tag:blogger.com,1999:blog-87023025621950717752024-03-12T16:27:08.529-07:00TEKNOLOGI INFORMATIKA Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.comBlogger133125tag:blogger.com,1999:blog-8702302562195071775.post-19025658090276341052014-02-04T08:02:00.002-08:002014-02-06T08:04:18.233-08:00Tugas Diagram Alir <div class="separator" style="clear: both; text-align: center;">
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<tr><td class="tr-caption" style="text-align: center;">Tugas Diagram Alir (Adi Mulyo.s) Smester v (Lima) c</td></tr>
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<br />Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-54732066160062408032013-07-20T14:21:00.001-07:002013-07-20T14:34:22.889-07:00Cara Download Video Youtube Tanpa Aplikasi<div style="text-align: justify;">
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Cara Download Video Youtube Tanpa Aplikasi</h2>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG3Seijzd1FDAEoANuFATUxXEZZxtsLFEen7xobby0esCFR-SD8z0sk_T3iVricGhZrVF1kr2UFXGe2rrJUfSlvtTq3z7nzjsivaxx9BjuHaadKzo9nr-Wh5pn-i8vyHU9s6dxd_cD5jc/s1600/youtube.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG3Seijzd1FDAEoANuFATUxXEZZxtsLFEen7xobby0esCFR-SD8z0sk_T3iVricGhZrVF1kr2UFXGe2rrJUfSlvtTq3z7nzjsivaxx9BjuHaadKzo9nr-Wh5pn-i8vyHU9s6dxd_cD5jc/s1600/youtube.jpg" height="286" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cara Download Video Youtube Tanpa Aplikasi</td></tr>
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Kali ini saya akan membagikan sedikit informasi tentang bagaimana cara mendownload video di youtube tanpa aplikasi misalnya IDM Dll, Caranya sangat simpel kalian tidak perlu mengdownload aplikasi apa-apa, Langkah-langkah untuk mengdownolad Video di Youtube. Pertama-tama So pasti kalian harus membuka dulu youtebe, kemudian kalin pilih Video yang ingin kalian Unggah, Kalau Video yang kalin pilih sudah ketemu kalian tinggal menambahkan huruf "S" kedalam Kolom Url, Misalnya <span style="color: blue;">www.youtube.com/"S"Adhykoepal/video/Baphensavala/</span>. Seperti itu, Kalau kalian Sudah Menambahkan Huruf "S" kedalam kolom Url dan Tekan enter maka Video yang ingin kaian Download akan terunggah secara Otomatis, Mudah bukan Cukep sekian Informasi dari saya, Semoga Informasi ini bisa bermanfaat bagai kawan-kawan semua..</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com1tag:blogger.com,1999:blog-8702302562195071775.post-58185303296990495832013-06-02T06:55:00.000-07:002013-06-02T06:55:37.136-07:00Teknik Informatika <h2>
Teknik Informatika </h2>
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<tr><td style="text-align: center;"><a href="http://teknologi-informatika1.blogspot.com/" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHzVQkg4vxp1RPNeWEkTe09sH4XOKxHrHZ6Pkpxe6DojHhF9HzcS960ubVYQDh2VVmUqkbDTVIdtk5t5Ppzoj2pihmQ5-34JE3GsKD93FqTTl3PgHrKaZOb_JQ5ZPjNGATPLzp-6_-Tbg/s1600/it.jpg" height="377" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://teknologi-informatika1.blogspot.com/">Teknik Informatika</a></td></tr>
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Mungkin Ada dari kawan-kawan kita yang bertanya apa sih informatika itu, Apa sih Perangkat Lunak itu.? Apa sih yang di pelajari di teknik informatika itu.<br />
kali ini saya akan mengulas sedikit tentang Teknik Informatika. <br />
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Apa Itu Teknik Informatika ?</h3>
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Teknik Informatika merupakan kumpulan disiplin ilmu dan teknik yang secara khusus menangani masalah transformasi atau pengolahan data dengan memanfaatkan se-optimal mungkin teknologi komputer melalui proses-proses logika. Pada teknik informatika bidang ilmu yang lebih banyak dikaji adalah bidang pemrograman dan komputasi, rekayasa perangkat lunak (software) untuk berbagai bidang aplikasi dalam berbagai bidang usaha, dan teknologi jaringan komputer.<br /><br />Apa Yang Dipelajari di Teknik Informatika ?<br />Dasar ilmu dalam Teknik Informatika adalah algoritma. Pada Teknik Informatika, mahasiswa akan diarahkan untuk bisa menguasai ilmu dan keterampilan rekayasa informatika yang berlandaskan pada kemampuan untuk memahami, menganalisis, menilai, menerapkan, serta menciptakan piranti lunak (software) dalam pengolahan dengan komputer. Secara garis besar materi dalam teknik informatika dapat dikelompokkan menjadi beberapa bidang ilmu antara lain adalah :<br /><br />1. Sistem Informasi<br />Memberikan pengetahuan dan pengertian dasar tentang konsep dan kerangka sistem informasi, metodologi dan teknik perancangan, pengembangan, pengetesan dan pemeliharaan sistem perangkat lunak<br /><br />2. Rekayasa Perangkat Lunak<br />Materi yang dipelajari dalam bidang ini adalah Analisa dan Desain Obyek, Penyempurnaan Proses Rekayasa, Inspeksi Perangkat Lunak, Rekayasa Perangkat Lunak, Pemrograman Basis Data Client Server.<br /><br />3. Pemrograman dan Komputasi<br />Memberikan pengetahuan dan kemampuan menganalisis permasalahan dalam ruang lingkup Komputasi, Komputasi Paralel, Sistem Terdistribusi, Teknologi Antar Jaringan.<br /><br />4. Arsitektur dan Jaringan Komputer<br />Materi yang dipelajari dalam bidang ini adalah Arsitektur Komputer, Organisasi Komputer, Elektronika, Sistem Digital, Sistem Mikroprosesor, Jaringan Komputer dll.<br /><br />Prospek Lulusan Teknik Informatika<br />Bidang aplikasi komputer sangat luas, hampir tidak ada ruang kehidupan yang tidak tersentuh oleh teknologi komputer. Luasnya bidang aplikasi tersebut, terbatasnya jumlah system analyst, pesatnya perkembangan teknologi informasi, dan tingginya kebutuhan pengembangan perangkat lunak memberikan prospek yang sangat cerah bagi lulusan Teknik Informatika. Jenis pekerjaan yang tepat untuk lulusan Teknik Informatika antara lain adalah: Programmer, Sistem Analis, Web Designer, Software Engineer/Web engineer, Computer network/Data Communication Engineer, Instansi Pemerintah dan Lembaga Penelitian, Lain-lain (perusahaan-perusahaan jasa telekomunikasi, perbankan, konsultan atau dosen di perguruan tinggi negeri maupun swasta, dll).</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-11346219788937012632013-05-26T20:41:00.004-07:002013-05-26T20:41:52.693-07:00Cara Membuat Judul Posting Berwarna Warni<h2 style="text-align: justify;">
Cara Membuat Judul Posting Berwarna Warni</h2>
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<tr><td style="text-align: center;"><a href="http://teknologi-informatika1.blogspot.com/" style="margin-left: auto; margin-right: auto;"><img border="0" height="482" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTUtasIyymrFmkKvWmCHyUKjTAY0eByO1SixhJq1lKc1oFQZg7WdezTLSKL_h6QLOp8peE8rd7lgPvyNjZG0lbWbLj-y6aPwNnsJWI7FGVnV2IdLkWdo_-PQOuYgXFdhZyHQvRPvS7lVY/s640/html-pointing-sign-clipart.jpg" width="640" /></a></td></tr>
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<br />Cara Membuat Judul Posting Berwarna Warni, Kali ini saya akan membagikan tips bagaimana Cara Membuat Judul Posting Berwarna Warni sperti yang ada di blog saya, <br /><br />Coba sobat arahkan Cursor ke postingan blog saya pasti akan berwarna-warni.. dan untuk melakukan hal ini kawan-kawan tidak perlu bingung, saya akan memberitahukan Langkah-lagkahnya...<br /> </div>
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1. Login ke Blogger<br /> 2. Masuk ke Rancangan → Edit HTML<br /> 3. Cari Kode<span style="color: blue;"> </span></div>
<br /> 4. Kalau sudah ketemu paste kan script ini di bawah kode<span style="color: blue;"> </span> <br />Untuk mempermudah proses pencarian kode <span style="color: blue;"></span> sobat cukup click di dalam kode HTML kemudian sobat tinggal tekan CTRL+F dan letakan kode berwarna merah ini tepat di bawah kode <span style="color: blue;"></span><div style="text-align: justify;">
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<span style="color: red;"><script src="http://sites.google.com/site/muzzymusthofa/javascript/rainbow.js"></font> </p>
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Langkah selanjutnya sobat tinggal save template, </p>
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dan lihat hasilnya, Smoga Bermanfaat...<br /></p>
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<a href="http://teknologi-informatika1.blogspot.com/">http://teknologi-informatika1.blogspot.com/</a></p>
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com1tag:blogger.com,1999:blog-8702302562195071775.post-79231553378900562342013-05-22T15:24:00.000-07:002013-05-22T15:24:09.099-07:00Komponen Elektronika Dioda Zener <div style="text-align: justify;">
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Komponen Elektronika Dioda Zener </h2>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5jAaALxHv6dRRrY5sp495F-bpiJUx_c22-405k2WRLOpK3wxes3Z3rMZwdkyRHIB5YEnVuPvrRD05ChuJCITMYpV9R3i7V-lnQrFryMc3EnQrZSSZUaYV_A8moChoXO_1PD1uSdRCxFI/s1600/regulator-zener.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5jAaALxHv6dRRrY5sp495F-bpiJUx_c22-405k2WRLOpK3wxes3Z3rMZwdkyRHIB5YEnVuPvrRD05ChuJCITMYpV9R3i7V-lnQrFryMc3EnQrZSSZUaYV_A8moChoXO_1PD1uSdRCxFI/s1600/regulator-zener.gif" height="202" width="640" /></a></td></tr>
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Komponen Elektronika Dioda Zener </h4>
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Dalam rangkaian elektronika dioda zener berfungsi untuk menstabilkan tegangan DC (searah). Untuk tujuan tersebut dioda zener harus dipasang secara seri dengan sebuah resistor yang terhubung dengan sumber tegangan DC dengan cara terbalik (reverse bias). Output dari dioda zener yang diambil dari kaki anoda akan dibatasai sesuai dengan nilai yang tercantum pada fisik dioda zener.<br /><br />Agar tegangan keluaran dari dioda zener stabil, minimal tegangan sumber harus lebih tinggi dari nilai (kode) yang tertera pada fisik dioda zener.<br /><br /> Misalnya dioda zener dengan kode HZ 6c2 akan menghasilkan output stabil 6,2 Volt jika tegangan input lebih dari 6,2 Volt; Dioda zener dengan kode BZX85c22 akan menghasilkan output stabil 22 Volt jika tegangan input lebih dari 22 Volt. <br /><br />Tegangan 6,2 Volt dan 22 Volt tersebut adalah tegangan break-down zener atau tegangan zener, tegangan break-down ini dirancang pada di pabrik pembuatnya.<br /><br /><br /><br />Dioda zener biasanya digunakan dalam sebuah rangkaian regulator DC. Di bawah ini adalah contoh sederhana regulator tegangan DC dengan Zener untuk menghasilkan tegangan +/- 6 Volt DC.<br /><br /><br />Keterangan:<br />1. VAC : Tegangan Input AC 220-240 Volt dari PLN (Perusahaan Listrik Negara)<br />2. S1 : Saklar penghubung<br />3. F1 : Fuse Pengaman<br />4. T1 : Transformer/ Trafo step-down dengan output 9 Volt AC<br />5. C1 : Condensator 2200uF /25 Volt<br />6. C2 : Condensator 10uF/25 Volt<br />7. C3 : Condensator 100uF/ 12 Volt<br />8. Tr1 : Transistor 2N3055<br />9. R1 : Resistor 2K2 Ohm<br />10. LED : LED Indikator<br />11. R2 : Resistor 1 K Okm<br />12. DZ1 : Dioda Zener 6,8 Volt</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-55416993978990683212013-05-20T23:23:00.001-07:002013-05-20T23:23:44.258-07:00Perbedaan Windows 32 bit dan 64 bit<div class="separator" style="clear: both; text-align: center;">
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<a href="http://teknologi-informatika1.blogspot.com/"><b>Perbedaan Windows 32 bit dan 64 bit</b><img alt="Perbedaan Windows 32 bit dan 64 bit" border="0" height="633" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipxLcz7UQtKx8_R17OSHU45r5Gaq63lsxEsOQoDuitdSpvDIyy8WZAG2nkI32hYlS4jSrtBb4bMxHRTfpYshnoTE09JJ_RplYOA0VklT_OnPricjBYAYojtqqvTBmsmw702nl8_ij5rE4/s640/windows+32+bit+dan+64+bit.jpg" width="640" /></a></h2>
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<b>Perbedaan Windows 32 bit dan 64 bit</b> - Kenapa, software yang saya
download dari teknologi-informatika1.blogspot.com tidak berjalan/tidak bisa terbuka
di PC saya. Nah mungkin ada salah satu pengunjung blog software ini yang
dalam hatinya bertanya-tanya seperti itu. Dan bisa jadi penyebabnya
adalah software yang anda download ternyata tidak compatible dengan
sistem operasi yang terinstal di PC anda.<br />
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Nah berikut pelajaran tentang windows bagaimana cara membedakan antara
windows 32 bit dan 64 bit, dikutip dari blog acer Indonesia dan Bhineka
News.<br /><br />
Untuk mengetahuinya, kamu bisa melakukan langkah berikut ini:<br /><br />
<u><b>Pengecekan pada Windows 8, 7, Vista</b></u><br />
Klik start, kemudian klik kanan pada ‘Computer’ dan pilih ‘Properties’<br />
Di bawah tab ‘System’ kamu bisa melihat tipe sistem yang terinstall di
laptop-mu. Biasanya versi 32-bit tertulis sebagai x32 dan versi 64-bit
tertulis sebagai x64<br /><br />
<u><b>Pengecekan pada Windows XP :</b></u><br />
Klik start, kemudian klik kanan pada ‘Computer’ dan pilih ‘Properties’<br />
Jika kamu tidak melihat tulisan ‘x64 Edition’ berarti versi Windows-mu
adalah 32-bit. Sedangkan jika ada tulisan ‘x64 Edition’ berarti versi
Windows-mu adalah 64-bit.<br /><br />
Saat ini komputer PC baik laptop maupun desktop yang menggunakan sistem
operasi Windows umumnya tersedia dalam dua jenis, menggunakan Windows
versi 32-bit atau versi 64-bit. Perbedaannya ialah jumlah informasi yang
mampu ditangani oleh prosesor PC pada saat tertentu. Sedangkan komputer
yang dirancang untuk sistem operasi 64-bit memiliki potensi kinerja
komputer yang jauh lebih besar, sehingga memerlukan perubahan mendasar
dalam merancang sebuah software untuk sistem operasi 64-bit.<br /><br />
Kata “bit” mengacu pada cara komputer menangani informasi dalam kode
binary, dimana seluruh data dikenali sebagai serangkaian angka digit
yang terdiri dari 1 atau 0. Masing-masing digit dihitung sebagai satu
bit, yang artinya prosesor 32-bit dapat memproses 32 digit sekaligus.<br /><br />
Software untuk komputer dengan prosesor 32-bit termasuk sistem operasi
seperti Windows, memiliki keterangan khusus untuk menyesuaikan dengan
jenis prosesor, hal yang sama juga berlaku pada prosesor 64-bit.
