUvI0+Y4+G4GCci/4yp72EDuM4fV9KEuSAISqVyuXQdBGXdw2MHDSx/uel+xZ7kE5gAQ4YfNPJUPeOx55znnvNeu8557jrnveOs746zfrvPoXedw26/gNt5EaNliD0PC7xiQzKG+XG4yXnZOQWZ6fmijO8tw7mijO8NheLM9O8thrmiDMVL33uKszNS/73FOCs9RbEquowzU5MykhPSk+IVPUXClMSM5ISM5ARhSqIwNTEzJUWYkpqRnJqRlJiVlJCbnu7hhjIwdv79usctN7odOsLGj0nh5FKZaWGczNDUQkRkygV35nEz0gUYlhIaA4IgKJPJpFK5VPr12wYmKPaMDVH9EsI7NOnN/NcNuUwiXZXK1yWgdF0ukcok6zJJTnm5O41BE+Wl9AzHdg6k9D4ueTJT8WypbVLavyTrWQCDS+8T8ztJJX1+mU3+wnqcsJ6U1UQp6ERlNvoLawNEdThhHUXchhe14kXN+OxG/4wqUm4TNb+VktdCFjdh0qvwmXWEzDpKTlNgwd2ArHpiThM6vSpAVE8tuEvIaaQW3MVnN+BE9fisOqK4nlbQTM5rxAor8dm1JHE9Ja+Rkt9IzKkj59VhMytI4kZKXiut4B459y5OWEvIrg8QVRPENbSiRkJePS6nDpvdgMtpJuW3kcSthKzGgMx2dkxFtz3i3bZNaxDIGrBpQ0lZogRZVoE+Vtn05Mbtb7U1a/3dL4IDew8eGAKADwAwCQATgPInALoIAHOAygQEMgsBPqsAX6HAGlR5TVllFQoZ/2lnNY3NEndQctsCy+4GF3d0zG50fFnrmFm8P7M8+A0sfTrFKLoXXtlPK+ykFrTTizuDiruCS+4HFd+l5jaS85qp+a2M0k56SSe54C6psI2Qe5eS1xpY0BZc3BlU1EERt5CyG6m5LUFFHSElnYziDnphGyWvhZrfQitsDS7rCK+6Ty9qZpS0BJa0UYraA8u66KWdjIpuekknJf8uvagjsPheaEUPo+RecFlncFknvagjtLw7uOx+cPn94PJOesldRmlbSGlHWGVXeO2DsLoH4Y39oXV9YTW9zNoH0Q39/PbHoZVdBY/e93+R359euj813/F64t6Lt30v33aMPsmva3gzPSEFv8nlKxLJklS6IpF92dhYAmUroHxNLpOty0CJDARBkJNdufMGHnKJqOcZS02q8guN73vyWg6CMvB/mjLyX3iB7ApLL1LXyPNn72e8Q7P2GGHUb1L3Xiftvkrccxn9izHaBhXtSuAYWvmcMXa096VkFZT9lUvIJCAIjr+d8qTzThu73LRFIWkCC+8wnYsee8+4q53z2HfOY985D9VzHjvPeGw/67n9nO/Wc77b9bA7L+L26mNVz3qqn0GoH7ulfxVGITOoeBwlAEPE+hMwKEWxEOPnrWgEUtT/FK1EilXRXITx81ZE/gH+fgpBkUJKTCMGMCjE782IzODAqLDgqLDg76yhgjjkRjH5LBaPxeax2DHRkYIoZhw7mkoOsnHBn7jp5hwQbOPq5olCh0ZEFudlxXKY9EiWR0SiXVDiGStPOCYwo7hu5dsGCErl8lUQBL9IwJyqNgSBaWDvTxcI33+al4MbIPhFBn7dkK9KwW8y2VfZ+vLcp8nXH98/n5x6Orf4ZOHzi+X1wamvYaJqv+gMWmJuYGopTVhPEbfRi3qpxd30ks6Qsu6g4vuM8h5GVS+jqjukpje0pjeibiC0+iGz9kFYTXdodXdY3UBY3UB47QCzbiCs+mFYzcPwmv6I2oGo+qHwusGw2sHQ6gFm/XB43TCzfkSB0JqBiMahyKYBZmN/ZPNgZPNAWH1fWH1feMMDZuPD8LoHUU2jEQ1DUU3DYfX94Q394Q0D4XWDkQ1jEfVjYfUPmY194Y0Pguv7Quv6w+r6w2ofRNQ+iKzpC6keSKoebAkKerDvH1+UIFKoyjoE+KYMvP3p79O+OMmblxuvxofwpF4D49d6t2b0b0wYXnl/xejdFYOPhoaTBlffGV7/YGg0a3BuVXXHChT4rAzdgCovQbb0HDpWkCiMqOkhVd+nVXaEFvdGNo9x+sYbltaqJj5HNPYHVT4gFvZRSwbpZYOB5f2M8ochFQPBFQ+CqnqCa3rC6h7SK7oZlT20svuBld2U0k56ZW9geV9QxQPGv1ZGeR+9tCewvI9e2sso7aGXdAWWdNGK7tGLO+nFnUFlPYElXfTi+/SSLnLxPVpZN7m4k1zcSS7qIBd20Io7SQVtlMIOSkE7Na+Nnn+Plt9Jye2g5t2jFd4n57VRCzrI+XcJOQ2k/GZCXgM+tx4nrsPm1OJy6nE5jeisemRGrX96ja+gwAwT6sXgfvi6vg6Cq5IvUtmiBPy6AUql4KpEsiiVLm1sLK5LFiWyz3LZ8trq9MrnaTkoV+iD5+e+2GJ4P10lQS4GXPZPxgsqPKiCnkevFAnA/8MLJOZXH79mfcfOo6Shk55Yt0vfX/0mTfUqcadRgKoBStvA3RhBckEGhfNFHUMv3i1thHATCyrqFhcWVz6vPBx6nFXS+Gziy72+ZzQGx9mDZu4cvP+0897TLmqnndVPOWucdlY77bz7lNPOM85bz7j8/bTrT2f8duvjd+oFqF7E7r3gte+U9a/nTCxgCEtTE4vbNy3u3PoO89s3zYxvfIeidmj+r/dYmhhbmd5WpAMwszvf0wdHuLWCO/B0cVTwBQqhscJ3KDQICm+C9vHC+PigvH2Q3j5oHy+0pyvS3QWFQjv6kE4bu/gRGb6+LgFoj4ggQmtZRnwYLiQ0wh7HjsptbBgYnVpZrbg7GptROjU7vbQ0/eLNh4Kq3vF3K+/mlsR19zhp2YNjQyD4TSZbkMgWpPJlmewzKF0EJZ9A+QIIfgHBVTn4TQpurIPy4pb2o9fMgB3awD+0gJ2/bD1nrW6M2nMbrWqG2WOB3muBVrPAqlsS9sPI+21I6tYkDRuKmhVZzYqsZUPWtsHr2pE04RRNOFnTlqxtS9GGU7XhVE1rko4NRcuapGlN0bYN1IEzdOAMTWuapjVNy5auaxeka8fQsQvSdghWt6Hthwd+NzRsaFr2QbqIYF0b6gE45YA9UdsOq+OA07LD6dqTtW2o2lZUHRuypjVe156sY0fRtCFpWRN1YISD1sTDtmRdG+JhW+ydaxbZGrqTSlu+QZW+KUPmAGABZgNOz4MgKP209O3PN9I3r8GP78CPb8D3r8GPr8AP4+DEc/DDG/DdG/DDn+C78TVLmwUAWNgEfFaBPN38T9aRCxdMnfdb+avDcRpW2ANmlJ+9uBfpyYXvVxIG3/7sGnzIKVTVlLTXnKJpHahjS9exJh+0pR2wpWrbkjVtiepWuP3WBHVLnBYMr21D0LLGa8ICdGzI2tYUXVuqri3tAJymY0PVgpHUzfG6tjQdG6ounK5rF6hlQ9WFB+raMbSs6Tq2DE0YTcuaqmtL1LTEHLAlHLDBH7QNOAQnHLYjHLDBHbYjHLQlHrQlH7SlHrCh6lpTtWBkbRhF04pw0J6uY0vRsiXqwEk6cIKuHf6APUkTFqBlS9xvQ9awIWtYYnTMkeqXHYEfdYGftLkpWcsrK1Lpilw2I5fPgeCyXDYPyuZlkk8SycKGdGFDtgjKF798fjc2+nB68fPs3MqTx6/IYan7bxB+uBb098tkJ2a5U6DQgRBzf+Sl4sT+T15ADoLZlc0WXgH+tPCMgloEMUHtMnbfZcLuS+g9huh9ep6qx8zOXrazgnszWUndw8+D+enaJ678cdksNVMkLio2NLXT/uMyjsEuLK7FYqi2COwlc6zaWUe1c877TtprnLDX+N1W4w/bfSfge07a7Txlv/0kYscZzx3nUTv0cDv0sDvO+Rww8kYzEgODo+gkAoOMV+iFKXgsCYcmYv0Vq4LS+y4TVtzGiobif5cSKaAQFP27msjdyeH7FDPFRDMFueiKsPNAOLoinJwdHFzs4W52MDd7mPEt45tWTnpmLlhyaFgQLTyIlpaY1NlYW5UrCgtPtfKKQzNFfU+ejX9YsMfHH7joGBGf2T0w5OQffMIY60VNH3oxVdXRH8AIHxkfAsGvoGxOKp+XyBZlknlQMgvKZuXyWblsTi6dB+XLa6tz8anxxwyNtv+hd+CW3VFr798RBCMs35CYfImcbsgQGQVlXg4WXQ0R3wjOMQ4Vm0UW3ArLvc0sMIkoNo8qtYwusYougHFyLThZZmyROVtkwc6CcXOsONkWLJElS2TDzbXm5MLYYitWjmV0lnmkCMYSw9g5Vqwca7bYPCrbkpVnwcqzYOXZ8Iqt2PkwToFFdJ4FKw/OK7VlFcM5JdbsQvPoHEtOvgU7z5JVYMMpNQ8rsIossIousGYXWrEKrDnFltGFllEFVpEFsOhCW1YRjJXnycwpcAx6vOf4stKWNSXIR4jKSnCIHJRK/nUkyUBQ+r9Vrd//ifJ/7cnn3TDzgPIaFDK5eVP30bM8LM8hOt+GWQxjFpkx801Di+2S7vrndmeMTsZ0P/PMqPdIb7kTVmDKLDSPLLKMLraILISxSqzZZZascpuYGhtelS2nypZTYc+rQsRUOfGrHXkVzrEVLvEVLvEVrgmVLvGVTrHlrglVTrHlTrHl7gkVXkkVHokVXslVnkmVnknVXsm13sm1LoIyj8Qqz5Qaz5Qaz5Rqn4xa7/Qan4xav4w6pLDeL6MOndmISq/zFzYg0xtQGY3I9EaksAmV2ewnbEIKW30z7iKFrZjMu1hRKyazxS+tCZlx1ye93Su93TO90SulxkNQDKcJ4NjQazDHlu4uEARX5SsS2QIom5GvT4DSabl0RiKZk8gWNyTzoGwOlM2/ffs6Kae0Z+RVZVPPJSfKjzdowCXqGY8k37BSc3T8DS9m1/hbEATB//w8AolU1tDVX9Tac394/NGfE6jwzL0XPfcbodUMfPddcFc9ZqXx660jv10zMXVydccQg3hnrsMP6FnsP32rpLExKb/wH4dOqf5+Wf2389ZO7jCEmzHcV+uM9b5zjmrnnPaesFX/Hab5m8X+38w0frNQ+91q73HYruPWu0467jztvuM8aoceesdZ7wMGnr5kXlxcahKPlSLgKgQCyXF8xUxRhRZYsZmWGJeaEJuWGJeWGKfI8xWpfmZqkigtWcEOfOcUckUZ3yeXKYzv88uKcrOL83IUA47L8nNLC/KL8/OK83KKstMri8REPP66GfzEVWscmZmWkh6fLHL1Y9BC4wWJudct6TcQyXAkLyGniMQXa17317yODkop/nNxVc8Gs0PP+4onJ63yfkicGE2PfDf5EQS/gvIFuXxBKl+SSxfAjTnpxrxUviyTLsuln0H56urKQiSb44ClRBa1FI5PVb+eqn03H9fxiHd3jNf+hNXyiH33Ebt1PKbtWULnK0Hr45jWMX7bI17ro/h7LwV3nyV0vIi/9zSmZSz+3ovEzlcJ917Etz/ntzxO6niZ1PEyoe15auefyR0vEtufxbc+Sbj7JLnjRULb06SO50kdz+NbnyS3P0tuf5J2/0Vi2+OE1kfJHU8T2x6n3HuW0vEs+d6z2I5HvLuj/PbHvPYnMR1PY++/YN0di7n3JL7nRfz953H3X/A7nvHvPeO2P+HeexFz/09O5ytW5ytu+/OYu8/5ra9rSsfqjb0fb9omASCTyj/Me7tLHjat9/at9wyt9Q2v9Qys9Q6sPxhcfzC41je01ju63jey3ju43vlgrbd/fajvI8x6FqL8GYCO7tx1zx+f2zLO6fwzsf11fNsLftezuO6XTZOS9tn15umZ+ump1vnVklef4u4/je95zu14xG4fY3WMszoes+89ZbU/Yd99HNU8ymoe49x9xGoZYTeNsJqGoxsGOS3DrMYBVtMgt3WE3TQYWf+Q3TzEahpkNw+ym4a4zSNRtf3shmFW/WB03RC7YSS6bjiyZiCydiSsdjS0djSi4TGz4VFo7RCj8mFw9WBIVX943VBE/UBYdU9YTQ+j/F5IVXdoVXdYdQ+zvp9R1RNU2RtU/iC08iGzeiCqdojdMBJe1c+sGWHWj4c3PA5vecKoHRSNTz/4CvZOLTb09z/7+HZNLv0q39iQfpZLZ0DJNLgxKZNMSzZmJbIFiWReLv0Egl/vdrTfsHQcePq+9cGjgzfdVIwwGnCWN7vaOSDRFJP0qxW+8+lHOQjKwY3/6AUkssZ7fQ9ffGzo6MotqWZn1u8576hh4K5+0WnX7xaqP9/Ye8hQ46DeybO3TK3c7N2JHnjW79ddDhtYdw2NVrbd3/WLgcaJm2YIpAXc9bqFwzE9iz2Hb6r+Zrn3pO3u4xa7f7m979dbGsduq/1qvPeX2zsPG+/8xfSnX81++s32pxOuW097bj/luu8k7MJ1uwAcEe/rhvVxR/t6Y/y8Fae94pD/HtgrWgz/HYqj3svVSSEx9vN08/fxVAiHA/z9CBgUEeuvCCjIARhFiBFIJijCDSoBR8Vj6XgsDY+nEPBkPJaE8SOh/QKwOGtHb91TVxGuKCqVgWNwtM/Z/KhzRfWYyd9/hu83pNnikjwIEb6haeecI45akIvbH30FQZ+wjJ0XPa2pmURuoQNB4E7m9gyOgeC6XLogl85LZYty6RIoWZJIljbkyzLpZ8nGoly6IpV8nV/58uTTStOrhebpjdbFjbvLMo/kYkd+nmtCCSxSCItIh0UIEZw894RqG1aBLSsHzhLBo0WugjJ4dD6cVWjDKTQNFSH4JU6x5fa8YgSv2DI8C8EtcoopceKVuPDLHFh5brGl1uGZCE6+q6DEkVvgxCtw5BbAo3KcuHlOnGyP2EI3fj48IsOZK3bi5LgLCjxjC504Oc7cXAdmlju70CemzCem3JNX6hCVax8lRqbXeSWWuAlyXXk5CFaGXVSqEy/LLS7fOVbsFJsLZ2UgOEKH6FRkTC6HyG48ZfAWoryyadNH1Z2vD2u8PaDz+sDh54d+eaF75L3O4Ukd3Qkd3TcHfn5x6NjLQ8f+PHjkz4OHXh869OZn7YmdP33a9MPoD7uK9e+wwuLdYkocuUVO0fkOUWJHvtiTLxqcWh1bknV/Xuz5/GXkGyh++NKNne2XUOrIyoJHZtixsxC8AtfYYgRH5MjJsglPtYvMcOGJPQQFrrw8R1a2HVOIiMp2iMx25RV68Iud2XmO0WI7psiFU+DGK3TlFzkJCuy5uXZssT0n11lQ5BZf5iwodowpgrPz7DgFDtxC19gyV0GpU0whgpuP4OU5cnM94kuc4gqdEgrtBbl23GzH2DynuDyX+AKX+EIHvtghJschJscpNt8tsdg5ttAjucwhJhfBz3OIzYfzxe4p5RZRwui7I72rYN/s3IxsVQKuSWUrUuk3ueybXP5ZJp2Xrk/LpbNy2bxMtiSVLMglc3L5cmV9lZMX8vX7mVdvZglRWdf8BE5RZXBykjM1UeMG5mdraseLGRkIysH1/5sX+Csiyyquic0pG3j84s3UXGhi8SkY0dA15Iw19tBlR91zFtqnTXVO3zl42tjI3B3mTvSj8JCMBBQjLjUjmy1Ih7nSXP2j7V2J5rbehiauB0+YnjzvcNrIU/e8g74V3tAm4KIl6thVx4MXbbTP22icsdHVd9IycD5wzfcPWJDWVexvpuRTxn6Xbtqb3TYzu6pvet3ou1L41lUjBW5eMfxuK2B87fJ3fBcUK1gDSxNjmNmd/0M+jLCFIWxhTnY2ignF3zMCNwTc3d7Wxc7W2cHeBWHvam/j4WDn5uIGd/Y7fskU7uiKQaNRlKij1z2hWjeA3UabjjpuPu2nZoSyQfLtUHGeofnoqIKS2qHeh++4GY3OwdmODLFdQNotZMKxO75t/U9BUC6TLoKyBZl0USr9LJN8WZcur8rm12WLEvmKFPzyvzh7y6i2soZteJ+TBKl3Ou1MO23RKm5BAvHg7vEACW4JFjQBQkJC8ALFnVIolFK8OHV3d5+205mpTjXvD+6n3/0+77fe57u/s/bK2mdnrfPzWnvvy/75+uEflerOhy9jd1/N/vHt+EfVkXeqXXPXKqav1R65WzZxsWziQvnEpZrZW7VHH1Yu3Nw1e6Fq6kT11MmmI1frD99oPPmw/syz3Scf1p+533zhccPZ+01nH9SfutN09kHrhUet5x+2nX/YfOZew8nbu49ebzh5u/nM3YZTt+tP3Kw9dqP22PWGE7cbTtxpOH674cTt2qM3m07dazhxu+XMvZbTdxtO3G08/qD56L22I7fbZq+0z11pnbvafPhW84lHNUfv15940HLmQfOJ222nbzcevdh05Fzb8Qsdpy60HT9bf+R03dGzLQvHWo9f6D9++UrPwUsUx/sa6n8D8AaAjwC8B+ANAG8A+ADARwA+AfDxv1beAfAWgA8AfADgPQK+tXLd/bCkE71zHUduNh25Vjd/tmb+0q6FG3VHr3YcO3/5zy/X/1Gd/aq68FV146tq5uG7pvnrncfvtR6+2Xz4euvx263H73aeud9+6kb7qRstx2+0nrzVdvrengtP2888bj/9qPnkg5bT91rP3ms//6Dz4uP28w/azj1oPXOv9ey9jvMPOy487Lj8qO3Sw7ZLD9suPui88qTz6pOua087Lj9qv/Ko88qTjstPOi4/2XPtacelh12XH3Vfe9x97UnP9afdV551XX7edflZ96VnPVee91x+2nv5ad+Vp70XH/deerz30sOeK4+7rz7ruvZ8z/Xn7Zcet1981Hn5XtfF2z0X77ecuLP/zt9H36rOv/cPFQsAACAASURBVPv24tv3N5/ev/vnr/f/vP3z4/sHL1/8/f5P1fc33z7/8e3zH9++/PX96xvV9zcfPrzs7O8pr6nd3z/e2HxQVr6PnbTLK2GXZ2qdnnfyaqfkbUGimRvPVCrV9+8f/wcUqG7bb+0SpNzdPDx7NCavGhsico6WeifKrINibYMTLP3jbWgpWHoKkS7wDU/3ZicEhApSxKX8rJzQpCxnZoojPZmdJPWOyrQOSrANEhB8Y83s6Wv1HF0ZmT6RuQGJMtvgOFPfSFP/OMugZFt6pi09nciTEcKL16BDtpCjqHEKZXVXfU19866yxl1li6ze4uZ/UTW8qPZbtA8uugnLlfJF+fCiXngxnmhRKVyYL5bliSSirNys9MUIw8UUwx8axMXwQlFGWk5GWo4wJVeYnJUiEKYkZ6QmZybzc1KSXJ1cCU4BRnYeXF5kRZEyIi5n7XYn1AYKtNYRYcBQwyYAk8i11kkEVrkXv5KWUhoSKw+PKeIklQakVzkm1ljSSzWto7QdoyfO3f2u+v71y0vVtxffv77++u3Nt28fP6s+v/7y7tXn9y8+fXj55fPzz9+efFWdf6OqWbie039M1Hs4u/uwsP1Iesfx1JbDqS1zKS3TgqZpQfMcv3EqsXawaGC+ff5s2/TJ+uGjqVX7Yiv6+Y3T8Y2TCY2HEhoOxTdMJDYeEjRNxteN8Rsm4mtH42tHE2rHE+snEuvGE+sP8RsmBY2TSU3TgoZJQeNkYv1kYsN0Yv1UQv1UYsNUYv1UYv1UQv2h2N3jCQ3TCfUT8dX70+t7Wybn+o4e3z08IWzoia89ENMwEVs/ndg4y6+fiN/VV7RvpmHsaFnPwYaD421jk2U9/TVD470zJxWt+5tmT+2bmD8klU+bmT5YueotYsl7pPo3BKwC4AsKvNUAb9XgLzBKBcPfEeA7AnxFgM8I5CcI9Zeaxslly8YdXaarW1p7J8v3zzQMHdo1PFRz6FhWx3Ri1T5hQ3dS58HkpvHkxlF+3T5+dXfK7v6U6n5+2R5+aVtiSVO8siGuqCmqsC5a2RQhbwyXN/PkrWHyDq5yb1hRL0few1HuYxXvZZV0s0v3skq6F/dHTGUXU7mHVdzNUnYz5F1MRTeraC9T0cWQdzEUnSzlHrq8PVjaGpTfFJjXFJTb6C+q9c2u8cmq8s3a5Z1R4SUs9U0r904u805SeiUWeidKPWNzvaLFvrF5fjH5vnH5ngkS76Qij5Qyz4xq7+xaf1FdUG5NVGlz4/TJ2v2j3XPnBDX72fJudkH7nsM377z7dv3Pd5de/3Xlz7fnHjz74+M/KtV3leqDSvVepfqgUn1UqT59+PhGJCsOCYvjhGf4hUk8wqSekUUYbulypxwEKVfTKXdLYO7UYsrI/x0FvqtUZY39QZEZ5288uvf8z1RlHUu8SzF4uP7wxZrp01VTZ8onz9UsXJftP+GRKDNxYm0ywO+0IAilxfuOH+s6e7H2yJVdsxfqDl+oOnZRMnXWJaN8myNno7HbKh28g1ecom2scepM9fSpisnTJeNnquau1CxcSaw9iI9UGPqlrbFk/GpBs3aLDIvNaKxtaq+raqurWuT5W+p3/6D9Wxtq2xrr2hrr/l0U0N5U/++agq7WpsWE4h9dRot1RosVRsMDfaOD+xfH+NCBieHBydGh6fGR2YnRufGRmbHhmYnxmYmJmbHREzNTZUVKD2+6nhGexWJnJifywgT6hh6a653AWmeEAR2gI2C0EGGWiTCP+4nC30nLtmdJiSy5HUemHZSpRkoEdsmwLX+zq2Dq2iOVSqVSfVKpPi6qNr6rVK+/q/bMnS3sOiTdM5vfOZPdOpnWOBNbM2PAkKEcooBtDEDHAmsBsEgAVvHANgHYxQG7WGAbB6zjgSlvp19uTMnBmOIBIq8YbAsG27nAIgVYJgObFGApABYCYCEAVsnAgg8s+JBVMmSZBMz5wCoVWKUBiyRgzgeWycBSACwSgFkiME8EZjEAzQdoPrBNBpZ8YJ0E0AJgk4awSUYZ0gmc7N6Fcxefvjjz5OnpR0+axo4Y+8YBIxpkkQCZxyNMw+HtVBOfjPDcjlBhjRsznStQhKcWMhNzBXlNoWkVIXk12FChMK+6TSiZ8KDNbjK5uHzdH5rLv0LIrxB4jwDvEepfwJLvQE0FgAqADzD8SnPtzeU6o7pG0dp6LFpIjKQ2WFCMC4gNiMpmZCgDBFUaO2hgvRvY5gUsgoFBCNBngy0BQN8TbHIG68lgHR6ssQarTcBPBmC1IVhtDtbag1/wYD0FbPYE2v5AnwG2ssGOMGAQDgxjgWE8MIwHRonAKBEYJwJTPjBJ/NcwjQem8cA0AZjHAZMYYBwBjCOAYTjYyQNb2WArDegGAJ0AoO0PdPyAtjfQ9gJaXkDHA+i6gI0EsMEB/GIN1piBn0zAahOwyhj8bAV+cQDrSWCTO9D2BjvpCPNQlGmwNoXHTC/nxqfKq9utfATQTirYSjekygPEe3yzGt0zqr1TS1ipisZ9E2cu3zx/6dL161efPH30199/vnv/5s6DJ9TQDHtHro1HsrGfZLtfwTpSEgorBORi4FiFpMi2BebPX/9dpVKpvv0fKPD9vx6VSvVNpSpuGuAlyYfHj1+48bCsfW/lwfGJP/6pOHWz/syd4qlz8skzHZdfdN/82yxUuNTIc6slTdeUFCMvPvr2feWJq+VnHktmb4rGTpWfurb/xSdKavkyY99frXwNHNkeYeLjj/8ZvPu0/ebD5su/N537vf3yk9l3nyXDp351iV6LZWICs7WtQmzdI5096WnxaRmJsWn8mKSE2MWT/KLad5Eg+HG2/8EapPLjf0gD0pP5malJiwll2cKUvOwMaW5OYb540Vy0aDdajCdYdBMsGgoqS4qqy0t2V5TWlZXsLimtKq6sKC7fXazcrZTzOBGm1q7+TCaN4RPNjTc19YN+dgDazkDXDWzzQRpHqZlnIK3SgE0mwGQB2zSUnRCyyQS2OQAnBgQRhMlcjU9Jrx0eXjg7Pnu8f2iqtnOooLZHoGygZpVvdotXt4tDYlIQdgKELR9hLQRmaZrYzJXOYk0XhQZFoY4rXIqXLyEUqJHEamSxGjlXjSRCkfKWEvLW4rI34JKWmbFhYzZkwdfAyVEOxTChGDgWAaIcSZCj8DJ1okydKFUjSJcQ5Bq4AiQxD0Eo1CBI17rmrnfLXuskWusu+sUz8xfnHC03iY635GeXfA1SnjpZqkmSLyPJlxJlmiQFCpPhnVBx9/W7Y9fuxMsa/ATFfHnT2TuPD996Ys2UoTC5SFyeBi5VwzZ+JSZ+k6NAx5G/zipMy5ajj2dr40O1cTxdStQ6LG+FfcRGR76hYwKWEO1q7Jera9u3wejMqi1PNTe8Vl/1UnP586Urfl/60wv1NY+XrTu9UrtvHTpdi0Q0cdtg6bcGE7WZlLUZl7TOLnQthv0rPvpn+0Q1kxh1sziUZSyEjgFWccA8ATaJRxrxwJYgoOUNbfRA/OYM/2YHNpiCX8zgXzHQbxSg5Qr0/YEBGzKOgMzigYUAskoBVqmwTRbSOgdpI4Zt82CbfBgjge0LYPt82EGCcshVsxdBWDHAiSGcCIXNRNmlIa1TgHUaQAthCwFsFglMQiEjHtjOBTtYYEcQMKBCBmzYgA3toIKtAZCeO9B2hLSIYJMD+M0OrLeGf8NBWm6wjhfQDYC2h8CmcWo2yZpWUbqUuJiCtsKq7qKGYVOvdNg0CrbNBpYZwDQJMucD/VCw2R9scl2903cbhmXjFm3nFmnjHk7wi3GjxeO9otZsC0DqBMM7wxFoIbAXw/gCBEkBkUsgcjmSIt0amHf4+lOVSvX9/0wf/W8oUN41gPGJ5Itr+mcuh6QWVRw8pph5iEnpIgj3/uydu9QpySW3r+byy52xOes94382pa03c40qrW+/9YSQVeUi6dtELVzilGQcU7774t8uovr17gk/29E2WnqRWOmDd//yr+3EV3To83et8hVv4yqLjz3KGTy+lSZch2cbOydsNGeaO4WxwgVx3IToUAaXTf1x5/fvoWP/Tvgtriye7X/kC/w3LnCxs2iRFFxc/zH/kUrwr1IjJi2cSY9gsUKZISFMTjiTzvb3pQawDK29gqNzxEW7UlIk7l7RWmZuv1q5Gblzd7rwlhkGaxhGaVoKIdt8gJUD+wKkfQHSoQjgSgFeAXASGFukZi9ZaitYg4lZZxPxMzpquVmUukm4mlk4bB6FxGTAOCkgKABeAvBiCJcPbMVIrEgDn70El7sMK9WwzV+KyV1iI1piI1pim7XULnMJRqyOK1DH5atbp0MGUUCfh7JMUSfkwQQZRCwG5BJAUUIkhTpJgcJKEPZ5GiQFCi/TIBUtJRcvIRZoYDKJ0XUxis6Y/NqcyuEkxb54eVtJ51yqvCsutzkoo03DLh6ByYTt8xF2+ShbEcImfQUueejCw5EL1zcTWEA/AGxj6WFjeKmlZ+8+7T985yeyCCZkOYl6OGUT230zSNFFobK9Zn5CXn67PSPd0DuJIWrZ4hhjz8qlils3kWOtggusA/N+M4/QNU9AG0cE7wjK0nOs2mzdutG0abN5tZZd0WacQN/NdwfVZkf4ZguBpk2KGiZLw0yksT1T3TAJZRYBG3EgAx7CMB5pkoIyT0VapSDQyQCdAiyEwDQZYRQBbQ+CdLyhze7QBjK0wXbFdsJ6c88VW12g9XiwiQz0vYAhEzaLRKIFsHUqZJcOMOnAPgfG5sK4fAhXAOFlEF4GCDJAKACEAggvg/FyQJADkhyQChFEGcIhF9hmAzsRsBMhrFIgswhgzAI7GGArG2yjQjsDIAMqZBAC7QgD29lAPxhoeYFNLmCTI/iNqK7j9JOBl4aOI7SJDG12hnW8kQahkHEsMBcAy/iVmFin6Epaym63qIpf8CkI6zQIK4HxUoR9jppNKsIgGuiFIfS5sC4b1qIu2xH2KzpxhUk00GUArSCETrDaVgbSgKdum65BlELEQoggh4kKmFiEJJcgyJIfKPD/ohr6NxT4rlKpKrrHtznHGbgILLzTtpK5FcNnC6cfuRTOhPde826cxxTscSrY0/v0Xe2Npz4FbXq4iN9M3CIVTY2XXwQU96f2nQ1tm3GtHLHO3lN35c/ex3/Rq8d+dYz/ycTflibce/MNtXk8cM9Rn8YFgnTAPLVNPP949M+PipnrDhHSbfjIn3f6mztxheKS0cGJwX1dB/Z1/T/NIv29wwN9Iwf6Rwf3TwwPjg8dGB3cP3ZwYOzgwPjQgR+vP+bjQwcW/50YHhwd3D9yoH/s4MDIgf4fFaaLdaY/Sk0Xvz98YP/owL7R/fuGBgYGBw4cGh4skck8vVibTbx/MggyxIcYoV34Qlm6ooQQRAtNFcnr92SVdlt6ZGoYx6AwucC+ENjLYIwMtlcCbBnAFcN4KQIvgXFiYJ8OHNIBNgs4iBA4CeyQi8DmIO0lsJ0MxhUCnAyQCgFZCggiCJcN7LIARozE5EIYGXCQAvtsgMlH2iiRNlKEXR5kXwQcFDAuH+kgRtnkLrEtWo4rVScXwo4FwKUIOCoBSQET5eqkItgmD4HJX+ZSrkYu1iCXLXGs1KSUqNvnuAiasuoP5lTuKa4fLa8fLqntre8cUZY2te8drew9vsk1C4HLRZDKUMTSJQSZhkMaLqLi8uMPOdWdOK7UOb7BLbosLK28d/zoxQePZq882OyRg8SneeV2hxb288sGnXmior2HCYxsnqheVD/IL9tHS62StUykKjuiRDVle2eVPSftWMVLrRM07XOXOOSvss3YZJ280zzBwiTe0iTeyJKvZ524xiZ5CVaMwsoQWLmagxSFzlG3zFazTEdYxMLmYUjTGKQZHzZKQpqmIS2ESCshAi2ELDOAZTZkIYRMwpdaMFeZBv5k6LfG0HuNgaMRmUEKTt2J5aza6rjayHOVRdAaTIQGOhphLYBt02BMJoTNgrAiGJ8HEyQwUQYT5RCxEPrXrwwmFsGkEkAqAeQSiFyMICqQWBnCXgJh8oBNDsJCgDAJ0zClLzGiam4P1Nzur27gC+8IgnaEQNu5agahK01D15gyfjalrjLw/dUiyMQ51t4vVds66KedLuuMvNZbMn62jkJZxEPW6ZBtFmydqm6TsNQ6Rh0dp2aXgcIXAId8FFGigcteiklBGfLAVgbQp0Nb6NAWGtjK0DCNWYHJWIbJgkwTwc5I2IAHDKPUsCKYKAUkOSAWAmIhTJAjyMr/7yigUqlU5V3zWs6Zm11zNzmlbCZxFAfm8qauUlsX9r5VDalUuSfuuBf2KBbuHnz9nVXcu9GGvWoHmZq/u+r8S3rV1J77n6a/q+oevnUrHkwdOH3g5eeEfSfXUfgrjAIs/RO7L76KaJgrOfZi7G/VvmffaY3T3J5Tfc8+tFx56ZxQYuacsN7Az4zIoock7mnr3tPR3NXW8IPhXyT5f5QRLdL7i0XGvV3t/Xu7+ro79+3p6N/b1b+3a6C3e7G/+Ad2LMLBoZGDU2PD0+Mjc5Pjc5Pjs4fG5ibH56cm5qcmFqYPHZ6dOjo/d2xu6ujsoYW5qdm5ySML0/v29jJC0zZbsZFbWGA9Ud+MWNfcOTI7VlhVzI2N9wwIzJGVNu4/uc1NCCziATYfYAsghwIIKwc4JcDLYXweCitCEkQQYTEQugAQpAAvQRIKEDixOiZnKUa4BCvQIAmRBBGSkKtJTF9NTl+Ky1mCky0lFmgQFRou+RoemerOBUtIVcudKpa5Spe6FKk7ylFOMjUnhSapdKlDySpCiTpFCjkWAOci4FwKk4tRlGINcjFkkw/bFqhRyhHkcgSpEiZVQqRyJEmxgpKr7S/ZGpCzwzvJyivKOTDWDk9z84kobeqvGbux3rMAEJSQYx3suBtFkmvghF4pDbcfvds7dmT/macX36huvvly7cmz52/++KxSHTh14TfndKRlPCW2xpErF1eN2rjzyjpm3Vi5pKCUxoPHijtGHfxieqev5JV2BLL5Z2+9zKke4CpHVpOz1PESdaJSjaBUJ5RpECrVCZXqhHJ1UhmKXIpwLAKUQkCUww7SJZhcTZt0JCYVtkuALHkoUw5sHAmbxMJm8QjzRKRVEhKdhECnINFCpHUGbJmylpyG48rMPaKsPaLsPKIwXjy8bwTWIxrrFuPgGWHjGY72TSSHl5gzS5GWCShMJso+Ww2Xg7IXqTnkaeCkmvhCTbxCHadQwyvUCUWapCINklKdVKxGKlInF2lQlJokxTKifBWpcAVestQhR9MyEWzxN3BLwAVnYv2EnlyZtgMb0vNA7AzVNOEaeWZgqSKMdwLeP4EYlIgPTCAFJZKD4oj+0VjfaHuPSFKw0D161xYvKWyVBtmKEHYihE0m0laIwuYgcRIEVorESjRw4mX4bE00H9oaArbQkNtpyC3BCL0geAsVbOHAJvErcGINTBYwjAU7IoFRAhInQZCVgPSvzQtEUiAclUhHyb+dCP537eD3f3sWVyr3TG90zfzVvWCDW+ZmCkcxOF04f9W9+mDWzKXh1+9LTj1wyh/MHLnX++SLZ0alLjpAF+1OFVU2XHwdUDyVPny149Hrlnvv/JQT/D0X+h59immY0CFG6Vj5YQIjey48iayfTu0933r59/HXX3md8/Tm+dYbL+vPPrBnZ1s5xvysTTK1D3R2pcZwIyNDWZFhrEVR4KK5OIobEvtfNSQx4WGL3oHFlpHFiNHEmMhFm/Di3cGPtNIfJoLFO4IfDoLFpoPF7uNShaxYLispKqpQFlYUS0tK5EXF0uLiwsLCInZU3hZ8PLyVZuYVO3XinEr1/bvqg0r17cnjZy0tTc6ebvmVzQkVB5HW0QCbDeElEC4PwksBvhAQZTA+D+lQiMTIEdgiBFaOsM+H0ZlIdCrKOhWYJlqyd6XWHeJIm1nyvq1BpSh0knvqntzOMzHl80b0WpRVigmtLq31BL911F3Uq46RrHFRRNbN0/J70RE16pQsmFiw1EkRIJ33y5tY76MEBAnkXAYopRClVI1Spk4qg2wKYPtCBLkCpuyCKVUQsRLCy5aRJb+6K5aScoBtfEDhfudIcWxGqXdAMpdfEsBX0vN71LGpSEoJcKwFxGqYXALjcqzCSq4/e1vTM+weq/RIa3JJKI0WVQ4fOnr13t1DF27qeorVbAQBou5o+QBf0RcUJ08r6aElVniGiaKySwX5u1IULbG5bfz8FpGyraT+YIykjVnQuwQnhPBKFLZsiY18mbVUE1OAJMoAqQAiyZEEBQorRWBzAV4MHHJgdLq6tRCy4gOzaGDAhbZywDYm2M6EjEOBSRhkFgnMoyGLeMiCD1smw+YJWs6pRE7mZlPSdivnrRaOO9CO28yJhuZuxuaeO82cDNBuW6w8txO4VnQFZBgBTPmQRQpkkQSbpiCtMmGLTNgqB7IQwZa5KBsJwjoPts6DbPJguzyUQx4SI0JgRLCtCGGVhTJPU7dIQRrFLDePwLEKKMw0/7BMHr+IEy/TRnuDX7GwPhWh72fhyTcns3ZYOZphXMwcXI3t3Y3snI3tyKb2zsYO3iYO3ttsvG19kg29xZBx9HK8ZAWuYAVOsoyYv8pFsdq5ZI1zya9uJRvclCswGWBrONgSDuvxkHqhKF2Omh4HpceFt0QCvUiUaepyTC7KNAVsiwMGSUg7ibpjOSAqFlEAkOWwczHSSfp/Q4H/RhVUdg9vdk9b7yHZ4JqzkchV7l8oXnjgVnpIMHB67NV75bGHLtJD4qlnvY/fG3qzNm23c/LmCIqbW869CC6bStx3seP+X7333gcXjqZ0XR19pgrMql6mj7XxoDvHJLZff8Jpmw/pOF528t7oq8+xPSfD2s/uvf1OOnxsjakHwT3Owi7AxZublSGvKipWSsQ/0oH+Rf5J8xeJwEUWcLGMrECcXSDO/sH/LYaOZAtTFpsIFi8IFyc/ugzSk/n/eza5ICNFkJHMTxUkJiclpQni0gWxKUnxSUnxSYK4YCrThyXchIn+yYqxd/b0N9X3d38/f/v3s7//fH3yyOmRkYPFu5Q+oTHyntPrXXMAJhvGShFYCQIvA3g5IMhhrAy2L0ZgypD2xShbyU8EkVlwsbFfrkVwoa6biBBeXNgxKlA2ZDdOOUQ2q5nG07J7ZJ3zybtHLcIqYIsUW2Z97cGLFfsPMQu6Newyf3EvSKwbE1Z2c/JbDUMqUcT85U7ihPopXlHPjkCZOk4CE0thShlMLkMQS1H4YshaAmOkSEoZRCoDxDKAL15FyvVKaYtTHqBnt28gRYYVtLjQYmMScj19I5gxIu/IHFZW3TqHyJWkLDWiAiKWA1IpwElXu2QNXbo7c/X2DtcEYBQGTLjm3tlpOU3X7jw6cPzeKkKmBkm0nVmCiarVdc9w4CotgkXaxBjrwJQ1JuSN5s5WXglLDfz0yIm2QbkbMSGYEIWOZx7SLg0myhE4uaZdwRK7fA1cHpIsAaR8BFmmgZcts5cuwRUgiHkwLlfNVrzEKlvNXACMeGArC+jRga4f0PEG2wJhkxBgFgEsEmCrZNgqDbYSqlnG/2TJ3IkP2GnuYGSMMTC2NzCxMzLBmBriTA0IRgZYIyPcTlOKlVM4hirXtEiALFIQaCHKOk3DQbSUKEPa5aLsJSgHGQon1ySVoPAKJE6OJChRpOKV7ruWOCqROJkaQanmIAcm6QirDDXzhF8sQ/Jrh9PluwOYkXF8kSBdxkuRbnFgLNkWqLHF15gcYUOiGxpizEwwxqYOBqY4AzOssYmtobHtDlOCgSXZCu9PDkox8RBC29jL0CmrbTPX2GWusE9bic34CSf+mZC7Fif6yVYIbw+H9blALxLWjUTqRyD1uCg9LqwbDulGgq2xsKFgub0IacoHunHQjlR1O5k6qRQiFgGyApDlgKwAziVIZ9m/nQj+RxToGtNxSdvoKtnoItpIiFb0nSide+JXcThj4vrAm4+FJ+87S4YkM497H/+l5+y7apOxkzc7UVJ96OIjYemeur1Tx0+cPTt3RMyX1dUMXnvwJoKfs/KXLQR/Bp4bXXvlGbv7VNT+y1Xnn4y9+hy391hEx9m+u59EvVPLthEDWOnMEAE9JE4iVhzs7h7o7uzv2TOwb+/Avr2D/b1DA30jg/uHD/SPDO4fGdz/4xZgkeebHB06NHLwx4Z/amz4x+vMxOjsobHZQ2PT4yOLkx8HgYXpQ4dnJhemD81PTRyZmTwyP3N4Ye7Y3NTJhalj8zMLc1OnThwuKalwp/F/tQkjhWS//vb13dvf/35+/92fz//8448jc8dlMsmBsQPc5Jy8lsNbfBRIu1wN+8KlWKkmTorCFyHxxeqEYjW8AomTq+HkGrbp233zivvPiBtHCjqmWXntRK44v65PqGjOrptEs6vVrRKo2Xsk7VMZ7ZNGvGJgnWLFqm4Zu9Q2foQn36Nul7jRX5LVNZ3f0FPWOxtfe0wdn/Orhyi7dax2aCG9fn69a5EGsViDUoailGlQSpeRS5BoMQKds5RStNRRuYSs1MAV7PCRi6oONO89IC6qpkXnhMZloa0IXu40Gwc3opufA8FZkCFLLWzySqj+mZi1lKRY6rpL07US6ZDhwy+/9/eXM/feJJT0uieXJJX3nL//+vLv7whRFTAmB0WUwrgsCJMNYUQALQBm0T85CCwCczbY+m4hMIw9BLpOfMiACbazYItIYBkHoTOQDmKAy4AI2YCYD0gKQCoBhFIIX4pyKNbAKDQcilDYQnV7iSZGusxausRShDSNMQrK2+GcqG0bYu2TauUrXGcdArYGIkyjYIsU2DITRucAqwyUafQGa5YNJdjZycud7OVG8XNx9HGleHmQfDxJ/u6UAAreA4PxwDhz0b5iddM4pHWGmm2mmk0aEpuDwOdB2DyAK4CJCoiogIhKiKSASAqIUgYoFQjHMphcBBGUMLECSakBtnKEvUzNOsncNS5L2dA9ODw8NjGw/2BZRU0wVHKmlQAAIABJREFUN44tKNxkyVDX895kTrXD0Uj2no4YN5KDBwHnR8D5kBzcyFhXAt4Ti/Vw8wnzZmeZuacitzGALhNosyFtFtBlgC1soM8B+qFAiw42BQCdQNQWJkKHhdzCgnSDYN0gSJcKb+GAreFgexRkLlCzz9CwFartTAbbU9TspBqkUpikBEQ5IMsBpQg4lf5nKFDaMalFSdZ2EWk7Z27A8Qp6jyrnHwbvnslduL3/7VfZ0bteBYMFMw/bn3zAROdo6WNpeL9iXvLFwoq9Tj6HHN3n0TanzCym9A2mbfAXeNEdLt60tdoMKzyPE9d7/jm387hg5Prui8/GXn6OaZ2OaDu+99bH8unzJm5hQSEpjNBIR3fvKF50dXFhVXlxza7y2qry3bvKd+8qr6uurKuurK2qqKksq6ksq6uuXAwFaNpdtRgcsCglWNQUtNTvbmusW/QOLN4jLF4lLDYaD/R2/xAOHOzvHezrGR7oGx7oGzrQf2Cgb2ywb2po4NDQwdGDB6bHR9tb26mRWevQjJCsyjdfP/354sHfTx+8e/386dOHx48dE4nT9+zrzimqzqoe3kwRLrHJVLdIW2KZpIFOVrMXIe3z1e3z1K2TUTapKEzWEttko4BcxZ75tNKWhuGjKWV7vWNyWw4ulNT3BycUr7QNX4GLZ+XvK+w8bhcqXeOeoU4QEqKqa/tO7O6eqth30i25Ud8nTbHvcHXPeEnzKCf/wHKiaIN7rrLrcFP/XMauES13ySqSfLVT+VLHkuUkxUq8FGWeChnFrSTkrHUuWE0Ur8FnGXlmlDb1zMxM8ZMy3IMijazwlkaWdqYYEyushZWNlaEhNZgmUe7mZtRsIglW4XPWOhf/RC5cg8vZZB/nz5WNTp+7+/Ltzbd/3fzwde/xO4SoUpRd3FJC7iqyRJMoRuELEQQl5CAG5gkbcCnpFcN0vtQ1ROgXm8/JbvZLbVrlEA0sYoFtBmSXjbQrQNpLYFwBwEsBrhDgFBBWicQWw9gigC8CpGJALEJgZeq2hUibIggtAiahIfltst37faiJQeEZjMQCRlqFkVcK0oCDMk9CWGYCywxgmYIw4mnbsCkeHHZwKC+YFxoUyaJFsGkhYUEhYYFhnCBuoBfdiezn4BJm5ZuNMI0F6AykXTbSOg2yywKYHAibD+NlACsDeAUgFgGyEpCVgFwKHMsAQQYIUkBQAEIFRK4FGCWEKVhmn5qmaL9y59G7T2+/f/ug+vbPH3+9qm/rdA0Kx/smaeh7bzCnOrpyqZ7ssMCwMGo0m5HIZsSHUiNDg0JCgkKZgWGhYSlBXLGxc5LaTg7QD4G02SgdNqTDhvRDYd0QhC5rtVmEpV+edYBYBxuxnRj3qzltxXbP1Qb+y7cFaWxnInZGIo2TgGmamoNkFUWx0iEfGKYgMAUoSinSsQSmKCGyAiIXQ5QylNN/ggLKrlEtx3g9l1QdZ8FvJE5e37x84S69YbzwyM2RP7+WH761PTCbVrZv+NWX+OwKtpZtl5bhWW39GyvXPlRb8gxCvIRRr2DN1yiN35GIuzB0fcnK42s37dm4pckt6MLhmykds/yJS9XXXoy9/B4k79/JVu4+9aLj8hOv+AJ/dkJkQmJ4QjyLE8Ki+QYH+1GDAuhBftQAX2qALz3Inx7kTw3wpQX60QL9qAG+VH9fWoBvsL/PYlgQPdCPGeS/GC5MD/RbHIu24h/+gsX+oijuvzzFCdG8+EheQlT4YgZZUkJcXFx0ckJMWlxMWnyCkC/ISBLERcdRI9I32DCDEqRvv3z78Nerj69evP/z2V9/PTm8cCgnO6l3X09pXZd/XIHaDt81dolm/nJTn1xDH/Ev5HSkdeJPpEyLIAmaXrTVR6FpFbPDUyis7I0XKau7hiKESldGbHv/iExRHcATYjjZ23zSyGHF0Xn7t7rkLMOla9gnG/kV8KUH+NndfMkAhVumQ06MlPanKfq4/Coj14wl9mnrHUXJ8qGy+vG4/PbfyAKkZRLYyUegMzVsc8DOWLAtHGwNBds4YAcHMggBuoEbrXxKa2pnpqZjYsXuVIE10c2ZTHTDER0pbiQCGYtGe3h4ZcnK4wqal5sxgT4bbOFCemykPhPSp4MNbj9v80O7cJ1Ck+05+T/j0jWsE1fgkt2T2zNbjlOlAyvJmShclppDMjCiGjlFt+6bmDx8fO/ogryq1ZsRExgtDkitW2IXjbBLQ9jmoGwlKNsCBKYA2OdBWAmKKENgJQicBOBlgCQDxAIkKV+NkAvZiwFWCqxT1+LD05T1B8enB4ZGO/sHkvOkxCCua1SelmMi0jwGZZMGrATAKgE2CttsxXLx4nGp4ZHUaB41NpQRHcbgRdDDwmk8djAv2IfpSPa1d+JY+uVAZnGQbbY6TqTpIFyOFy3H56tj8pYQ5Or4Isi+EMIrIKIS6ViGdCqBSQXLnaVr3AvXepUtc92l5lgJ20shm6ztvgWnrz1//serO/evPH9y89Xv9xbmJ6rrauJSc52DklabBK4z93f04DD8GRHUkHBmVCgrLpQdy2PyImghkcGhYUGhEeFpQdxcQ5cUeAcH6HIgLTZSlwNpcxB6YUi9MKBFt/AtKOu7zM7Y7R0hTpI1CwubJGVdidlV+ZVDxhS+2jb2WlwewjwDRotXUYqXOIiBSTKEK4Adi9XdKtRcSmGyEiaXwP8xCnSOajkmarmka7kkr3UKyT2wIDt8J7hhUn74zszL73Vzd5FGgc6RogeXLu33CZxZpf1Uc9lLNfCnGvwZ0viE0vgLBX2AkZ9gzX8A9AWAjwC8RWg81tQ4uWHdWWZkmbQ2Z/JizdU/pl+pXDKbgIFPxdzt9hsvCdEiCwprpxkJ5+wnKa7ct7+vraOlo6O1s621s7Wlq61lb0fr3s62vZ1t3Z1t3V3te7raOjta2tpaW1uaO1sbu1pq25uqW5t2dzTXtzfVtTbUtjTUttRVt9btaquraa6pbqjaVbursq66qq66uqaiorqyuKZKXr1LVl2pqCxTVpQU7yot3VVWVlZSVCqXlsokJfLCMmVRpVIeFhLqH5KshQs3JrOv33/67cunv54+ePP47scXD84fnezqaBkYmQ2OKlxjQlfXd99J5FZ2ztT1TNf3H6an1qxBh6DpRdlNR4V184y8AytsIs0Dcur6jlbWduwfmhaIy8LicirK69KS05JThNUtPUUNgzuwIXq2EVtJqZtJyb8REjbjE/Wwgq0OiRvRkeswcWuJ6esI6bqktF9NmOuM6ettePrERDPnJEtylLVjpKGj4BdCjjo6E4lOVUengq08SDcEqc9G6rMhPSbYwgRa/j8buFc2D86fuFlY2u4VGIUne+CwBGeiI4Xo6kyg4K0tnZ3IvHiBg0/Yki1uavo0oBUM6wTAugFAhwbpBME6PmCjC9joBvRDVmNyfqFItL3yJPX9ew4M5+7aY8EohDBpkE2MVXDSkXPXvn798uXbp68q1ctXfx+aOubPSvSMLjBnSZB2cbBtFmSTB2xzIfs8YC+GsHlIfD6My4NwuQCfBwh5MC4PSciFybmAmAvwYsgqnJ1Tfe7uvb//efdFpfqm+vbu86falr2WFD8z3xhNTCRkmwgwfIBORuyM0EGHOnuHh1C50dSIKGp4BIMXTg+LoEXygiNZwZxgb7oL2R/jFGLikw1ME2BLoYZlbICwOa1mOKZkaIePFGXJV7cTotDpKDsxwiEPSZYAh4wVhNTokpHM2snIkvFN3jLILgWYR8ImIazspr/efXz8+MH9R3devnr8+5NbE4PdYRy6RF7mH5r2sxVtnZm/kzuDEcgIo4VxmVFcZgyPEc5jhIbSQkKDORxqaGRUqn9YlpErH2nAArp0oMWAtGlAlw7pMpF6ocvM4n7FxLCE1ZLShvDw2MQEYVxCVnFJrSAhSVZUifGOhfQC1mJTNpFTfnZIXE/K/QkrAsZ8JE6CohQjKaUISjFEUUKOpcCxDEGRbQnIW/hXT+GX/wEFSjrHNzsmbXLO2uSc9rNjmGT/QtHCPWrDrGz+4dTfqoojt3+xDI4l029R6Vd/WvsKteofBOqNOniPgj8B5AcU6q064hMM/4PQ/B219Paq1dfX/vRyqeZHJHitgbikvqbXzLm7vGv4/KPDr1QBOS0axoG7Fu603fgDHy128IrAUehkN1p8SkZvX/++vp79+3sG+noG9vUc6Ns7uL936EDf0IF9Bw/sGxraPzY6OD50YPjAwZHBoamR4ZmRwUNDA+PDgxMjI5Mjo5Njo1PjI9PjQ7MTw/OHRucmxucmJmYnD83PTh2Znz8yO39kbubI3OSRuclj8zNHZmePzc+dODx3dGF6fmZydnR4avjg9MTY/PShU4dnmhvqfdmC3+zD1bWIUUL587cfVCqV6vMH1ef3H/58ceb8ZS+aQEPHE7U9ZIMlJy6ruqiisaunr6q+LVPREBBfvNE+dKdznKFLrIE7H97miWfldgwea6hv31VZa+HgEZead+7s2eNHDp06PrawMDoxPZtb3BCaUpy/ezCtpCNcVJZR3c3JKg/PqbYPTEFtDVxlJ1xuJdDYRvOJVvDSixNyd8nq+kNSlRmKhsyCqhCBIiCtaTUhXc0mTc0qCWwJg/VCYC0GUpeB0GeALQxoC1VDy8WVIUqVdYbGS81sXC2syRgHRxzWiUJyozgQMBZmdFqQorLaOzRpma4TvNEL2hwI6/ohdH0RWsGQlh+k4w3r+kI6VKDD0TCIXmWdsImSKCqp6t3TFJ+UbeWfCdkkLScIOqbOv//w9vGDW69ePX/14uGFU8cba+sHhmbcOcmO0UUIqzDIOgW2zoassyDbbMg2G9hmw3ZiCCMGdiIII4btc1H2uQgHMSBKALkQss/61SHm4JGr77/88+jxvZd/vPz95ZPXL5/v7dwXEpm8g8xYRxJAVvFIu0SkRar6zkhta5aLbzibFhYRHBJNC4tihkUyuRG0aC41ikPl0LwYLuQAO6cQE98sYByNskrFsIvrBo/Onr/QP3M0o7w7XtkTruiOLhsJyOrf7Jar7Stxz+pii5rrew51D0yVt4+HSjqoovaooh4cMzN/d+/Ll7+fPnnkxs2rDx7cvHR69mB3YygjeHdDByNOomng+5sV1dWTyQhksINDw5gxEczYCEY4jxHGoYVwglghtLDw8GQfVpqJS4K6ARPo0yEdGqwdDOnQwMYgNR3Wkh3c1WYhQuUeqayEYmvtRXZ0Jbt5Orl5kvCJibHZxU1ERm5cQXdKUauifdLMW4zYGQWZpahhpeqUUphcApMXUaAEOJXCFOl/gAKlXRPalOSNLlkbnYW/krlFPfPl0/fptXPShScjb1T1xy9FBET3b7e7g1B/B1D/wCv/gTT+QYKvMPwBBp/UoC9IxCcE6jGEfObu/c/BoTedTTe2a/0NwGcE6iO04i5y3bQx5kp7z+Xf34eVHfDK2tt0/s+Wiy+8k2TerHgaO5rJ4UZywzMFyVkZwuzsNFF2Wm52Wl6OME+Uni/OyBNl5IoyxOJMSW6WUixSinOVuZIicV5RnkSZX1AkKZBLZEVSRXGhvERRWKZUVJQqqytK66qqGmtqGnZXN9VVtzXs7mys62ps6Wxo72rs6m7Z093asae1ubutvru9vru1qbe1ubu5sbOpqbutebCnY/euqkBuynq7MNRW/+XbXX2iMvfPnrzx4Nnj568WTp6p7x7xYInUdP2XWUQSGNKGntm8AmVPd1d1VVV1857mg0d94qUUejLRP9aRleYdKxUUtTZ1D+2uqtlVvssjILSgtObIyYW+vqaevVWjI52Hj84MDI2VVDd19h3c3dFet7dt8tyJvYdGypoaY9LzAqOkwUnNThwlyS9VpNxd3tjUOzJy7PLV0oam5q7OlvbmyoamXX0z60lxSOsUlFUK2MYDuhxYnw3rUmG9IKAfCOn7qWt5r9L322ASvG6Hu5axq5NfpB3Jx9UrmOzk7u7iScJTQiJiM4uq/eOkmlu9wW/eSJ1gWNsbpe0Fb/KFtHyBjifQ9gKb/YBWINgcCDZ7rDLyFuYp+7q7eFGp2wlc2JBtx1Xe/vPT6z+eP3pw46/Xv794cvP6+cMp8dyRkVFRcSOBLV5mHYWw4iOshbCVEInOQKDTYat02DoL+jFsslG22Wq2OZBDPoyTQ5ZpRHbxo9efX7968sfjO+9fv3r18umLhzdKCqR8ocTUI+Zn+2Q101g1I7baznCN7SwdW6qjD4dBDeUFh4XTuOFMHo/F49IjQ+lRITQuzZvlTPK3dWSZ+AqBCXc5JsmTXxUjVlTuLq+qKssrkJbX12aXlohru5hpu7FUqWtEZXh2fVy6JDIiSpyVJUjNSchSiEsaDl+4deLGs86hhZd//HHz1rVHj+88vHv52e1zB7oa4qKjuwZmLN0jEdt8N1kz3bw4jEAmOygklBEdwYyJZEbwGNyQYE5YIDskKDSCmxLATjd2ilffwQB6TEiXidSmqW+maZtFmRJSzB3TdNAcnkAZyg63NTF0cyR6u7j6Ojo7OmDodGpssjiAldbaMdrQ0tV9cM6Vq0SZJgIzoQZRoeFSAVGKYYoSoighShFwKv4PUaBzXIeS9Jtb9m+u6RuIvIruIxWH7gXXzokXHk//8e3I6HSrjeO1FWv/QYJPMPgM1L8DjU8Q9A8CeqsOPqDARwg8BohbFtZfzpxQqb5/vHfrjKXxnwB8B9B3CP4Ew/cBdI5AuHf0VELHNLXhSOO1t+VzN6z8IlixGZyoBF5kZFaiIJ7JCWMzQ0JoYRwql0PlcWg8Dj2MTQtj00NDmCEcRhiLHkEPjqAGRNKDeAwam0bjUINDqAFsagAjOIARFMCkBjNowXR6MINOZdGCOTQqhxbMoQaFBPuE0rx49CAuncVjsHlMZjiLzmVQw2jBXAYjgsWIYtEjmTQekxHBYSWEh/h6eroFRWkRolCGYWqGLGiry0oTV2uvSC9OqiUlyNqNa+GatNKQBeu64/xTmOFCEsnR04koTIq7dOVKTec+Syd/gjvVxYfeN7Zw8tZzTkImjuzsQsRJxeLbD1617Rt38wnAE7G+3i6HpyfvXL8Txo6mENw93b3KS5V3791qaG138QxwcvZgMjknL1w9eeOpDzMeS/RxdPaqqql58PBhS1uXq5efI5kcRg8+cezk4Nx5Y590YJWCRKcttRXC23hAjwX0aEDHD+h6QbreajoByI2+iM1e8CaXJfrOUTn1wZHZCVlyamhUfHI2k5uUKqvhimrc4stXWvJgPTqkHYzQ9YE3uyG1vGFtb6DjCXS9gU4A0AqENvtC60mrtjnLKzuOHbsoL2nbgeWAjc5eCRUP//x87/bVOzfPP3/24MbVs+dOTArimG3tLQ29k+iAHJRZNIxOAehUCJ0Ko9MgdCqwSgXWQmAtBDZCYJMObNJh63SEbRbA5EGYAmDM9+fX/fFJ9ejh1ef3rrx58eze/RvXzs2WFuZkyEstgtKXWsTrEdO9Y0spYSU/mVA3W3o5eTPpAewQ/9CQIF4ogxvKDAth8Di08BAql+bFdiL62zqxzP2FwISzBpfoEVNoYIclErDOOKwbHuPuaEdxw++wwTkxMskB+V4MBTMsnUTAezmR/NycvD3cXVxcMXZ2u2sbLt17kSzdfeTclVsP7p+7eP7C6YU7l45PDvUPDI5LagZWW9CRBvTNNiw3Tw4ziBlCDQtjxkSwoiMYPC6DG0IN4QWHcQLDInipwSFZps78pYYhQI8F6bGQ2rQ1WwKjUxuq22Zyy3oCwnKEOZVJcSkOFmZ4rI29LRpjYYWxsU5IStrdvDdRIGtvPVBT21TXNWLtk7PEJgNC56iTlEinMohSAshFgKKAHIuAk/I/Q4Hy9jE9smCDe8569/T1BF7l3qMVM/d9amdE8w8vP3x7K0N8cvm6v1Hq/6iBd2rgAxLxBUZ8QCDeI6GvKPAJAV4CcEd3x+eDB1WqLyrVlw/Xb581Q/8NgW8A+ooAH9XABwS4qYE6yuLlVvV51Ezuvv4mrXtmhQGJHi3mxGUlpefta+m5tHByfn5u4cjckYXZowtzJ48ePnP8+KmjR08ePXbq+IlTJ06dOHb8xOHZk3Njp49MHj06P7swPzc7dXhq6Njs0OzU4PzU+LGF+cPzs1OTE1OT45NjQ2NDAzOjY7MjE1PDg4dG9x0aGZgcG5oYGRgb6h0b7h0f6h/ad6C3uWeXXJGXlpSVGJ+dklwgyqqvKI6PinL04WrhoxBGEWqmkepmbOTOANQWn6V67sgNdqhN2F9MGD6RZW4MQYQgT5xf4uflb2Vs7OniXFdbV7m7ITQq0d6ehLHBSApkA6OTJVX1zk4u9mYm4XRmf99E//ARXkyKlTUG54BTSIoG900USauZgTx7NCaSEzK2f7ypvo+fKPFyCfJ0cispLtk3MCRTljPpLDsbh5jo+P19B3t7h5LTch3s8I4YnFJaXNU4gKFLgXkyAp2+Gp+/zCYdbOUCXTrQ8QfanrC2O7TZC97sC+n4QtqeQNstoqA7LKsmvbiFHZeVItnNSS6LLGj7yYalieYtsRVoWAogfRbY7A1rucNaHkDLHWlAVbfgqZlFIo0j1HZyEHq+iI0kZ3qGUNLKiitZY+i31CDQxkdw58nfr54/fnr/2tMn9+/ev3v61GwIx3d0cqKo6eA6m0jYLBGyTAHWycCKDywTgWUisEgEVnxgxQc2KcAuFdimAutkYJsKMFnAJhsYx1B4iruv/37y4tar53eeP37w8Mm9C6fHJWJ+SVvnFq9ETVMejV+XJK3kCBUO/nwdMxdndyrNlxnqzw0NjAyl8UIYoaH0sFAalx0USvVkORED7Jw5lgGZkHHoOmyiZ0S+hT3B19ePFRgUHuwXyfSlM/2N7MluIdn+vCJeQnlkZKoriRDg5e7r5eXn6+/r4UHG2BTkS8WVe9ZZ+UbkVN7548M/KtU31TeV6tufbz50HDyqg+chTUKRJmGbbZiuiyhACwtjRoczoyLoPB6DG0oL41K5IcHh4dxUf1aGsRNffScb6LOBPhupR1uqQ+HnVu9q6ytr2RsSnxPKSwulca0MDEh4jJMTiUIiYrHYAGpwcmaBq0+sHyuLFicLyW7Rc8pForNgmzwkUYl0rgBOxYAiB5TC/z8oUNk6ts0xdbNv/jo34Xoit2zfMen0LbfqCeXU3StD82cNDV9DyO8A9RmCPyChdyjwAQU+olAf1TS+IOHXMLj0yy9/1dW9f3Tv/dPHqm9fPly7edHc5h0AX2HwDQLfIPAZAf4G4Mw63YqgFFrh3tprL1J7ZpcZudt6JOpaBTj5J1SUdN6++uT0lRunL18/d+76hQs3rl69c+PqvetX7l29dPv6lXs3rz+8cu3hxet3r167cu3alfM37p658fjazfvP79/5/eGN35/efXTv9u3r125du/7k/oO7t27cv3fr6ZOHd27euXXt0e2bT6/feHj12sOr1x9dvnzn2rXrly5duH750pVzFycPjitycyOYNLq3F93fP4rLKSvMq62qCghN/tUuFGxjgG10sC0A6AVAWoFL9QIQv+I0tQhaNpzcsv4cUX552a65mSMlReVoc5utejvtbHAdbd1zM0dC6CzLnTvRJsY5Obm37jwUZYuIaLSdiUWAH+fQ9MnJuQU3D1c02gRtaSUtKLlz+3lJcRUOi3GwteRHCQ4vnDt8/AKbGeKAtsNjnOTyhtt3XtVWNzk4YLFYh/j4xDMXrx0/dzUgINjKyBBjbZeYIUMHZMDmfHWbrGUY0XJ7kaZlCrwlFNIJhjZ7IbXcYW1XoOUOtD2Btgek572ZGEMMlfrFK6kJiqj8NhPP1A2EODWrCIR1ImyTpmYjRJrEAl0a2OQJNrkBLQ9Nc+4qYrqGfbo6JmMpRog0iYS30dW20VYbs5cb0BH6fho7AtebB3T0z/zx8vXtG5cuXjh74+atw4cnmxp3nTx7wYkqWGrI0LTkq6MF6jaJmtZ8TTR/iU2SprVgmW3yMrvk5fapK7Bpy+1Tl2HTlhHSlxGzVuBzVtrwt5OiDs6d/Ovdy0f3r9+/devhg7vnj40f3NfR0Du0+X9RdtdfbW1/v+jnWisJUKeKu7sGCSQBkiDBAgkWdyEJTnB3Ly1QWmpICxVaKhTq3t1213d971136gItbXN/+J5zxrjn3DvO88w/YY4xX+P9HvMz1yLyzYPSM0u6+wY3SLIzKQyFq19cVCSDk8gRMyTiZIUwTSpgCkVpImGaiJfMS41lh4cxcBECr8RS2FW8HJdNk9RjcaTY2MjUhGghI06QTE1KoroGBMYLsntHDm7YuqO0uCQhPFLEYktFErlMIWQx48lhJcXVmQ1DC/2Fi7GsKHlD79iZwxdv7j99uaBlk22oEHHlIthcxENmHsClxvF5qTwhSyhky6VsuZQlFjKFfKZQkCZiJQklEk0Cp8g9IguxZwFbHrDmwNZMxDxSVNhV1tFf37tdUdRRVN6Vpy7Ce/mQCEGkMDyFRKCQ8BlKaVlli2+IVMeCDtun6Xmmz/UpwvhXQdgKOKQZDu8A5BZAbgSkeojSDIW3Iv8tBboHDtqHa0ziKw2oBcYkUdOusxUn75Gad3UPnD3Fz7g7B/MdgJ8w5gek+xPo/IDh7yjwA0LPwnM/o+Hrc1AvKoq1j/8+VVb0+PAhrVb77e5fV7y9vgDwCwa/AfgNML8h1G8IfoEs2GoXkpXT3Hf1YfuZe36cCq/YwqXuLGxsAYGaSU1Qk5OlJLqEFCuOiJfEMdLj6fIEuiKRoUhkyOlJclpqRlxaBj1FGE1jRqWqwlM1OYWdF05eHdzQf/PW/d2790ZFRMdQaRv7Ng8NDp46feLi5auZeVVBYSxybCY5XhMSnRUYJsPi+T6BKV7YKC5XNjmxr693ZXdn+8jmDV1tLWI+T8Blt9ZXN9Y3JPJyDQIEwDoBmEUCywgDX74npcCdmGnnm2roHGmBTS1rGmqoqV1H3ydOAAAgAElEQVTb3RMVGWNr42RhYU8Kizmw/+ia1eu9XH3cHZ1C/Xx3bRk8dfykTJpBIlJC/QKKMrLv3no0MLiTGhMdGOhDoeBGd22/ev2WUJIZEBQaRMAVF2ffun6lsaXNN5hADAuhx8dNjh8+deZGIkMS6E+hUCIqqkqu3/yrtXttECXG2y8wIYZ64ujRoV2TzhGKudjsOX4aHWwh7Jk3P7BM1ysLsmJBpgloizjInAJZUIB5JLCIBjaJeu4sHK8lRt3DyF8vqBk1Dy8ALjzENxPyywe++ZBvHsY3G+UqA5bJwJQKLOJ1vaRzggtQuGI4sBgVUIxg89HYXB2vHF3PTD3fDIynBNgyUObhgZGiY6ev/fj5+z+Tqt+/fbp76xaTp5hvFrjAKWmeq3COu2COK2eus3Cei2S+i3iRu0zfXbbES77YS7bUR77UW7bYW6Hvq9DHypdgFQbeMmOXpLik9Fu37mm1Wu1vrfbn79m3UxeO/RGXpDRwSXDwF+dpWjdv7FIohCERHGcPamxksoDOl9AlkpR0cZpUzBRJ0sSiVBEviZMakxpOSsJFirzoZYirdIlflkizlhJBI+K8Iwl+rJgoHi06OS6cRCFX1nes7F5b21hRrMlIioySs5lSLlvM4bBpsfGhhOqqFlXd1nlBGfOCc3R9JAuxPKNg7ooA5jzPJF0vAcYvG8IWoTzTLQJ51Dg+P40vYouEbJmUI5exJWKWiM8ScZkCZopQIM6jsQu8qbm6zjzIng/ZcBEbNmTGcMCr/al5XuFqx2CBSNUs5Kmxrh4heFwoISiSFBIXGS4V8EqKW7zwah07KXBWAic14lKgh6uFfCtgYhNEaQOUFkBphihNEKUVorT9v+8I/o+Xxf/b6ho8ZE3JM4guNYrIMycL2ybOV5y+Q9BsaE1fecbO+wMM/4Shbxj0NIRoga4W6P4C0E+AfAfzHgDwQszW3rv1WFN40NLqy+GD/1HghofzVwC+I+ArGvoJMFqAaAH0DZ5zcrltM0u66fStvmuv8IoWD1q5cZDaJ6XRmqA2dEsx8k5e4cEwcGcYuzPM3BLNXOMsXGJt3GItnCPMnSimTpSoRJVMrpEqi8JT8k28Of6h8nXdu/fvOXnm0t879h2zdfRdYWCzZk3/ufOX+ke2D+05pCztWWgTt9CWaeAuWe7K0TOPnm8Zh1kSAul5OLuFDY9sOXXmwNPnj79+/vDl47sb169XVpTlqBUVZeUJ3DxDnFjXhuaA5y+wC7EPYCRLapjiSjJNYu5GWu4Yxc9emZFf39kzUFbZFBtHT0hIkkmVba2dHe09KlWuTCLJUcpGtwzcvHZz1eqNKmUeLTKmsqDw0sWr+/cfz8kqFvD4IiHnwMSB6zf/Wbl6c3ZOGZvNb2mouX7p7K494xmaKp5QLuKzdo8OXbt5vbaxQybLY7H5TY0NFy9d3TN5Kru4IZUpkvIEk/sn9h465xufscBHgXGV6frmANcMxCNH1zsH5SCAzemQaQxsGo6YhwPTCGAaDazpc90F87wkc73E83wkGHc+yl2I8VVDXhmQVw7wzgaeGYi3GuOlRrtKgCUNmNFQziK0TxaMzYN8coFXLvDKg73yUZ75GJ8CBJsLeatgVwFsTUMZEt2CUypbNpy/fOv69TunTl6srV+z3DJ4rmU4xp6BtkvRdUiZY0vXs06Zb89Z5MBdYMeEDaLB8gjIIAo2iIBWUBADKmQQCRkRYSMi2oCsuyx0ziLvIAJtaGjn3/ce3r/39/iew9RIkY4+VteQvMiUmq1Zef78ufbWjkAi09w6JDYqlU1jCxJF4pR0EVMiYgnFqRJxiphLZyVTUyJIKbhIsRejHHYTLwtQp5euS6SnkIOxydQoQWKKKCk5LS6aTqVuH9zRVNtcWqxRy0X0yHBhEk2QFM9JiE0gE2NC8IlJfG7xhnmEwnnhzRhCBSogGx2gRAco9YKzMYF5c/DlerhyPd8M6yABNYbHSeYImIL/KCBnSyQsiYAt4bOF7BS+WJyXwi8JTa5Y4CaArNmwDVfHmj3HhqVrQjNy4y+wTdV3TJFputWZpVGUcC6XI+BL+TwlI0WenlVVWr3ZI1gDW0hh1yzYORPtopmHq4V9K6DgBojcBsjNgNwEyE2A1ALIHTCpzoZeefr2s/+PLPB/ro7+CTNSjmFMmUVEvmWYoOvEpZKjlwN4zasism4uMJyBkR8I9A0BP1FgGka/Ry34guh8h8AzBDwk4bV/XfnW139rrv5fyxdNHx7XarXTd+7c9XD+BsA0CnxDgZ8wNAv/px3o3J6rvyUyZvTkvfXXpsLzuwnCFtuIAoJ8rTW1fLlPukVgtnFQlkGQ2hiXbhwgNfUTWPrzLbEstzBJcEJuCC2jsHzl6PbdA1t2CDQdRr5cP7K6d83e0V2nBvacalwzHBDK8AuK1xQ35xXVrOwbWD0yySzo0/dOn+euXhagtiCnuyVkBLNK7IPFaP1gd1/68VMXv/+cnv714/vszOzsD61W+/DRw6ryYo2mkCEuXhEgXuqcIsld5R+R7BMSxZZmFFfVN61ekyjIXOEYtcItdZFTHDklt6y+JydX09HasH3r5sGBzVV1zWV1rTUNDTWVJStbGicOHBGIs719iThsYHFu9t07t1tae7zcCUEBxBgqdWJi8sLFG/EJXD/fUCIupDQn79n9f9rber38KVg/fEJM1OHxPRcuXIyJT/HFErw9vYsL827euNne2eflT/H3C4kjhx8/eGjvxImAWMWKQNk8L4mujxJylgPndB3fbLSzCJgnQCbRiEkUbBwJGUUBo2jILHGBh3SOpwztIUV5yREPMdpTgnjIEU817KGGPZXAQw65y1CeSl2PdJQjC1gyIDse2l2JeChhdyXspoLdMlFu2WiPHNgjG3ioIW817CFFObIQiziMGXmhFd4VF+8VFOvsE2/rw1zszEQ7stBuQrSHSMeFO8+Fu8CFO9+Fs8CZOd8pda49AzKmQAahkGEoZEBEGUYghhTExA8x8UEM8KhlZJ1lRJS+i4GtpzchzCc01MKdoGsYhjGORpvFoo2pDGl9/9hE7+ZRfyLfxCo0KiKFmcAUpoiFqXI+SyxkiyRMmSRVJkjipsawoijMIKrEO7kM9hAsDZTn1q1nJCeGE7GcJDorKY2VRGcmRlFDAjZ1rzl/8sL2kdEEGiM6PFLMSk7np4jZDAEzmZGQ4BUcnajZoBdaDvDNcEgLwFcDYgUUUqEXXo8hlKP9i1DeOWh3mUUALyZewGfyhGyBgCWVshUytlTClgjZYiFLwGcKZeK8hOQcj1CljmUyyooNTFLs8PmCwvUJotpYQdNCxxSUVUyivDKrsKKuvn7z0HBCkjQgTOwcosJYxumY0eZZCPUcMiFHJXBKRznnzgusgbzL4eAG5H8pQGoEYS0QZRUmvMkuqfp/Tg393xWYtCRlGceUmkdqLMNE3UevlU1ciuJW9XnTH+ku/oJBphFoBgV+ItBXFOqlju47HcxLAG67O38/d+Db/p33LJ2nALhjsvTb0f8ocP+uu9tXAL4h4CcEfkPgOwJmYaAF8DMIfYESc/38w8a9l104ZeaUTIfwAiy/3ZxWtcgv1ySwyIxYaETMWxGUtSIow9BfvtyTbeTJEBeukWhWJ/KyGUkpm9Z1/3nxwqpNY7zcHpcgoX+Y0CeMa+wV64hnl68cbendF0lPt/QI9QxP84xRrsApFgVo9H0zlnqnMAvbS9YMVPQMMVU1esu9vANpfz949Uv7+8uPme8/Zme+f/0+O/1Lqx3btScnW5MmLTELkuiakvnpVQdPn//3+ZN7/9yrralSqlRDOycUJWvmONKBeYxdCHPT6Pi1a9cunT1z+MD+bduHT/95cefEREVtzdDgxoFNGw9MHt87eSa/oDLAxyc0KEChVG7Ztnd4ZF9CAsPPzzc2Nrahvu3QwbNFBVUBWCyJEKSUpo+NTdS3dBJCwoL9A1MSU9tbesbHT3C5Yj8fTxIBl6lS7917sKNzbTCOGBqEY9IZrS2rC6pXS0p6KKJWHXchcJEAF4met2quqwgyjUNMImDjKGAUAYzJwIgEGUfou7KN/NOX+acv8pct8lfo+yv0/RUL/aUL/WQLfOV6HmKMuxjlKkG7inVc+bAtE9iwMS5SlIsE7SZFuckRNyXilolyVaHc1cA9HXjIIHch7MRFHJiIDR1lGYU2C0OZhaJMw2FzOmzLBk4i4CwCTnzIgQvbcWB7JmKfCkzigEGEjh1dzyERMgkDBnjIMBisIIIVeGDsA4w8wQosWBEELcfBK7yhFY5gsTkwsAFGPpBZJDCLhywTIMuEZV4shzCeYzB3gWmEuX1URGQyOylNlMoXpkoELImQLZKyFGJWOp8pSYtjx0ewQ2JkvqnlsA9/KVHcvHGXUMQOxrmHU4hRUVERkZTIcDzW0z4zXXr21LnxiSOMFDaFEs7nMsU8Jis5gc9OjYlP8Itk0YoGMSEVgNAKEdsRYhNMrIcI1SCwHMaVzgmpRgcWo3xVJoG8GJpAzORLOWIhWyZmy2UsiYwpFrPFAraImyoScFWxiXJnHA8yisVYcmDDJG+yZnX/oZY12+pXb4vhliTK69eMHN139PTwjt2bB/ckMAvmmMXC1jzIXo6yk+rYytAO6ZCzEjinwy7ZcwOrId9yhNCAkFsAuRmQ//OgqAWO6NSLbnNMq/ufCvzfGsHK/kkbUoYxtdQwUmNFkfUeujX28Gvf+j1bbXymULqfMWAaDb6iwRcU8g1BzaCQ1wDcMTb4OjI8c+nodazLawC+AOSukfG3w/u02t/Td+/c8vD8CsAPCPoNgV8AzMLwLAxpYfABgu/5Efc0r/NnZOkEcoyIGQ6hBQTpKsuUGoPw6mUBGoMApSkxwwCftRyXYeAvdSYrgmJkhdWrmUK1nx/OycqiobLs8vkL/YO7NBW9jkE8Qx++KU6FWDPQVjQD9zQTD/pS+/DlLjEm/hwjnGypn1LXTTbfMSmWnd+4aqBt9br1A9tqW9fQmFJiZMLDZy9/a39+/T79/dvvnz9mZn9Oz/7SXjh/tbiomCXJN/RKiuWVPHn9aebH10+f3n79/Gl0eLtSJM3K0gwfvOAZq7Im8nedufbt9+zsj2+/pmcOHzi8Z8/Y7j27Tpw+WV1X39XVs3JV17axiW17DuXlF+G8PIj+2Mycgv7hPat7+qJiqb5+XklJjFUre7dt3SuVqL19vIKIATkFmq3bt5eWVwYHE329A2ixyas6egf7R5IZKd7uLmQioayofOe2PSUlFf6BAVg/b04aa03nuv7NW3o2DWXWbF7gzgX2LGCXquPMnmufhhhHIsYkyJgMmYQBw0Bg6AcbBqIN8PPMI3XNItDmFLRFFGIahbIIRyxCURZklFkkxoqh68hDuwhgZw7izEM78RFbLmTNQjsJ0K58yJkLXATAVQqcRcBZCFwEwJUH3LjAmQ25cCEHJrBJgWyTYfsk2CEZdkxFHFmQAwty5MAObNiOjdizYccUXec0lAUNLA8HRpEYW5quIw0yDgHLcGBZELQcB5ZjwXJfsMIHGPiAFT6wgS+03BcywEKGgbAxATGnQBZUYBELLGiQBR0yTwDGNLRxvKkTjRyVkspIFqRwhSkSfppUwJRIWAohR8lmS1PimHHk5CiaKohTi/JiJpb33Xnxsbm2IoFG5Qv5PK5QJJDxOAJ6QmJ+Xt7kwSMbNo2weUKhWKBQKpVyhVoiyJDyxCIRIV5Ay9swl1gC8HWokKZ5lFZdfC2ELYF8S5Cg/3yzqBrG5RgH8+JoAnkaX8GRirlqIVcp58qVbKmMJeGzJexkEY+jjEuSuoRwgVkcyooHGdO9KVlpnEK+IOP+g2clFc1rN4yWlLcN79h38syfZHKKKLvDyFeAshYidmrITgE5SoGDFNinAwcl5Jo5F1cLYyuRkAYkvAUiN0PkFkBqBqQWKLwVCW+wTao++V9pBD+12rbBSStylmFMuWFUoX1kelHvvmNTszfO3j9o7/UBAt8RMIOCZiHoCwr5gkJ/Brr35i59t7JR++DyvcSIhyh4GoV8hKDHK4xmJ/ZqtT+n/751w9PzKwBaAP0G4BeAZgBmBkF+IuA7BK4amooDItyi5X7iJgJ/ZXLuFlrBoCWj2ji20SK8apm/chlOYRySYxCcsdSHJyvfvHn3uf6RA1eu3S4vrPC0cfNz8czLyh0bP5Zf02fqyzX0zzTClyH2UtgmWc+GNs86ep55+CJrqpEn0zRAtMSTPd8leZ41hSmr7N9+sKWjd/3mbSO7DmYXNnoHRpz646pWq/0++/3njPbX9O+fM79mZ38dPXWsblVLirLIJoh59OI97a/ZDy8efH338tPHr11r+6jx1Iy8zOF9E+XNvesHxmZmtc9ePPvw8dmPmTctjZUiHufQgf0HDhxY1dsvlOfIVPkdawYlqkICgRwTFlKZn3Prxu2uno2+WFx4BCU1jb5rdMf5s38KeYpgXBiFTCotL7x+82ZrR3tgYCA1ispl80d3jB0/cjo+hh6CD4sghRTn517988qa7r6wMEoomZiQGLN/z+4Lp/5Y07127cCWouaBFV6plqHpduEqu7B0Pcs4lEkUbBIOG4QghkRoeSC0HAst8QELPMFcd7DQByz0AYuwqKUB8FI/aIk/WBIIlgSBhUHAMAK2ZQBrOrBJQRzYsB0HWKdBtqmwYwraJQXjmopxScU4MzFOLJQzG+XKQbly0a5ctCsb45ym65yGdkxBnJLRrqko52S0U7KuSyrKMRlySIYdUoFdEnCOhx1jYHMyMMSD5ThgEIyxjZhjG4WsIECL/DBL/FCLvVGLveEl3shSH3ipD7TYF14SAC3DQQY4yAiPmJIh8yhgHgPM4yBzGmyZiLJIRBvTTF0SQyNTk+lpvCQBhyFmJ0vYKWJhmlzETOcmi1JjU2Mjk6OSMgiCJrSvgJrT89ezT9euXu1YuaGze7h11cCu8bPtPUNdfdtaOjftnzy3bfRQY0fv/mNnxyZOHD565uC+8WMH9p08frKybTOrqH8ePg8hVyGkKnRoJexfCGMLdIIq0UHVSHAdQqhHB+RY4gWxsVwxgyNjisU8FY+rFHLkIrZUyBTIOEJOIkcmzGKwMp1DBcA8AbGXAIs0v1hNVCzfzcWrpLQ4KAiflaVhJDFpiYlV1TVOjj5JwiJjPw7aho/Yq4F9OnCQAft0YJcB7DIgl5w5gbUwtgIJaUDCW6H/MTLUApFbIEorRK6zS6k99V9pBLNabcvghCUl2yC20ji61CVa7UoVpdatG2jadNTK7R0KzMDon0DvF8B8R1DfIL2/Mcse5BZo7999LhU+QOl8h9AzKPRXgHmyxGJ2/KBWq52++/Cat/9HAH5B0C8Y/ILgn2Dud0j3Owr8RIPzCxZEmLm5xyv9ODUmOHlASmNM3ia75NrlsfVWMfUWlMpF/jlLA/NNiUUWQdmelJzIpKKKus25efVUSoK7rWtJXtHEwRMVzeudCeK59rwVgcXLiKWQswiyS5njkLzILlHfMlrfPMLYKc7QibrYJmSeue98U08XvygSNSmERCVRYsmRdD9c9MIltnmaOq1Wq/39+8f3X7PTP39//z31+sPxPy/0HzrmRhUT0vJef5v9+mnq49MHX968/PPKld6hzX4hfhk5sokDYwcP7Hly7/aPrzNTrz9++DT1+Pnt7jUtWB+vLf39p06eqmrpM7XzX2LkwBJml1R3CvlyFi22RJ1+7vipoYHtQoGcmZaWlkrfOrj56p9XKktr0pLZsdHROdnqU6dOj+3Zw2axaPGxqUlJg5v6jxw6np2hSU5iRZBDNdmqyQOTW7YMi8TihMTYtLTErYObjk0eam1pK6tv5KrKHHHJOQ2bK1aPFLcOG7kmwsYRwDjqP5EbNg6FVuD0jLAWrqEOXmHWbqHWnhH6Fv6IvitmiS+yGIss8kHreyyzDrL0jLLDMazx7MXeaZBNPGTLALbJwCoRWMYi1tFoayrKmqprFadnSdO1SNCxoGMsGBgLOsY8DmMaqWtC0jGLRFvEAdMolHkUxpSMNg1DTMiIeRRsHoPYJAKbOMgyCizHA31fsMAVLHAB+m46xv56xjh4kQcy3xmZ7wQvdAbzHaCFzuil3tAiL2SxP7TEHywLgAwJsCkJMqcCixhgEQ9bJkCW8ZB5PMYo0tIpmhqdJkjlydIk0jS5lCWTMEVypkTFUihS5JwETlRMajhHE5G9AROUi2CVofJOXmkfXdkVp+iMlDcl5HdSFA2RimaaqpWuqE5NL5UV1qvK2gWaVknZGkHhKnHRKl5BF0Oz0ZfbNS+0Eh1RjZArAb4Y+OWj/At1gyvQuAoEVwUHV2P8My3xojiaRMaUKHnpcqFaxJML2EIeWyTiCBUsNp/BlQtz2aJS76gMYM4A1vx5LoJEZbtUXYYnhBHCQvxxgXkFRQKx1D8YRwgj48Oixdl1pr7JGGsmYpcO7NOBnRTYpcM2GSibTLRjzpyA/10BENYESM1QeDsS3mCfVnfq7n9NgfaBCWtSrmFMjXF0uT1Jxi3vKhie2Nqx5bSVxwcYfENQswAzg4a+YKAnCPI0ifb78fWH9fVX5s17B8AnCLwD4BNA7uqbfZ2c1Gq10zf/vuiMfQyg1wj4jAFf0OATovcF0vuOgn9A4NpSswpONjm9ySOpzJ6cZ4TP9EhrsIivXBLXYBZb5xDfvIxQqO+XaRCYZRWSa+YnWeGUoCpeJ8msT+OoBAL5jrED5+885uWvRFvG6zpKlweVLgstBO5sYJemY5ukbxe3wpocFiUpKF3V1LGpvqWnpr6lqr61rLq5tLyypLioqKi4QFNaWlKXlip1cQpY1dH34/vs/9qKVy8+jkz8Eats1XNIi5U3TM3+fPv+3ZsnL7+9//Dy3fO9R/aQKMS6ytK/Lp09fnjXm9ePpl6+ffn0w5s3H2/ev7th66BPUFDP2jXnzp9v6trKlZdwBBlVDatTuOleXv4+Lg4sWvTB8f0r23vIoVFODk5+WK++NV1jO0cZ8XQvV093F5dEWtye3XurK6v9fXzdnJxcHe2b6mqHBrfERtPdXLD2Nta0mIitW7ZWVdXiQ4gOTjYUCmFwc9/gxk3FRcUlNdXijAJ7D2LzqvVbRveu2TRKTdEgRuF6zqkYdwbkEAfZxKItKYFUfnljW1auWq2WafLzI+kslJEbtNQbWYJFFrpaO+OKK6qVmao0DiurtCpBVbXAjQrbRCL2icCGDqxosEUcbBaDmMYg5tGIeTRkFguZxsGmcbApFWNGWWRLWWgZpGvoD+n76ZuFGtmEmdngvfziA0NYOIoIS5EZutKs/DkBkRmhUYowCo9MYQbhaT5BcV4EhncY2zOU5UxIcSEkOwUluockL7ULAvpO8GJXaLEHvMwHLPUHBkTIlAzMo4FFHLBKBJZ0YE4D5jRdE6qZbURsLF/KVan4eUp+frowRylUZfCVmRy1iq1m0sXURBEnr40gbsJgpcBdjgkuWhFdbxZRZx5VaRpbvjS6cCE5X5+YZ07OpalaadL8yBQBP6MSn1as5yPSIxYiQUUAmwf8ClCE2jnkNhhfhcJXYfBVCLYI5VswB18B+xdCAQUIoVQnSGOCVyYwC1WyUrW8RCkvVEqzVeIMuSRbJs5UiDN4rAwmu4gpa7YNVsCWaSgrDsYiARefMTB8oKV1VVx84uqurr4N6/fsH5epVLGJyX3925u6R4y96BjrNMhWDtmnA3sJZCdDbJQ6tiodp+x5gXWwfw06rBkJb4PILRC5FZBaAakVCm+HwxtsU2pO3Hqq1f7f/lP4W6vt7J+wDcsziq41jiqzD5dvPnP7wPvZU4euXfGP/ACQTyjkKwK+o8FnGDx1stOeO/Lm+P7xoJCL9g7/ONrcdba55+Rwx87xNIHw4fwZrVb77eE/56KTblq4PbCy/KyLmkGBDzqoLxDyE4a/AuSeY0BrwUqHlELDEGUIr3MFMdtPtNqG3riY1mQcV2cVU7WMkLMkIN0wUGEalG4blm0aKHYmpUdwyijJOZF0NSlZSWBnO8ep53pw53spjYllBqGFkAsb2DLn2DCMXWLS+Nn79x88enDiwJ4dB/duP3tk/5njh/44e+LyhZM3Lp+6fO7oH8cPXzt/4dyJs6UFFfa27gmJ/N5NWyaOnxjetkehLDd1p+o6pMxxlvslam48f//1p/b58xcPHt59/vLBiVOHcjPUl89dunbzQXZF/c0nz79M/5h6/mbq6dSHd1+Hdu4mxcVOHjt68tQ5TfnKxvYNdXWtGzZtPXPxenNbh6+nm721aTA+aNvIrr27J/DBRGsrazcXl3S5/MyJM6WFJZ4uLnZWlqHEsB3bRg9PHokgUSzNTBzsrfJyc/84d0mjqXSwczAzMQrC4UdH94/uGgsmBLq42Dk72OapslubWirrK2ub2tRZBePj+589un/yxFlZRsNcywjEPgHYRwO7WGARo2MXTUiUtff2FharKkrVmixZFD15jhUWLPcGCz2Bro1vELmrp6O2Ok8hTampq2DI8sz94mEzPDAPB5YxwDIOWNJgywSURQKwigWW0cAqFljGAYsYYBxmGZjKymxITS8OjmEts/Rhi/Lkijwuk19WWKpUZPCFyoLKNu8QGp2fsapvqzIjf2XHqqb6lsb69szcaho3z8aPbhmUZkFkWxLSTAMTAhLl7pEcsMgO6DsCfSeg7woW+4DlOGAYAsypsDUdsk6CbNNg2zRglQyZMXRMo81c412xSZ5Ytpsv082f4eYX4+0b6+0RSQpNycxqlCirEjlZsZwMRWV3alGfEaloKbHGjNJkHFZpHFltEFm7PLR2rnseNr65Y+OJdQM7167vP3D0Slb9DkNS8QJqB4bahYro1KW0zSU1zyXWzSNUz8NXz8dXwx55KK98veBSgM0D/vkIvhgJKpznr3ImqYMiM/BRGQSqMiRKEhYpDo5U4KgqXLTSnzQoPKAAACAASURBVJrrQsxe6iZAW7NQNkJdGyHKJM43Mv2fR58vXbydqS789/6jE8dOTL1+19DQLhBnPH7+ee3IsWWeabAVD3LKBq7ZwF0NuahgpyyUfQbGNXcurh72r0GHtaAi2gCpBSK3AVIbRG7/TxawTak5fuvJ/6z+//8KaLXanv5Jh7A806hqo8hi20jF5nN3q45c5apq9wTGv4EXfkXpfUKBnwj0BqCexCRr3779/vDR93MXtZeu/Lp88eelc78un/t17cz3u3/+fvdW+/33r+kPs7f/+n35yq+Nve+Nlk8D8FEHzOiAnzB4g8LcISU0VG/wkDSZR+V5JlQtJWS5slpsEuuXxzcZx1abRZYsC1Qt9uAa+4gMvYVG/kpTfOZSH+Eit9RlLsnLHRjLPVkrguXGFI0+LtMoWGMZWrbAQ47YstE2LH0Hukdw4tZtO/65c+HGxf33rkw8/uv407/OPLl1/sn9P5/9c+nVw0uPbp25/+fxW3+c2Nm/aeOa3thoOkCbofRd5xn7zF3mudgoABspDmCUYhkNRti0ys6R6Z/aT19ffPj4eObrp/cvp/69dffl1HRe2+gSf2771mMfvv9+9eiftw/+/vT6zfjEvvVDmx8+eVVc3BIey2tq6S7My9/Q1yeWp/sH46ytzcJCcB2rVpZW1BAIZFtbJxsbx+Li8q7VaxITGJ6eXnY21rEx1I0bNhVoSgL8CQ62zjZW1vl5ORvWr0tMTHJ08jI3NQ8nkdtaO4sKKwIDCbZ2th4ezrWVFWs71rQ3NbW017a0tvT2rFvfs6ogUyJis3mCXGykzJOW5xyd6Rab50rNdwtXRXM1xQ0d+SUlZRXl1TUNElWBVwjdi8h28E2ydY+OShB09fbVNdTlaXILSirEWbUhNLUHWeIemelKzXGNznGOznSmqt2isxypWY7UbOfoXLfoXPeoTO8oRZKssqJlQ1372ryKxnA6r6a1q7q+uampoa2lITsnMyu/oLaji6PKzSqtbli5Kre4qLKmelVXlzpLkyrIJiao0BYhsG0UZBeNso9EbMLMg1PoGfXEJDU5OZNMV0cwssJT8ihphVGiei9akU14vnVkiVVUhUVk1eKAHMhWBMxTgAkVNo5CjOJh4zjIhIwYBeka4OCFHthQViq/1NIm2NnZPzkp6fLVywfO3vRLrICspcBSAqyEwEYM7JTAKhOyzFjhnslVrymu6apqWV/dORYt7jDEa5aS6uYQq+eEVM/Bly0IKl4QoJkfmDvXP1vPJwt2U6O9chHPHLR/IexXAPsXQP75CFat5yGa6yac6y6b6ylb5CnQ9xDN8VDpemfoesvm+GbNxxYgLunAXgrZKVG26YglyzZEVdM5WlLVp8pq6uzaunVk/8rVm8WKMklGXWn9BlHJukW+UoxHLsa/Wi+kVi+sUgdfhsaWAY8C2KNQL7AexlbChAaI3AJIrRC5DZBaIVI7HNGBhDfYJlf/lxUYOGhPyreIqjGKLDKPEK89cqPy0C1h88g+eemduUumIcx3FJhBoJdgziN8tHby2O8/LmuvXP1x/ebvqze05y9rL1/+dePC77/+1L55o/0++3v6/cz9Gz9vX/85sOGlsfEXAD5jwAwafIfAbd251+V5F+59rDn8MDh9tXtChQExw1+y2o5eY0ittk+qoWavi5KvpPLrGOIGhqw1VtIRo+iiZ6+lqTrjJU00SZsrtcwwpGJpcLUxsdo6pHSZuwhjHo8yjzcLUKirt1W1rD98+MCDu6f/vTn5+Nbh9w8vfnxw5f3Da1MPr757cm3q0aXHN08+uX76/vljVXmZ6SKBTJEzd3kgamk4tDwcMaQstY0raBhYueVQWfe4S6Tc0ou2as3Amzf3f/98Mzs98+yf54cnJ6V5ZUsCOBgPsRM5ffTIpd//Y39/fvnw5vyflwSKEmNbsntgfE1de1mhpq25nifkhVMjKBQCMzVh/ca+krKKIHyIXwCeGBJVUFzT1b0xPDwG6+cfEOjHZCX3bVifmaVxccZifUIC/Ym5ObldXZ3x8TQ8gRTo789ITOxoW11eVkONjouJjU5OonWtbB/ZvKWrrblzZeWGvjW7t+8qyFBhXey8nZ0VigJVyarARGVwXDoxXh0UlxEcqyTTlZEMaWSigBCZEhrDDYtMC49kkqN4fvgU72CGH5ERSeNHxrNDqUmUeC4pVhwcIQ6lZYQk5ODiVH5xMt9YgX+CKJAu909UYmkqLE3lE5cexFATGOlhdHF4Ip9KZ4cncEITBVEMURiVQY6ihUXEEMnRVDqbksgNowsoCeKwWB4pjkWOSy2uak7hqcJi+dgooSWBbRkqsiSKLAlcy6BUEjNXlN8aTBUEklkBoan+hCS/MIZ/ODNV2UBXr5zrmDjXjTfPUzbHM30hNncBNhe25QCTONgkATZJAgZxOna0+PRWfk6PvLC3qHmge/NBaXq5ny+BFBpSUVPdvH4US69agC1chC9bSCyZF1yygFC5MKhGP6ha36/AAJdhESJfESie4yaG7QWIoww4KVBeWWhsDuKVAburITcFykOIuPEgJx7aTYJxT0e7qTCembCbEvJQQT6ZKL/MOf65Ov4a2K8IeGUhXjKUpxR4ZgPvLMhbgXirdX2zgYsYWLOAhQBlp0I7pmOceHNtYxZaR62wi1lmTbTzohjYBswzCtC3IunbkefYhyMOiRh3xXxcyfyQooUkzRxigW5QGfAugjwLdQPqYN9KCF8Pwpr/0wUAqRWQ2v5HFvivK9AxOGlFybeg1phEFxlHClftvVy+77565Mrtw3/86Wz1EQAtAqZh8BGNfr5w0XMry4c2trcdnW64ujy0d3pt5vTU2vWOrfMN74CZU0e12t/fHt0/ERt7y9rhmZn9W90FMzD0HQXNQmAaxpxcYjZW0njqybfuKx+J2T1u9NJlgVJfXos9rdyEVEDO6C7aeChBVZckLmhfs7WicS1dWCgtWtW97YQkv5GrKi3vHEnKXq/vm7sEV2EeWkbmNCdKm+nSBp9ItV2IIqNmKKes7cCB/U/+vnT/+tFHt0++/vfS1MOr75/89f7RX++e3Hz14Mqjv04/unrizrkjW9d2d6/skCkLkKXB86zZSzxFwCJW1zIujlkysO3QxLl/sjpG2QW9oqz64uKK7o7WjtbGzCylSMpX5BfLatbKG3cmqDodKEJRaefWA6euXL8/PDRW37zJPoiDso4OpqnLqjuUUlmOOr2ltbmnpztLKVWK2FUlhc0tjZV1temZGj9chI9fRDJTVlRaq8zIYnFS+WJOTlG+LD3H2zvMwS4wKIAi4IsKi/Lr62srKqpVSkWmWqVMVxcUlNbU1nZ1dzQ0VjQ3Vm1c07tuVXNnW0F3Z+v+3eMleQW+zk7BWP/8/EphRnlokoghyKaxlNRUSaJAxVUVcmQaljA3ka2I58i44iy5XCOW5zEl6iShKpmv4sryedLcJK4sgS2JY0kTuWqWvIglK0wSZMUwpVEpQoYok6MqTVMUxPJVMXxVNF+VpCpIzSpmyLJjufJ4riyBp2LLC7lyDVOgiqNz4hmcOAYvTaBOE2cncjOo9PTopHQaNz1FpKppWtnQuLqkvK20obe4bVNR66bCpnVFjb0ljT3N3Zsqm1ZyRUoWT0FP4tMZXHoKly3OSJMURKTlI0YhKEsaZJUMLJiQjXC+T9byoGwDf+UyL+Vy7+zF7nLjIKmkalBdMZBZsamhZ8eRc7e3bt9PpkT5+OJSecri1iG3iKw5ThyTsGyTsCxDvNI4WGlKVBviVSvwmcsIGoOwyiUhVfODK2DXHGCvhlyzF4TULyQ3YfDVCK4C8S/U88/U9UlH3CSQkwC256AdOUsDFeakTEtypj4+C/FSLQgq0gksRgUW2TCa/FhVQcwiv9QyLLOCyKsO4zWS+Y04hsY/Ps+bWrzUVYFYCRZ5K2OkzWx1J0fZniosDolMDAyNCaawA8l8/whuUBwXlygNpGuipB3JhetY5X10zXpnWi2w5sOuWfOCGmBsFRLSCP3n/Ie1gLAWQGqDKP/NLNC65aB5eJ5JZKVhVKFhpKhn/EbtxGN6z8nt46cvJsc/QTC/IGgWhr+g4a9oMA3AJxi8AOAtBD5A4DMA7wF4AeC7i02mD01otdpvdx9dcnF/C8AngLzDoL+iUbMQ8hug3kD6e13D1vdu2/Pgc/OJR96CGhyrzJkij1C0YNOqbEj5cdnd6Q0DufUbNOXtWVllQmFOfkkHjZmdW96ZkV+zYXBndccGhqpjGVZhGJxnHCQu6hyu69nasm6fKL/XxI/pRGR54qI3bxx8/vDes3+vP39w7e2z21NPb009uvnu0d03j+8+//evR7cvPrx++u75Y8fH9x45fJwUw0EZhpkFqhd4pgGbKLQlbaFhuFhWrSzstAjlWUcqbAI5FtYhthbOtjbGtg5GxJDg3vUb9x07evz6nc6d5w0IcuDBtozKpKe3kGKzadwW2/BC2J1DTNas2bCzKL9QKZUUFxV3tLcrJHwFL626MK9QkytXqjgCubtvqKm1b2KaQpahYQsFqiwFT8IRKqRMvszcwtNghVNYWLwqPZPLZdbUVaYrlZmZyuJijZDPz8/VKDNUmsIcuYJXX13W3tjQ1VpTnC/sXb2yt7uvZ/VadkpKulRWX9++tn/n8P5jW3ZPDu8d37JvrH/3zpH947vGD43tO7T/8KF9hw/sP3hk7/jRsYOHxo5M7j48PnZocvzwsfGJg7vGdu/Yu3N4/67h/XuHx/aN7Nq7Y2z/tl17Rkb3bRudHBk9vG3H/h07d43sGB0e3T24c8/Q7vGtew6OTpzYNX5y9/jxbbv27jkwuXvfvp27do+Oje3cPbZjbO/u/RPDO3cPj+7esW/f9vE9o+Nj+yf2jm4bHu4fGhrctnHLzk1DI/1DA5sHNw1u7R/cunnn7m3btg+NjAyODA9uGx4cGRqanDi8Zv0IhS7XNSVgLOMQiyTYnImy5gNb4ZIgjS211iKsyiKs3oxUYxqabx6isAgUm3rQUyWFWQVVAbjgIDxOkZ75153nQztOqPPbsgpXssSl4vSa3MK2rNxagaIgRZgnzuvEJVShbUSwg3Ken2Ypvhp21QCXQhShEQ5pAYQGgK+F/Esh7xzgKpvjpZjvJV7oydW1j8Wzivll3ZktQyHyHoxvFgabi8LmLSeX5q85nCorIEXGhsfRSXFJ8qzi4soOmbo4LCKBliypaNpKiK/AWDFtw/KG9p5/9fbXyxczxyaP81Lo8REkGjUhOiKRQqGGU8MpVColhslTFK/atH14/ERD787yVftjxJ3O1Bp9QiPkWwETGyFSGwhtAaEtIKwVkDpgSgfqv6VA+8AhC0qBGbXaJKrUmCJbOXmj+ujDqM4jbfuv/NM/csXU/j2i8wWN/obo/gSYXwD6gQI/YOgnQM0g8AwCT6Ogtwi4Z2Q6ffiEVqv9dufRNQ+PzwBMI5jPaOQbBvMTRn5A6GtzLYaZhS2jp3Y+mVH1H0Lbhgkz6+XZxXyVhpXVYRGaQU1va90wvq5/38bBsY5VGziC3L7+w1JVY0F5d3FF++7xY23rttLT65b6iIyDCs0ClZrm/r4dYz0jB+mKVls8W13eI0kvaqpvXtnSsGNk09nTExfOHbpy7vD9q+f+uXX577t/3bl7/Z97V5/ev3JyfLS2soYlzF1oQVzozJjnlAzMIiDzKIx5HGZ5eJKkTVDSG8DOC0jVWGGTHDzIQbjgULy3l4tDUU7p66fv37598mn2y7q9l22jivSIhSiCZm5gJuIo1PFQQS6SBa78OFb+levXL148eWzy4NjOPUXFhVKFOEOtzFWnl+QXqeVZcqmUkcaMS+GlCFWy7DxVtlKVIZfKpSKJgitW0OJTEmlMnlCenZ2boVJm5mWpM5XZOTnFBYXFmdklOTlSuYQvEUhEkmx1dklhcUFedl5uZmNDS1t71/D23Xf/vn/+wumz5069eP7y9au3L569eD315OXbJ49fPHn26sXbd+/evX39+s2DV2+ePH/x7NWrF29eP3/18unr1w9evXr89u2zjx9evnv9/MPUk3fvH72dejH15s3bqVdTbx6+e/Pw/ZsXL1+8evX67Yd3b96/fvxu6vHLl0+ePX3xdurju3dv379//eH926k3b169ff3l87sv719+/fjy4/uXr6aevPnw4svXqQ/vnn76+Ozjp9fv37/99PnTx/dT7988/fDu+ZvXLx8/ffFm6u2H9y/evv37/fuHr988e/PmzYePUx8+Pv/0/vHXd08/T7169+rV4MBIFE2oa4yDzWIRyzSUFQsxTwUWTGCeBsyZwJQJW/IhSx5sxQKmCYtc2EnpLRVNPXv2H+lds66isnzdwJb+XcdzK9bkFLUcP/lHT8+a3tWrdwxtntg7umvH8Oi24RPHztS0DyOWtPl+6oX+qkXY3Pn4ZoCtR4hNUGgdCGsAhFoYV4LyUS304oamFpPS8knM3DhxcawgP1FSxs5d7c9ZifjlwsGlAFduQCpYueVwdlZukKdHWDAuKNifRA6JjAqPIBP9sD5pbE7flvHY9I75/io7Smb/jsmpqffTn778efJEPCmU4ONNDAgiBAbj/PwCvD3w2ICm2s6Tpy5cvHr936dve/t3bR47sm70VIKyB+OZDXwKoZA6hNSqR+lEU7pA2EpAbkeTmzGUetuUmuM3/2sKtPUftAgvMIuuMqWWmlIUrRNXak/8m7DmeNXJ+389fnE1Pf/anCVf0eifEPwLID8AehpBZmAwA0MfdaCvaOgnBL5C4B9D42+Hjmi12m+37/3l6f4VgBmg+xUNf9WBplHgAQp1Loy+ftVY7oFru1/9EHVvB8s8VJnVapWKyeaKs9vMgiVkfnX16p0bhg8P7DhY3dTDFmnWbzleVL25qHr91t0nNg8fUBe3JMhqDLBii+ACJ2JW27qxPYeP9O8+UNC0mSYqKqxdnZtfUZCvYSTESqX8oqLc0qKclY3Vo0Pr9+wYGt+/e2Ji39atA3V11YzkNP/gKAPrAAN7ygJLMmRAgEwjIIt4jAUdZUBNFLXsPnXv1tSna4+frBsaDCYEhof6xoR5E7w8IoKoDWWdXW3dq7vXta7f5xSRvZhUpB9dp0+qhF2VOtg82F2BMo1XZtfdvXf9r2vHr50/deH06e07Bod3bNg9umVseHjP8M4d20aGtmzs7+8b7B/YumV4eOvA0FDfpo1r+9dv6Otbu2Z9b09PV/fq7nXr+jb1bRhYt35L/6aRgY2Dm9YPb9480te3fWPfls3rNm1e17+5b+fIwI6xnaP7x5qbG6Kp8RyOfHDr3tt3H1y99ueH908+Tf378M6FBzdOX/tjx+U/dn/79PTHt9eTY1svnth3/68jv76/1mp/vHh0/cDO9dfOTj65d1ar/fDu5c1tAx1H9g7dOLv34snhz6/vPbxzeWhDyx/HB/88sfXauf3fv7z68un5kf1DF0/uvHXlwM/pZ1rtz6cPbh8eH7ryx9g/fx3Xaj++eH5veGPHiX39V0/uPn9859SLm7euHdu6sfnP49sunBi+cGrX1w9Ppz++Ojq+7fyJ0esXx398e67V/nr5+O4fx3ZcODl078aEVvvh37vXelfVHx3vP3948I9DW96/uPN75v1Q/5aoOIGOAQ4xjUFZMBCzOF2LmMUuKSZ+QmNvnokXb6EdQ88qQd8p1cAjzTNCuXXi0tj4oZPH/zgycWzP7oktu47gqNJ5xnhqsrq1a111dVWuWparFBblq4vyMhsrSnvaVzFYmYvdUz0YJeV9B8NFbXN98nSC6pHgKnRoDRzagAltQmML9AMy1LXbiqp7FZnl5U095W195CTpYmfyigC+Pi4XFaCBiZUguNKQXNi4blSdruAxElRSEY+TKuKwZUIBNykxNjySmcxp7OinKlbNCch1phas37b/6cvnWu3s9QtnYyPIeJwfOSyUQMDjggLxgbgAH4KnF0mQXtzaO9K6ZqemYuXYoVOda7fGpJYjNgLgkQ0RqzBhTYsiVs2N6gahbYDSjpBb/3sKtA5OWkRpzGIqTajFxmRJ/di5upP/pmw4WXPu4bGPPw6PHh12wD3Tmz+DBp/RYBrGfId0vsFgBgU+6YBpFNAC8AOAfw1MZo4f1Wq103/fu+Xh9g1A3yG9bxjoKxo8Q8A1d4+HI4dyNh7n7Lyw88mXpolLnjFyoaqmor6tqLpZWtBtGiCI4JYrytdFcwsjk+SK7GqmMJ/GykkWlhXVbUjkZsUmp3Ok1anKVgMfrpmf3I+cWduyqayqVpmdrcotiUhICwqLDAkjhYUSQoh4PD6YSCQQcThuEuPYgX2P/rkzvnfn4EB/TmGpJz4K6Bn7kFPTpEXRdJkso94liAmZkmErBmKVBhlEp4jqT5298e7dy3fvHj785xorIZri7xFD8MJ7O3k6OudmaNb2rF+/oX/r7kMCTc9yvAp2EUJOEshBNjdAA7tKFzunHTrx148fXz69u//l3d23L259nf57Zvb69+/Xf399Mvvmycy7h59fP5h59mj68d+zL/79/vz+lzePP79/8+3t+y+f3n76MPX+3Zv3U28+vXnz6fmzz08fzr56PPPi7+mXd789uTv95O7M85vfn9z+9uTOt8eXfjw6/+3F/ZnZmYGNa+Kj4+NiOIGBtKhoplgsfvro6uN7hyd3NPyxp210rbKrljn14MTBHZ2RWLOR7uId6wpP7u2d/fiwoZifGGY3PtQ00Jn54Or+hzf2k3xX5IuoB7fWtpcn/X1518S2DqzjnHUtwp3rc9fUSz48Pb+puziWYHFgS9Vwb87J8a7Zz38XKOk8uvfBnbUDncp/r+27eGIE77K4OS95cnPVqgrBvYu7BroKg53nD6/K2rYuu6dZ8uKfE+s6NCmRzgdGagZWq09P9HyeulWYTi+ShZ/YVTOwUvb3n6PHdq/1sZ2zpl50ckftulr+nat7tD9fbR0coERxdJbj0EYRKNPIxQ4xnIzm/PoNBY19VR1bCqrXFtVtLGoYKO8YaezdWbd6YM/kiR3bth+dOHL6yMltw7u3jZ0U56zyISnpoqqWNcPZOZoYCimSiIumhIQFBVKC8eWa8o6eUV7BYJy8vnPzTkVJ9yJPMRpbjAmu0gmtg4gNeiEtc3w1S/1EBQ2D7R3rs9Q5eflFsoy8jPImEq9Ix4M1JzBPB18GhVTBhGpDStGqrQc1eXmshPicDIVEwJSy09QigSApITqMLOLL2rpHwqUr9UNLPROrNm2bfPL4qfb37yvnzsRRyMQgHCWUTMQTcQEBAd6+AT7BLh6h5h4RJl5Jy11TPcMV3SPHqjpG/Eg5urZS4JaFECp1SM16YS06YS0wuRmEr4Qoq1Dhzf8NBZoHJ80iNabRFSbUQpNwScOec/Un/mFvPtP6x+PD73+vP35fhk3dOt/owTzwQRf8gFGzAPMVBb6iwEcd6AsamYVQXwDyt5Hl7JGDWu3vH/dv3vJx/wjADwTzAwavEfiUmeX97vXXH8yEFQ46CupH7rzecmsqMb+PmFwaLSoSl6wMZpSa42RxourWgeOsnHaOqmrTtsmO3mGBoiS/omvb+IWsknZhekVH977U9NYVHkkWvmy/EImmeNXxU5fGJw+ePneuqKTMwtzSwd7W2dnBycnZycnNwd7Z3to2T5n+4O5f79++PDg5uW3X/uKGHncSK1Zcxsuu58g1xaV17a1ryDH8eVYkjB0DtkqBjKkpwqrzZy+9fXTr0b1L/9y+xk2kE328yEG+nq62eflZz16+fPvx0+yv2TPnznWs30tg1wHrZGDNh6yl8/w1/0977xkVVba1C++qAtTWbm27za2COaDdhlYUSZWLnJMYQQTJOVNUzlVUIOcMknMschRQRMlJQTKSFAQJ+/tx3vfcPuOec757x3fH9+eeZ8yxx9h7rDXXXGvv9Yy551hrTdjVZ4f/MG1+3b21Obf5/X33uxgGTWthKXUDjNwGg8GVl+2phBArvdCnpvXWTm8srWoeGtc62668ew1urG58WVpdXdj4trjxbQFcmR2pKUnyscn2fDwkcBtgWA4QH4ySLIYpFj1+RmPeD8fwFv14nV53eCfDBpz9kJEaa6RvhMGY7Nl7QWLnbyamD75/m5waLGorpQ9U8zpLAnLCrRcHihLYL+CXdtSlUxqySTkRXssjdS9M5HWVjvXUROZGOrUWiz6+yUD8/hPFXnO4OTo91GqyO7s0jSZ/SSo/3qmzil0Q5zHbX+Rji8H++dObUnZJskdhovdUT4EB4ryV0e8DLcE5ETatJcI3VTH3zv+QQHs6XB+RFeI01pGZKHRUviTVmE1+XcbMi3cb68yyf6hggDjWXScqTXbPjXXvbUnSUjgeYK0y0hxcGG33qoBXk8lRkv0hJ8JppCG4IsFztLsA3BxPSohWQRvtOvjnD0eVdx1TOCGLpgniK+pexSanZGTnpmfkFZXUZOSUlte2iOubc4oKEpMT4iIjygsK6sTFiQnhiekvhfF5LqQEPXOyuRMVp66vg8UYaWCMNHHaqlj43bt6arqOLgzsfZLGI++07DJWWN7B2y+gt/0kVJgwJBtAsKAq9F13nc5iLfHcyLa21x8Gero724sK8lw88dZe/Bt6fhI3nSRVSBA4BaJIOIHzFaWUOTs4PNLXdnz+xPKJvsUDPccXj83v66phkaYPHpMEcWj7oD0Y/ytGxOiU/LmJSXBro7WmUgupAr8jh1GBIxQVb13749q5c3eu38rIFeMFmZATmsBJMxm0t7Z71GH5F7vOW0tecoPe9JNAMmFoHgzOkUIwoUg6gOIB6FAYlvO/wQKMxNLfMO4nNIgn1HyOoyxp2fX0mhGzmHpOy8eyhc3gurHjF/Qdb2u+w2CH9vz4FbJrA7pjTQJYlYQsS0l+hUmsw2CrEInxfYc/Wz6fZ1DnXB0/SJ/4CkBWoRIfoNCaU78X+bDqe8eLJ8A7kEAImAAAIABJREFU5vx9tx6mvJ+M61rAOkVe0/KVUX6ItSRdxrgfkbPWMqeQQ/MNXpD0HruyBDHe/kwtvceWtj6RCfnPbP3Nn3v7kSJ0LYi/XtGUvq53F/HUOyDa2VvgReASyAwTA6OrFy9duXzp6tXfr169Lit7XfbClUtnTvNohO9fZj7PjOcVVbgE8BV1rA9dRlq4MvF0kflza2dHB083VyY3ROuR+w4ZtNQZbchRhPFzUl1z59T4SF9v2/BIp4mh2p/XLtyRu37l6lWchq4oLC42ISs5KSUvJz00JkvrORt21hh2+gn0jNWPd7xhV8yP/GHU3v7223zf6/ogss8N22cHsjLgM7MPN1Yebcy65Hnctj0CEM8cTz96tvLg8fwD+/Nu/7lcWb71dXFtcX5xee7r56lvCxPgwlgp1d3z+kHOHzsrVH4ZNJJ5pyI5pXlk0vRUj+pPE6hD8waXJ82ODeCg/TaK4Me3UeHB6hraLF6UlpG1Cs7Y1tF5brpvZri8Qxz4rpTVkOldm0lYHBSXJlHcH90rjHEvSXFvyOcuDtcJiU/wtqiqNGJJgkdPffz4+zw/G2wk1bIpj1GZGTDTV9RcEuZqoVic4tGQT2zKZ38eKk8IcsbbYMSp/iXJni0lgdO9xWxfMwHBsDrTpyzJra8pvudVhq8NNifMoT6TVPmSPN5dWJHFJTmp1mYRqrMD6guYswOlMYEObB+DmiyCOM27Lp8x/CaL7XM/lm1Rn4MvT/HobYjtrI6nuuqL0wLai2iv8plTfZXba+NREcFPntkjNJ6idW21TJ1tnelJL8siImOSk2Nzs14mx0VnpKZmZeckp6QlpSQlJkYlxEenJKZkp7+sKMtOSxeVVGck5GQ7+AWaWBL9GTHPnjvoa+BMtTEm2lgtHBKhcNfXzSsyKsvCVeSCDxdXdQRGlB6SdwFuEyEqPAArBDCBAJzyg6KdIy9qZG5+fWNl4/sSuL062NfZVF8XGpX20Jm/R94DUKEDCDpUiXRS1U+QWOLi7PTYQMfV+skTYw0TfXWrZ48emeohECrP7VxESUUqtqIdaP9LhoTYlwXzM5Pg1lpTVYkq/J7KvVtwRfm7d27euCZ77YqsnJy8psGDm+gH+y8b7b70+BTaU8s77ad7HsBVH+A6HaYUCKACAbQIgg6CwFkQBA2K4gLoEBiGfe5/xxcoP47zlNYgncD5nERZMbKbaFXD96PqWS2j5YtbgqbRH+48MHZijtZ0FqrovdonMyX54zcJYAsCbAFQEAbdhAKbEOA7RGICkBqFSs1ISC1BJT9LSPb8eqBSBRPhyg8p7EofWSqZWL9tyT6o7pzQMxvXs6DhGKL1lPLAgfDYhWZgG3Qa7qJnE+hAiHQKCA6KyvbDc+8/sMYTOK6eZFdvGokWkpZeautK1nlG2HsJJ6/5wto10JWQePSK7tHLuP1HL0kfPXVT9trli7KyV36XvXLtiuwfVy9dlj0rzaZ6b3ydXPo8nZYnRps67r8At/Jg1Te9HR4YfNPakJ2R5GDz3MLCMjwhW17NQuq4ksRxFQ0LYn5D74f51aGJqerGSjTu7o2bZ+RuX7tx7c8zpy6bmjwlERg8FruxobapbehPVXvISR2ps08hZ1/sueMNvWJ+9A/DjvbexfGBqjy+ONcjIUJPXPpkcd5rbckR/Ewp8lPIt1QJUrkQc/LXN/BbA4bodOXby3Vi8NuXzYWlta+rm4sr4OoKuDDVEc3PdzQR3jvSqHNx0Qs7bXN11PjElO31z+5yY4YXx81uf/VDjD451eOpC8588PfxVUZgBOFxp67cvHjzLkZN7X1H/eyHpq76hIGmxI7K4LaKqPmR1veN2RUZ3KZSQV0xraM+duHjq+bSKHEm61VpcFMRd+RN/uxAbXVO0KvSyI7KsFcVoTNDdQOvy8S5wtc1Ya0VQW3lUfPDTe3VyeJM/uuKsKbiwLd18fMjjQ3FkfVF/NYKwati3uj7orHBhvJcQWtFcJs4uL4k9NNATffrgpqioI7asFcVQa/EkXMj9W/rUhuLQ1+LQ5qLue/q4mdHGhuKY5tLQ9vEopYywcjb/NGuqobSmHcN8d0NUd21CXMDrdsrs1w2/a6i0sXrtxXQOpf+UHpi4fG+ayo3p6ggL7uqvLSiqLCssKipsaWmuiEzM/tlalJJYYFYXF9aWtncXB8dy88qSEzOzHLxZus/cLV1penqm2qpIs100caaSC01pLKCnMXjxxSq4Jkzi8yJS0nOdfERnUV7QW7jd2KCpNTDIVgBoEy8ZEzqHJsemxwdGx2c+zw5/Xm8qDiDzQzo6ushiRIP4wiAIh1AMiHK1N9U8fzUak8foqm+oZO1pZmBpr62ur62hi4OLfennI2te1xWHdJG+BPa/5oxKSGzbH52AdzabmusU0Mh5OVuy8vLy9+9e09eXk7unpyC8qETMtIXbpk88bV2E953DHzgl7Tvrgvkui9UIQgK5wNwBoDiQ1DBAFIAQbEgSBYEHQTDcs4ak6rej4Lg/9sKYhAE2QnF0li3UxrE06p+0ghLZnYzrWrofnQDu36sZmGb2dx/053jmtFcOrLp5RHocule0emLb3/aObpDYhq2cxYmMScJLEoAa1DJFUBqDgCmJSUHDuwvlT6arq1ZV1JnF1KLzx/L6PtcOLWow8/WD69JGF6N754zdRHY2BHdXN0cnNwsnQWnFe10bYTOhEgbd6a4rjcoND08OnNmaSskLtObKCQywstq2qJfFmpb0Q7eMLb0CeHHFBu8YB649uDErYdkfpKXq/8F6fMXL16WvfL7Fdmrf1y+eu3ixSvnTjCp7mvLnxY+T6fklWk+cSUKE79ugODm1tbXz8szY4W56eWlBdbW1hS6gC5I2iutIHESrvqCbUGO17KlPHFiK6KNLl69eu2PS39e//3C6TNuTvYfh7omRnuXl2ZqG1tDYovvantAZfRgZ54CZ212y/vBrj47es2w7V3/p4mBjrfFLW0JT23vtY+kjCxlD39O/DCZlMg3ZFjKeuscDVKTztCRDVM4HaGtPF5VNDvSP93XNzE8MNbb1VJROP3u1VBRegnBSez+5CPVYcT7cZPBtQl71Wl/0wmi2ZiH2QevZ2MUiz5fozeBXuDyvJenvwoczQsOcSX4l9XXpmWmfRrrWVsc+jb5emOmfeNz65epN+vzo8uT3XMj9StT9atzlV9mWtYXh+Y+NC1+rF6Zqv86WfVt9u3qXM/Ch1cr423r003fZtvXFwYXxrtnP7xan21dn275Mt6+Nts3PdQyPVCzOt64PtO0MtW6OtM1NdAwO1K1PtO4Ml63/rlrYa5/bLDmy2TtynTD0lT7t+WR6fG3Y0PVX2fqv043Lk+9XpvvnRlumRuuW51sXJmoW51qXZ/rnxluXfhY/22u4et03fr8+5WZ3tnRV4sTjd9mGtcm2zYWxze+zqemxHv6uMcnx7e0tUbFJBLIgUkppXYOHpaWVi6Ozm0tbdOTcyJhuI2Ns+0LJyKe2NPV2933wdOb+vSprbaOAZ3OftsxEhqW88jCx8OfY/bYUh2LvK+NNNVFqWKVFeRvW5qb++Ppz5yoAfQgCpnmReCfRdpL3fLcpczZiQmWxAQB9wgPCOlfVr9/Hv84M/ZhdmZydGK0uCznmZWpuKk6Sdz4KxYPKDMBNBuGZJ3UZQfE1j5zpeuZ2jx46mTr6Orj40mhEP09XcKDgwsKysWN3Rp2gfvhLn8aeKWmV2yvboMgONbbb6iuefvajTu37irI3bt36+6Nazfl7t5l0BmlBWUtta1Dg6PJOTWG9iE/3LT/QTHgRzjzlB7rjAF5N9wfhuABSCGA4kCQTBhGKIVjnzMm/y+ywDYvoUAa7XRK1U8G434K8Yyd20ytHDCJqmE3jVcsgKyWfiQtBl/Sndm3qfDI9+JttPf9RzlmZu+fWRfcUBZf+rNe+lzL0dMtBy68OvF7lxI64+Zdx5PSPloaTCIj/c3Y47AW/4JPKcPzGXPL5imNz5PfJg6ukEvfXEI9dXJn+/sHOLl6PXcRyNyzRj0ke7MSQxJLs0o6hVHFzJDsjMq3/MRiH3YckZOSXtwUk1dt5BYtrez0yC0otbjlOT5MGm5zFv7C0Vdo/vjFhbMXLl+5cuHSxauystcvXr527uzVcyc5TN9vK7NLiwvpOQU0QfjQxOynicnx0ZHJ0aHJsRFPd1cKhZicnOrhTop/WX3qhh7kqLKWU5ihZ8yRuw/PKT+/ovxIWf2BuvZ9LQ1jHE7Txd2xvbN5+OPwwOhETWtfxMvmO/p4yEld6NlnwHnH3QoE2O/Pj103bnw7MDzxIacsy4ngeFNb0Sde5J8W758aQ3wpIoU99yHfDWDcCgqEk51v6t35mWClE8XGC2kBwRRSGJtJ8nTVUJEXUf3nh7tWhrvA0b6Vzpa6II4v/FZXMGupJHOq8OVcacFGc/Nsfu5gasLHmsrttXVf7wAVFURGTtbAx4EtcHt1dXHj29z22ujMUOW7+pjyLPLsx3pwfe5VRXo4y74mn12S7tdZl7TxeaAghRPFs6nOYRSl+I10FIIb4+UZQelh/tU57OHOPHBrZnXhQ1oUpSiVWp3NmR9tBr+NFqQJQmjWlRn04tSAruak5U9tsQLvpBB3cRatJIk40lm2/X2msiCsIIlYlk7vbs0Fwflvi8OZCbTidGpFNufzWCO4MpQWQQlh2JSkEfPjfd/WJkwPNoSyXNMivItS/YtSA3paMra+DFUVhBekUAoS/LrqkrbX5zbXl5aWZ5dX5r9vfAXBtW9rX5vbOkJj0/RMHssrINRUtSIj4kqKK/38KDicrpIi+pHZk7zs/IqKWmdnf7nbSPm7iOfP7IsLG4WCdOOHrr40keljKzUMSherpIVVQMAV7ty54+LiRmcIAxiRde0jVQ0dgZG5R+WtYLe8dyhzd6KCpdBBwF1/a07R56WvQ93dnwYGJ8fGhgb6KsWF5hZmJXUNoqy6XYoeAJINoJkwFPcXVRbaKcbALdzEJeK+V7QNJZwRHh2a/DI0JiE6OWts9ltRfS/SinsA63PL2C86peT1m56ensHS4rKHj55g1LVwmvpq2oZqGnpodR20hoG9o298TFZBTmFaZoofM9TYJenHu36/oAN0XSKdCCIPIs/ESfQLkgTA+RC0AIrmSGD4O3Csc8aU6q7/JRbYCMso1HIJUXOKVneMUH7iT8+sJlf0GEeI6U0fSpe3OM0jt7zC7DJfvexZOq1s/MsfKGVTG7IwXtzYSyZFpIVnd+RUvk4sIpi4hXvwR14NWZvjDxy9raJm7sqMS+qYNI0UO1YMRH9YzJ/asE1pfxhbnzaybCZIBU4ita2Y9x2JtgQR2ox0+NYzbQuaCykSpW+H1HN2o6Ua2rJkseaqlgS/oFzNJwRdc28bcoipf84JuD/qAcGXE+kTlHJBzVZa/v7pK0qnTl2UvXL1vOzFS1cv/iF76caFi9fOnrt69hSbEbCyurS4tJydnVVTVbH6bfnj2Iex8U9jE1NDwx8pFKqhgUFediGLGZ6S3Spz0xT4DSt3n2EfWG5OSDcLyHhASLfwi7X2DH3hxiPywjOry8o72lLFbdSwPF5sCSW86gzCGThtAjlvBVxy+UGRCLtuffLm/ddvemcmRsLCBQ+tzTHmj66ZPTGkx1jHFOmxKU94D4hx2g7MS9b+J56+OPviuZKu2i1zE/VgNsnX2dbKzMDKwuSZqTb63rWK4rSvM0PrU8NVBRlcH3cXA0M7nFptXGJ7YfGrotLJ9nf9xdU18and9XWb375GhEXq6eqVlhaNjg2D4Ba4tQZuzc+NNbSIRfmJzj62tzMiPb+MvU4NwWP//IXmjPWzupsXhV8d6/Cx0dBRPhRgp0xwUH5TFbs40mQAv2hndIfkhAmmmy+NtzaXJytfP+xnhwmwQxXEEtYm2hg+DzXlD7I91PxsFMpfEmf7y++rXnlu+AfFCU22R72rSRrradRHnfd5rkywQ4czbOeG28qzIlA3D3N89HxskVmx/otjDT62mkaY02wvDbytcnkaaaA1xwB5wctSkeyoJPDXelMR1teUro84zXDXpNippAhsPw21gNvLW9vfQHAL3PoGbn9bX19qaG1s7+vtHPpo7+yprIz64/cbtjaOQ8Njr990mZg8lLsld++2nIgf9Glshkyiw+GKcnduYjGa7l5MDcMXli5EW1d/UgDB8fkjHVX4c0sLFjswMSHN04ti50wPjK64b8NRMvDb86cTTJ4uARdJYSMkcMGAkj/aNXTs29bY9OzI8PDYyNDkh+G6kgJfZ5fXb0dN7IN33PaQRDEhKAYUFSiJYOxS8vhJ0flHedddd10PY5y9Isv5uW/oceKbajYaz2jK98kHkf67kMyjWIKhW5Spi9DUmWdgQ9V5QVK3IqvbMDRtGDq2DA0buoYdS8uK+8AxKD63Nq28VJhaofkiYc8tnztPeT4EluNjbSdTTIAfDWcTDVNmASg+gObCMDwpLPN/sMC/jwtsgOtZ4kp/UQo+qMCdnenKSeHmNZHKuvRCSgJqe8uXN9mNHy7ZBj1Nao4f+Hpey/rna9oyKuYPqSmC1mkjQYlfYVfe1Fra4LKKS4R5UEn+1JaKWxDsvNY55Se6XsLIzlm9kDLbvPdx/QsF42tmIeU6weXxw1+eRZbsuv7ohj7luIKV4kP6OZTrsTtW6k8YnOgyW0K4JSFalN3OT6zzYaeQgzITizt82FkujCRmVp26V+pBHFNam/znfXdfUUpa8evI5NKcsipLO+ez56/IXr5yVfbitSvnr509ff3Umd/PnCMRAxYW5zY3vhUXFrx982Z2bqazp3NwdGh4bLR/aFQkCLYwMyjMyU1LL2eFlvxwRhM4a/iLkutBhNcvSu77lPF74cS9CL99CN+98o43jbxI8dnMjApDYto+Fd+flXyPKfvuumwBPf8Edva5xHmnfQqEHddenJB70tIxMDU+lpoYZ21jd0UJe83A2oiS8pCbpe5BNvY1ceXBrfzPWbifcHC/rqN1Coe4YPtMl+Rra29lavPY2MX2sQ7mzvOHWr1va2eGuz4P9XU21GVFRptraMQx6N3ims6K2u7qxpHGV4NV9a8LCjuryraX52vLqyyfPCvJzvs0OAiCIAhugd+n5vor3lcG99XROsUBedGOi4Ml+dFe2nd+qn3p01ZIachirn1qJjmoWqideF/KEie79jXEj3bk6iudYNlr9FcKc8IcJjqzxCkU5JVdORH2rYXk/CinpaHiYMpDU5VDr/PpjVmk5gLO/EDpM73rbk/kuqoDy+IchpoS3tVlqd36NZam31vFzg13H31TkiL0xfz+Y12ae1shLT3EYfJ9NtlZw1LvQl+9sCEb31LEHnmd8Vj9rMALO9wsrEz1HGiMainka93dnxdpO1zHrklxGX2XA26Og9tLmxurf0u82VxdQaVSEtNzzJ7ZaOga6Wjrx0fHFReUkaksfeNHWFXNp48fFmVmZafmmj1+cQeBuat0x8vdtqw4PyoujcSMikwo88QLoyLjC9PiYwTUpOiQ0pLS8PBEUViWuYNgz3kTyLnHkMvWuxRpUMVASWTIDnTQDjRHAh7wK9Yrsuz97PrG6MTIwEjP2NjHt00tr8RN8emNhxFukipkKSxPAhMIxYqgWAEUzZJEsyQQLEkEcyeKevphiKxFlOyTsJ9ReMk7bpIKfjAEB4ALJFQ4O5VIPyrjf1Tx3qXovEvZ5Qe45w8qvrsV/Pbe89+t6PkD3OsnFfxRHNGInG4TnGsUkHpOg3kQQTT0iLQ2NujJ4deGuT/T0zD3iv9VLVAC87ckRVwpLPOcCVn8t7WD22v/ngW2M0vKAlgh3rRIF1KkAyVSUNhGLe9Gs7IdCt+WfQWZjaPnrERmMY2xHzZRPqEnsDbHFSzMSSmCV9MYWr512tvkme/B/cu/O0TrCUuSp9ZNQrMPqZifVDFTDxCIuhd0+BWWsW0J/Us5c2tIWhqaVRwzsBzSPIGyCb9lwD6N8kNaR/95n3lZ0/sC2llOxxNhTkM6hiAdwtVtQ7RtAtWt6MhnFKwVB2vNUbSkndWjHNAU7NfiXzKjUMLz0zPqikpflb1qtXB2O3vx6hXZq7JXr1z+44qsrOzVcxd/P3/Z0dGxp/ftwueJ9IxMcW3j4sq38emx8cmB0dHe2ampMGFwgLfjm9a2kqpOZT1P4DctyAXzPYoBP2O4P6H5P2FCd2ODpdSFEuqi3Tj+ATRRWtXztDb+sCZvj1r0HlzkAQRHUvYF5LyFxBlbibMuv9wj77rhcOjmk/rOgZGPg+XFuSQC3tzWBR+a4h2Z4xGaTonK4MYwGCGm/BhTUbRJoMjQ3k6RSrAI4nmzKc5BXN+EIG4oA+9j/+hlNHf0ffNE1+tP7zo+tLdVZ6Sz/d3f1JcNvn7V29A41vZm/M3rzsrStrK8t1XFG4sz9bV1tg5uKcnpDCqtsKQsNSN17lPH1+GKD03RY82coTpGd1Xg2mhpbQbR59nN9iJSf72wrz7s63hFDO8R3UXhQyO/q4Yy3pP2qT/T68W9ZNaj0XpBWyF1cTCnvZjpfF+28qVHTz23tYy8OJadGW0f8OJufzW/tzaovzl64WMJC68fQr8/3BbaXUOb6kkbaM/xt1EsjHk80sJsKaFP95dWpDM8nvzxpsizR8xqK2LN9WZnhjmGEPUHGwW9tbzehuCJrvQQkl5BlOWn12FdNYFjHQn9DeFsN2xLju/HRvpADfnzYD64+anzXVt0YoogKDI+LgWD0Xps4Zac2/zQluDgRQ0Uhr/r7H7fNRxAD8HpW9q44qNi44d6Bxpq3j62JxnZ+Tp648Ul+R8GeoQRyXB9V+xDppyqPZER9bq5s+NVZ15RbVhCESssNyi1xcAp4ud7LnvgpB/QHAmkAIYUSeFCJVCBO7BcGIoJUfa/akLMaehc3fivebX0dTU5s0xW0xlAkgBVARQnkFQNgmBFELVgQD0YUA0GsEFQdBAUxQcQFABOBpTJkkimFDZQAsuXwAigCB4EEQigRBAMH8CyARwTUGUCODaA5UmgBTsRAgkEG4JkS6BFUmieBIoghfTdhSD+iGT+gKBoOMfYmT4KtjFgPcW8uG/y2DNmD5IMQdABNBOGC9yrFXjxPlXcPQqCILj17d+xwPY2WFjexAhJJwZnuzLjfYLSQss7KKXdf3on6YbXsFo/WaW+uu4WaRJRHjOwYkCLv6jjcFXTxjMsJ7h1QsEjUY9bQa776F7Ydc8z0ZCfl/xxyT5RfEXP4w9d24e8yOj+eQQpTY1Z6FH03r+yS4mYhqLkRr2fSO3+rOMeLWfMkNXAI62CL2l5X9Zwu6LhKot1vaDmL6NFO65JkdEiymjipXUJ0nr48wY+V/TcL2m6yeqTzugyT2oQrhp62NFj3OjJzqwUK2qQmZ3rM1v7h+ZP1YwfqBhb3dWzvqf+RAln/NDKJSUzv7KmKb+03tmL0vz6/crK0sTH3rH+t1+mxpura2qaW0qb3xva0Hee1YectwAuO0Bv4KUUuDsVBFL3uJJKDAlFsoQieYc89Qd5ktRtb9hND6nb5J+UA39UJP1wzVnyqhVwxRq45Ahcct91Fw/IPjty69GrN+9WlyfnP/VPfega+dDVN9rfP/lhYOrjyNToxGz/1Fz79FzDxGT5xHjFwkz74nTv8uzH+ZnhpbkPqzOfvs2Ors4MrcwOrc5++P7509bi5NbCp9XJ/tmP7+Y+9S5NjqxMjS2ODn0ZH/4yObQ4ObQ8/RHcWm/pHqREvgxKKzK1cDJ8YONg7z412Lk+1TLRkzXVnfqhNWGwNfPLp5aP7wpay4NH36YMv0ka78ldnm5625L4qlIw1pk03BEzNVw0N17ZLA7qrg3/2BLb15y09LHmU1dBY6GgtzluoC2hvz1h/lPl+5aUxmLeh47EofbE8Z68xU/VTeWh7VURw69TB9sSZofKJ0fqGkv5fc1BA60hPa0xn8dq+95kVuWQB5pE/c1RXc2JCx9rB19ndzcnj73LGH2bMtmbs/Spur06sqcl7uO79A9v0+cGyxaHxO+rYz69Tpl6Gz/+NnFpon1tfSkhq8iFFqn2xEvjqbf6U19HVqaGXfAFrPMdA7fogqa4ghpaVB78Af4c3EbPjptS0R6bU8kKydV45K/20Cs4LjM7t0hc1WruEgTImABX7aQuGl+SN4OrWqN1PRWMaedwvkeUbM/g7E5jrX7DOP6C8pdUIUqiODAUB4pkw1SDAdUgABsIRZF3KjlcULO38uILo7IEEamuJK7ei4CDcFcoUgBRFUIxdAkMUwLDklLlSqjxoGqBAJYPwYigmEBJHEMKx5LCsXeq8aXU+BJYrgSKtQPJ2IXmQFQFgJoAUBNANYIA1SBALRRQDwNUg2GqAhhOCEEHQ5ChEKQIhuXA0EwpFFcKKZBE8E7r8Ry9QyxMHls/eOzuH/K7EQdAUAE1FoBjQlV5hw1F1x/TxV0jIAiC29//bVxgG8wtqHemxNgyUm1Yyc8o4RE174lFnaesQm/5Z8t5xd10i0FR050yW1IHVp6yXiIt6bf07UiJ+SFtY7KWwYo+OXe9k/90i1H2SzOPEqd9WHFNqEc+C1R54GcnSkrpm7vtKFLEpyvg0/70jIQTMh+G1sT2jqcPzVkHZuGec84pP4eb+Jo5cOOyX5XW9+c2Dz/Gp53HuGrbChIreuLFfZqOweSUV7ltH3Nb+gq6xkgpZejn/mEFzWk1b4w9WDIY+yNo94PwFy+IkdWv3lc1NhOF8afgNj/dddgjZ7Nfzmr/TQsbamZQSqMwpUlOw07Pwq+1e2z9++bfvObBkTlnXuoFDccfbz3bI+8heQ8voUSDKNABJQ6gyAWUODBFisQ9PPQeCarAlrhNlHscbSNovfE4EXbL95gqyZpdqeMec/0+EWkTgrQKVXgW+JCcRArJ7e//ND+30NfVOzTQN/ax//PsyOfaoj0jAAAaMklEQVTpodmpkZ53HY31TZ1vu163tYx+6F6YG+vtfl9ZXlVd1djU2lFYWllQUpVfIi4R1xSUiWtb2hpevS6qqCiqKG5orhzqfzc5MjQz+nG0r29xcmJyeKijtaX9VVtHR1fvyCwluuTWfV+MFfWhE8/KgR8syF6ZWgRXJtdWBjdXP25+Hf++Or/5/ev6t8+rX8c2v3/a+D66sTGxtfnl6+LcyuexzYWxreURcO3zt6WJ5cmB7zNDm3ODq9MjG0uTGwsTK5NDazOD3z8Prn8e3FoeX535+HW2f22+f3W2Z3NpZGNheGms6+t43/e5DytTQ98XJ74tTSxP9a3N9KzNdK0vDG6sfFqdH/46+X596v3KXNfCTO/G2vz3teW15bmtlVlwbQpcnwY35r8sT66szKyvz61/nQbX5sHVxa3lOXB1Hlz/DK7PgSDY0v1R24ah8pyv8Fx0x1Iobx160zL8Fwxhxz2vXQrusg+Yl01Ip3QIe+E+Enc8jqhT7tmE3X5KvfcA78VKTc6sq23rLWzsNHVgXdfw/lnOYfc9Z7g1Nzi9Lja1Eh+YfU6TBJX3lpR3UXnBiShqisxr5ma+uWMZtPueyzGc/2/qRCk4AYZm/qBGO6SG/0XJ5WcFx71yVsfvWZ66beTFiK5+N3fPlPGrku9etO+POL/9mrQfcbQfsAxJLEMCx4RhOTAcH6rKh6jzYBoCqEYwRD0EUA8G1AQwVa4UiioFJ0JRVCk1zk4sbzdWuAsbKokOh+HCAawIpsqHqQoguGAIOhiCEUGxPCiKBUXzJFACSYxACs2QNmAovxCgnnNPa1IklRkATghgmDAse79m+G86vGumfg0DfztraOtfs8A2CIJgXePbP9AWV3S9ZA28rhk5xzQPkorfnbMNO+OYcMMjXd4/635kbeLIenT73ENC5hm4y5HbZtSXlfy20Yt2IRfsEq77pt8mpmMFRaLexZeT67YxVZe0Avb/8cCKlZTVt6DsEXXFIfa6T6YSNV+TXRHavlwxA4bUDOq5hpyWf3JF8aGqod27vlEQBGNjYxzZ4QgbloKJZ2XrwMb2xto2SBFlOhLjuz4sfQXB8Py65wRWWkXtt23wGwgyUmsP4fz34rj70FQtz2RLP1Fhbes8CKKsImG3/SWUKZLKlB3KzH1IymEsfj/Ca6+y62655xe03J4Qov0jCh3pCXeMfCRvOMBuee9QpO1Q4UsgBBIoAQTBhSF5UCQPQAVLILg7lalQOB9AR0HvkT3D6nJeTV8wYQJ33e5ah5QPgIlV3aG55Q3dwwU1bRWvu3tnFvLKamj8RE5EwXl5/SeudH5UallVdX19XXFxJY0V8dDS35sU4UkQBsdk5FU00QVx6ia2epY+9uRQBX1rzCMPjWf+yqbOcnq2Zh4CS3y4sqkT3Mzmgbu/MDolI7M4M7M4PaOwsLgqNaPAn8J9auej88DZnhqHcRVC/zTU8w8LLWh54s4vqOtPySic/Dze0vUqKTMrJbs4Ibs8Ob8uuaAmKbc0ObcwJa8gMa8ouaC8rWdwZGJ89vPcm87m9revv65/+e8w0toWuLwJLoPgF3B7CdyeB8EFEJwHt+dB8DsIboPgBgh+A8ElEFwAwUUQ/AKC30Fwawv8BoKb/x2R3gLBDRBcB8F1EFwDN7+B4FcQ3K5saAqJeVlQ3hyfmhMWmxgSEx8UmyiKT+XFJvOiEzghkdHJWTnFtfzwNG5EBjsqnRmbxUmqUrUT7VV224kgSyDpEBQdQFAgSOYO9SAJnEgSLQQUmRAFpoQyVwolhCL5MAQPpsSCKXpevO85vPz90+eFxJJqK0YUwopIiivjpDca+YTS08Ufv64VlInXQdBCWAwo+kgg/ZhZ7dNfNnLzS5ZBkBBbYM1MSqzofNnQ94jxch/K8Qk7K6ayU1jUeu2Rr6IzJ6KhK6q4/s3oZF7jG3xYhii3Fm5FDm74aBHavBNJkcQFwlRFUDUhRE0EVQ+WUA/aoSbYoRokpRoKwwRBMSIpnGAPjgO97gxctpK4ay91z2HXXccf5d133Pb8AU7bieXBsByoKgvA8QC1IAAnAnACAM0FMFwAy4OgA6FYPoDlAhgmgCJLwkkwFRYUFQRgeFKanF90+DI6ET/fdcFZ0z58Wdv+75n+Dyyw/Q/YnF5c0bAMOIm0P6/re+shMa51PGvs27OX7b9Z8G66xJqEVEb3LKcNLTiGFN7WDzj0+9NzKs9FRa3Fs+suOd1nngb97hyjzi+mNI0nf1r3yqq785x+UM76pLwVPrKkaXYzqP6DnGv4dY9odW4es3a0fBJMaZky8Yo8rWQpi7T5E2tt9oLwMr9yem7ufX+3Z3DcFX07fnr1yhZYXpY/MzcTmVIK17Z50zPe82FWRdfGmxW6vA5WV9YNf5p52TR0XJf0sxZvN5q0W95G4aFbdVd/w8j8BT0GcI8EQTEBJA0KZ8OUORBFBqBIB5ToUEUSVM4T+qeDxE07iZu2knIukgo0mCIHqhAIVQmCwoUQBA+KZEmi2BJINoASwhDcHUpUGIIPoMJg9wgewjJqRMHPChbALas7FoEvm+ccWInp9W/fjU6/et/f8K5vYnUzKavEhREVmNN6VcdJy4njwIhIyCvr6Bnmh7/UMPVAGTjiefEBgdG1ncPRORXc2OwHrlQNK38LUpiaNT4gNJcRW2pPjVM0djd0FFjiE+5oO2Eee3vzk0XxuVXN794NTQXHvLR08g6MTkoprokvatJ/QTBwC1J0CP9R0UZY/L5rcdvMU+gXXogydajr/OATmPzrHbP9ilb7Vex+Rbjuhzv/ouz4i6L9AbjTfmWH3xQe8RPya98Olda/cfbzdyfQ+sYmPs0vvOnub+l4Pff18+rW6tf1LyvrSyvrn8cn++aXPs0vTLS2NTe0d4hbO5o6341NT378NDK/PPtl7UvruzeNHW8+zU/3DXdPzUwPDY9++jQ5OjE6/Kl3ZmFsZXXp27f1ryD4amhCxwp/6JquvoNI+b7/eaT5Ocyzszir8+o2Z1Sfn1O1lIE/gJsTcbb8Pdcf7Ln9XErOaudd6x/vWO9RcN+FZkhgBFC1UIh6EFRNCOACoTi+hJpIAieQxAglMUIYkgdBcQEkG4LkQJGBMAUv04DwuY3NhvbXkVlijAWZFlO8sAWGZ1YauvLzW7rmV1ea2tvLOgblrflSym6/afkVtU9+/rw8PjJSWlXvxQyd/gZ29X0c+TSbWfNOw4aRVtr2tnd4EQTdA6NL3w7WdXTwhMIVEAwITfEUJAwtrZW197RPr2EcI6WUAiAYIYALBnAiKE4AwwbCsBwJHFsCy4OieACSB8MGSmDYuzFU6HVb6KXHe24+gZ3Vljyt8ePvxoC05o7rz/diyLswDAk0WwLDgWE5EjgODMOColgwDAeGYUExTCiaBUWxoRiuBJIjBefuhIukUCIJLOugaeBvRtyf7vn8fO0pK6FkHQQ3t7e2t7b/LQtsfdsAwZj8hvPoFzIoh1tmRIew4sLJ9fjhNafcDo+8TkHbVOUqSC1usOIlm3jG3tIjqdkGukVmF45OF01teme99s7tYDYMi1dBUdN7S2HiA1K04mM62pLrxE/PfPuhfgmkVvX6i3uZTR8qFsH0nkkbfr4p4eU9cx7CUqhtG/zARWT0HO9FD5lc2RhdXmNFvJxaAZfXt3v6+75vb+XVtr/wYa1sgbmllY+dCB/nV9a2wYHBkeWN73Ujs9ce0/bi/E4ZU/wii0cW1xu7BzXsGLtUvAEkF0AFAig2gOBC4RwYgg2BMwE4A0BQocoUqBIBqoiHKOEBZTyAoACovx3SwgfQgQCaC6A5UBQbiuIBGCEEFSihwpZE8GAonpQyVe5J1DVd6p9mXFNyvgOnxMgh4jzaUdMlRMsh0JmdoWFN9gvNo4eXPaenusTU6AWkKNrwn9KSHZhx9Mg8e3KCugVP05LtxUv1D0qPKWpjJ5SRowpt6YnaDjxzaqqxd4S3KC8grMiVm2XgKHroFf/ULw3xkK5jK8CHlbtyUgNCcyPy2l0YCeY+fHZKBTO1ipxUY+wdqeOd9LtF2CGcr0tItZsw9xE1SScgQdVJSEtofkrO36HkBSj7A/AAAEEB4DQYkgWDsyEqTECFsUfR1ZGXZeDM1renizIrowtfZdV3h2SK72pb3lJ/yIjOFKWUFDf10UNSsiuaS+vfhCRkZZY0UgKTbqlay9wxgxt7ROW8ooZmBQhSRCnlCnrPL6oY+okSYnLKwlPLzJ0YPvS4qIwyflw6kR8RlVGelP+KHJ77yCfswO2nB+7a334YouqUqvIiWtk2RtkhUdE+TsUhRsUhEuEQhXJJPm8YuFPBX1KJDIXTIHDKTniAFJwigeZBcUGAajCgKoSoBsJUuVKqvF1aYTu0QiCqHABHBzB0APW3DfZsAMOSgnsJcts3QTArJ5vEi8M+JlT3TNW+G5SWN7jzhDX2DYzPrtIwJ57RwP+gTPhBwQdhLRr+CnIiU8Wtb6vf9D71pH5Y3ng3MFpa2/bMhxtb/nps6fu77t6JxQ1zN3p912hH73BhcfXsCmhoQ1cxsJlYXvkOgg6kiP13nu9EUiAYEYANAjCBEljuDixXEsOBYTgS6EAoMhCC4MGwAiiavQNFhcl5SFy32y/ntFv2scRpvd1XTQBpTckbVj9iaJLIQAg8CAbnSyKYkgg6DE6ThHOlEIEwOFMCRYfBGTA4G4ZgQRFsGFIghRTtRAX+oic4dp+3Q8kJKmuuZsHsnZjfBsHN7c2tzX/LAptbaxvg1udvG57M+AsqTy6p2lzUcnjESvV9WeOQVPciqckqsflxRNlVS+JpQ/eLBuTz+owLppTjek6qvuFeaU0eL1tdUptd0pvtkqrl7JgXTLwuG/tfMqFeMqWd0fNQcQ58EVvxNKriaUzt09ga8+hSZfegMwbk0wasSw9E5wyYv+uTfUPKqt9N1r4b7p2cq6pr6e4ffz+6EBCYGMCN6hiZq+waZycWfPryPTAmObfuzceFVW7ESzeSqKZrqHtxG/k8eJ+8q1Nkw/x3cHnpe1vXhB07R0rRG4BzAYQIAucDCB6A4EAQf0vYwvivFG4IFoBgAkgGgKQBSAqApAEIJoDkAFg+VE0EYAUAnA8gRABGAGAEACpIEi2UxLBhKA5MmQ+TZ90wT33AqNb2yvwNSfhBkQiD02HKpJ1KeClln91I3wMIwh4lt53K7jvhvvuwpINqpCNYr2No97NaVBlNlowm9ZSGn7Sa70ms1ylV3wu6pDPa5ONqpKNq1MM40nE1v+OqPsdUvWV0Kad0Gb+p005qMk5oUo6p4Q/jfE9qEs/pMU5pUs7oUk5q4k9oE37F+R3UIMuYivZqMXZiCfswHj8jbPeree7Ceh/Q8D+m7v8zCg9TIUBQVABFAZBUAMnYoSbYgRNAkGwAydyBJB1U9duHcN2v4iz3jHPjIfPGQ8oFfZ/9yvb74Q6HUc4ncR5/GNOOqthf1PSUe0A+i3O6quMvZ8qRxhL33fM6BPeTNeKc1iQeRrgdw3gexXgdQnocw7hcM/E7o+56DO4kjfX4w4h4+wHljJqzDM5VGue+X9HyENZtl5LHLgTxJyxjp4r/TrjfTrivpLKfFAIvifDZg8X/pEqQhPtClAMAOB2AswEkC8BwdmoIoWgugOAAqEAAxwewPADHg6kG7lDj71ALl1QLg+K4AIYOwbAgCAGgJATgQgDB3ommPuGUxhbUJ+ZUsOPFiuY899gGU1LSPhWnq89iSKkt8g8Yu+96SCAEMEy0pBLz5mORT1zVH2ZeGDehU6RY1tBL2y2IFF9pw8s8p+OOdg72DC1wY8VbERMvaDojnYW+yXXO/EJz/1TUA6oPL2ni62pcYf1JFauf4F4wDOdvPjwEy4ZgWBAMB4LmQFBMKIolgeZIYngSWC4ExZBA03ahyLsRhN1w/F6k/25l152K9hIKdjsweAkcE4LhA+hgACGCIjgSKCYUzpRCiX5Uj5ZA8STQTBiSI4XmwzB0AMeQ0g36xSj8mGGItHHgHrjT7tsWyKfcuo7xLRD8vr2+tb3+9xzF/+qPYHtjcxMEwc9L30iB8XJa1qeR5hfU7M5ibM7i7KTVnI9gXI9g3GR0vM7o+JzTIZ7TZZzSI8gYesuoe8rgXKVVHWQ07E9qOB5Xdz6j439ej3Jeh3LRgHrOgHhOP+CMtreMhusZbY9Tml4yml4nNNzP6HpdMiRcNKGeMaZfMKL/YUDQteV6MuP82OHPPfwfWrkT+ElmXsKbug7yuo5WPiH25Cgzj0BLfJT+C6orM/a5T8htdecrqrZazswXtIS7usQzKC+kPc/KT2jlwrbyClF5Sv8V5fYTCr8fSf4FQdyHJvyIIv6IpOzBkPbgSD/hqPuw9L1oxk9o+m4MdQ+W/DOGuB9N3o+j7sWS9+LI+1RJe3HkvTjaz6rMn9VpP6sx96kG/qzO+VmDvF+D/KsG+5Am/wCWtA/l9jPG66Aq/RedkN1aQft1hb9oMvZp0/bqMA9ocg5qUA+okw+q0w+pMw+q0w6qEY9okQ+pE49okA9rUw5pkQ9pkI9okI+oEo5pEI9qkg6pkw5oMA6oMQ7iyAdx+F/VfA9qEX7VIBzUpPyqQTmkRTmoSTikTT6qSzuuyzqmyTiqQT2qQTyiRTysRTqgRT2kRT2iSztgwD6oRzmiE3BIi3ZYh3NMg3RCy++oLvGYNu24DuOwLuWwPvWwDuU3Xaa0PuuEHu24PuW4Af2IDuWIDuk3HcoJTS8ZDd+Tau4nNL2O61IPahFO6JNP6pJ/0yTI6JJOavocU3WT0fL5TdVbWpN0Spd2So9xXIt8WA1/WB1/VIt4TIt0XJcirc84qU08puZ2TN3rhDbhmDr+mKrfCTU/aQ28jA7xiLrvcR2f33Txh3UZv+iwDukyD2uTjungT+oTT+pRjutTjxvSZEzoJ42oJ43oJ43Y0kY8GZPAY3r03wwZvxlwpY0EMob8U4aBp0z40iaB0qb8U6bC08aC0/r80wb808YCGSPuGROejB7nlA73nKHwtIHwrCHnsr7/TS2XW9qOsnrul0yIl4yJVw0JV01oZ42Z0tq+F/X9LhpTT90XHTOLlDYLPWtIPavlfsnA+6wB8ZQu6YoR6YqOl6yOzzk9/CVT5gUDkqy2+1VNp7Na7hdNKNJ6AdLaAWe1/M6gnZ/i46t7PqaV1ag985XVCzhnypN5ECr9MPi0Gff8fcZZE7aMiUjmfvCp+4HSxqxTRuyzprxTphxpU7b0fc5pU/ZpU+ZJY/pxQ9JpE/JpE9IpU8pJY9pvhgwZE46MAUvakHfSkHfSmHbCgH5SXyBtEHxCny1jQpc2Yp0y5J4zYpw0Y522ENx4EXzdjHZM6dlFNWsndsL7kc8gCG5tbmyDKyD4bft/jg7+IwmA4BYIbm6BILj6fauuY5AZk+fBTvLhpPpzkvzYCT6sVG92ujcvzZuX5sVJ8w3M9hZkeglT/fjpfrwUf348XhDnJ0zwF6biRTl4YUFAUAFelOMvzAwIyg4QZlKDsqjCTJowmyrKpYTkk0KzSeFphMh0fHQuPqKAFFFADcmmidIYQUnM0CRGaDIxJBkfmUGLK+RGFXBDMzihL5mROeSQPFp4ITk4lRKUQQkrIcWU+kWk+wrjKaIMUmiWe0i8myjRMzDVg5viIXzpFZrlHZLlH5SDF+V4B2d5h+T4Bud7B+d6heR4B+X6BOX5ivL9ggt8wwr8w4sI4cXkyDJarJgQWYSPyMdH5eKjcvExBQFRBaTIfHJEETGiHB9d7hdTSIzLp8bmU2MK6SkVlJfigIRSQpyYkFBDSKwhxZUyEoqpiUWkpFJygpicIKYkiGkJYlpCJSW+kpJYSUmppCSVkRNLKCnlhGQxKaWKlFRJTaqkJpeTE0vJyeXEJDExoZIaX0WNq6AmlJMSSihJ5bSUKmpSFTVZTE0so6aUkxPLSPHl9KQqekIFM1lMTyljpFZQk8sZSeWMpEpySi05pYaaVE1PbGTGNwUm1nISS2nJJaykKmZCJS2xgpEqpidXsJLE3ORKXqqYnVrCShMzUsXMNDE7pYqbXMJPKeclFbOTS+jJYlqqmJUuZqSWs1PF3JeVnNQSTkoxO6WYm1bOTa3kpVVwUstYyaXMlBJWajkzrZyRWsFMKWelVAS+rOalitkpYlZKFTetjptax02u4aXUclNruGk13FQx72U1+2UDM62BmVTNSa7gp5QJk8uC0yqDUquC0mtCs+qCM2qD02tC0+uisppisptCU8Uh6ZWijNrgjPrwrMaIzPrQjLrgzNrgrPrQ7KbQrMaQrJqQ7Jrg3AZRdl1obm1Iljg0qyIyty4kqz4suzY2uywqUxyWXSfKrwspqo0pqE7IrYrNrQrPqwnKrQvPq47ILo7IFwcVNgoKXgXlNYZn10RlVodlN4bkNMfk1MdlVUVmVofnNIXmNEXmNsZmV0dliUW5dUE5DeGZjZHpDVGZ9ZHZNZE55Ql5ZUlZRTHpZVG5TaF5bYKsZlFWXXh2ZVSOODK7Jiz3VVjBm7D81uDM+pCMhvCcpuCc+uDchqDcJlFOoyirITCzhp9ZI8ysEWXUCjNqRZl1QZn1YZm14elVYZm1wowqUXZ5ULZYlFknSm8IzqoJzi4Pya4Ky6yLzm4My2sOKmgMy6sNTi5Kyq9tHxxb3twEQXB7c3Nr6zsIroLg97/P/X+1XmAb3AbBbXBra+vvbsPfYop/l62/yOZfrn+Vv5b8a10QBP+i9b8Cx39Xtfk/gpfgNghuguDGf8vmX9r6e8m/3v610Y1/VnHrL/q3/4X8G2z/M1P/ZuR3EPz+l+a2/nFMtv+xU9v/qOTfyNY/k+1//fwfBvmf2f8/v76/6vw33f/3I/P/Bf/0I/mnxv//jP/dFv9afgsEN7e3/0/Z/H9Ez9bW5tb21tbW1vb2P8zrf7mn8D/4D/6D/0vwHxb4D/6D/9vx/wAm37hazR2z4AAAAABJRU5ErkJggg==" /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-28570796777282405202018-12-08T23:29:00.000-08:002019-05-14T19:16:41.236-07:00Ujian Perbaikan / Remedial <html>
<head>
<title>soal ujian perbaikan </title>
</head>
<body>
<pre>
<center>
Silahkan Jawab Pertanyaan berikut ini
</center>
1. Tuliskan Keunggulan dan Kelemahan dari Jaringan Wan
2. Jelaskan tentang Dasar-Dasar Routing
3. Tuliskan dan Jelaskan 3 model jaringan hirarki
4. tuliskan langkah-langkah mengatur jaringan Adhoc
5. Jelaskan yang dimaksud dengan Jaringan Nirkabel
</pre>
<marquee>Note : Jawaban Dikirim ke Email, Dayatjava@gmail.com Dan diketik dalam bentuk word, apabila anda yang masih memiliki Blog Cukup membahasnya di Blog tentang pertanyaan berikut ini dan Buat Link Blog Dikomentar
Hari Terakhir Kamis 13 Desember.
</marquee>
</body>
</html>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-1382622069896209912.post-60691564094430378592018-09-14T22:50:00.000-07:002018-09-14T22:50:21.295-07:00Tugas Teknologi Jaringan Luas 1. Jelas kan pengertian Jaringan Berbasis Luas (WAN) ?
2. Tuliskan Perangkat-perangkat yang dibutuhkan pada Jaringan Berbasis Luas ?
3. Jelaskan tentang Dasar-Dasar Routing ?
4. Jelaskan Keunggulan dan Kelemahan Dari jaringan berbasis Luas
5. Gambarkan Skema dari Jaringan Berbasis Luas yang kamu ketahui !!
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-23595012970980251572018-05-29T19:37:00.000-07:002018-05-29T19:37:47.131-07:00Perbaikan nilai kelas XKelas x tkj 3 -> membuat artikel tentang promosi web salakjadi.com
Kelas x tkj 1 dan 2 -> silahkan membuat blog yg berisi 3 artikel tentang tkj
Yg sudh silahkan koment di artikel in Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-1382622069896209912.post-3669632469635038792018-05-29T19:28:00.001-07:002018-05-29T19:28:02.816-07:00Remedial SOJUntuk mapel SOJ yg remedial bagi yg tidak mengirim video
Tutorial silahkan dikirim secepatnya. Dan untuk mempermudah disni bapak beri kemudahn mengganti SO yg di instal. Yaitu SO yg kamu pahami boleh Windows atau pun Linux. Ditunggu sampai tanggal 5. Terima kasih. Unknownnoreply@blogger.com4tag:blogger.com,1999:blog-1382622069896209912.post-12732433873889840122018-04-16T00:30:00.001-07:002018-05-25T01:33:38.910-07:00NILAI BLOG TKJ 3 2017/2018<html>
<head>
<title>Alamat Judul Blog</title>
</head>
<body>
<pre>
<center>
<blink> NILAI WEB DISEIGN</blink> </center>
Alamat Blog TKJ 3
--------------------------------------------------------------------------
| Nama | Alamat Blog | Nilai |
--------------------------------------------------------------------------
| Putri | herlindaputri13.blogspot.com | 94 |
| Winda | windaafrianilbs.blogspot.com | 86 |
| SILVA | Silvarahmadanihrp.blogspot.com | 85 |
| Ima | immakhoiriah.blogspot.com | 85 |
| Dermawan | mawanharahap09.blogspot.com | 85 |
| Armanda | armandaa26.blogspot.com | 92 |
| mukmin | mukminsiregar3147.blogspot.com | 87 |
| adi | adinasution221.blogspot.com | 85 |
| willy | gemikoto.blogspot.co.id | 75 |
| Ayu | ayuamanda3102.blogspot.co.id | 85 |
| fahri | pahrilubis.blogspot.com | 85 |
| ramadhin | raysiregar01.blogspot.co.id | 85 |
| Adel | Adel02.Blogspot.com | 90 |
| novri | novriandi279.blogspot.com | 88 |
| sry | sryghea87.blogspot.co.id | 85 |
| reni | renisyahyanii.blogspot.com | 85 |
| putra | putra3147.blogspot.com | 89 |
| sahrina | sahrinaritonga15.blogspot.com | 89 |
| ibnu | ibnu47.blogspot.com | 85 |
| fazri | fazri87.blogspot.com | 85 |
| kemal | kemalpoy.blogspot.com | 85 |
| izul | izul690.blogspot.com | 85 |
| mahmul | Mahmulteknor.blogspot.co.id | 93 |
| padly | muhammadpadly98.blogspot.com | 85 |
| permana | permana12345.blogspot.com | 84 |
| anisa | anisawandinii.blogspot.com | 85 |
| Hana |daulayhanasarlia05.blogspot.co.id | 94 |
| anggi |anggiangraini1.blogspot.com | 0 |
| tiara |tiarasalsabilaray.blogspot.com | 91 |
| lina |linamariana328.blogspot.com | 85 |
| baim |baim00.blogspot.com | 84 |
| nurhayati | yatipikacu.blogspot.com | 85 |
| dinda |pengertianwarnadinda.blogspot.com | 85 |
| riyan |riyanhazri45.blogspot.com | 85 |
|_______________________________________________________________________ |
JUMLAH SISWA : 34 ORANG
</pre>
<marquee> yang belum ada alamatnya ditunggu hingga sabtu 21 april 2018
terima kasih atas tugas yang telah dikerjakan semoga blog ini tetap bermanfaat kedepannya </marquee>
</body>
</html>Unknownnoreply@blogger.com8tag:blogger.com,1999:blog-1382622069896209912.post-89565525445168457952018-04-11T18:52:00.002-07:002018-04-11T18:52:22.899-07:00TOPOLOGI JARINGAN <h3 class="post-title entry-title" itemprop="headline" style="color: #333333; font-family: Arimo, sans-serif; font-size: 20px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.1; margin: 0px 0px 10px; padding: 0px; position: relative;">
<a href="https://hanifnaufalhawari.blogspot.co.id/2016/10/10-macam-topologi-jaringankomputer.html" style="color: #333333; display: block; outline: none; text-decoration-line: none;">10 MACAM TOPOLOGI JARINGAN/KOMPUTER BESERTA KELEBINAN DAN KEKURANGAN</a></h3>
<div class="post-header-line-1" style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
</div>
<div class="postmeta-primary" style="color: #999999; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 13px; line-height: 18px; padding: 0px 0px 10px;">
<br /></div>
<div class="post-body entry-content" id="post-body-2085887231418535209" style="line-height: 1.7; margin: 0px; overflow: hidden; padding: 0px; width: 615px;">
<span style="color: #555555; font-family: arial, helvetica, sans-serif; font-size: 14px;">Topologi jaringan internet atau komputer adalah metode atau konsep untuk menghubungkan beberapa komputer sekaligus menjadi jaringan interkoneksi.</span><br /><span style="color: #555555; font-family: arial, helvetica, sans-serif; font-size: 14px;"><br /></span><span style="color: #555555; font-family: arial, helvetica, sans-serif; font-size: 14px;">Lebih sederhananya, topologi jaringan adalah sebuah desain jaringan pada komputer.</span><br /><span style="color: #555555; font-family: arial, helvetica, sans-serif; font-size: 14px;"><br /></span><span style="color: #555555; font-family: arial, helvetica, sans-serif; font-size: 14px;">Ada berbagai macam topologi jaringan dan masing-masing memiliki kelebihan dan kekurangan...</span><br /><span style="color: #555555; font-family: arial, helvetica, sans-serif; font-size: 14px;"><br /></span><b style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;"><span style="font-family: arial, helvetica, sans-serif;"><br /></span></b><b style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;"><span style="font-family: arial, helvetica, sans-serif;">1. Topologi Bus</span></b><br /><div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvUqrnDMLailTIlHHvkb4aPXKT8azAuvvQ1yUtPiUUMdCI6qLsgj2JTo0Ox6ayPhgR51YMPPB5k71_Q1pZrBX6MUlnCtzyn_5AEQJBc4sbmXMtrCAplFmO1gJiPDV4pViYDpCn81KG1R8/s320/bus.gif" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;">Topologi Bus merupakan sebuah topologi yang menggunakan kabel tunggal sebagai media transmisinya atau kabel pusat tempat dimana seluruh client dan server dihubungkan. Sehingga komputer atau jaringan lain dapat dengan mudah dihubungkan satu sama lain.</span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan :</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;"><br /></span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Layout kabel sederhana sehingga instalasi relatif lebih mudah</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kerusakan satu komputer client tidak akan mempengaruhi komunikasi antar client lainnya</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Hemat kabel sehingga biaya instalasi relatif lebih murah</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Penambahan dan pengurangan terminal dapat dilakukan tanpa mengganggu operasi berjalan.</span></li>
</ul>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan :</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Jika kabel utama atau backbone putus maka komunikasi gagal</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Bola kabel utama sangat panjang maka pencarian ganggu menjadi sulit</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kemungkinan akan terjadi tabrakan data (data collision) apabila banyak client yang mengirim pesan dan akan menurukan kecepatan komunikasi</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Keamanan data kurang terjamin</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Diperlukan repeater untuk jarak jauh.</span></li>
</ul>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">2. Topologi Star</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><img alt="Skema Topologi Star" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmusHTdKGsooRmy__rFBEX2ewkWgmI6Jd48t7Ir0SAh-XwkGwq4QSxIjOGb8M_RNY9GFoIh1xX2OdDkCK2DSsR0naMtFMHjJwxAesNABh68tO2serGPh9UK36IHRtIQOHVabAhwL0drj93/s400/unduhan.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
</div>
<div>
<span style="font-family: arial, helvetica, sans-serif;">Disebut topologi star karena bentuknya seperti bintang. Sebuah alat yang disebut concentrator bisa berubah hub atau switch menjadi pusat, dimana semua komputer dalam jaringan dihubungkan ke concentrator ini.</span></div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan :</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Karena setiap komponen dihubungkan langsung ke simpul pusat maka pengelolaan menjadi mudah</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kegagalan komunikasi mudah ditelusuri</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kegalalan pada satu komponen atau terminal tidak mempengaruhi komunikasi terminal lain</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kontrol terpusat sehingga memudahkan dalam deteksi dan isolasi kesalahan serta memudahkan pengelolaan jaringan.</span></li>
</ul>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan :</span></b></div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kegagalan pusat kontrol memutuskan semua komunikasi</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Bila yang digunakan sebagai pusat kontrol adalah HUB maka kecepatan akan berkurang sesuai dengan penambahan komputer, semakin banyak semakin lambat.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Boros menggunakan kabel.</span></li>
</ul>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">3. Topologi Ring</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6x47aVTkbTnmCcTQ0MSiipYqueFEJWdrj8Q26UBc-A75EqBr4fTBw1EfH4LlU1-myE0emdQ2X5Pj05LD4jppmhsaI6JyhQ0FlDWdmdHRHRPiLQZrKRBjdW-87Tb2NSflumiuzlAjHOQ/s320/topologi-ring.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;">Disebut topologi ring karena bentuknya seperti cincing yang melingkar. Semua komputer dalam jaringan akan di hubungkan pada sebuah cincin. Cincin ini hampir sama fungsinya dengan concenrator pada topologi star yang menjadi pusat berkumpulnya ujung kabel dari setiap komputer yang terhubung.</span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan topologi ring :</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Dapat melayani aliran lalulintas data yang padat</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Aliran data mengalir lebih cepat karena dapat melayani data dari kiri atau kanandari server</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Trasmisi data yang relatif sederhana seperti perjalanan paket data dalam satu arah saja.</span></li>