Microsoft memproduksi Windows XP dan Vista edisi 32-bit dan 64-bit dan
melakukan hal yang sama pada Windows 7.<br /><br />
Ada pula batasan matematis yang signifkan terhadap dua jenis prosesor.
Prosesor 32-bit hanya dapat bekerja dengan kapasitas memori maksimal
mencapai 4GB dan ini biasanya dibatasi 2GB untuk setiap satu DIMM
memory. Sementara prosesor 64-bit secara teori, dapat bekerja dengan
kapasitas memory hingga 17 juta GB. Prosesor 64-bit juga mampu menangani
tugas hingga dua kali lebih cepat.<br /><br />
Keterbatasan memori untuk prosesor 32-bit mulai terlihat jelas ketika
Windows Vista, yang memerlukan memory kapasitas besar dan kerap
kesulitan menjalankan beberapa program secara bersamaan, bahkan bila
menggunakan memory dengan kapasitas penuh hingga 4GB sekalipun.<br /><br />
Sebelumnya, mustahil setiap satu program memerlukan lebih dari 2GB
memori, namun beberepa video game moderan kini telah melebihi batas
tersebut. Alasan inilah yang membuat prosesor 64-bit menjadi sangat
pupuler, sehingga jumlah pelanggan yang tertarik untuk membeli sistem
operasi 64-bit makin meningkat.<br /><br />
Windows edisi 64-bit dapat menjalankan sebagian besar software yang
dirancang untuk edisi 32-bit melalui modus kompatibitas khusus, namun
hasilnya bisa sangat bervariasi. Menggunakan sistem operasi 64-bit juga
bisa menimbulkan sedikit masalah pada driver, yang merupakan bagian
kecil software untuk mengkordinasi setiap perangkat hardware dengan
sistem operasi.</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-72621971159923867822013-05-20T23:06:00.003-07:002013-05-20T23:06:31.288-07:00Software Monitor Suhu Pada Laptop Komputer Anda<h2>
Software Monitor Suhu Pada Laptop Komputer Anda</h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7B7WRF6tOgWI2jK4s1ucr8NeFzcieH0c-JfjUvYf2ShFMa9hYcs71J1KdW13blsihK3M4SLcveFHzZoOxrxKqJMcFwGSd5Mu-TLhGk6tc07DoiJlxWf5BEhZM97UjDxLNMRcHHuoouEA/s1600/software.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7B7WRF6tOgWI2jK4s1ucr8NeFzcieH0c-JfjUvYf2ShFMa9hYcs71J1KdW13blsihK3M4SLcveFHzZoOxrxKqJMcFwGSd5Mu-TLhGk6tc07DoiJlxWf5BEhZM97UjDxLNMRcHHuoouEA/s1600/software.png" height="375" width="400" /></a></div>
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<span style="color: black;">Software Monitor Suhu diperlukan untuk mengamati suhu pada laptop maupun PC. </span>Sebagaimana
laptop telah menjadi suatu bagian dari kehidupan kita sehari-hari, kita
berharap bahwa laptop kita baik-baik saja untuk kegiatan kita
sehari-hari. Salah satu masalah dengan mereka prosesor dan hard drive
adalah bahwa karena mereka harus menggunakan daya dengan ruang yang
semakin kecil, akhirnya mencapai suhu yang sangat tinggi yang jika tidak
diawasi dan dikendalikan, bisa menimbulkan malapetaka dengan laptop
Anda.<span id="more-488"></span>
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Overheating merupakan salah satu penyebab utama kerusakan hard drive. Kerusakan ini bisa dicega dengan lebih dahulu menggunakan <span style="color: black;">Software Monitor Suhu</span>
. Gejala lain seperti kelambatan responsif, program crash dan reboot
random kadang-kadang dapat dikaitkan dengan overheating juga. Perawatan laptop akan membahas hal ini lebih mendalam.</div>
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Ketika prosesor gagal, jelas biayanya
sangat mahal. Namun, ketika sebuah hard drive gagal, biaya kehilangan
data bisa jauh lebih tinggi. Jadi apa yang dapat Anda lakukan untuk
melindungi laptop Anda? Berikut adalah beberapa <span style="color: black;">Software Monitor Suhu</span> yang dapat membantu Anda.</div>
<h2 style="color: black; text-align: justify;">
<span style="font-size: 11pt; text-decoration: underline;">Real Temp</span></h2>
<div style="text-align: justify;">
<span style="color: black;">Software Monitor Suhu</span>
yang pertama adalah Real Temp laptop yang komprehensif memonitor suhu
laptop yang membaca informasi suhu dari semua prosesor Intel Core dan
bahkan memungkinkan untuk mengkalibrasi sensor untuk setiap CPU individu
dalam mesin dual atau quad-processor. Dan tidak seperti sensor lainnya,
dapat bekerja sama dengan baik pada laptop dan desktop. Real Temp
berjalan tanpa instalasi yang diperlukan. Hanya diekstraksi ke folder
atau drive eksternal dan dijalankan langsung dari sana.</div>
<div style="text-align: justify;">
Tampilan <span style="color: black;">Software Monitor Suhu</span>
ini dengan preset suhu max default untuk setiap konfigurasi, yang dapat
dengan mudah disesuaikan, dan juga dengan pilihan untuk alarm jika suhu
mencapai tingkat berbahaya.</div>
<div style="text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon1.png" /></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon2.png" /></a></div>
<h2 style="color: black; text-align: justify;">
<span style="font-size: 11pt; text-decoration: underline;">Core Temp</span></h2>
<div style="text-align: justify;">
<span style="color: black;">Software Monitor Suhu</span> berikutnya adalah Core Temp.
software ini adalah salah satu sensor untuk sebagian besar CPU Intel
dan AMD, dan bekerja pada Windows XP Service Pack 2 Server2003, Vista
dan Windows 7 (versi 32-bit dan 64-bit). Software ini mencakup kemampuan
untuk log informasi Anda, yang sangat membantu ketika menganalisis suhu
laptop pada jangka waktu yang lama dan mendeteksi apakah ada beberapa
fluktuasi normal atau tanda kesulitan</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon3.png" /></a></div>
<h2 style="color: black; text-align: justify;">
<span style="font-size: 11pt; text-decoration: underline;">SpeedFan</span></h2>
<div style="text-align: justify;">
<span style="color: black; font-size: 11pt;">Software Monitor Suhu terakhir adalah SpeedFan. Software gratis
ini memonitor suhu ringan dan handal, yang memiliki bonus tambahan juga
pemantauan (seperti namanya) SpeedFan, software ini merupakan bagian
penting dari kesehatan laptop Anda. Dalam software ini dapat diatur
memonitor suhu hard drive anda, suhu CPU dan suhu internal umum dari
laptop. SpeedFan memungkinkan untuk melakukan banyak tapi tidak bekerja
pada setiap model laptop karena fakta bahwa konfigurasi kipas di setiap
laptop berbeda. Pada beberapa model, monitor suhu tersedia tetapi
kebanyakan fungsi lainnya tidak.<br />
</span></div>
<div style="text-align: justify;">
<span style="color: black; font-size: 11pt;">Terlepas
dari itu, Software Monitor Suhu ini berfungsi sebagai monitor yang
dapat diandalkan untuk suhu internal dari komputer bahkan ketika
beberapa fitur lain tidak tersedia, dan sistem deteksi yang baik untuk
memperingatkan Anda ketika masalah tertentu muncul. Dapat diatur untuk
berjalan di startup dan membunyikan alarm jika suhu terlalu tinggi.<br />
</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon4.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="http://www.qbonk.org/wp-content/uploads/2013/03/032113_0725_SoftwareMon4.gif" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Sumber : QMD </div>
<div style="text-align: justify;">
</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-15580916714070054922013-05-20T22:47:00.000-07:002013-05-20T22:47:40.908-07:00Menganalisa Kerusakan Pada Leptop<h2>
<strong>Laptop Sering Hang, Sering Restart Sendiri, Layar Biru Dan Tidak Bisa Di Instal OS<br />
</strong></h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.qbonk.org/wp-content/uploads/2013/01/Analisa-Kerusakan-Laptop-300x225.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Analisa Kerusakan Laptop" border="0" class="aligncenter size-medium wp-image-362" height="480" src="http://www.qbonk.org/wp-content/uploads/2013/01/Analisa-Kerusakan-Laptop-300x225.jpg" width="640" /></a></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<strong>Memeriksa Software Laptop;<br />
</strong></div>
<ol>
<li>
<div style="text-align: justify;">
Untuk Analisa kerusakan laptop yang
pertama adalah memastikan apakah yang rusak adalah software,cobalah
hidupkan Laptop tanpa menggunakan hardisk.</div>
</li>
<li>
<div style="text-align: justify;">
Hidupkan Laptop lalu masuk ke bios
setup(F2/F10/delete) ubah settingan BIOS mode default (tekan f9 kemudian
tekan F10 untuk menyimpan pengaturan dan enter). Gunakan Hirent boot
utility (tekan f12 untuk merubah boot option-boot from cd-pilih xp mini)
jalankan windows mini dari cd,lakukan pengecekan,jika tidak ada masalah
kemungkinan besar permasalahan ada pada HDD atau software windows.</div>
</li>
<li>
<div style="text-align: justify;">
Lakukan install ulang windows jika
masih bermasalah coba jalannkan dengan menggunakan HDD lain. Jika normal
berarti permasalahannya terjadi pada HDD. Jika Analisa kerusakan laptop
tersebut diatas sudah dilakukan ternyata masih bermasalah, kita lakukan
analisa berikutnya.</div>
</li>
</ol>
<h3>
<strong>Memeriksa Hardware Laptop.<br />
</strong></h3>
<div style="text-align: justify;">
Untuk memeriksa kerusakan hardware silahkan lakukan langkah-langkah berikut;</div>
<ol>
<li>
<div style="text-align: justify;">
Analisa kerusakan laptop berikutnya
adalah cobalah lepaskan semua perangkat kersas seperti; (hard disk, DVD
optick, Keyboard, Layar Lcd, Batrei). Lalu hidupkan Laptop dengan
menggunakan Lcd external,keyboard external dan Hard disk. Jika Laptop
berjalan dengan normal, berarti salah satu device yang anda lepas
bermasalah,sehingga menyulut ICH chip stop working/Protect error. Jika
demikian coba pasang perangkat satu per satu lalu tes lagi. Setiap
memasang satu perangkat kembali, lakukan tes lagi. Dengan demikian anda
akan menemukan dimana letak masalahnya.</div>
</li>
<li>
<div style="text-align: justify;">
Jika prosedur diatas telah dilakukan
tetapi kerusakan Laptop tidak ditemukan, Analisa Kerusakan Laptop
selanjutnya adalah hampir dipastikan kerusakan terletak pada komponen
motherboard. Komponen motherboard ini terbai dua yaitu yang paten
(onboard) dan yang addon atau bisa dilepas dengan mudah. Sebelum
melakukan pengecekan pada motherboard komponen yang onboard, Analisa
kerusakan laptop kita mulai melakukan pengecekan pada komponen yang
addon atau non onboard lebih dahulu.</div>
</li>
<li>
<div style="text-align: justify;">
Pengecekan dilakukan pada RAM/SODIMM,
lakukan penggantian memori atau dengan memindahkan memori ke soket yang
lainnya untuk mengetahui apakah hanya soket memori yang bermasalah.</div>
</li>
<li>
<div style="text-align: justify;">
Jika punya processor cadangan lakukan penggantian sementara untuk memastikan kerusakan.</div>
</li>
</ol>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Jika setela Analisa kerusakan laptop
pada langkah 2) dan permasalahan masih terjadi dapat kita pastikan
permasalahan terjadi pada komponen motherboard lain. Akan dibahas pada
kesempatan lain.</div>
<h4>
<strong>Analisa kerusakan laptop untuk Laptop Mati Total<br />
</strong></h4>
<ol style="margin-left: 37pt;">
<li>
<div style="text-align: justify;">
Untuk langkah pertama tama adalah
pengecekan pada adapter. Lakukan pengecekan tegangan dengan menggunakan
avometer untuk mengetahui adapter mempunyai tegangan atau tidak. Jika
tidak lakukan penggantian adapter.</div>
</li>
<li>
<div style="text-align: justify;">
Pada saat penggunaan adaptor hal yang
wajib kita lakukan adalah memperhatikan led/lampu indikator pada
adapter. Jika ketika jack DC dicolokkan ke laptop dan lampu indikator
berkedip/mati maka segera putuskan hubungan dengan Laptop karena sudah
bisa dipastikan bahwa ada komponen motherboard yang terjadi listrik
singkat alias korsleting.</div>
</li>
</ol>
<div style="text-align: justify;">
</div>
<h5>
<strong>Led Power Nyala, Kipas Processor jalan tetapi tidak ada display.<br />
</strong></h5>
<ol style="margin-left: 45pt;">
<li>
<div style="text-align: justify;">
Analisa kerusakan laptop yang pertama
disini adalah melihat indikator Hard disk bekerja atau tidak. Jika
bekerja berarti mesin bekerja tetapi tidak menampilkan display pada
monitor. Selanjutnya Gunakan monitor external, jika ada tampilan,
kemungkinan terjadi adalah :</div>
</li>
<li>
<div style="text-align: justify;">
Masalah pada Lcd/Led cable. Lakukan penggantian atau dengan cara memperhatikan jika ada bekas putus atau terbakar pada kabel.</div>
</li>
<li>
<div style="text-align: justify;">
Inverter adalah suport balas untuk
backlight display. Ciri-cirinya kalau kita perhatikan sebenarnya display
tampil tetapi sangat gelap karena backligt mati. Ini dapat disebabkan
neon lcd mati atau inverter mati, atau power untuk inverter yang
bermasalah. Lakukan penggantian inverter untuk mengetahui apakah
inverter dalam keadaan baik atau tidak.</div>
</li>
<li>
<div style="text-align: justify;">
Jika indikator pada HDD tidak menyala
atau motherboard menampilkan kode error seperti bunyi atau signal lampu,
misalnya bunyi beep atau lampu indikator berkedip, ini menandakan
kerusakan terjadi pada komponen motherboard.</div>
</li>
</ol>
<h6>
<strong>Laptop Nyala Jika Pakai Adapter Tetapi Baterei Tidak Terdeteksi.<br />
</strong></h6>
<div style="text-align: justify;">
Perhatikan indikor pada windows battery
indikator, lepas battery dalam keadaan laptop hidup, kemudian pasang
kembali, kalau battery terdeteksi berarti hanya penginstalan battery
yang kurang baik/longgar. Beberapa metoda analisa untuk battery :</div>
<ol style="margin-left: 45pt;">
<li>
<div style="text-align: justify;">
Analisa kerusakan laptop untuk battrei yang pertama dilakukan adalah penggantian untuk pengetesan.</div>
</li>
<li>
<div style="text-align: justify;">
Melakukan pengukuran pada battery slot
biasanya ada 7 pin dimulai dari negatif (Ground) ditandai pin 2bh lebih
panjang dari yg lainnya. Ukur 4pin yang lebih pendek dari ground.
Seharusnya output recharging system yang normal mengeluarkan tegangan 2x
3v dan 2x 5v. Jika tegangan tidak keluar atau berubah ubah atau tidak
mencukupi tegangan yang dibutuhkan, dapat dipastikan batrei baik dan
permasalahan terjadi pada komponen motherboard (recharging system).</div>
</li>
<li>
<div style="text-align: justify;">
Jika pengukuran sesuai seperti
standard yang battery butuhkan, dipastikan battery atau komponen pada
battery pack yang bermasalah.</div>
</li>
<li>
<div style="text-align: justify;">
Permasalahan juga dapat terjadi akibat perubahan data counter battery yang berubah seperti pada Windows 7.</div>
</li>
</ol>
Demikian Analisa kerusakan laptop untuk tahap awan dan masih ringan untuk dilakukan<br />
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-49133880660786487222013-05-20T22:42:00.000-07:002013-05-20T22:42:04.849-07:00Menganalisa Kerusakan Pada Komputer<h2 style="text-align: justify;">
Menganalisa Kerusakan Pada Komputer</h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://teknologi-informatika1.blogspot.com/search/label/Tips%20Komputer" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0e-EqjpavLIESofGiETNbr6qv1qWX_dCPi6_o6A6YhyphenhyphenmOXjphNfxuTgtUA6qyYF04H8l4RGKtOHdNi9WajMtVx_1GTmSlpl3ZDIoR9wA1d_nU_BSuiJk27fcq9BcYmpU83x7_u1WhtFg/s1600/menganalisa+kerusakan+pada+komputer.jpg" height="582" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Menganalisa keruasakan pada komputer</td></tr>
</tbody></table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kerusakan Laptop/notebook secara umum bisa kita analisa dan anda wajib mengetahui hal ini sebelum anda memutuskan untuk service ke tempat service laptop anda.<br /><br />Kerusakan yang biasa terjadi secara umum bisa kita analisa sebagai berikut :<br /><br /><br /><br /> Kerusakan Pada Keyboard Laptop / NoteBook / NetBook : salah satu / beberapa Tuts keyboard tidak berfungsi, keluar beep panjang seakan-akan tuts terpencet terus, kursor bergerak sendiri dankonsleting kabel keyboard tidak berfungsi sama sekali. Untuk Memastikan anda bisa gunakan Keyboard USB PC jika dengan keyboard tersebut bisa berjalan dengan normal berarti keyboard laptop / notebook / netbook anda rusak, akan tetapi jika sama tidak berfungsi kerusakan bukan pada keyboard bisa jadi IC IO anda bermasalah.</div>
<div style="text-align: justify;">
<br /> Kerusakan Pada LCD Layar laptop / notebook / netbook : Blank atau nyala tapi tidak ada tampilan, Tampilan garis vertikal, tampilan garis horizontal, pecah fisik, gambar acak, gambar buram. untuk memastikan LCD laptop / notebook / netbook anda silahkan sambungkan LCD extenal/LCD PC ke laptop anda. </div>
<div style="text-align: justify;">
<br /> Kerusakan Pada Memori : Ditandai dengan blank nyala tidak tampil, beep berulang-ulang, bluescreen pada saat masuk windows, Installasi windows gagal terus. anda bisa lakukan pengetesan dengan software testmem++</div>
<div style="text-align: justify;">
<br /> Kerusakan Pada Hardisk : Ditandai dengan loading windows lambat, bunyi yang kasar, restart pada saat loading windows. Untuk memastikan keruaskan ini anda bisa lakukan pengetestan dengan software surface scan.</div>
<div style="text-align: justify;">
<br /> Kerusakan Pada DVD/CDR : Tidak bisa membaca CD/DVD, Lampu indikator DVD Mati.<br /> Kerusakan Pada Charger Laptop : Lampu indikator Mati, pada saat di colokkan ke laptop tidak ada respon pengisian baterai.</div>
<div style="text-align: justify;">
<br /> Kerusakan Pada IC regulator power supplai : Mati total, Di hidupkan hanya nyala beberapa saat, charger di colokkan indikasi lampu pada charger malah mati.</div>
<div style="text-align: justify;">
<br /> Kerusakan Pada Chipset VGA : BLank / tidak ada tampilan walaupun laptop nyala, Di bagian bawah laptop temperatur panas, tampilan gambar pecah-pecah seperti Driver VGA belum terinstall, pada saat menjalankan apllikasi Game/photoshop,coreldraw, 3D laptop langsung restart/mati.<br /><br />Semiga tulisan ini dapat bermanfaat dan menjadikan analasi awal/umum sebelum anda memutuskan untuk membawa ketempat perbaikan Laptop / perbaikan notebook / perbaikan netbook. Dari tulisan diatas ada beberapa yang bisa anda lakukan sendiri untuk melakukan pengecekan.</div>
<div style="text-align: justify;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-24169928861838017552013-05-14T00:55:00.003-07:002013-05-20T02:02:23.845-07:00Jenis – Jenis Processor intel<h2 style="text-align: justify;">
Jenis – Jenis Processor intel </h2>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8QH4UXIVC1HtUPH_8tscvFTymbO2N8n1rJ8U-Rx66E5yTB_PAKTpFsn1PztVQEU2ueELzT2Nkl5B-04gXM4_wNeMKORlVfgSPzE6N4XlbGbfCNDLFlO2Wk-Qzy36TfSt41QnlQWvo-F4/s1600/intel.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8QH4UXIVC1HtUPH_8tscvFTymbO2N8n1rJ8U-Rx66E5yTB_PAKTpFsn1PztVQEU2ueELzT2Nkl5B-04gXM4_wNeMKORlVfgSPzE6N4XlbGbfCNDLFlO2Wk-Qzy36TfSt41QnlQWvo-F4/s1600/intel.jpg" height="356" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h4 style="text-align: center;">
<b>Jenis – Jenis Processor intel </b></h4>
<h4 style="text-align: center;">
</h4>
<b> </b></td></tr>
</tbody></table>
<h3 style="text-align: center;">
</h3>
<h3>
2000: Intel® Pentium® 4 Processor</h3>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU3qRckeISpgIA9oOAhQ4cef0LNfcOKFbzxPfO3Ec2u7Nwi27NvYlDA5eYgCrnSdg5QxTio-GEgQvSsu_3gAzIgc13ed0GqNz-OK8JNutwiFmEST-mSvRyl6x7Tt6TNVtE4sn_T6X8O0I/s1600/pentium+4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU3qRckeISpgIA9oOAhQ4cef0LNfcOKFbzxPfO3Ec2u7Nwi27NvYlDA5eYgCrnSdg5QxTio-GEgQvSsu_3gAzIgc13ed0GqNz-OK8JNutwiFmEST-mSvRyl6x7Tt6TNVtE4sn_T6X8O0I/s1600/pentium+4.jpg" height="478" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3 style="font-weight: normal;">
2000: Intel® Pentium® 4 Processor</h3>
</td></tr>
</tbody></table>
<h3 style="text-align: center;">
</h3>
<div style="text-align: justify;">
Intel mengeluarkan prosessor dengan tipe Intel® Pentium® 4 Processor. Processor Pentium IV merupakan produk Intel yang kecepatan prosesnya mampu menembus kecepatan hingga 3,06 GHz. Pertama kali keluar processor ini berkecepatan 1.5 GHz dengan form factor pin 423, setelah itu intel merubah form factor processor Intel Pentium 4 menjadi pin 478 yang dimulai dari processor Intel Pentium 4 berkecepatan 1,3 GHz sampai yang terbaru yang saat ini mampu menembus kecepatannya hingga 3,4 GHz.</div>
<h3>
2001: Intel® Xeon® Processor</h3>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><h4>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5jsNviguycAzfMOqxb4-_CcHtThpDuLGUqYuSwbugTWZz1AGTUhC4UW0bP-7iqpG7BlyCOzL0U8ByEvocUHOcSs6X1U9Fc5hv-3b0qw6jzEOqLfCLz83hq4Tn5P5r3gEyJZi7D9fHUd0/s1600/intel+xeon.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5jsNviguycAzfMOqxb4-_CcHtThpDuLGUqYuSwbugTWZz1AGTUhC4UW0bP-7iqpG7BlyCOzL0U8ByEvocUHOcSs6X1U9Fc5hv-3b0qw6jzEOqLfCLz83hq4Tn5P5r3gEyJZi7D9fHUd0/s1600/intel+xeon.jpg" height="569" width="640" /></a></h4>
</td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h4 style="font-weight: normal;">
2001: Intel® Xeon® Processor</h4>
<h4>
</h4>
</td></tr>
</tbody></table>
<h3 style="text-align: center;">
</h3>
<div style="text-align: justify;">
Processor Intel Pentium 4 Xeon merupakan processor Intel Pentium 4 yang ditujukan khusus untuk berperan sebagai computer server. Processor ini memiliki jumlah pin lebih banyak dari processor Intel Pentium 4 serta dengan memory L2 cache yang lebih besar pula.</div>
<h3>
2001: Intel® Itanium® Processor</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFS7V88Bf-XNYajof0M1RFcf4l0xeVKcK_L0yzjWgHABdOCWo5-OYsD_RUBMue_vEsXhxsFiCiZb2PB1dcFWwCgvq2OiB-ikCpMX12I300GF6tow_2I7dlazu-RdWWqo4Ky7ZmrHb0BQ/s1600/itanium.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFS7V88Bf-XNYajof0M1RFcf4l0xeVKcK_L0yzjWgHABdOCWo5-OYsD_RUBMue_vEsXhxsFiCiZb2PB1dcFWwCgvq2OiB-ikCpMX12I300GF6tow_2I7dlazu-RdWWqo4Ky7ZmrHb0BQ/s1600/itanium.jpg" height="443" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">intel itanium</td></tr>
</tbody></table>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtLPHoP_KaB1z4jXbk6swWJFa4-bTSsLoiwxJRmu6E1GXqsD2eZfOhSpsdoa9fAJn7K0iPkMwUOxg8vxQJspTOyDj-xQCjYZdJV9_oWAVzGCNmUFUZndvZbvHKq25SDiahprIWFNAd6VY/s1600/itanium+intel.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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Itanium adalah processor pertama berbasis 64 bit yang ditujukan bagi pemakain pada server dan workstation serta pemakai tertentu. Processor ini sudah dibuat dengan struktur yang benar-benar berbeda dari sebelumnya yang didasarkan pada desain dan teknologi Intel’s Explicitly Parallel InstructionComputing ( EPIC ).</div>
<h3>
2002: Intel® Itanium® 2 Processor</h3>
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<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtLPHoP_KaB1z4jXbk6swWJFa4-bTSsLoiwxJRmu6E1GXqsD2eZfOhSpsdoa9fAJn7K0iPkMwUOxg8vxQJspTOyDj-xQCjYZdJV9_oWAVzGCNmUFUZndvZbvHKq25SDiahprIWFNAd6VY/s1600/itanium+intel.jpg" height="411" width="640" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbuvmoNl0B7Q5tlX-0B3uleCV7KN952AQBZG56KOfi8zKxsz_gb4qIvD386lBlbIADCnYa1yWaJw_oYuG4iR-MVek-TuqG40TlkfQr2SqHkAsBh-DLl5V-YVZNCZouoVRkRHb_kQ75p3w/s1600/itanium+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
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Itanium 2 adalah generasi kedua dari keluarga Itanium</div>
<h3>
2003: Intel® Pentium® M Processor</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0JNSFdqLe4nihxNzLcw1Icuo9izMIM1_W_MMFOga5r7lJ1tVr3zYM-9z3pW2R1_QTvTad4nddF8j-eo2W0xBgj_rvlgMg-srI6PHloXr5a2dTVeF_-jU1jsTeHU2vdIZAGbHKtKgBv6s/s1600/pentium+m.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0JNSFdqLe4nihxNzLcw1Icuo9izMIM1_W_MMFOga5r7lJ1tVr3zYM-9z3pW2R1_QTvTad4nddF8j-eo2W0xBgj_rvlgMg-srI6PHloXr5a2dTVeF_-jU1jsTeHU2vdIZAGbHKtKgBv6s/s1600/pentium+m.jpg" height="640" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">pentium M</td></tr>
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<h3 style="text-align: center;">
</h3>
<div style="text-align: justify;">
Chipset 855, dan Intel® PRO/WIRELESS 2100 adalah komponen dari Intel® Centrino™. Intel Centrino dibuat untuk memenuhi kebutuhan pasar akan keberadaan sebuah komputer yang mudah dibawa kemana-mana</div>
<h3>
2004: Intel E7520/E7320 Chipsets</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGxhG8jO1-wuohE2UsGh24R0o61PMLl9eJ-uLKC-sqH6RQxUItcexLSRCL6Cp_83nSoLRjmth8fLuLHrrhSrC1Jb6JdeBWHHDLPOUvQLynqlV8AOdnxHwZFe0qH8ypuTLhvTIlQSBQCPc/s1600/INTEL+CHIPSET.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGxhG8jO1-wuohE2UsGh24R0o61PMLl9eJ-uLKC-sqH6RQxUItcexLSRCL6Cp_83nSoLRjmth8fLuLHrrhSrC1Jb6JdeBWHHDLPOUvQLynqlV8AOdnxHwZFe0qH8ypuTLhvTIlQSBQCPc/s1600/INTEL+CHIPSET.jpg" height="512" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Intel chipsets</td></tr>
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<h3 style="text-align: center;">
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<div style="text-align: justify;">
7320/7520 dapat digunakan untuk dual processor dengan konfigurasi 800MHz FSB, DDR2 400 memory, and PCI Express peripheral interfaces.</div>
<h3>
2005: Intel Pentium 4 Extreme Edition 3.73GHz</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg64O32uvUgjIwS2gOK-wUXq-xzwsFOkCbKDvouWCvCXi8IqHb6kHqhfJVZgWHVxdCuLxNn34-t_9sb_pqObPpXS5DrF2NLqJDPfu3ljAcKHclnYIBX43014IvFCNapYh7ctj3rVCon6f8/s1600/PENTIUM+4+EDISION.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg64O32uvUgjIwS2gOK-wUXq-xzwsFOkCbKDvouWCvCXi8IqHb6kHqhfJVZgWHVxdCuLxNn34-t_9sb_pqObPpXS5DrF2NLqJDPfu3ljAcKHclnYIBX43014IvFCNapYh7ctj3rVCon6f8/s1600/PENTIUM+4+EDISION.jpg" height="640" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">intel extreme edition 4</td></tr>
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<h3 style="text-align: center;">