</ul>
</div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan topologi ring :</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kerusakan pada salah satu media pengirim/terminal dapat melumpuhkan kerja seluruh jaringan</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Paket data harus melewati setiap komputer antara pengirim dan penerima, sehingga menjadi lebih lambat</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Pengembangan jaringan menjadi lebih kaku karena penambahan terminal atau node menjadi lebih sulit bila port sudah habis.</span></li>
</ul>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">4. Topologi Tree</span></b></div>
</div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Mq-64KsKoKWX7vIIEhjlg1O-UMvMEHX7NBaxeadvLijhMvx5nbeox2FWcaCknW3kfcND0UQZiyO0E-ldv-N3X8xCXerXEUA4EmiD3N4fRHlMO-s3Dehzoj5c6MdIF4F4fdn_plo5iA/s1600/topologi-tree.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><span style="background-color: white; font-size: xx-small;">Topologi Pohon adalah kombinasi karakteristik antara topologi star dan topologi bus. Topologi ini terdiri atas kumpulan topologi star yang dihubungkan dalam satu topologi bus sebagai backbone. Komputer-komputer dihubungkan ke hub, sedangkan hub lain di hubungkan sebagai jalur tulang punggung atau backbone. </span><span style="font-size: xx-small;">Media transmisi merupakan satu kabel yang bercabang namun loop tidak tertutup.</span></span></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan topologi tree :</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Memungkinkan untuk memiliki jaringan point to point</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Mengatasi keterbatasan pada topologi star, yang memiliki keterbatasan pada titik koneksi hub.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Topologi tree membagi seluruh jaringan menjadi bagian yang lebih mudah diatur</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Topologi tree ini memiliki keunggulan lebih mampu menjangkau jarak yang lebih jauh dengan mengaktifkan fungsi Repeater yang dimiliki oleh HUB.</span></li>
</ul>
</div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan topologi tree :</span></b></div>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Karena bercabang maka diperlukan cara untuk menunjukkan kemana data dikirim, atau kepada siapa transmisi data ditujukan.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Perlu suatu mekanisme untuk mengatur transmisi dari terminal terminal dalam jaringan.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Kabel yang digunakan menjadi lebih banyak sehingga diperlukan perencanaan yang matang dalam pengaturannya, termasuk di dalamnya adalah tata letak ruangan.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">HUB menjadi elemen kritis.</span></li>
</ul>
<div>
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
</div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">5. Topologi Mesh</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF2kJ9Fd1ElBt0ZZyYIGiS5L8cRViigC4P7jXge5I7gwCUcmh9a9QH7IJbR-H5yUJgpt-kaweZbNOATCSfy8s1wf9LcTQon3U9aGqlho6Bf_YgVJqs7tuXH43pG7LKUKO1JOsTvmPt2g4/s320/mesh.gif" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><span style="background-color: white; font-size: xx-small;">Topologi Mesh adalah suatu topologi yang memang didisain untuk memiliki tingkat restorasi dengan berbagai alternatif rute atau penjaluran yang biasanya disiapkan dengan dukungan perangkat lunak atau software.</span><span class="apple-converted-space" style="font-size: xx-small;"> </span><span style="font-size: xx-small;"><br /></span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span class="apple-converted-space" style="font-size: xx-small;"><span style="font-family: arial, helvetica, sans-serif;"><br /></span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span class="apple-converted-space"><span style="font-family: arial, helvetica, sans-serif; font-size: xx-small;"></span></span><br /><div>
<span class="apple-converted-space"><span style="font-family: arial, helvetica, sans-serif; font-size: xx-small;"><b>Kelebihan topologi mesh :</b></span></span></div>
<span class="apple-converted-space"><span style="font-family: arial, helvetica, sans-serif; font-size: xx-small;"></span></span><div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;"><span class="apple-converted-space"><span style="font-family: arial, helvetica, sans-serif; font-size: xx-small;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Dapat berkomunikasi langsung dengan perangkat tujuan.</li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Data dapat di kirim langsung ke computer tujuan tanpa harus melalui computer lainnya lebih cepat. Satu link di gunakan khusus untuk berkomunikasi dengan komputer yang di tuju.</li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Memiliki sifat Robust, yaitu Apabila terjadi gangguan pada koneksi komputer A dengan komputer B karena rusaknya kabel koneksi (links) antara A dan B, maka gangguan tersebut tidak akan mempengaruhi koneksi komputer A dengan komputer lainnya.</li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Mudah dalam proses identifikasi permasalahan pada saat terjadi kerusakan koneksi antar komputer.</li>
</span></span></ul>
</div>
<span class="apple-converted-space"><span style="font-family: arial, helvetica, sans-serif; font-size: xx-small;"><div>
<b>Kekurangan topologi mesh :</b></div>
<div>
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Setiap perangkat harus memiliki I/O port. Butuh banyak kabel sehingga butuh banyak biaya.</li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Instalasi dan konfigurasi lebih sulit karena komputer yang satu dengan yang lain harus terkoneksi secara langsung.</li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;">Biaya yang besar untuk memelihara hubungan yang berlebih.</li>
</ul>
<div>
<br /></div>
</div>
</span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">6. Topologi Peer to Peer</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img alt="topologi jaringan komputer" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEjG_zTLKk9VGxSSA6CAL8FkMCdMwVi6HGiH9fcjDToT2rx6Hqk7sNjLVqcLi9Hhupt4lzCs5iJgyzoABhq9SgMj9llYhi4Eg4wVOmqWlt8uvVA4RaJUYOr1WE8DB8Mz2iIhTvEAb_IzzPEs_xzWnewQJHaCNHu6XHZEJaWP3j0joZV_dzHCLKNno8EkIRHZZ9KLaP3JG-t3QAhrOaWVBbmvViMfj2-cKqI=s0-d" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="font-family: arial, helvetica, sans-serif;">Topologi peer to peer merupakan topologi yang sangat sederhana dikarenakan hanya menggunakan 2 buah komputer untuk saling terhubung.</span></div>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="font-family: arial, helvetica, sans-serif;">Pada topologi ini biasanya menggunakan satu kabel yang menghubungkan antar komputer untuk proses pertukaran data.</span></div>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan Topologi Peer to Peer</span></b></span></div>
<ul style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; list-style: square; margin: 0px; padding: 1.5em 0px 1.571em 1.9em; vertical-align: baseline;">
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Biaya yang dibutuhkan sangat murah.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Masing-masing komputer dapat berperan sebagai client maupun server.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Instalasi jaringan yang cukup mudah.</span></li>
</ul>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan Topologi Peer to Peer</span></b></span></div>
<ul style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; list-style: square; margin: 0px; padding: 1.5em 0px 1.571em 1.9em; vertical-align: baseline;">
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Keamanan pada topologi jenis ini bisa dibilang sangat rentan.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Sulit dikembangkan.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Sistem keamanan di konfigurasi oleh masing-masing pengguna.Troubleshooting jaringan bisa dibilang rumit.</span></li>
</ul>
<div>
<span style="color: #444444; font-family: arial, helvetica, sans-serif;"><br /></span></div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">7. Topologi Linier</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img alt="topologi jaringan komputer" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEj2_vaEJeni7LxC8MgoOoTQwpQdHzr6bUioXQJL_U_bS7lpJHxxmcmQCwZ65EH3ecxBgpJQPVso-1T0jeQ0CJsKvrxlTFYSy2KPkecyddJJhJI0VCjfIneh6HvkpPbfkw5HqhiMCOUrculVcFUhQDnfuyoKB1gHJx9VZM8IVfKZAqnEavbJPHPG6xpeazlnkqeSF7uzLOhKZpnePD7_uM-UnA=s0-d" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="font-family: arial, helvetica, sans-serif;">opologi linier atau biasaya disebut topologi bus beruntut. Pada topologi ini biasanya menggunakan satu kabel utama guna menghubungkan tiap titik sambungan pada setiap komputer.</span></div>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan Topologi Linier :</span></b></span></div>
<ul style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; list-style: square; margin: 0px; padding: 1.5em 0px 1.571em 1.9em; vertical-align: baseline;">
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Mudah dikembangkan.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Membutuhkan sedikit kabel.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Tidak memperlukan kendali pusat.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Tata letak pada rangkaian topologi ini bisa dibilang cukup sederhana.</span></li>
</ul>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan Topologi Linier :</span></b></span></div>
<ul style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; list-style: square; margin: 0px; padding: 1.5em 0px 1.571em 1.9em; vertical-align: baseline;">
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Memiliki kepadatan lalu lintas yang bisa dibilang cukup tinggi.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Keamanan data kurang baik.</span></li>
</ul>
<div>
<span style="color: #444444; font-family: arial, helvetica, sans-serif;"><br /></span></div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">8. Topologi Hybrid</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img alt="topologi jaringan komputer" src="https://blogger.googleusercontent.com/img/proxy/AVvXsEj6xQSF3qL1-61MJBdPB9M3C0hd2v1LC0hfxFMgjfSvpGPHHoFQLl2fo-yCYSPO__Ce7ekM31N-eFlp9E4nNsBU0hvQE3YaRYW_5W1AGtbgm0Scso7zaVC3fadG5dZMbpiIztMGVWidy2SGEgJxLJrrSLRlhAL2TnD27LNRPsnHlr8lh7zoq2_UISaUjcwuhhP4l8eVyLRmU6c6-4vcMBP-guc=s0-d" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="font-family: arial, helvetica, sans-serif;">Topologi hybrid merupakan topologi gabungan antara beberapa topologi yang berbeda.</span></div>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="font-family: arial, helvetica, sans-serif;">Pada saat dua atau lebih topologi yang berbeda terhubung satu sama lain, disaat itulah gabungan topologi tersebut membentuk topologi hybrid.</span></div>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><span style="font-family: arial, helvetica, sans-serif;">Kelebihan Topologi Hybrid :</span></b></span></div>
<ul style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; list-style: square; margin: 0px; padding: 1.5em 0px 1.571em 1.9em; vertical-align: baseline;">
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Freksibel</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Penambahan koneksi lainnya sangatlah mudah.</span></li>
</ul>
<div style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; margin-bottom: 20px; padding: 0px; vertical-align: baseline;">
<span style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><span style="font-family: arial, helvetica, sans-serif;">Kekurangan Topologi Hybrid :</span></b></span></div>
<ul style="background-color: white; border: 0px; color: #444444; font-size: 16px; font-stretch: inherit; font-variant-numeric: inherit; line-height: inherit; list-style: square; margin: 0px; padding: 1.5em 0px 1.571em 1.9em; vertical-align: baseline;">
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Pengelolaan pada jaringan ini sangatlah sulit.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Biaya pembangunan pada topologi ini juga terbilang mahal.</span></li>
<li style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: arial, helvetica, sans-serif;">Instalasi dan konfigurasi jaringan pada topologi ini bisa dibilang cukup rumit, karena terdapat topologi yang berbeda-beda.</span></li>
</ul>
<div>
<span style="color: #444444; font-family: arial, helvetica, sans-serif;"><br /></span></div>
</div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<b><span style="font-family: arial, helvetica, sans-serif;">9. Topologi Broadcast</span></b></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img alt="Hasil gambar untuk topologi broadcast" src="https://liansyahmoranasution.files.wordpress.com/2014/12/untitled5.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="background-color: white; color: #222222; font-size: 13.2px; text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Topologi Broadcast merupakan type pertama dari topologi logic komputer. Secara sederhana dapat digambarkan yaitu suatu host yang mengirimkan data kepada seluruh host lain pada media jaringan. </span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="background-color: white; color: #222222; font-size: 13.2px; text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;"><br /></span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px; text-align: justify;">
<span style="color: #222222; font-family: arial, helvetica, sans-serif;"><span style="background-color: white;"><b>10. Topologi Hirarki<span style="font-size: 13.2px;"> </span></b></span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><img alt="Hasil gambar untuk topologi hirarki" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuDaxFtUSw-1daPmN1Tym9Bxm_S7M6TS2RctrD7plPN7cJu25qQjFPbZogTHsrvfIJZDupV8AWPfTp0XNl9697FH3xNEUMfgV3-nwlkfJOU2amMDgP10CIVZTf-YH0zK4fnYmnrJuIZZc/s1600/castarGambar+Topologi+Extended+Star.png" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border: none; max-width: 100%; padding: 0px;" /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 14px;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div>
<div class="MsoNormal" style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: small; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: arial, helvetica, sans-serif;"><span style="background: none 0% 0% repeat scroll white;">Berbentuk seperti pohon bercabang yang terditi dari komputer induk (host) yang diswitchungkan dengan simpul atau node lain secara berjenjang, jenjang yang lebih tinggi berfungsi sebagai pengetur kerja jenjang dibawahnya, biasanya topologi ini digunakan oleh perusahaan besar atau lembaga besar yang mempunyai beberapa cabang daerah, sehingga data dari pusat bisa didistribusikan ke cabang atau sebaliknya.</span><span lang="IN" style="background: none 0% 0% repeat scroll white;"></span></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: small; text-align: justify;">
</div>
<div class="MsoNormal" style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: small; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<div style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: small; text-align: justify;">
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<h2 style="background-color: white; color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 30px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.5; margin: 0px 0px 0.5em; position: relative;">
<span style="font-size: 20px;"><span style="font-family: arial, helvetica, sans-serif;">Kelebihan :</span></span></h2>
<h4 style="background-color: white; color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.5; margin: 0px 0px 0.5em; position: relative;">
<ul style="line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif; font-weight: normal;">Topologi hirarki ini mudah dalam manajemen karena adanya pusat node yang ada di dalam tingkatannya masing-masing.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif; font-weight: normal;">Bisa menjangkau hingga jarak yang jauh jika dengan sifat repeater yang dimiliki oleh hub.</span></li>
</ul>
</h4>
<h2 style="background-color: white; color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 30px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.5; margin: 0px 0px 0.5em; position: relative;">