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Sebuah processor yang ditujukan untuk pasar pengguna komputer yang menginginkan sesuatu yang lebih dari komputernya, processor ini menggunakan konfigurasi 3.73GHz frequency, 1.066GHz FSB, EM64T, 2MB L2 cache, dan HyperThreading.</div>
<h3>
2005: Intel Pentium D 820/830/840</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUDxFLc60qIBcrCe5xy9UVdjePnUUuC6l0pcTdFw0PXx7mlIPZo1DyIbKsR2A8jHWy28onsET5rvAtRDH3LLq7YjoMggGD0MfbXoXxsjBp8ZNOT32oL5QNZ7VfUOopv7eiQ7CtXfbnrsU/s1600/PENTIUM+D.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUDxFLc60qIBcrCe5xy9UVdjePnUUuC6l0pcTdFw0PXx7mlIPZo1DyIbKsR2A8jHWy28onsET5rvAtRDH3LLq7YjoMggGD0MfbXoXxsjBp8ZNOT32oL5QNZ7VfUOopv7eiQ7CtXfbnrsU/s1600/PENTIUM+D.jpg" height="340" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">intel pentium D</td></tr>
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Processor berbasis 64 bit dan disebut dual core karena menggunakan 2 buah inti, dengan konfigurasi 1MB L2 cache pada tiap core, 800MHz FSB, dan bisa beroperasi pada frekuensi 2.8GHz, 3.0GHz, dan 3.2GHz. Pada processor jenis ini juga disertakan dukungan HyperThreading.</div>
<h3>
9 Agustus 2006: Intel Core 2 Duo</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_sVBw6ey9tw4BcJK9lV1BUnJ9qIUtAC5KX2R8YPz_ClK2LlZUjlxqGew73nRfniLI_brnHrxDykPEfJniIRziR35H19F0ME5-CmTvTrnSa4nC3izk7P1X-urd1dWqvruARMywZ_8Pf0/s1600/CORE+2+DUO.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_sVBw6ey9tw4BcJK9lV1BUnJ9qIUtAC5KX2R8YPz_ClK2LlZUjlxqGew73nRfniLI_brnHrxDykPEfJniIRziR35H19F0ME5-CmTvTrnSa4nC3izk7P1X-urd1dWqvruARMywZ_8Pf0/s1600/CORE+2+DUO.jpg" height="640" width="516" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Intel core 2 duo</td></tr>
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<h3 style="text-align: center;">
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Prosesor-prosesor Intel Core 2 Duo dibangun di beberapa fasilitas manufaktur bervolume tinggi dan canggih di dunia menggunakan proses berteknologi silikon 64-nanometer dari Intel. Intel Corporation meluncurkan prosesor Intel Core 2 Duo yang ditujukan bagi PC dan workstation desktop dan laptop consumer dan bisnis – prosesor dengan teknologi yang dapat menghasilkan kinerja lebih, konsumsi daya lebih kecil, serta keleluasaan pemakaian bagi para penggunanya. “Prosesor-prosesor Core 2 Duo adalah prosesor-prosesor terbaik di dunia,” kata Paul Otellini, Presiden dan CEO Intel. “Terakhir kali industri melihat inti komputer dibuat kembali seperti ini adalah ketika Intel memperkenalkan prosesor Pentium. Prosesor Core 2 Duo desktop berisi 291 juta transistor namun hanya mengkonsumsi daya 40 persen lebih sedikit dan tetap dapat menghasilkan kinerja yang dibutuhkan bagi aplikasi-aplikasi masa sekarang dan mendatang.” Keluarga prosesor yang sudah ditunggu-tunggu ini telah memiliki dukungan luas dengan lebih dari 550 rancangan sistem para manufaktur komputer – paling banyak dalam sejarah Intel. Dengan kekuatan dua inti, atau mesin komputasi, prosesor-prosesor ini bisa mengerjakan banyak pekerjaan dengan lebih cepat. Prosesor-prosesor ini juga bisa bekerja tanpa masalah saat menjalankan lebih dari satu aplikasi, seperti membuat e-mail ketika sedang men-download musik atau video dan melakukan scan virus. Chip-chip inti-ganda ini juga meningkatkan performa beragam aplikasi seperti melihat dan memainkan video definisi tinggi, melindungi PC dan aset-asetnya selama transaksi e-commerce, dan memungkinkan umur batere yang lebih baik untuk notebook-notebook yang lebih ramping dan ringan. Prosesor-prosesor Intel Core 2 Duo memiliki banyak inovasi tingkat lanjut,seperti:<br />
<br />
Intel Wide Dynamic Execution – Meningkatkan kinerja dan efisiensi. Masing-masing inti bisa menyelesaikan hingga empat instruksi penuh secara bersamaan menggunakan sebuah pipeline 14-tahap yang efisien<br />
Intel Smart Memory Access – Meningkatkan kinerja sistem dengan menyembunyikan latency memori, yang kemudian mengoptimalkan penggunaan bandwidth data komputer yang tersedia untuk menyediakan data ke prosesor ketika dibutuhkan<br />
Intel Advance Smart Cache – Memiliki sebuah cache atau cadangan memori L2 yang berbagi untuk mengurangi daya dengan meminimalkan “lalu lintas” memori tapi meningkatkan kinerja dengan memungkinkan satu inti untuk menggunakan seluruh cache ketika core yang lain sedang tidak bekerja. Hanya Intel yang menyediakan kemampuan ini di seluruh segmen<br />
Intel Advanced Digital Media Boost – Secara efektif menggandakan kecepatan eksekusi untuk instruksi-instruksi yang banyak digunakan di aplikasi-aplikasi multimedia dan grafis<br />
Intel 64 Technology – Penambahan ke arsitektur Intel 32-bit ini mendukung komputasi 64-bit, termasuk memungkinkan prosesor untuk mengakses memori yang lebih besar<br />
Intel Dynamic Power Coordination – Mengkoordinasikan transisi-transisi Enhanced Intel SpeedStep® Technology dan tahap manajemen daya idle (C-states) secara independen per inti untuk membantu mengirit daya<br />
Intel Dynamic Bus Parking – Memungkinkan penghematan daya dan umur batere yang lebih baik dengan memungkinkan chipset untuk menurunkan daya bersama dengan prosesor dalam modus frekuensi rendah<br />
Enhanced Intel Deeper Sleep dengan Dynamic Cache Sizing – Menghemat daya dengan “menguras” data cache ke memori sistem selama periode ketidak-aktifan untuk menurunkan voltasi prosesor.<br />
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<h3>
17 Agustus 2008: Intel Core 2 Extreme Quad Core</h3>
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Intel mengeluarkan produk terbarunya yaitu prosessor tipe Intel Core 2 Extreme Quad Core. Produk terbarunya tersebut diberi nama Core 2 Extreme QX9300 processor dengan fitur 45W TDP dan memberikan perhatian khusus pada sisi pendingin atau cooling system. The New Intel Core 2 Extreme QX9300 ini memiliki Core clock set pada 2.53GHz dan mengusung FSB atau Front Side Bus sebesar 1066 serta memiliki cache memory sebesar 12MB. Acara peluncuran prosesor quad core ini hanya 2hari sebelum jadwal IDF 2008 dimulai. Untuk masalah harga, The New Core 2 Extreme ini memberikan fasilitas yang cukup menjanjikan namun harga yang ditawarkan relative murah untuk kemampuan sebuah processor yang luar biasa. Adapun harga untuk mobile processor ini berkisar $1038 dimana pihak Intel telah melakukan sedikit kesepakatan untuk menentukan harga dari processor QX9300 ini. Sebagai perbandingan, Dual Core Mobile Chip dengan fitur sejenis yaitu clock speed sebesar 2.53Ghz dengan harga $340, namun kinerja nya 3x lebih lambat jika dibandingkan dengan QX9300. Tentu saja jika ingin menyamai QX9300 maka penggunanya akan membayar harga yang lebih mahal. Berdasarkan sumber lain dari tim pengembang Quad Core, pengembangan pun akan dilakukan untuk merambah pangsa pasar desktop.</div>
<h3>
Intel Core 2 Quad Q8200</h3>
<div style="text-align: justify;">
Intel juga merilis jenis prosesor lain yaitu dengan nama Core 2 Quad Q8200. Prosesor ini memiliki Core clock sebesar 2.33GHz dan direncanakan untuk diperkenalkan pada bulan Agustus tepatnya tanggal 31. Processor ini memiliki FSB atau front side bus sebesar 1333 dan besar cache memory 4MB. Berdasarkan keterangan pihak Intel, harga untuk prosesor ini yaitu sebesar $224, dimana ini merupakan harga pasti dan pihak Intel telah memproduksi ribuan unit prosesor ini untuk dipasarkan secara luas. Sehingga Q8200 ini menjadi processor termurah dikelas quad core processor yang mengusung teknologi 45nm fabrication technology line. Processor Q9300 dengan core clock 2.5GHz dan Processor Q9400 dengan clock 2.66GHz dipasarkan dengan harga $266.</div>
<h3>
Core i3</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsLhH0gGq7wClB0uDD10buHisDAbpBvqvkXUgeQMjAaM-oRQ2wcJ2vEnK66oXipq59qsLzV_P4fHdSU2NvC-Ka7FbQU0j8nAM-a1xhiCaz25nObwj-BfAEWi5Xv1AwgF7-WsVFlt0KWU4/s1600/CORE+I3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsLhH0gGq7wClB0uDD10buHisDAbpBvqvkXUgeQMjAaM-oRQ2wcJ2vEnK66oXipq59qsLzV_P4fHdSU2NvC-Ka7FbQU0j8nAM-a1xhiCaz25nObwj-BfAEWi5Xv1AwgF7-WsVFlt0KWU4/s1600/CORE+I3.jpg" height="478" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">intel core i3</td></tr>
</tbody></table>
<h3 style="text-align: center;">
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<div style="text-align: justify;">
Core i3 530 berjalan pada 2.93GHz dan tidak memiliki fitur turbo mode. Core i3 530 akan berjalan pada 1.33GHz pada frekuensi terendah, dan tidak lebih cepat daripada 2.93GHz pada full load. Fitur turbo boost yang hilang merupakan pengorbanan, karena 530 masih memiliki 4MB L3 cache dibagi antara kedua core.</div>
<h3>
Core I5</h3>
<h3 style="text-align: center;">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQTm82M7z_19IrRxSDq3vrwT9vQx0R9HnA7sATRV-o3E5NPdzi2Iq6dS93D9OBE68sM8Rbyu5NuqRo1te2-hYDhuCzJZH8Pm5f52cp-BUnBplDs0TwVvQEZ49rI4S8bNHXcg59ah_yioI/s1600/core+i5.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQTm82M7z_19IrRxSDq3vrwT9vQx0R9HnA7sATRV-o3E5NPdzi2Iq6dS93D9OBE68sM8Rbyu5NuqRo1te2-hYDhuCzJZH8Pm5f52cp-BUnBplDs0TwVvQEZ49rI4S8bNHXcg59ah_yioI/s1600/core+i5.jpg" height="640" width="625" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">core i5</td></tr>
</tbody></table>
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<div style="text-align: justify;">
Uncore i5 berjalan pada clock 2.13GHz, turun dari 2.40GHz. Kinerja yang harus terluka sedikit dibandingkan dengan simulasi Intel Core i3. Selain Turbo Boost hal lain yang Anda korbankan adalah AES acceleration.Westmere’s AES (AES-NI) menonaktifkan-nya pada semua jenis Intel Core i3. Harus ada beberapa alasan bagi pengguna untuk memilih i5 sebagai gantinya.</div>
<h3>
Intel Core i7</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNrGOmpQ-HopasD3WcGCxHsuYQy4uAEwdykrLznIrL1PIKRatRxcnA0ELmXkKMJ8heSjr6cQ6D3qMW7r6F2qeKLsGQrzoDyQ7cSd_elxCFPft9qmcMHqLxjeuj5j5cr7GRXSyfiFliCUY/s1600/core+i7.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNrGOmpQ-HopasD3WcGCxHsuYQy4uAEwdykrLznIrL1PIKRatRxcnA0ELmXkKMJ8heSjr6cQ6D3qMW7r6F2qeKLsGQrzoDyQ7cSd_elxCFPft9qmcMHqLxjeuj5j5cr7GRXSyfiFliCUY/s1600/core+i7.jpg" height="640" width="569" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">intel core i7</td></tr>
</tbody></table>
<h3 style="text-align: center;">
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<div style="text-align: justify;">
Intel Core i7 menjadi tak terkalahkan di versi laptop dan desktopnya semenjak kemunculan Core pocessors di 2006. Core arsitektur kini ditantang oleh processors AMD kelas tinggi. Dengan Phenom nya, AMD berusaha raih pangsa pasar dengan strategi harga murahnya. Kini AMD harus extra waspada. Pasalnya Intel telah keluarkan Core terbarunya yakni Core i7 dengan chipset X58. Core i7 akan hadir dengan 3 rasa: Core i7-965 Extreme Edition, Core i7-940, dan Core i7-920. Semua processors tersebut hadir dengan 4 cores, Hyper-Threading, 8MB dengan L3 cache memory. Mereka dibuat dengan teknologi manufaktur 45nm. Semua processors tersebut akan berjalan di 1066MHz. Di seri 965 Extreme Edition (EE) akan berjalan pada kecepatan 3,2 GHz .Semu seri EE ini akan mudah untuk di overcloack. Arsitektur baru Intel ini dilengkapi soket LGA 1366. Sayang Soket LGA 775 terdahulu yang suport untuk CPU Core 2, kini sudah tidak kompatibel bagi Core i7.</div>
<h3>
Core i9</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQYewRK96VeMhBOK4BN-QrlUh8n64Lffpa1YQt_p5d76FSKtp7B4Bkd2N9MXhAkCda-a6pIO0QLQR0FUkd5_o8hyphenhyphenE9X8FYnExo0Dyok_HlsJjePn7yDfbrOJONrViKrzY-4R_fpeSH15w/s1600/core+i9.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQYewRK96VeMhBOK4BN-QrlUh8n64Lffpa1YQt_p5d76FSKtp7B4Bkd2N9MXhAkCda-a6pIO0QLQR0FUkd5_o8hyphenhyphenE9X8FYnExo0Dyok_HlsJjePn7yDfbrOJONrViKrzY-4R_fpeSH15w/s1600/core+i9.jpg" height="640" width="539" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">intel core i9</td></tr>
</tbody></table>
<h3 style="text-align: center;">
</h3>
<div style="text-align: justify;">
Core i9 adalah processor terbaru intel, dengan spesifikasi memiliki 6 core dengan kecepatan 2.8 Ghz dengan L2 256KB X 6 dan L3 12MB. Procesor Gulftown ternyata lebih hemat power dibanding Corei 7 dan Core 2 Quad pada kecepatan yang sama. Tidak itu saja, Core i9 lebih dingin hampir 8 derajat dibandingkan Core 2 Quad, Core i5 dan Core i7. Untuk gaming kelas FPS, Core i9 memiliki angka relatif. Test benchmark game FarCry 2 dan Unreal Tournament dipegang oleh Core i9, disusul Core i7, Corei 5, Core 2 Quad dan terakhir Phenom II X4. Game Left 4 Dead unggul oleh Core i5, diisusul Core 2 Quad, Phenom II X4, Core i9 (Gulftown) dan terakhir Core i7<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://teknologi-informatika1.blogspot.com/"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizAgXtkfPyiWLfIEbTuekXJo6X2nqHiWSNKRmIoimduPEBbsg2ZMoDSXSfyGlzqd4AcGgo1W9tWQ8xG75MiyKPZiLdQL7XFU0JUsR-LkyQBTNvgViarJMhpmlldqfe_9SPYkpwMrl3jTc/s1600/bener+blog.jpg" height="160" width="640" /></a></div>
SUMBER : RIZKY REZA SEPTIAN</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com5tag:blogger.com,1999:blog-8702302562195071775.post-3070516590754880772013-05-12T02:05:00.001-07:002013-05-20T03:57:06.762-07:00Komponen Elektronika Condensator <h2>
Komponen Elektronika Condensator </h2>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr8qu2hGTTFShGdJeBsxvyOjOGGVdM2CqDNI8Zdhyphenhyphen1ozOEaWXNjpQIe0Wm22Zbcy90jHX1YLonvYRMxKgtHaJS0P6pGOUfQaa1ab2-OX6wUeaqFEBUqRhaIyRSu4UF7HknHbSL8IFEODE/s1600/Komponen+Elektronika+Condensator.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr8qu2hGTTFShGdJeBsxvyOjOGGVdM2CqDNI8Zdhyphenhyphen1ozOEaWXNjpQIe0Wm22Zbcy90jHX1YLonvYRMxKgtHaJS0P6pGOUfQaa1ab2-OX6wUeaqFEBUqRhaIyRSu4UF7HknHbSL8IFEODE/s1600/Komponen+Elektronika+Condensator.jpeg" height="640" width="553" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h4>
Komponen Elektronika Condensator </h4>
</td></tr>
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<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
<br />
<br />
Condensator atau biasa disebut kapasitor adalah komponen dasar elektronika yang berfungsi menyimpan muatan listrik selama waktu tertentu (fungsi lain akan dibahas nanti). Satuan Condensator adalah Farad yang diambil dari nama Michael Faraday. Besaran Farad ini pada kenyataannya terlalu besar sehingga digunakan prefix Pico Farad (pF), Nano Farad (nF), Micro Farad (µF), dan Mili Farad (mF). Notasi penulisan condensator pada skema elektronik adalah (C). Sumber foto: Miracle.<br />
<br />
Berdasarkan kegunaanya condensator dibagi menjasi tiga jenis yaitu:</div>
<div style="text-align: justify;">
<br />
1. Condensator Non-Polar <br />
Condensator ini tidak memiliki kaki positif dan negatif (non-polar) sehingga cara pemasangan pada PCB dapat bolak-balik. Besar kapasitas condensator jenis ini mulai dari Pico Farad (pF) sampai dengan ratusan Nano Farad (nF). Nilai kapasitansinya tertulis dengan angka misalnya 203 (20.000 pF atau 20 nF atau 0,02 µF). <br />
Berdasarkan bahan pembuatannya, condensator non-polar dibagai menjadi tiga yaitu:</div>
<div style="text-align: center;">
</div>
<div style="text-align: justify;">
<br /></div>
<h3>
o Condensator Keramik</h3>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPbcfEN0qTm3KAdG77z_w-SR8KeN7J5s6XKNckSm8KHTjQ0YbEfyYd3c9-nji9ASYo7nWuQ-5vBUCuWEKvnXPOGa00vbrakGe6GI834OI7rfLU4Ei28YYk_6EmsQ63qxqQLXM0DW6_nLw/s1600/Condensator+Keramik.GIF" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPbcfEN0qTm3KAdG77z_w-SR8KeN7J5s6XKNckSm8KHTjQ0YbEfyYd3c9-nji9ASYo7nWuQ-5vBUCuWEKvnXPOGa00vbrakGe6GI834OI7rfLU4Ei28YYk_6EmsQ63qxqQLXM0DW6_nLw/s1600/Condensator+Keramik.GIF" height="640" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<h4 style="text-align: center;">
Condensator Keramik</h4>
<h3 style="text-align: center;">
</h3>
<div style="text-align: justify;">
Bentuk Fisik dan simbol condensator Keramik</div>
<h3>
o Condensator Mika</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2NtokdTZDvSqzcBfxULY_ofXoT-7-y3U0WcM76BZXBlNC65ZLdeu42-Cl2laOag5C2d2kdKG6-8Fw5CcIc-tUEJTpYBwzRnbIQCBuJWpULDH9YJD8-VX5NNAvgC6tdpDPYTFsCvnvbHY/s1600/Condensator+Mika.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2NtokdTZDvSqzcBfxULY_ofXoT-7-y3U0WcM76BZXBlNC65ZLdeu42-Cl2laOag5C2d2kdKG6-8Fw5CcIc-tUEJTpYBwzRnbIQCBuJWpULDH9YJD8-VX5NNAvgC6tdpDPYTFsCvnvbHY/s1600/Condensator+Mika.jpg" height="579" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3>
Condensator Mika</h3>
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<h3 style="text-align: center;">
</h3>
<div style="text-align: justify;">
Bentuk fisik dan simbol condensator Mika </div>
<h3>
o Condensator Kertas</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiBMR2mmcvRKc38KdvHybdAloHaRSb79Rz0E9t6-qYG-Kp4A4DLD7jC9g1MAfG2eDzrUcRxragcP65Roza2Licaoegtung9KjOJbkGeLXdDoRQqoRyRdo7lHJS2wcks_1t1cYBp-mpyN0/s1600/Condensator+Kertas.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiBMR2mmcvRKc38KdvHybdAloHaRSb79Rz0E9t6-qYG-Kp4A4DLD7jC9g1MAfG2eDzrUcRxragcP65Roza2Licaoegtung9KjOJbkGeLXdDoRQqoRyRdo7lHJS2wcks_1t1cYBp-mpyN0/s1600/Condensator+Kertas.jpeg" height="640" width="569" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3>
Condensator Kertas</h3>
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</tbody></table>
<h3>
</h3>
<div style="text-align: justify;">
Bentuk fisik dan simbol condensator kertas <br />
<br />
Kode Warna Condensator Kertas (Sumber Foto : Wikipedia) <br />
<br />
2. Electrolytic Condensator (Elco) atau Condensator Bi-Polar<br />
Condensator ini memiliki dua kutub kaki yang berbeda yaitu kutub negatif dan kutub positif (bi-polar) sehingga pemasangan pada PCB jangan sampai terbalik. Bentuk fisik condensator ini biasanya seperti tabung dan nilai kapasitasnya tertulis pada fisik bagian luar disertai tanda polaritas misalnya 470 µF 25V, 1.000 µF 50V, 220 µF 16V, dan sebagainya.<br />
Bentuk fisik dan simbol condensator electrolytic (Elco)<br />
<br />
3. Variable Condensator (Varco)<br />
Nilai kapasitas condensator ini dapat berubah-ubah (variable) secara manual atau menggunakan motor. Nilai kapasitasnya antara 100pF-500pF. Condensator ini biasanya digunakan untuk mengatur frekwensi gelombang suara pada system radio.<br />
Bentuk fisik dan simbol Variable Condensator<br />
<br />
Dalam prakteknya, komponen dasar condensator ini berperan penting dalam suatu sistem rangkaian elektronika baik sebagai filter, pengatur frekwensi, coupling, dan fungsi lain. Istilah indonesianya adalah kondensator atau kapasitor.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-31066673784398812392013-05-12T01:53:00.001-07:002013-05-20T03:59:16.629-07:00Komponen Elektronika Resistor <h2 style="text-align: justify;">
Komponen Elektronika Resistor </h2>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhARDv0VHbmksP5an_XlOTXnYMDlBs5-bJANHrQ41NlUNk2c-3BQiw05EMpMWTM6NoDb9MXialbpDPXUuzocB7bmXIc0sUPsakTsUcbvwrueCy9M1B0U4jwazVdwlrLPx0e7c3k-VXS0m4/s1600/Komponen+Elektronika+Resistor.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhARDv0VHbmksP5an_XlOTXnYMDlBs5-bJANHrQ41NlUNk2c-3BQiw05EMpMWTM6NoDb9MXialbpDPXUuzocB7bmXIc0sUPsakTsUcbvwrueCy9M1B0U4jwazVdwlrLPx0e7c3k-VXS0m4/s1600/Komponen+Elektronika+Resistor.jpeg" height="640" width="625" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h4 style="text-align: justify;">
Komponen Elektronika Resistor </h4>
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<h2 style="text-align: center;">
</h2>
<div style="text-align: justify;">
<br />
Resistor atau tahanan adalah komponen dasar elektronika yang berfungsi menahan arus listrik. Resistor termasuk komponen pasif dengan satuan Ohm (simbol: Ω) diambil dari nama George Simon Ohm, biasanya digunakan prefix Kilo Ohm dan Mega Ohm.<br />
<br />
Satuan Resistor dan cara penulisannya<br />
1. 1R = 1 Ohm<br />
2. R33 = 0,33 Ohm<br />
3. 2R2 = 2,2 Ohm<br />
4. 1K = 1 Kilo Ohm (1.000 Ohm)<br />
5. 1,5K = 1,5 Kilo Ohm (1.500 Ohm)<br />
6. 1M = 1 Mega Ohm (1.000 K Ohm atau 1.000.000 Ohm)<br />
7. 4K7 = 4,7 Kilo Ohm (4.700 Ohm)<br />
8. 4M7 = 4,7 Mega Ohm <br />
Simbol Resistor<br />
<br />
Bentuk fisik Resistor<br />
<br />
Sumber gambar dari Miracle<br />
<br />
<br />
Kode Warna Resistor<br />
Untuk mengetahui nilai resistor (Ohm) digunakan alat ukur Ohm Meter atau dengan cara melihat gelang-gelang warna (strips) pada fisik resistor yang umumnya terdiri dari 4 atau 5 warna. Nilai resistansi untuk daya besar pada umumnya tidak ditentukan dengan gelang warna tetapi dengan notasi yang ditulis langsung pada fisik resistor.<br />
<br />
Warna-warna gelang resistor secara berurutan<br />
1. Hitam<br />
2. Coklat<br />
3. Merah<br />
4. Orange<br />
5. Kuning<br />
6. Hijau<br />
7. Biru<br />
8. Ungu<br />
9. Abu<br />
10. Putih<br />
11. Emas<br />
12. Perak<br />
Penjelasan<br />
1. Resistor 4 warna <br />
Warna kesatu dan kedua adalah nilai, warna ketiga adalah faktor pengali, warna keempat adalah toleransi (emas ± 5% dan perak ±10%)<br />
2. Resitor 5 warna<br />
Warna kesatu, kedua, dan ketiga adalah nilai, warna keempat adalah faktor pengali, warna kelima adalah toleransi (coklat ± 1%; merah ± 2%; hijau ± 0,5%; biru ± 0,25; ungu ± 0,1%; abu 0,05%; emas ± 5%; perak ±10%)<br />
<br />
Sumber : Electronic Express <br />
<br />
Contoh:<br />
Menentukan nilai resistor yang terdiri dari 4 warna<br />
1. Merah, merah, orange, emas : 22.000 Ohm (22K) ± 5%<br />
2. Kuning, ungu, merah, emas : 4.700 Ohm (4K7) ± 5%<br />
3. Colat, hitam, hitam, perak : 10 Ohm ± 10%<br />
<br />
Menentukan nilai resistor dengan software <br />
<br />
<br />
<br />
Resistor Calculator<br />
Stripe 1 : <br />
Stripe 2 : <br />
Stripe 3 (Multiplier) : <br />
<br />
Resistor Calculator<br />
<br />
Program di atas dapat digunakan untuk membantu menentukan nilai resistansi tahanan 4 warna berdasarkan warna gelang (strip) kesatu, kedua, dan ketiga. <br />
Your browser does not support iframes.<br />
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-23577934405140950852013-05-12T01:46:00.002-07:002013-05-20T04:00:24.351-07:00Hukum Ohm dan Hukum Kirchoff <h2 style="text-align: justify;">
Hukum Ohm dan Hukum Kirchoff </h2>
<h3 style="text-align: center;">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZcvf9iAbOisTtgJd05g2IfZhPY1bfuGWY_IjNIzCmUEg3HNceD-5bGUrpvz5k5xARtw-YqRZWrU0fCDJH2ywD6nlBTSp3y3jWx2xyaxuNGqABcdsK3zsFTppPYOTOSlM6kwwMrC1wtaI/s1600/Hukum+Ohm+dan+Hukum+Kirchoff.jpeg" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZcvf9iAbOisTtgJd05g2IfZhPY1bfuGWY_IjNIzCmUEg3HNceD-5bGUrpvz5k5xARtw-YqRZWrU0fCDJH2ywD6nlBTSp3y3jWx2xyaxuNGqABcdsK3zsFTppPYOTOSlM6kwwMrC1wtaI/s1600/Hukum+Ohm+dan+Hukum+Kirchoff.jpeg" height="640" width="569" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3 style="text-align: justify;">
Hukum Oh</h3>
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</h3>
<h2 style="text-align: center;">
</h2>
<div style="text-align: justify;">
Untuk dapat memahami cara kerja sebuah rangkaian elektronika, terlebih dahulu harus mengerti teori-teori dasar elektronika termasuk pemahaman simbol komponen, karakteristik dan cara kerja komponen elektronika, notasi penulisan (kode singkatan), pemahaman arus, tahanan, tegangan, dan daya listrik.<br />
<br />
Untuk memahami arus listrik, tahanan, dan tegangan, dapat kita analogikan pada sebuah sungai berbatu. Hulu atau mata air adalah sumber tegangan listrik, air yang mengalir adalah arus listrik, batu-batu yang menghalangi aliran air adalah tahanan, dan perbedaan ketinggian sumber air dan tempat tujuan air adalah besar tegangan atau beda potensial. Makin tinggi letak sumber air maka akan makin deras arus air yang mengalir, makin besar batu yang menghadang maka air yang mengalir akan makin sedikit.</div>
<div style="text-align: justify;">
<br /></div>