<span style="font-size: 20px;"><span style="font-family: arial, helvetica, sans-serif;">Kekurangan :</span></span></h2>
<h4 style="background-color: white; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.5; margin: 0px 0px 0.5em; position: relative;">
<ul style="color: #555555; font-family: Arimo, Arial, Helvetica, sans-serif; font-size: 16px; line-height: 1.4; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif; font-weight: normal;">Apabila ada salah satu node yang rusak, maka node yang berada di bawahnya, akan sulit untuk mengirim node yang jauh atau tetangganya, entah itu tidak berfungsi dengan efektif, maka kinerja akan melambat.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif; font-weight: normal;">Harus memikirkan secara benar-benar matang di dalam mendesainnya, karena kabel yang dibutuhkan oleh topologi ini tidak sedikit.</span></li>
<li style="line-height: 1.3; margin: 0px 0px 0.25em; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif; font-weight: normal;">Sering terjadi suatu collision.</span></li>
</ul>
<div style="color: #555555; font-size: 16px;">
<span style="font-family: arial, helvetica, sans-serif;"><span style="font-weight: 400;"><br /></span></span></div>
<div style="color: #555555; font-size: 16px;">
<span style="font-family: arial, helvetica, sans-serif;"><span style="font-weight: 400;">SUMBER : </span></span></div>
<span style="color: #555555; font-family: arial, helvetica, sans-serif;"><span style="font-weight: 400;">https://hanifnaufalhawari.blogspot.co.id/2016/10/10-macam-topologi-jaringankomputer.html</span></span></h4>
</div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-60959848010183496922018-04-11T18:48:00.000-07:002018-04-11T18:48:21.829-07:00JENIS JARINGAN <h2 style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 30px; font-weight: normal; line-height: 40.5px; margin-bottom: 10px; margin-top: 20px;">
Jenis-Jenis Jaringan Komputer (Berdasarkan Area)</h2>
<h3 style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 24px; font-weight: normal; line-height: 32.4px; margin-bottom: 10px; margin-top: 20px;">
1. PAN (Personal area network)</h3>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
<img alt="jenis-jenis jaringan komputer, pan" class="img-responsive aligncenter wp-image-1244 size-large" height="753" sizes="(max-width: 1200px) 100vw, 1200px" src="http://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-pan-1200x753.jpg" srcset="https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-pan-1200x753.jpg 1200w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-pan-450x282.jpg 450w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-pan.jpg 1500w" style="border: 0px; box-sizing: border-box; display: block; height: auto; max-width: 100%; vertical-align: middle;" width="1200" /></div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
PAN (Personal Area Network) adalah jaringan komputer yang digunakan untuk transmisi data antara perangkat pribadi seperti komputer, tablet, smartphone, personal digital assistant (PDA), konsol video game, perangkat peripheral dan perangkat hiburan pribadi lainnya.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
PAN dapat digunakan untuk komunikasi antara perangkat pribadi sendiri (komunikasi interpersonal), atau untuk menghubungkan perangkat ke jaringan dengan tingkat yang lebih besar dan Internet (uplink) dimana salah satu perangkat “master” mengambil peran sebagai router internet.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Jaringan jenis ini akan memberikan fleksibilitas yang tinggi. Misalnya, memungkinkan Anda untuk:</div>
<ul style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 10px; margin-top: 0px;">
<li style="box-sizing: border-box;">Mengirim dokumen dari laptop, tablet, atau smartphone ke printer melalui jaringan.</li>
<li style="box-sizing: border-box;">Upload foto dari smartphone ke komputer desktop Anda.</li>
<li style="box-sizing: border-box;">Menonton film dari layanan streaming online dengan TV Anda.</li>
<li style="box-sizing: border-box;">Dan masih banyak lagi.</li>
</ul>
<h3 style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 24px; font-weight: normal; line-height: 32.4px; margin-bottom: 10px; margin-top: 20px;">
2. LAN (Local Area Network)</h3>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
<img alt="jenis-jenis jaringan komputer, lan" class="img-responsive aligncenter wp-image-1245 size-large" height="676" sizes="(max-width: 1200px) 100vw, 1200px" src="http://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-lan-1200x676.jpg" srcset="https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-lan-1200x676.jpg 1200w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-lan-450x253.jpg 450w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-lan.jpg 1279w" style="border: 0px; box-sizing: border-box; display: block; height: auto; max-width: 100%; vertical-align: middle;" width="1200" /></div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
LAN (Local Area Network) adalah jaringan komputer yang menghubungkan komputer dalam area terbatas seperti rumah, sekolah, laboratorium, universitas atau kantor dan memiliki peralatan jaringan sendiri dan interkoneksi yang dikelola secara lokal. LAN sangat bermanfaat untuk membagi sumber daya, seperti penyimpanan data dan printer. Jaringan komputer jenis ini dapat dibangun dengan hardware yang relatif murah, seperti wireless access point, hub, adapter jaringan dan kabel Ethernet.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Jaringan komputer jenis LAN yang terkecil dapat terdiri dari hanya dua komputer, sedangkan LAN yang lebih besar dapat terdiri dari ribuan komputer. LAN biasanya sebagian besar mengandalkan koneksi kabel untuk meningkatkan kecepatan dan keamanan, namun koneksi wireless juga dapat menjadi bagian dari LAN. kecepatan tinggi dan biaya yang relatif rendah merupakan karakteristik jaringan jenis LAN.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
LAN biasanya digunakan pada satu tempat di mana orang-orang harus berbagi sumber daya diantara mereka sendiri tetapi tidak dengan orang luar. Misalnya sebuah gedung perkantoran dimana semua karyawan harus dapat mengakses file pada server pusat atau dapat mencetak dokumen melalui satu atau lebih printer pusat.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Hal ini akan memudahkan karyawan dalam mengerjakan tugas-tugas mereka, tetapi Karyawan/Perusahaan tentunya tidak ingin jika orang luar yang hanya kebetulan lewat juga dapat mengakses file pada server pusat atau mengirim dokumen ke printer melalui laptop atau ponsel mereka.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
LAN memiliki daerah jangkauan 100 m -2 km, tergantung kabel penghubung yang digunakan. kecepatan transfer data antra 1-100 mbps atau sekitar 125.000 - 12.500.000 karater per detik.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Jika LAN, sepenuhnya menggunakan teknologi wireless, maka jenis jaringan ini disebut sebagai WLAN (Wireless Local Area Network).</div>
<h3 style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 24px; font-weight: normal; line-height: 32.4px; margin-bottom: 10px; margin-top: 20px;">
3. MAN (Metropolitan area network)</h3>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
<img alt="jenis-jenis jaringan komputer, man" class="img-responsive aligncenter wp-image-1246 size-large" height="612" sizes="(max-width: 1200px) 100vw, 1200px" src="http://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-man-1200x612.jpg" srcset="https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-man-1200x612.jpg 1200w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-man-450x230.jpg 450w" style="border: 0px; box-sizing: border-box; display: block; height: auto; max-width: 100%; vertical-align: middle;" width="1200" /></div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
MAN adalah jaringan komputer yang menghubungkan para pengguna dengan sumber daya komputer pada sebuah area geografis atau area yang lebih besar dari yang tercakup oleh LAN yang luas, tetapi lebih kecil dari area yang tercakup oleh WAN (wide area network).</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Jaringan MAN ini dalam penerapannya sering memakai media wireless, mengingat faktor biaya pembangunannya yan gmurah, fleksibel dan andal untuk koneksi jarak jauh hingga 50 km dibandingkan menggunakan media wire/kabel.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Tergantung pada konfigurasi-nya, jaringan jenis ini dapat mencakup area mulai dari beberapa mil hingga puluhan mil. MAN sering digunakan untuk menghubungkan beberapa LAN untuk membentuk jaringan yang lebih luas. Saat jaringan jenis ini dirancang khusus untuk sebuah Universitas, makan terkadang disebut sebagai CAN (Campus Area Network).</div>
<h3 style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 24px; font-weight: normal; line-height: 32.4px; margin-bottom: 10px; margin-top: 20px;">
4. WAN (Wide Area Network)</h3>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
<img alt="jenis-jenis jaringan komputer, wan" class="img-responsive aligncenter wp-image-1247 size-large" height="753" sizes="(max-width: 1200px) 100vw, 1200px" src="http://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-wan-1200x753.jpg" srcset="https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-wan-1200x753.jpg 1200w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-wan-450x282.jpg 450w, https://www.jejakwaktu.com/wp-content/uploads/2017/02/jenis-jenis-jaringan-komputer-wan.jpg 1500w" style="border: 0px; box-sizing: border-box; display: block; height: auto; max-width: 100%; vertical-align: middle;" width="1200" /></div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
WAN (Wide Area Network) adalah jaringan komputer atau jaringan telekomunikasi yang membentang di atas jarak geografis yang sangat luas, seperti seluruh Negara atau seluruh Dunia. Jaringan komputer jenis WAN biasanya terdiri dari beberapa jenis jaringan yang lebih kecil, seperti LAN atau MAN. sebuah jaringan dikatakan sebagai jaringan WAN jika mempunyai jarak hubungan media lebih dari 100 km.</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
Bisnis, Pendidikan dan Lembaga Pendidikan menggunakan jaringan jenis WAN untuk relay data antara para staf, mahasiswa, klien, pembeli dan pemasok dari berbagai daerah. Dengan menggunakan WAN, akan memungkinkan bisnis untuk secara efektif melaksanakan fungsi harian-nya dimanapun lokasinya. Internet merupakan contoh yang paling terkenal untu WAN publik. jaringan wan ini sering disebut dengan internet</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
sumber : - https://www.jejakwaktu.com/jenis-jaringan-komputer/</div>
<div style="background-color: white; box-sizing: border-box; color: #444444; font-family: "Open Sans", sans-serif; font-size: 16px; margin-bottom: 15px;">
- Modul Melakukan instalasi perangkat jaringan lokal (LAN) </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-45248331320579558512018-04-11T18:01:00.000-07:002018-04-11T18:01:01.613-07:00TUGAS TUTORIAL PENGINSTALAN DEBIAN GUI DAN TEKSUntuk tugas tutorial silahkan di masukkan alamat videonya yang sudah di upload ke youtube kmri baik yang GUI dan TEXT. Untuk memudahkan bapak berikan keringanan Akun Youtube nya Boleh Satu untuk beberapa Orang atau satu akun untuk 1 kelas. Jadi bisa mengaupload ke satu Chanel youtube. <div>
Alamatnya silahkan tinggal kan di komentar artikel ini ..............!!!!!!!!!!!!!!1</div>
Unknownnoreply@blogger.com21tag:blogger.com,1999:blog-1382622069896209912.post-32496321465611646402017-12-14T08:10:00.003-08:002017-12-15T23:32:23.521-08:00SOAL REMEDIAL DDG KELAS X TKJ 3Untuk Remedial DDG silahkan persiapkan gambar atau logo dari produk atau apa pun. gambar dengan cantik.. dan warnai dengan indah. terima kasih.<br />
<br />
<br />
Wassalam<br />
Terimakasih..Unknownnoreply@blogger.com48tag:blogger.com,1999:blog-1382622069896209912.post-36351951538256302542017-12-14T08:07:00.002-08:002017-12-15T23:33:34.331-08:00SOAL REMEDIAL RBJ KELAS XISOAL ESSAY Semua 10 Soal Kerjakan. kirim keemail Jawab di koment.<br />
<br />
Terimakasih.....Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-1382622069896209912.post-76134516806373600672017-12-11T22:53:00.002-08:002017-12-11T22:56:42.993-08:00SOAL REMEDIAL SOJ KELAS XI TKJ<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">1.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Jelaskan pengertian dari sistem operasi jaringan !<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">2.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Jelaskan perbedaan antara sistem operasi komputer stand
alone dan sistem operasi jaringan !<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">3.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Jelaskan keunggulan dan kekurangan pada instalasi mode text
dan mode grafik !<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">4.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Jelaskan kelebihan dan kekurangan menggunakan sistem operasi
Windows !<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">5.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="EN-US">Jelaskan hasil analisis kebutuhan </span>hardware<span lang="EN-US"> pada </span>sistem
operasi jaringan <b><span lang="EN-US"><o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">6.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Jelaskan metode-metode penginstalan sistem operasi <b><span lang="EN-US"><o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">7.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Tuliskan karakteristik sistem operasi jaringan <b><span lang="EN-US"><o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">8.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Jelaskan yang dimaksud sistem operasi operasi open source
dan close source<b><span lang="EN-US"><o:p></o:p></span></b></div>
<div class="MsoNoSpacing" style="margin-left: 13.5pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -13.5pt;">
<!--[if !supportLists]--><span lang="EN-US">9.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Sebutkan sistem operasi jaringan keluaran dari Windows</div>
<div class="MsoNoSpacing" style="margin-left: 14.2pt; mso-list: l0 level1 lfo1; tab-stops: 108.0pt 126.0pt; text-indent: -21.3pt;">
<!--[if !supportLists]--><span lang="EN-US">10.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]-->Sebutkan sistem
operasi jaringan keluaran dari Unix/Linux<br />
<br />
NB:<br />
Tulis Soal Dan Jawaban Dikertas Selembar kumpul Paling Lambat 14 Desember 2017 </div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-47954603311569149702017-12-11T22:20:00.000-08:002017-12-11T22:40:46.487-08:00SOAL REMEDIAL KOMJAR KELAS XSOAL REMEDIAL KOMJAR KELAS X TKJ 1 dan 2<br />
<br />
1. Sebutkan 10 perangkat-perangkat Input dan jelaskan
<br />
2. Jelaskan Menurut kamu apa itu komputer<br />
3. Sebutkan 2 Jenis Prosesor yang kamu Ketahui Dan Jelaskan<br />
4. Jelaskan Apa yang dimaksud dengan<br />
a. ALU<br />
b. CU<br />
c. ROM<br />
d. Heatsink Fan<br />
5. Jelaskan Salah Satu Generasi Komputer Yang Kamu ketahui<br />
<br />
NB:<br />
Tulis Diselembar Kertas SOAL dan Jawabannya Paling Lambat Hari Kamis 14 Desember 2017<br />
<br />
<br />
SOAL REMEDIAL Pemograman Dasar KELAS X TKJ 2<br />
1. Buat 2 Algoritma Lebih dari 2 Kondisi, Buat Bahasa Naturalnya, Psedoucode, dan Flowchartnya!<br />
2. BUat 2 Algoritma Bersarang, Kemudian Buat Bahasa Naturalnya, Psedoucode, dan Flowchartnya<br />
<br />
NB:<br />
Tulis Diselembar Kertas, Dikumpul Paling Lambat Hari Kamis 14 Desember 2017Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-22260662869639718572017-12-11T22:10:00.000-08:002017-12-11T22:47:30.296-08:00SOAL REMEDIAL SISKOM KELAS Xa. konversikan bilangan desimal ke bilangan biner<br />
1. 98 =<br />
2. 67 =<br />
b. Konversikan bilangan desimal ke bilngan oktal<br />
3. 68 =<br />
4. 104 =<br />
c. konversikan Bilangan Desimal Ke bilangan Hexadesimal<br />
5. 204 =<br />
6. 114 =<br />
d. Konversikan Bilangan Biner Ke bilangan Hexadesimal<br />
7. 1110011<br />
8. 10110011<br />
e. konversikan bilangan Biner ke Bilangan Oktal<br />
9. 0110011<br />
10. 1100111<br />
<br />
NB.<br />
Ditulis Dikertas Selembar,Langkah-langkah penyelesaian/proses pengerjaan Ditulis sesuai rumus yang adaUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-41980001737759408312017-12-07T23:55:00.004-08:002017-12-07T23:55:45.095-08:00HELP DEKSHelpdesk pada dasarnya adalah sebuah center point dimana masalah atau issue dilaporkan dan diatur secara terurut dan diorganisasikan. Dari perspektif umum, helpdesk merupakan bagian pelengkap dari sebuah fungsi pelayanan, dan bertanggung jawab sebagai sumber dari pemecahan masalah atau issue lainnya.