<h3 style="text-align: justify;">
1. Pengertian Arus Listrik</h3>
<div style="text-align: justify;">
Arus listrik adalah banyaknya muatan listrik akibat dari pergerakan elektron-elektron yang mengalir melalui suatu titik dalam rangkaian listrik tiap satuan waktu. Satuan arus listrik adalah Coulomb/detik atau Ampere. Alat ukur yang digunakan untuk mengukur tahanan listrik adalah Ampere Meter (Clamp Ampere). <br />
I = Q/t<br />
I : Arus listrik dalam Ampere (A)<br />
Q : Muatan listrik dalam Coulomb<br />
t : Waktu dalam detik</div>
<div style="text-align: justify;">
<br /></div>
<h3 style="text-align: justify;">
2. Pengertian Tahanan</h3>
<div style="text-align: justify;">
Tahanan/ hambatan adalah perbandingan antara tegangan listrik dari suatu komponen elektronik dengan arus listrik yang mengalir dalam rangkaian itu. Satuan tahanan adalah Ohm. Alat ukur yang digunakan untuk mengukur tahanan adalah Ohm Meter.</div>
<div style="text-align: justify;">
<br />
R = V / I<br />
R : Tahanan dalam Ohm<br />
V : Tegangan Listrik dalam Volt<br />
I : Arus Listrik dalam Ampere</div>
<div style="text-align: justify;">
<br /></div>
<h3 style="text-align: justify;">
3. Pengertian Tegangan</h3>
<div style="text-align: justify;">
Tegangan listrik adalah perbedaan potensial listrik antara dua titik dalam rangkaian listrik, makin tinggi perbedaan potensial maka akan makin besar tegangan listrik, demikian juga sebaliknya. Satuan tegangan listrik adalah Volt (V).Alat ukur yang digunakan untuk mengukur tegangan listrik adalah Volt Meter.<br />
V = I x R<br />
V : Tegangan Listrik dalam Volt<br />
I : Arus Listrik dalam Ampere<br />
R : Resistansi (hambatan) dalam Ohm</div>
<div style="text-align: justify;">
<br /></div>
<h3 style="text-align: justify;">
4. Hukum Ohm</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1JszSy-JVEW8MI69xxMm6t1yeZ1MjpCPmtBQgFNBw9ONY0GU0FYuC63eY-MeocDjtNgn4_FIeGUWWvJUBbJJw0HlGCpuB_upz0lfcvqw9MGmk8sSJy_8hTTpcvX6asNeWsq6kSCjURdo/s1600/Hukum+Ohm.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1JszSy-JVEW8MI69xxMm6t1yeZ1MjpCPmtBQgFNBw9ONY0GU0FYuC63eY-MeocDjtNgn4_FIeGUWWvJUBbJJw0HlGCpuB_upz0lfcvqw9MGmk8sSJy_8hTTpcvX6asNeWsq6kSCjURdo/s1600/Hukum+Ohm.png" height="640" width="640" /></a></td></tr>
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Hukum Ohm</h3>
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Besarnya arus listrik yang mengalir pada sebuah konduktor (penghantar) akan berbanding lurus dengan beda potensial yang diterapkan kepadanya. Jika sebuah benda penghantar mempunyai resistansi yang tidak bergantung terhadap besar dan polaritas beda potensial yang dikenakan kepadanya, maka dalam kondisi ini berlaku hukum Ohm..<br />
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Hukum ini dicetuskan oleh George Simon Ohm, seorang fisikawan dari Jerman pada tahun 1825 dan dipublikasikan pada sebuah paper yang berjudul The Galvanic Circuit Investigated Mathematically pada tahun 1827 (Wikipedia)<br />
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V = I x R<br />
V : Tegangan Listrik dalam Volt<br />
I : Arus Listrik dalam Ampere<br />
R : Tahanan (Resistansi) dalam Ohm</div>
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5. Hukum Kirchoff</h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdWNHIwrvrs3TtrsegSgyflXDjEbsZJXlLEh_fAzM-xbgN4mPJ8Z6KxbwqiyfsTGStOwABesgk62nlfhEa57EzshwoMrxLQGXZ9CtVY9kz-rkYE_e62nS4ucpQXfj7N5meHjd3-jgSbW8/s1600/Hukum+Kirchoff.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdWNHIwrvrs3TtrsegSgyflXDjEbsZJXlLEh_fAzM-xbgN4mPJ8Z6KxbwqiyfsTGStOwABesgk62nlfhEa57EzshwoMrxLQGXZ9CtVY9kz-rkYE_e62nS4ucpQXfj7N5meHjd3-jgSbW8/s1600/Hukum+Kirchoff.gif" height="331" width="640" /></a></td><td valign="top"><br /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3 style="text-align: justify;">
Hukum Kirchoff</h3>
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o Suatu aliran arus listrik dalam rangkaian tertutup berlaku persamaan berikut: "Jumlah Aljabar dari hasil kali-hasil kali kekuatan arus dan tahanan di setiap bagian adalah sama dengan jumlah Aljabar dari gaya-gaya gerak listriknya".<br />
o Jika berbagai arus listrik bertepatan di suatu titik, maka jumlah Aljabar dari kekuatan arus-arus tersebut adalah 0 (nol) di titik pertepatan tadi.<br />
o Besar Arus listrik yang mengalir menuju titik percabangan sama dengan jumlah arus listrik yang keluar dari titik percabangan<br />
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<br />
E1 = V1 + V2 + V3<br />
E1 - V1 - V2 -V3 = 0<br />
E1 - (V1 + V2 + V3) = 0<br />
E1 : Tegangan sumber dalam Volt (V)<br />
V1, V2, V3 : Tegangan di masing-masik resistor<br />
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I = I1 + I2 + I3<br />
I - I1 - I2 - I3 = 0<br />
I - (I1 + I2 + I3) = 0<br />
I : Arus input dalam Ampere<br />
I1, I2, I3 : Arus output dalam Ampere<br />
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Ia + Ib + Ic = I1 + I2 + I3<br />
Ia + Ib + Ic -I - I1 - I2 - I3 = 0<br />
Ia + Ib + Ic - (I1 + I2 + I3) = 0<br />
Ia, Ib, Ic : Arus input dalam Ampere<br />
I1, I2, I3 : Arus output dalam Ampere<br />
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-26608411987765801762013-05-12T01:36:00.001-07:002013-05-20T04:01:18.482-07:00Rangkaian Dasar Listrik dan Elektronik <h3>
Rangkaian Dasar Listrik dan Elektronik </h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4OhPR9D-nUWlYp_qsfURFRXS836oj3Dr0z1maMaIRwrxRHjLHtHe637IsPLJOFNl0lCGtfucYO7BzEUUPETjqJN9roAq86nLjc8o3IpFQV_gwPToOJFp0udk1rzSwhUHAnvwjzKuvGt0/s1600/rumus-listrik-2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4OhPR9D-nUWlYp_qsfURFRXS836oj3Dr0z1maMaIRwrxRHjLHtHe637IsPLJOFNl0lCGtfucYO7BzEUUPETjqJN9roAq86nLjc8o3IpFQV_gwPToOJFp0udk1rzSwhUHAnvwjzKuvGt0/s1600/rumus-listrik-2.png" height="640" width="334" /></a></div>
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Untuk memahami sebuah sistem rangkaian listrik dan rangkaian elektronik, terlebih dahulu harus mengerti teori dasar listrik termasuk di antaranya pemahaman elektron dan besaran-besaran listrik dasar seperti kuat arus, tegangan, dan daya listrik; pengenalan kode dan simbol-simbol listrik; pemahaman rangkaian dasar listrik dan elektronik; dan cara kerja setiap komponen.<br />
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Rangkaian dasar listrik terdiri dari 3 (tiga) bagian pokok yaitu:<br />
1. Sumber tegangan. Sumber tegangan (Power Supply) dapat berupa tegangan AC (bolak-balik) 220-240 VAC dari PLN (Perusahaan Listrik Negara) atau tegangan DC (searah) seperti halnya Accu (Battery) <br />
2. Penghubung (konduktor). Berupa kawat tembaga, kabel, atau benda lain yang bersifat penghantar<br />
3. Load (beban). Berupa perangkat listrik atau elektronik seperti televisi, kulkas, mesin cuci, komputer, motor listrik, radio, lampu, LED, dan lain-lain<br />
Ketiga bagian pokok rangkaian listrik tersebut dapat dihubungkan atau diputus melalui sebuah switch (saklar). Ketika saklar ditutup, arus listrik akan mengalir dari sumber tegangan melalui beban sehingga beban akan bekerja, dan akan terputus ketika saklar dibuka untuk mematikan beban. <br />
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Besarnya arus yang mengalir tergantung besarnya tegangan sumber dan besarnya resistansi beban. Dalam hal ini resistansi kawat penghantar dihiraukan atau dianggap nol (0 Ohm). Makin besar tegangan sumber, maka akan makin besar arus yang mengalir ke beban. Sebaliknya, jika resistansi beban makin besar, maka arus yang mengalir pada rangkaian listrik tersebut akan makin kecil. Dalam kondisi ini Hukum Ohm berlaku.<br />
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Hukum Ohm adalah suatu pernyataan bahwa besar arus listrik yang mengalir melalui sebuah penghantar selalu berbanding lurus dengan beda potensial yang diterapkan kepadanya. Sebuah benda penghantar dikatakan mematuhi hukum Ohm apabila nilai resistansinya tidak bergantung terhadap besar dan polaritas beda potensial yang dikenakan kepadanya.Walaupun pernyataan ini tidak selalu berlaku untuk semua jenis penghantar, namun istilah "hukum" tetap digunakan dengan alasan sejarah.<br />
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Secara matematis hukum Ohm diekspresikan dengan persamaan: </div>
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<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4OhPR9D-nUWlYp_qsfURFRXS836oj3Dr0z1maMaIRwrxRHjLHtHe637IsPLJOFNl0lCGtfucYO7BzEUUPETjqJN9roAq86nLjc8o3IpFQV_gwPToOJFp0udk1rzSwhUHAnvwjzKuvGt0/s1600/rumus-listrik-2.png" height="640" width="332" /></div>
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I adalah arus listrik yang mengalir pada suatu penghantar dalam satuan Ampere (A), V adalah tegangan listrik yang terdapat pada kedua ujung penghantar dalam satuan Volt (V), dan R adalah nilai hambatan listrik (resistansi) yang terdapat pada suatu penghantar dalam satuan Ohm. Hukum ini dicetuskan oleh George Simon Ohm, seorang fisikawan dari Jerman pada tahun 1825 dan dipublikasikan pada sebuah paper yang berjudul The Galvanic Circuit Investigated Mathematically pada tahun 1827. (Wikipedia)<br />
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<h3>
Electronics Simulation Software </h3>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh14Rg0xGp9nBleyHwD0qia-CPYhjwGqTSGoUs3VtGhPy6kdw_O19gUiwINFlsskzKRmVZLw4V7FnXU4JWDXV6sNX_w_dkWwK1Sb1Jt6X1BHrXV0KBTP2RUWG3j9UiqhiqPk6pgwJY97cU/s1600/Electronics+Simulation+Software.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh14Rg0xGp9nBleyHwD0qia-CPYhjwGqTSGoUs3VtGhPy6kdw_O19gUiwINFlsskzKRmVZLw4V7FnXU4JWDXV6sNX_w_dkWwK1Sb1Jt6X1BHrXV0KBTP2RUWG3j9UiqhiqPk6pgwJY97cU/s1600/Electronics+Simulation+Software.jpg" height="459" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><h3>
Electronics Simulation Software </h3>
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Banyak faktor penting yang harus dikuasai untuk memahami cara kerja sebuah sistem rangkaian elektronik secara menyeluruh. Faktor-faktor tersebut diantaranya adalah pemahaman notasi dan sismbol-simbol elektronik, karakteristik dan cara kerja setiap komponen elektronika, pemahaman membaca skema elektronik, dan pemahaman terhadap hukum Ohm dan Hukum Kirchoff baik di dalam rangkaian seri maupun rangkaian paralel.<br />
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Dengan penguasaan materi pokok tersebut, kita dapat dengan mudah memahami dan menjelaskan cara kerja sebuah sistem elektronika melalui sebuah rangkaian nyata, skema elektronik, atau hanya berupa rangkaian virtual seperti dalam sebuah software simulasi elektronik. Bukan hanya itu, melalui proses penganalisaan yang benar, kita dapat merekayasa menjadi sebuah rangkaian elektronik baru dengan fungsi yang berbeda.<br />
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Perancangan dan penganalisaan sebuah rangkaian elektronik dapat dilakukan melalui perakitan sementara pada Project Board (Bread Board). Setelah benar-benar berhasil, rangkaian prototype tersebut dapat diterapkan pada sebuah PCB (Printed Circuit Board).<br />
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Cara lain untuk melakukan perancangan dan penganalisaan sebagai sebuah penelitian elektronika ketika membuat rangkaian baru atau sekedar rekayasa dapat dilakukan melaui program simulasi elektronik. Hal ini memungkinkan penghematan biaya dengan menghindari kemungkinan kerugian jika terjadi kerusakan komponen.<br />
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Salah satu software simulasi elektronik sederhana untuk merancang dan menganalisa rangkaian elektronik adalah Livewire. Dengan program ini kita dapat membuat rangkaian eletronika dengan memberi nilai-nilai dan tipe setiap komponen elektronika dan menghubungkan komponen-komponen tersebut menjadi sebuah sistem elektronik seperti rangkaian nyata.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR45vsszWPao-ah3osKy7lMN3mlMrOXIhalQZWtnO7njJcF0pBIBdctXu9zNPwGlD5WWzhyphenhyphenWGihtKlXsVB_CNPUV-j57_iHdZ16dYbaJ-t3GfmE33_qs3KEe77hiQPvAIofKEnVSnXn-o/s1600/Electronics+Simulation+Software+2.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR45vsszWPao-ah3osKy7lMN3mlMrOXIhalQZWtnO7njJcF0pBIBdctXu9zNPwGlD5WWzhyphenhyphenWGihtKlXsVB_CNPUV-j57_iHdZ16dYbaJ-t3GfmE33_qs3KEe77hiQPvAIofKEnVSnXn-o/s1600/Electronics+Simulation+Software+2.png" height="388" width="640" /></a></td></tr>
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Electronics Simulation Software </h3>
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Software Livewire versi 1.11. ini cukup kecil (sekitar 4,5 M) tetapi memiliki fungsi dan fitur yang cukup banyak terutama untuk melakukan penganalisaan detil sebuah rangkaian elektronik dengan mengukur titik-titik (terminal) yang diperlukan.<br />
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-1881760293876167202013-05-12T01:21:00.002-07:002013-05-12T01:21:50.066-07:00Simbol Listrik dan Simbol Elektronik <h3 class="separator" style="clear: both; text-align: left;">
<a 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" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>Simbol Listrik dan Simbol Elektronik </h3>
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<tr><td style="text-align: center;"><img alt="" height="400" 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<tr><td class="tr-caption" style="text-align: center;">Simbol Listrik</td></tr>
</tbody></table>
<div style="text-align: center;">
</div>
Simbol listrik dan simbol elektronik diperlukan ketika menggambar sebuah sistem rangkain listrik dan rangkaian elektronik. Dengan menggunakan simbol-simbol tersebut, skema rangkaian akan mudah dibuat dan mudah dipahami sehingga proses perakitan pun akan lebih mudah. Di bawah ini adalah beberapa simbol komponen listrik dan komponen elektronika.<br /><br />Seorang istalatir listrik / electrician akan membaca skema rangkaian listrik sebelum proses pemasangan demikian juga dengan teknisi elektronik. Disamping itu penerapan simbol listrik dan simbol elektronik dapat membantu penelusuran (trouble shooting) ketika perbaikan (service dan maintenamce) diperlukan</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
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table.MsoNormalTable
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<div align="center">
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 3.75pt 3.75pt 3.75pt 3.75pt; mso-yfti-tbllook: 1184; width: 500px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">SIMBOL</span></b></div>
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<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NAMA
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<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">KETERANGAN</span></b></div>
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<tr style="mso-yfti-irow: 1;">
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Sambungan</span></b></div>
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<tr style="mso-yfti-irow: 2;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAU0lEQVRYhe3OoRHAMAwAMe+/dEqKC57UuZMm0JzF5u/AF7lKrpKr5Cq5Sq6Sq+QquUqukqve3CxzT24nuUqukqvkKrlKrpKr5Cq5Sq6Sq+Sq1bkHZRtzM67GF8sAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kabel/ Wire Listrik</span></div>
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<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kabel penghubung (konduktor)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAfUlEQVRYhe3TSQqAMBQE0b7/peM2IIq/IIOhap0mL4hpG5fVgLfKuCQJeRIYiqNDcXQojg7F0aE4OhRHh+LoUBwdiqPDg3DpmjCsHL01fPi0X9t/cGO/Dh5+x7Wdf4j+muqKJY4mjiaOJo4mjiaOJo4mjiaOJo52Fm5mW+MuigGJAW9hP64AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koneksi kabel</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terhubung</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAkklEQVRYhe3UwQ5AMAAE0f3/n+aoEpHsRChmzx19HGSZeHkacLYalyQhrwRCcTQUR0NxNBRHQ3E0FEdDcTQUR8Pf4zKsC6vTS4/Lft1dpa3DMdOW10GPa6/Y8vEp8+w9uOJTD/G1hw/yOuhx2PfjX8mYTIrDoTgaiqOhOBqKo6E4GoqjoTgaiqOhOBp+C3fnpsatB4YpYR3JjuEAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kabel tidak koneksi</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terputus (tidak terhubung)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Saklar (Switch) dan Simbol Relay</span></b></div>
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<tr style="mso-yfti-irow: 6;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAmklEQVRYhe3VQQ6DMAwFUd//0nRjWhQkQGNHgDqzROTniQ2xPLi4G3CUOJo4mjiaOJo4mjiaONp0XAS/YiIu1vhCo+Y3uqm00wXKuSZWrtUncqiVlZsNExNYuVw6PI2V+8NN7SwwO+K+j+Jaw6mDyyqzb8DtP+nprRdfrsz+97+1kjiaOJo4mjiaOJo4mjiaOJo4mjiaONqjcR+XJGFFJ+xcJAAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Toggle Switch SPST</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terputus dalam kondisi open</span></div>
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</tr>
<tr style="mso-yfti-irow: 7;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAoElEQVRYhe3WQQqAMAwF0dz/0nUTVCpKmTQYyJ+dYJMHRdBG4exvwFfC0YSjCUcTjiYcTThab5yZma1umV7OxZ2bbK35VKqsIu5t6+LB6zGPtWFafIQP2srymRtGJLB8cuhwGsvnT5uKsHzLuey5df2bb4wb6FpzSLct2QsiCUfrjYt8Z13/56rjRuVrDSYcTTiacDThaMLRhKMJRxOOdgAP/Pifwovi8AAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Toggle Switch SPDT</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Memilih dua terminal koneksi</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAiElEQVRYhe3TwQqAIBQF0ff/P22rQghSR6knzSwrbgepKImLrwFPiaOJo4mjiaOJo4mj/QMXVcs2Vw2V07dycOWWOLqVBBeDvYp7p01wQ+ff//DMbFxX69ud31DzrZOzO+DuR9p8a+fDM7Ob/BAJE0cTRxNHE0cTRxNHE0cTRxNHE0cTR0uNOwAo6VtLfRjH2wAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Saklar Push-Button (NO)</span></div>
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<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terhubung ketika ditekan</span></div>
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</tr>
<tr style="mso-yfti-irow: 9;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAg0lEQVRYhe3SUQqAIBAA0b3/pesvRMzWScxg5nPL7SHFsXHxNaCXOJo4mjiaOJo4mjiaOJo4mjiaONo0XBRN21ltH6LgYXJtXNPy8WPVqTvHy7V/wDVXd2q+nB8m18KfN3kT1ZUMf4UdW5M4mjiaOJo4mjiaOJo4mjiaOJo4mjja1rgTcVZbSynL7HkAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Saklar Push-Button (NC)</span></div>
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<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terputus ketika ditekan</span></div>
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</tr>
<tr style="mso-yfti-irow: 10;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAqklEQVRYhe2RQQrAMAgE8/9P21sPErQOSWNg5xSIqwM7rDHjtECE5CiSo0iOIjmK5CiSo3C5UeGA3PJJH2Sx0sktcnEj71faZrwk+l17e/rG9nfKWedaU4KleNIHWax0cotc31rZ7ekb298pZ51rTQmW4kkfZLHSyS1yfWtlt6dvbH+nnHWuNSVYiid9kMVKJ8/IfedvuR+QHEVyFMlRJEeRHEVyFMlRWss9balfK7oaS5MAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DIP Switch</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Multiswitch(Saklar banyak)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA00lEQVRYhe2X0Q6AIAhF/f+fppeWTVvCBZXVPa8qnKFiFUlM2S3wBuVQKIdCORTKoVAOxStXRmyWg0fHwU0efTKTnLWW2qlXUNPGPc7U+31CTjJvqzK9aXQc3LNYkreSNpzPpo0WGEuSy8XylcppDvgeuZcmDPAnObH392ah1UyWXQjATFbeVqDqi/ocdiTmVg4+befyOLHTpnfCrpHEykU51YAJnWrkhE41hcdmkpNZrnTP1zSlW1LtPPu/k58VbyvMn76EY6EcCuVQKIdCORTKoRwUgXggX+TIqQAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Relay SPST</span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koneksi (Open dan Close) digerakan
oleh elektromagnetik. </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA4klEQVRYhe2XURKAIAhEvf+l6aMmG62EBZVR9ldd3qCCJnKsNBvgTwGHamm41NJkOHi0bS7iqIOJ4KS55E69TUUb9zqTz7cEHHneVmZ40WjbXLOYnJeS0k5HU7oZepFzOFutkjnOAZ8D91OEAe0ER/L6XiyUktGwCwGQ0cjbCmR9UJ3DjkTfzMGn7VpuB3bR1EzYNSJbOCumbOiQKTs7ZMohNDSdmMRwqWpf3ZAeQbnz5H8nvUb0Vlg7vYRtFXCoAu6MNP1V8hkGKt1L/CHq9qXRTnAU7atQwKEKOFQBh8o13AFPXsHI6zsXJwAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Relay SPDT</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAhUlEQVRYhe3VUQqAIBAA0b3/peszMLRtLLWY+Qpkl0cJxbZwMRvQShxNHE0cTRxNHE0cTRytFxdR3dA4yi7vnRd3fzKduAoRHGWX986PwbFP8CyuMESxKH+TLq8UXnU8fAB3fqVTKgy//re+mjiaOJo4mjiaOJo4mjiaOJo4mjiaONrSuB3yLit7uGXNvAAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Jumper</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koneksi dengan pemasangan jumper</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAlUlEQVRYhe3UwQqAIBQF0ff/P12bwsgMHJ9kMLOqwMuhoNgWLr4GvCWOJo4mjiaOJo4mjiaOJo4mjpaDi4iIqK9HZxMmzh5vh5ZHz19qPUnAsblc3O1UWayne0tc+A+ufqVdH6KFY2vltvf8VNx9fPD8tvKv5FipcDmzKSuTEkcTRxNHE0cTRxNHE0cTRxNHE0dbGrcDulPjtNGNgNIAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solder Bridge</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Koneksi dengan cara disolder</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Ground</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAfElEQVRYhe3XQQrAIBAEwf3/p80p5BakHZMFux8wFOvJGo2rvwFviaOJo4mjiaOJo4mjJXFVVRUdjA3drKDvDNzo/KxD3MKWOLoljm6Jo1vi6JY4uiVu1jGfuG9bxe042Bm4rSV/X6mDPZuxoc64HYmjiaOJo4mjiaO1xl1DLXMz/pES+wAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Earth Ground</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Referensi 0 sebuah sumber listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAgElEQVRYhe3ROQ7AIAwFUd//0k6VFpSJxTrTgj5PInLhYjaglTiaOJo4mjiaOJo4WiUuIiJKB8uGXlah7w5crvytKe7Hlji6JY5uiaNb4uiWOLolri9gXYxrvMGOOs99u70sbrAsD8GNl+UJuCmy3B43S5bb4yYmjiaOJo62NO4BwS/7nFcjE7IAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Chassis Ground</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ground yang dihubungkan pada body
sebuah rangkaian listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAoklEQVRYhe3XWwqAMBBD0dn/puOXIEh93AlaaLKA9MDYKZYmTv0NuEpwNMHRBEcTHE1wNMHROHFVVWUttBXtLKNvDZxmHquCa3QFR7uCo13B0a7gaFdwtCu4ewHL2ji9Hx8eN/xEnp+HZepciCendmRq3tbrs5sy9VfJSNCXybLnzg6LTK4lfNS4ZPL+VON9Nux0FWmG5+vLBEcTHE1wNMHRbM/4SV2fC9jtAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Common/ Digital Ground</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;"><br /></td>
</tr>
<tr style="mso-yfti-irow: 19;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Resistor</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 20;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAnUlEQVRYhe3QQQ6DMAwF0X//S9MdatPUioe2ZDGzQhbgl+TYuNwNqBJHE0cTRxNHE0cTRxNHE0cTR+vhkiSTT7rz1XW9t7fF5akrc4Kr/5LXfoQbXs45nSKmpivP9YoRs46bno8993Dv56ubohfnxZbxFhY1X8Q1tjDc8fmmu/NqBaRtjvtD4mjiaOJo4mjiaOJo4mjiaOJo4mhb4x66U+O07uJJJQAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/03/komponen-elektronika-resistor.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Resistor </span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Resistor berfungsi untuk menahan
arus yang mengalir dalam rangkaian listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 21;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAf0lEQVRYhe3TsQ6AIAwA0f7/T+NowoD1aATM3cSg9QUk2sbFasAocTRxNHE0cTRxNHE0cTRxNHG0LC5Kq8clnywcdQhuvOHf4DpDdC/M/ygZ3PgT9+IAXNv5WGcmvu13t/VxYmHFuCWJo4mjiaOJo4mjiaOJo4mjiaOJo22NuwCBg0NjMZ3sEgAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Resistor </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 22;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAx0lEQVRYhe3WwQ6DMAwDUP//T4fbgJJGjVO0SNgnFIHzKDsM1jj4NyCKcGyEYyMcG+HYCMdGODbCsRGOjXBscjgAgPNIdr66Lnd3WxwuqcwZXNyCe17CDTfjN3URrqlyHa8YMes49/246xzu+X5xXPTiPNgynsKiZiMusYXD2fyks/NoBUlrjps25hHTqi0tZx3125q21SvOLsAuJ1f3femzmnCFRuHYRuHYxrY4PP6TldrqFbe6zjjr/Fn3Rjg2wrERjk1r3AFucYQU9WgMOwAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Potensio Meter </span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menahan arus dalam rangkaian