Helpdesk adalah sebuah departemen atau bagian dalam perusahaan yang melayani atau menanggapi pertanyaan teknis pengguna. Helpdesk digunakan untuk menjawab pertanyaan client. Pertanyaan dan jawaban dapat disampaikan melalui telepon, email, web atau fax. Bahkan ada software helpdesk yang membuat orang lebih mudah untuk menjalankan helpdesk dengan cepat untuk menemukan jawaban yang bersifat umum.
Teknisi help desk ISP memiliki pengetahuan dan pengalaman untuk memperbaiki masalah dan mdapat berhubungan dengan user. Teknisi help desk ISP menyediakan solusi untuk masalah yang dihadapi pelanggan dengan tujuan optimalisasi jaringan dan retensi pelanggan.
Pekerjaan Help Desk
Helpdesk dapat memberikan solusi atas pertanyaan – pertanyaan dalam kurun waktu singkat.
Helpdesk dapat mengecek permasalahan yang ada dan mengatur pembagian staff.
Helpdesk dapat meningkatkan efisiensi perusahaan dalam menangani pertanyaan dan keluhan pelanggan.
Helpdesk dapat memberi laporan kerja perkembangan kinerja para staff dan pimpinan.
Helpdesk dapat menangani pertanyaan dan keluhan yang sejenis karena pertanyaan dan keluhan dicatat.
Peran Teknisi HelpDesk ISP
Ketika seorang pengguna pada awalnya menghubungi help desk untuk menyelesaikan masalah, panggilan atau pesan biasanya diarahkan ke help desk Level 1. Help desk level 1 adalah menyediakan teknisi junior dengan pengalaman yang sangat berharga. Banyak masalah yang dikeluarkan oleh pelanggan dipecahkan oleh help desk level 1.
Masalah yang tidak dapat diselesaikan dikirim ke help desk level 2, yang biasanya memiliki pekerja yang lebih sedikit Tugas dan tanggung jawab dari help desk level 2 adalah serupa dengan help desk level 1, tetapi mereka berada pada tingkat keterampilan yang lebih tinggi. Pekerja ini diharapkan dapat memecahkan masalah yang lebih menantang dan membutuhkan lebih banyak pengetahuan.
Banyak penyedia layanan yang lebih besar telah memperluas bisnis mereka untuk memasukkan pelayanan yang dikelola atau bantuan di tempat suatu jaringan pelanggan. Organisasi yang menyediakan managed services kadang-kadang disebut sebagai Managed Service Providers (MSP). Managed services dapat disediakan oleh ISP, penyedia layanan telekomunikasi, atau jenis lain dari lembaga pendukung komputer dan jaringan. Ketika suatu ISP yang menyediakan managed services, sering membutuhkan teknisi untuk mengunjungi lokasi pelanggan untuk tujuan instalasi dan dukungan. Jenis layanan ini merupakan help desk level 3.
Help desk level 3 biasanya sesuai dengan Service Level Agreement (SLA). SLA menyerupai polis asuransi, karena menyediakan asuransi atau layanan jika ada masalah komputer atau masalah jaringan.
Interaksi dengan Customer
Teknisi help desk mungkin diperlukan untuk menyediakan layanan telepon, email support, dukungan berbasis web, dukungan online chat, dan mungkin bantuan di tempat. Mereka sering menjadi titik pertama kontak bagi pelanggan yang frustrasi dan cemas.
Teknisi help desk harus mampu tetap fokus di suatu lingkungan dengan seringnya gangguan dan melakukan tugas secara efisien dan akurat. Ini sulit untuk secara konsisten mempertahankan sikap positif dan memberikan tingkat layanan yang tinggi. Teknisi help desk harus memiliki keterampilan interpersonal yang sangat baik dan keterampilan komunikasi yang efektif, baik lisan maupun tulisan. Teknisi harus mampu bekerja secara independen dan sebagai bagian dari tim.
Prosedur kejadian manajemen yang harus diikuti setiap kali teknisi help desk menerima panggilan dan memulai troubleshooting. Manajemen kejadian termasuk membuka trouble ticket dan dengan mengikuti strategi pemecahan masalah. Teknik pemecahan masalah termasuk menggunakan diagram alur troubleshooting, pertanyaan dalam bentuk cetakan, dan memelihara prosedur eskalasi tiket yang tepat.
Sebuah script help desk digunakan oleh teknisi help desk untuk mengumpulkan informasi dan menutupi fakta penting tentang peristiwa pelanggan.
Selain kemampuan teknis, teknisi help desk harus mampu menyapa pelanggan dengah ramah, rofesional dan sopan di setiap panggilan.
Layanan dan keterampilan interpersonal pelanggan sangat penting ketika menangani klien yang sedang mengalami masalah yang sulit. Teknisi help desk harus tahu bagaimana untuk meredakan stres pelanggan dan menanggapi pelanggan yang kasar.
Membuka trouble ticket dan informasi logging pada tiket sangat penting untuk membantu operasi help desk. Ketika ada banyak panggilan dengan dengan suatu masalah atau gejala, akan sangat membantu untuk memiliki informasi tentang bagaimana masalah itu bisa diselesaikan di masa lalu. Hal ini juga penting untuk menyampaikan kepada pelanggan apa yang dilakukan untuk memecahkan masalah. Informasi yang baik untuk trouble ticket membantu komunikasi yang akurat, baik untuk pelanggan dan personil ISP lainnya.
Sementara banyak masalah tidak dapat ditangani jarak jauh, beberapa masalah memerlukan kunjungan ke lokasi pelanggan untuk menginstal dan memecahkan masalah peralatan. Ketika suatu teknisi pergi ke lokasi, mewakili organisasi mereka secara profesional. Seorang profesional tahu bagaimana membuat pelanggan merasa nyaman dan percaya diri dalam keterampilan teknisi.
Pada kunjungan pertama ke lokasi pelanggan, adalah penting bagi teknisi untuk membuat kesan yang baik. Perawakan pribadi dan cara berpakaian adalah hal pertama pelanggan perhatikan. Jika teknisi membuat kesan pertama yang buruk, mungkin sulit untuk mengubah kesan itu dan mendapatkan kepercayaan dari pelanggan. Banyak majikan memberikan seragam atau memiliki kode berpakaian untuk teknisi.
Bahasa dan sikap dari teknisi juga mencerminkan perwakilan organisasi. Pelanggan mungkin cemas atau khawatir tentang bagaimana peralatan baru akan beroperasi. Ketika berbicara dengan pelanggan, teknisi itu harus sopan dan hormat, dan menjawab semua pertanyaan pelanggan. Jika teknisi tidak tahu jawaban atas pertanyaan pelanggan atau jika diperlukan informasi tambahan, teknisi harus menuliskan pertanyaan pelanggan dan menindaklanjuti secepat mungkin.
Protokol & Teknologi Model OSI
Bila menggunakan model OSI sebagai kerangka untuk troubleshooting, adalah penting untuk memahami fungsi yang dilakukan pada setiap lapisan, dan apakah jaringan informasi yang tersedia untuk perangkat atau program perangkat lunak untuk melakukan fungsi-fungsi ini. Sebagai contoh, banyak proses harus terjadi karena email untuk berhasil melakukan perjalanan dari klien ke server. Model OSI membagi tugas mengirim dan menerima email menjadi lebih kecil, langkah-langkah yang berbeda yang sesuai dengan tujuh lapisan.
Langkah 1: Lapisan atas membuat data.
Ketika pengguna mengirim pesan email, karakter alfanumerik di dalam pesan itu dikonversi menjadi data yang dapat melakukan perjalanan di seluruh jaringan. Lapisan 7, 6, dan 5 bertanggung jawab untuk memastikan bahwa pesan diletakkan dalam format yang dapat dimengerti oleh aplikasi yang berjalan pada tujuan host. Proses ini disebutencoding. Pada lapisan atas kemudian mengirim pesan dikodekan ke lapisan bawah untuk transportasi di seluruh jaringan. Mengangkut email itu kepada server yang benar bersandar pada informasi konfigurasi yang disediakan oleh pengguna. Masalah yang terjadi pada lapisan aplikasi sering berkaitan dengan kesalahan dalam konfigurasi perangkat lunak pengguna.
Langkah 2: Layer 4 paket data untuk transportasi end-to-end.
Data yang terdiri dari pesan email dibungkus karena pengangkutan jaringan pada Layer 4. Layer 4 memecah pesan ke dalam segmen yang lebih kecil. Header ditempatkan pada setiap segmen menunjukkan TCP atau UDP nomor port yang sesuai dengan aplikasi lapisan aplikasi yang benar. Fungsi pada lapisan transport menunjukkan jenis layanan pengiriman. Email menggunakan segmen TCP, karena itu penyerahan paket diakui oleh tujuan. Lapisan 4 fungsi diimplementasikan dalam perangkat lunak yang berjalan pada host sumber dan tujuan. Namun, karena firewall sering menggunakan TCP dan nomor port UDP untuk menyaring lalu lintas, masalah yang terjadi pada Layer 4 dapat disebabkan oleh tidak benar mengatur filter firewall mendaftar.
Langkah 3: Lapisan 3 menambahkan informasi alamat IP jaringan.
Data email menerima dari lapisan transpor memasukkan ke dalam paket yang berisi sebuah header dengan sumber dan tujuan alamat IP jaringan. Router menggunakan alamat tujuan mengarahkan paket di jaringan di sepanjang jalur yang sesuai. Tidak dikonfigurasi dengan informasi alamat IP pada sumber atau sistem tujuan dapat menyebabkan Layer 3 permasalahan untuk terjadi. Karena router juga menggunakan informasi alamat IP, kesalahan konfigurasi router dapat menyebabkan masalah pada lapisan ini.
Langkah 4: Layer 2 menambahkan data link lapisan header dan trailer.
Setiap perangkat jaringan di jalur dari sumber ke tujuan, termasuk host, encapsulates paket ke frame. Frame berisi alamat fisik perangkat jaringan secara langsung terhubung berikutnya pada link. Setiap perangkat di jaringan yang dipilih membutuhkan framing sehingga dapat terhubung ke perangkat berikutnya. Switch dan Network Interface Card (NIC) menggunakan informasi dalam frame untuk menyampaikan pesan ke perangkat tujuan yang benar. Driver NIC Yang Salah, kartu interface, dan masalah hardware dengan saklar dapat menyebabkan masalah terjadi pada Layer 2..
Langkah 5: Lapisan 1 mengkonversi data ke bit untuk transmisi.
Farme di konversi menjadi pola 1 dan 0 (bit) untuk transmisi pada media. Suatu fungsi jam memungkinkan perangkat untuk membedakan bit ini ketika mereka bepergian ke medium. Media dapat mengubah sepanjang jalur antara sumber dan tujuan. Sebagai contoh, pesan email dapat memulai di satu Ethernet LAN, melintasi fiber backbone , dan melintasi suatu WAN secara serial sampai mencapai tujuan yang lain jauh Ethernet LAN. Masalah layer 1dapat disebabkan oleh kabel longgar, rusaknya kartu interface, atau gangguan listrik.
Pada host penerima, proses yang dijelaskan dalam langkah 1 sampai 5 dibalik, dengan pesan perjalanan kembali lapisan untuk aplikasi yang sesuai.
Sumber :https://whitecomsite.wordpress.com/2016/01/10/help-desk/Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-45897514344473451952017-03-07T00:01:00.001-08:002017-06-07T23:08:26.469-07:00Alamat Judul Blog X TKJ 3<html>
<head>
<title>Alamat Judul Blog</title>
</head>
<body>
<pre>
<center>
<blink> NILAI WEB DISEIGN</blink> </center>
Alamat Blog TKJ 3
--------------------------------------------------------------------------
| Nama | Alamat Blog | Nilai |
--------------------------------------------------------------------------
| WENTI | wentiamalia.blogspot.co.id | 90 |
| pENNI iDOLA | dolasimanungkalit.blogspot.co.id | 90 |
| FEBRIANA hIDAYAT | febrianahidayat.blogspot.co.id | 90 |
| aWAL rAMADHAN | arh-techcomputer.blogspot.co.id | 90 |
| jHONATAN | jonatanlcom.blogspot.co.id | 95 |
| pUTRI | putryhrp.blogspot.co.id | 90 |
| aNTI | annisaborja.blogspot.com | 85 |
| rAHMAT fAUZI | rahmatfauzi1210.blogspot.com | 80 |
| a. YAMIN | achmadyamin123.blogspot.co.id | 85 |
| dEDI SAPUTRA | dedisaputratanjung.blogspot.co.id| 70 |
| nOVITA | novitaecho.blogspot.com | 90 |
| bUNGA | bungasf.blogspot.com | 95 |
| hADELINA | hadelinahasibuan.blogspot.co.id | 85 |
| eRLIN | erlinhasibuan123.blogspot.com | 85 |
| iHSAN | ihsannst246.blogspot.co.id | 85 |
| aNDIKA | dikaseolhyun.blogspot.com | 85 |
| r. rAHMADANI |rizkiramadanibatubara.blogspot.com| 90 |
| aRIADY | ariadinamanya.blogspot.co.id | 90 |
| aGUNG DERMAWAN | agder17052001.blogspot.co.id | 90 |
| rICKY aDI | rickyadiperkasa123.blogspot.com | 75 |
| bENY A. | Beny1603.blogspot.com | 85 |
| sYAHBANSYAH | sahbansyah0311.blogspot.com | 90 |
| nISA HASIBUAN | nisahasibuan1.blogspot.co.id | 90 |
| sANDI | sandirambe1807.blogspot.co.id | 70 |
| nISA aULIA | nisaauliasiregar.blogspot.co.id | 85 |
| r. sUHERMAN | shikizmefu.blogspot.com | 95 |
| rISKAN | riskannst29.blogspot.co.id | 85 |
| rofii | rofiiharahap.blogspot.co.id | 85 |
| rAIHAN | raihanhidayat15.blogspot.com | 80 |
| mEINAR | meinarsiregar.blogspot.co.id | 90 |
| sYAWALINA | syawalinasrg.blogspot.co.id | 90 |
| mARLINA | marlinalase.blogspot.co.id | 90 |
| eRWIN | selly56.blogspot.com | 85 |
| yudi | yudi1707.blogspot.com | 75 |
|_______________________________________________________________________ |
JUMLAH SISWA : 36 ORANG
</pre>
<marquee> terima kasih atas tugas yang telah dikerjakan semoga blog ini tetap bermanfaat kedepannya </marquee>
</body>
</html>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-53553282499288624662016-05-16T19:38:00.000-07:002017-03-20T19:25:01.291-07:00HASIL UJIAN<html>
<head>
<title>HASIL UJIAN</title>
</head>
<body>
<pre>
<center>
<blink> NILAI WEB DISEIGN</blink> </center>
---------------------------------------------------------------------------------
|No| Nama | Blog | Nilai |Keterangan|
|--|-------------|--------------------------------|------------------|----------|
|2 | anggara | amigonow.wordpress.com | 85 | LULUS |
|4 | eben | ebenrebastar.blogspot.com | 85 | LULUS |
|15| eno anggina | asqeela.indonesiaz.com | 85 | LULUS |
|10| laifa | kaklae.blogspot.com | 85 | LULUS |
|9 | monang | kentungharahap.blogspot.com | 80 | LULUS |
|1 | alex | anaksiancimun9.blogspot.com | 75 | LULUS |
|3 | astria | astriarahayu10.blogspot.com | 75 | LULUS |
|11| zainul | smkn1psptkj2.blogspot.co.id | 75 | LULUS |
|16| wahyu | wahyuindriyani.blogspot.com | 75 | LULUS |
|17| yola | yolasalfitri.wordpress.com | 75 | LULUS |
|5 | haris | hariszulfahmi08.blogspot.com | 60 | |
|7 | julia | juliaanggi.blogspot.com | 60 | |
|8 | minal | pahrisuty.wordpress.com | 60 | |
|12| lia | liapriastiwi12.blogspot.com | 60 | |
|18| maya sari | mayasari.wordpress.com | 60 | |
|6 | ismail | ismail02rb.blogspot.com | TIDAK DITEMUKAN | |
|13| sagar | Sagarhutapea.blogspot.com | TIDAK DITEMUKAN | |
|14| nursaida | nursaida154.blogspot.com | TIDAK DITEMUKAN | |
|19| ITA | ita02rahmada.blogspot.com | TIDAK DITEMUKAN | |
|20| Reyza Fatima| reyzafatimah14.blogspot.com | TIDAK DITEMUKAN | |
|21| nurhaida | nurhaidanasution99.blogspot.com| TIDAK DITEMUKAN | |
---------------------------------------------------------------------------------
</pre>
<marquee> YANG BELUM LULUS DAN YANG MEMPEROLEH NILAI RENDAH AGAR SEGERA MEMPERBAIKI WEB ANDA,LALU SEGERA LAPORKAN KEMBALI </marquee>
</body>
</html>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1382622069896209912.post-75836284375257231532014-06-08T01:47:00.001-07:002014-06-08T01:57:27.997-07:00SOAL : kasus berikut ini menggunakan metode SAW.<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style>
<![endif]-->Sebuah PTS di Kota Medan, akan
memberikan beasiswa kepada 5 orang mahasiswanya. Adapun syarat pemberian
beasiswa tersebut, yaitu harus memenuhi ketentuan berikut ini :<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
<br />
Syarat :<br />
C1: Semester Aktif Perkuliahan (Attribut Keuntungan)<br />
C2: IPK (Attribut Keuntungan)<br />
C3: Penghasilan Orang Tua (Attribut Biaya)<br />
C4: Aktif Berorganisasi (Attribut Keuntungan)<br />
<br />
Untuk bobot W=[3,4,5,4]<br />
<br />
Adapun mahasiswa yang menjadi alternatif dalam pemberian beasiswa yaitu :</span></div>
<table border="1" cellpadding="0" class="MsoNormalTable" style="mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">No</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Nama</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C1</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C2</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C3</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">C4</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Joko</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">VI</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.7</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.850.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Aktif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Widodo</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">VI</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.5</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.500.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Aktif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simamora</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">VIII</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.8</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.350.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak Aktif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Susilawati</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">II</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.9</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.650.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tidak Aktif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dian</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IV</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.6</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.300.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Aktif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Roma</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IV</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.3</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.250.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Aktif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">7</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Hendro</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">VI</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.4</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.950.000</span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt;"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Aktif</span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><br />
Untuk pembobotan yang digunakan bisa mengacu pada bobot di bawah ini :<br />
<b>C1:Semester Aktif Perkuliahan</b><br />
Semester II --> 1<br />
Semester IV --> 2 <br />
Semester VI --> 3<br />
Semester VIII --> 4<br />
<br />
<b>C2: IPK </b><br />
IPK 3.00 - 3.249 --> 1<br />
IPK 3.25 - 3.499 --> 2<br />
IPK 3.50 - 3.749 --> 3<br />
IPK 3.75 - 3.999 --> 4<br />
IPK 4.00 --> 5<br />
<br />
<b>C3: Penghasilan Orang Tua </b><br />
1.000.000 --> 1<br />
1.400.000 --> 2<br />
1.800.000 --> 3<br />
2.200.000 --> 4<br />
2.600.000 --> 5 <br />
<br />
<b>C4: Aktif Berorganisasi</b><br />
Aktif --> 2<br />
Tidak Aktif --> 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Penyeleisaian :</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Pembobotan </span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 4.65pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 320px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">Nama </span></span></span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">C1</span></span></span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">C2</span></span></span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">C3</span></span></span></div>
</td>
<td nowrap="" style="border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">C4</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">joko</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">widodo</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">simamora</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">susilawati </span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">dian </span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">roma </span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">hendro</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></span></div>
</td>
<td nowrap="" style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="background-color: black;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">Matriks</span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 4.65pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 320px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 2;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">4</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">3</span></span></div>
</td>
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" valign="bottom" width="64"><div align="right" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: right;">
<span style="color: red;"><span style="mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">2</span></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<span style="mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast;"></span><span style="mso-ansi-language: IN;"></span>Untuk C1<br />
R11 = x=3/(max{3;3;4;1;2;2;3})= 3/4 =0,75<br />
R21 = x=3/(max{3;3;4;1;2;2;3})= 3/4 =0,75<br />
R31 = x=4/(max{3;3;4;1;2;2;3})= 4/4 =1<br />
R41 = x=1/(max{3;3;4;1;2;2;3})= 1/4 =0,25<br />
R51 = x=2/(max{3;3;4;1;2;2;3})= 2/4 =0,5<br />
R61 = x=2/(max{3;3;4;1;2;2;3})= 2/4 =0,5<br />
R71 = x=3/(max{3;3;4;1;2;2;3})= 3/4 =0,75<br />
<br />
Untuk C2 <br />
R12 = x=3/(max{3;3;4;4;3;2;2})= 3/4 =0,75<br />
R22 = x=3/(max{3;3;4;4;3;2;2})= 3/4 =0,75<br />
R32 = x=4/(max{3;3;4;4;3;2;2})= 4/4 =1<br />
R42 = x=4/(max{3;3;4;4;3;2;2})= 4/4 =1<br />
R52 = x=3/(max{3;3;4;4;3;2;2})= 3/4 =0,75<br />
R62 = x=2/(max{3;3;4;4;3;2;2})= 2/4 =0,5<br />
R72 = x=2/(max{3;3;4;4;3;2;2})= 2/4 =0,5<br />
<br />
Untuk C3<br />
R13 = x=min〖(3;2;1;2;4;4;3)〗/(3)=1/3 =0,33<br />
R23 = x=min〖(3;2;1;2;4;4;3)〗/(2)=1/2 =0,5<br />
R33 = x=min〖(3;2;1;2;4;4;3)〗/(1)=1/1 =1<br />
R43 = x=min〖(3;2;1;2;4;4;3)〗/(2)=1/2 =0,5<br />
R53 = x=min〖(3;2;1;2;4;4;3)〗/(4)=1/4 =0,25<br />
R63 = x=min〖(3;2;1;2;4;4;3)〗/(4)=1/4 =0,25<br />
R73 = x=min〖(3;2;1;2;4;4;3)〗/(3)=1/3 =0,33<br />
<br />
Untuk C4<br />
R14 = x=2/(max{2;2;1;1;2;2;2})=2/2 =1<br />
R24 = x=2/(max{2;2;1;1;2;2;2})=2/2 =1<br />
R34 = x=1/(max{2;2;1;1;2;2;2})=1/2 =0,5<br />
R44 = x=1/(max{2;2;1;1;2;2;2})=1/2 =0,5<br />
R54 = x=2/(max{2;2;1;1;2;2;2})=2/2 =1<br />
R64 = x=2/(max{2;2;1;1;2;2;2})=2/2 =1<br />
R74 = x=2/(max{2;2;1;1;2;2;2})=2/2 =1<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">Hingga matrik x </span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 4.65pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 256px;">
<tbody>
<tr style="height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,75</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 43.4pt;" width="58"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,75</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 52.6pt;" width="70"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,33</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 1;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,75</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,75</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
<tr style="height: 17.1pt; mso-yfti-irow: 2;">
<td nowrap="" style="height: 17.1pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
<td style="height: 17.1pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
<td style="height: 17.1pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
<td style="height: 17.1pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 3;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,25</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 4;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,75</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,25</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 5;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,25</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
<tr style="height: 15.0pt; mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td nowrap="" style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 48.0pt;" width="64"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="color: red;"><span style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,75</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,33</span></span></div>
</td>
<td style="height: 15.0pt; padding: 0cm 5.4pt 0cm 5.4pt;"><div align="center" class="MsoNormal" style="text-align: center;">
<span style="color: red;"><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-ansi-language: IN;">Untuk proses vi</span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V1 =3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,75</span><span style="mso-ansi-language: IN;">)+4(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,75</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)</span><span style="mso-ansi-language: IN;">+5(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,33</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)+4</span><span style="mso-ansi-language: IN;">(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">) = 10,9</span></span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V2 =3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,75</span><span style="mso-ansi-language: IN;">)+4(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,75</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)</span><span style="mso-ansi-language: IN;">+5(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">5)+4</span><span style="mso-ansi-language: IN;">(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">) = 11,9</span></span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V3 =3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">1</span><span style="mso-ansi-language: IN;">)+4(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1)</span><span style="mso-ansi-language: IN;">+5(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1)+4</span><span style="mso-ansi-language: IN;">(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5) = 14</span></span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V4 =3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,25</span><span style="mso-ansi-language: IN;">)+4(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1)</span><span style="mso-ansi-language: IN;">+5(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">5)+4</span><span style="mso-ansi-language: IN;">(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5) = 9,25</span></span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V5=3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,25</span><span style="mso-ansi-language: IN;">)+4(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,75</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)</span><span style="mso-ansi-language: IN;">+5(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">25)+4</span><span style="mso-ansi-language: IN;">(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">) = 9,75</span></span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V6 =3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,5</span><span style="mso-ansi-language: IN;">)+4(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)</span><span style="mso-ansi-language: IN;">+5(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">25)+4</span><span style="mso-ansi-language: IN;">(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">) = 8,75</span></span></div>
<div class="MsoNormal">
<span style="color: red;"><span style="mso-ansi-language: IN;">V7=3(</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-hansi-font-family: Calibri;">0,75</span><span style="mso-ansi-language: IN;">)+4(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,5</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)</span><span style="mso-ansi-language: IN;">+5(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0,33</span><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">)+4</span><span style="mso-ansi-language: IN;">(</span><span lang="EN-US" style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1</span></span><span style="color: black; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="color: red;">) = 9,9</span> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="color: red;"><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Maka yang menerima beasiswa ialah
Joko,Widodo,simamora,dian, hendro</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-1382622069896209912.post-24682495169494890722014-05-30T01:49:00.000-07:002014-05-30T01:49:01.340-07:00Fuzzy Multiple Attribute Decision Making<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--><br />
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>IN</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]-->
<br />
Fuzzy Multiple Attribute Decision Making (FMADM) adalah suatu metode yang
digunakan untuk mencari alternatif optimal dari sejumlah alternatif dengan
kriteria tertentu. Inti dari FMADM adalah menentukan nilai bobot untuk setiap
atribut, kemudian dilanjutkan dengan proses perankingan yang akan menyeleksi
alternatif yang sudah diberikan. Pada dasarnya, ada 3 pendekatan untuk mencari
nilai bobot atribut, yaitu pendekatan subyektif, pendekatan obyektif dan
pendekatan integrasi antara subyektif & obyektif. Masing-masing pendekatan
memiliki kelebihan dan kelemahan. Pada pendekatan subyektif, nilai bobot
ditentukan berdasarkan subyektifitas dari para pengambil keputusan, sehingga
beberapa faktor dalam proses perankingan alternatif bisa ditentukan secara
bebas. Sedangkan pada pendekatan obyektif, nilai bobot dihitung secara
matematis sehingga mengabaikan subyektifitas dari pengambil keputusan. (
Kusumadewi, 2007).<br />
Ada beberapa metode yang dapat digunakan untuk mnyelesaikan masalah FMADM.
antara lain (Kusumadewi, 2006):<br />
a. Simple Additive Weighting Method (SAW)<br />
b. Weighted Product (WP)<br />
c. ELECTRE<br />
d. Technique for Order Preference by Similarity to Ideal Solution (TOPSIS)<br />
e. Analytic Hierarchy Process (AHP)<br />
<br />
<br />
<br />
<br />
<br />
<div class="MsoNormal">
sumber :http://wahyudisetiawan.wordpress.com/tag/fmadm/</div>
Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-1382622069896209912.post-28684071503498857352014-05-30T01:47:00.001-07:002014-05-30T01:47:09.514-07:00Metode Net Present Value (NPV) <h3 class="post-title entry-title" itemprop="name">
</h3>
<div class="post-header">
</div>
Metode Net Present Value (NPV) merupakan metode penilaian investasi klasik yang sampai saat ini paling populer digunakan.<br />
Rumus untuk menghitung NPV adalah :<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_SPws379_5vTCPJRkUVG32pr33k1uLudomiAkG4WamONqd-rbqVsopKjbFpWFFQOTgpc-GXb_ZDp7vgr7zMaLaisc2nFcveIp7Yx7MtXTdpN_E253_RoroahfKsgsWVXdTVZLqp3EC8E/s1600/npv.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_SPws379_5vTCPJRkUVG32pr33k1uLudomiAkG4WamONqd-rbqVsopKjbFpWFFQOTgpc-GXb_ZDp7vgr7zMaLaisc2nFcveIp7Yx7MtXTdpN_E253_RoroahfKsgsWVXdTVZLqp3EC8E/s1600/npv.jpg" /></a></div>
<br />
di mana :<br />
<br />
<ul>
<li>Ct dimulai dari C1, C2, ... Cn dan merupakan net cash flow mulai dari tahun 1,2, ... sampai dengan tahun ke-k.</li>
<li> Co adalah initial cost atau biaya investasi yang diperlukan.</li>
<li> n adalah perkiraan umur projek.</li>
</ul>
Kriteria untuk menerima dan menolak rencana investasi dengan metode NPV adalah sebagai berikut :<br />
<ul>
<li> Terima jika NPV > 0</li>
<li> Tolak jika NPV < 0</li>
<li> Kemungkinan diterima jika NPV = 0</li>
</ul>
NPV > 0 berarti projek tersebut dapat menciptakan cash inflow
dengan persentase lebih besar dibandingkan oppurtunity cost modal yang
ditanamkan. Apabila NPV = 0, projek kemungkinan dapat diterima karena<br />
cash inflow yang akan diperoleh sama dengan oppurtunity cost dari modal yang ditanamkan.<br />
<br />
Jadi semakin besar nilai NPV, semakin baik bagi projek tersebut untuk dilanjutkan.<br />
<br />
<br />
sumber: http://mursids.blogspot.com/2011/03/metode-net-present-value-npv.html Unknownnoreply@blogger.com0