listrik tetapi nilai resistansi dari 3 titik terminal dapat diatur</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 23;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAo0lEQVRYhe3WQQ6DMBBDUd//0sMSBFIycQxMwH/VReu+Jq1UROHwNqCVcWzGsRnHZhybcWzGsRnHZhybcWxZHKTpcclnCqcWwbUP/BncyYDTC+a/KBlc+y32BwvgovK1ziyO9rlfa3dRmBiX/wDKQdnQ+MH0NzUrQBxOTuX7x7WGcRNbxrFbxrFbZXG4/BsTbMqGKuOi8rXekXFsxrEZx1YatwH3tOO0ZNKbVQAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Potensio Meter</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 24;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA3UlEQVRYhe3VwRKDIAyEYd7/pemtUxOSkl9BDrsnhxH2A21t/eC0twFZhKMRjkY4GuFohKMRjmY5rl1Tm7vIZGuEI/myjsP9HthZOPAoL9MfKRuOs/dsBw7/fUBc1OfHm8tdXL5KUmbGzUUJZ262vyO/6ehgomtDHFROrF/GDffnz2lyAwWc318es6IntvjRJy32FCY1CS46mGQzsy0M99cR3V+ruI+bRLyAw9OnKuC09bLOcHtkHeC2yfpTH/5FKX/411EGjTvLqhGORjga4WiEoxGORjga4WiOxn0ARdJXQbhYNcsAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Variable Resistor </span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menahan arus dalam rangkaian
listrik tetapi nilai resistansi dari 2 titik terminal dapat diatur</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 25;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAxUlEQVRYhe3XwQ6EIAxFUf//pzs7R4lT2ktBknlvZWJpj6ALD9s4x9sAL8LRCEcjHI1wNMLRCEczF3fck14+w9TOEI7kZG2Hu27YXjh2lLcOqUlVqccFK623Z2/iuntDcCWPGzk1f8r1bvspjbwoqTJnxPeiChd/09O4bnd/cFzmt3o+1sKOI63aysGOWZnT6qEy3rEwxbhfXLw8NAIumy8zhlsjM4BbJrMsbqXM/vrvazDC0QhHIxyNcDTC0QhHIxzN1rgPXfy8237fEt4AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Variable Resistor </span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 26;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Condensator (Kapasitor)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 27;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAnElEQVRYhe3V0QqCUBBF0fn/n56eCr2E0J4jKe79luFhySWrvnD1b8BR4mjiaOJo4mjiaOJo4mjiaBlcVVWtU18v/jY7ufnAUe9GszPVjrJ8HMr6VFxgdj7Re01K1lvcZDSFW0/gc3X7NSu4cB9c8DhSO32bH8RoZXnikO95L+EO+R7wx39S4mjiaOJo4mjiaOJo4mjiaOJol8a9AGjB47Rj5msbAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/04/komponen-elektronika-condensator.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Condensator</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Bipolar</span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berfungsi untuk menyimpan arus
listrik sementara waktu</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 28;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAeElEQVRYhe3TQQqAMBAEwfn/p+NRUfDQu+AGu08ByVAQzBpcvga8JY4mjiaOJo4mjiaOJo4mjtaDS5Lkea7O9qyIoyu/xlVGu3C3u+fi9TOrcWEfXONzdO2sbX6I0oo4uiJuVuJo4mjiaOJo4mjiaOJo4mjiaKNxB7M576jjCJMWAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Condensator Nonpolar</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 29;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAqUlEQVRYhe3USw6DMBAE0bn/pc0GAeYnUe4BA11LIk+e7ZAoHRdPA84yjmYczTiacTTjaMbRIC7ijl19Cxd1Gab5u+CyPk9uXFbjdk+x/Wg1B7B1SO49Baf6RSbiBGPbR5RaI3yLNdtV4dY3MD1dfswSTngPTngdqjnlNS9E05TVjkW+//0JF5EvC3f08NrYlsXZGUczjmYczTiacTTjaMbRjKMZR+saNwBggcjPJZFsSwAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Condensator Bipolar</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Electrolytic Condensator (ELCO)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 30;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAnklEQVRYhe3TQQ6CQBAF0b7/pXFjMmNDjBQNNlq1cjPfxxBiaVx8G/AucTRxNHE0cTRxNHE0iIu44ql+CxevnWEa/wWP9by557EJl26x8FIrJiKWiSvu84l/x+HFQlw6OBbT9K6OL8ys8eMGuPWV7noXmzg2FevXeqRCXF4umBBHJ5rj0rfWCHde4mjiaOJo4mjiaOJo4mjiaOJorXEPzUiw58MI2hcAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kapasitor berpolar</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Electrolytic Condensator (ELCO)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 31;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAqklEQVRYhe3T2wqAIBBFUf//p+0hEG8Z7hlqorOfymhckKUcuPQ2YJVwNOFowtGEowlHE44mHO2vuFQFJzg6xuvxdm+sA+0ad15ExHXEQDgMasbaR+TlmTONnW6wPcUJ1/9MZbV+zDK+noYz6omz++Y4x8/hNSd/5ofgI4aPEgVXn7OyEgI3BYXANSc3FM5r+5tdHtgDJxxNOJpwNOFowtGEowlHE44mHO0As3a53i9vQUcAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kapasitor Variable</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Condensator yang </span><a href="http://www.linksukses.com/2011/06/menghitung-dan-mengukur-kapasitor.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">nilai kapasitansinya</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dapat diatur</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 32;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Kumparan (Induktor)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 33;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAhUlEQVRYhe3RywqAIBQA0fv/P22rSMQHjWJFMyu5ZB400ouLpwG9xNHE0cTRxNHE0cTRxNHE0W7j4mxyvh6XnzGzXo+r3gqY/wzX+u+qef3jfFtn5x5cYYhiT7RbhRsecS0+gEujZ91T/VnfmTiaOJo4mjiaOJo4mjiaOJo4mjiaOJo42gHs7IgevHGMgAAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/04/kompunen-elektronika-induktor.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Induktor</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">, lilitan, kumparan, spul, coil</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat menghasilkan medan magnet
ketika dialiri arus listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 34;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAi0lEQVRYhe3UUQqAIBAA0b3/pe2zEDWaljKb+ZIl66FQlImLtwGjxNHE0cTRxNHE0ZbARV75uFfy5Ghr4Xq3c3Wejzt+4846H9c8FTD/Ga733qx5++HjtsHOZ3CVIao9V3+eYH76iX3xAVw5u9Znal/rnImjiaOJo4mjiaOJo4mjiaOJo4mjiaOJo20IH/KlTDGJ/QAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Induktor dengan inti besi</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kumparan dengan inti besi seperi
pada trafo</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 35;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAz0lEQVRYhe3V0Q6DMAiF4b7/S3cXSwyzFOuvIsnOuTJV4MvQrPXCaW8DoghHIxyNcDTC0QhH88e4ZkLKbwc5M8rivqyKuM1UDsdAPx3ASPcd2p3bi6R3zs4Irt1tAt+JAvfXGs833Oz513D2JA8367uy6JU+/sO2LKg8HDYuF+B2hunHNSYYtr7BoL/zpV/HubfuxAVj4oCSuJuzVtzrsifszysflnWMS5B1hsuRdfbH/4TDn5U2CUQ4GuFohKMRjkY4GuFohKMRjkY4mtK4D0mdPWkyxMwOAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Variable Induktor</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lilitan yang nilai induktansinya
dapat diatur</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 36;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Power Supply</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 37;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAwUlEQVRYhe2VQQ6DMBAD8/9Ph2MRoUs8uxFV6jkhFdujCKWt/zDtbYEIy1EsR7EcxXIUy1EsR/kDuTZQU1uuVaiYygcSJX48PLOd9IPJ+dWMH4mpe9hvLzm2BFNqXvrakuXtUhTfW9IFMcpN1n4esFyg+/iyJjceaXAeM6/dnpxavvDTBnLXBjUAlphZ31BO2sNmfc8//vP27Xzwk9CfCfenCyxbnsx/U6ypLWlZhOUolqNYjmI5iuUolqNYjmI5ygFey5YCFLCyOQAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/06/regulator-tegangan-dengan-ic-78xx.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber tegangan DC</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menghasilkan tegangan searah tetap
(konstan)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 38;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAtElEQVRYhe2Vyw6AIAwE+f+fxpsSH9hOaxTcORlhtxMjWuqHKW8L9JAcRXIUyVEkR5EcRXKUH8iVAzm16VqJiqF8RyLFj4cts4N+MGmfGvEjMe887DeXnPFVA6mTHm+enQNWXta77fItu7rgtt3+7WIAOfzkjXtY+SAHwpFxTmJmdUI51zxsVuf88bezT8d3lhz9kXA1f+fekbtSzKlNaXkIyVEkR5EcRXIUyVEkR5EcRXKUBZZAcib7tn03AAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber Arus</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menghasilkan sumber arus tetap</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 39;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAzElEQVRYhe2VQQ7CMAwE8/9Ph2OjJDj22EBVdk4gdXenkQit35j2awELyVEkR5EcRXIUyVEkR/kDubZQU1uuVaiYyhsSJX487NlO+sGkfzXjR2LRPexXIHfc/p7cajZ98KTCcs78+Nj0vBEH5ZfcuOeByUVrU3Jbie3XlNx6pPYZMLloefYHYfi1Fn7zuSoa8CzNB4DM+gMv4dAeNuvP/OMft7fzx0vH1Z8J99MFli1P5t8p1tSWtHwIyVEkR5EcRXIUyVEkR5EcRXKUF+wJkAjTCl7JAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber tegangan AC</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber teganga bolak-balik seperti
dari PLN (Perusahaan Listrik Negara)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 40;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAy0lEQVRYhe3VQQ7CMAxE0dz/0mFXKprY8bebIphZFdqxn2gkWv/itKcBVoSjEY5GOBrhaISjEY7mD3Dtkpqx5axCYqpvIEp8vLyyO+mDzfWtGR+pXffZRw37CnD2x604l1Loc9YwnNtaHX58e77thm1dHPu+qMUNn8nior+B3ZrhwsPdwk7c55xowfW5r34rro+OlP38jbjQPizrv/nHf949XG/cCszPlPvotM1O3gO4GbFmbMmUmyIcjXA0wtEIRyMcjXA0wtEIR/MCDpBCVpdEdMUAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Generator</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penghasil tegangan listrik
bolah-balik seperti pembangkit listrik di PLN (Perusahaan Listrik Negara)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 41;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAi0lEQVRYhe3TQQ6AIAwF0d7/0rgVFsZMS6w6s8afFwkxGhdPA64SRxNHE0cTRxNHE0fbi4tI7X8RF3PgwEbc3fVu13r+Va1x2amSlWmxG265yp/hUm++CLd8uz6rSFS48B5c4XVU7YzXPIjUSmfctCiOLnbGFSaOJo4mjiaOJo4mjiaOJo4mjtYadwAwcemuC62C6AAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Battery</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menghasilkan tegangan searah tetap</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 42;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAmElEQVRYhe3TQQ6AIAwF0d7/0rozYBDbMQg0f1YGQ3nRYMfC2WxAL+FowtGEowlHE44mHO0/nFn4rBQ4q4uy2N4UX65/avPg2/rSODL5y+Y+YhquPNjznBoXmjUId79D12r52pkHxwbug4v+BT/OObC5ZZMLkQdXjXhACPc6YmXcuISjCUcTjiYcTTiacDThaMLRhKMtjTsBgfmWApHEMS0AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Battery lebih dari satu Cell</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menghasilkan tegagan searah tetap</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 43;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA2klEQVRYhe3XwQ6EMAhFUf7/p5mNiR0bO3B5yZjKW5lY4NhFVfMHx/4NWKVxNI2jaRxN42gaR/ManJmZSRvKGg2R9dR0GUxCn6DLrFH5qi3uHBJfqX4tqPt4cWR20Qcr41MrPlKWnYd96Ro2CVal6lMzwPlyWXOenOPtRYKyGRdvfl5g3AIdLIni5i2924yfa8bF2drrwwQnAd+8Z+lZ2QIwicl8w0M4PrUi821f/GtBXeabf2weXb6PUInMX/GDc/SSyvxFP9XyNI6mcTSNo2kcTeNoGkfzaNwHQmPF0pQcsQcAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber tegangan yang dapat diatur</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber tegangan yang berasal dari
rangkaian listrik lain</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 44;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAyUlEQVRYhe3XQQ7CMAxEUd//0mZTiSBCZH+PRJt4tsTjJxCBmt849m/AKo2jaRxN42gaR9M4mmNwZmYmLZQVDZF1aloGk9AnaPnWqHzVil8Oia80vxbUfXw4srvog5PxrRUfGcvuw770TPDTBFOTnuzWyI7pMdD/vjnHlxeZ1kkOj4bn4NjbnjoG+h/yhUjMJDcxmW94Cce3VmS+7Q//WlCX+eZ/Nq+WzytUIvMjHnCuLqnMD3qolqdxNI2jaRxN42gaR9M4mlvjXnnYofbuDuvwAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber arus yang dapat diatur</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber arus yang berasal dari
rangkaian listrik lain</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 45;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Meter (Alat Ukur)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 46;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAyElEQVRYhe2Vyw6DMAwE8/8/HY4gojjOrFuqsnNCCbse8Wz9h2lPC0RYjmI5iuUolqNYjmI5ygvk2kBNbblWoaKUDyRK/Hg4M1v0g8n8VMWPxHbnYT9VLn7mvi13m5SRw37b+fE0tpIpP6/8dXsJk0vWnge6XE88YZLcrHREkdstV1+I23q8uz1rNzCblLzpz8iB9fUgkJnNq71s/T9//NfZ8fsh9SvhvvqAqeVifqZYU1vS8iEsR7EcxXIUy1EsR7EcxXIUy1EOuOpURIL5588AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Volt Meter</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengukur tegangan listrik dengan
satuan Volt</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 47;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAx0lEQVRYhe2WQQ6DMAwE8/9Pp8cgCvFm7KgV7JxQ8NojCwSt/zHt1wIzLEexHMVyFMtRLEexHOUFcu2LmrblWoWKqfxEosSPh5XZST+YvJyqH6pTqszAeTyIZO43VLu85Uz4BhQubwTEfLibzPJOZaPj8XYIkxPbjou8XKZGksObxydK8+wLcTdVLAtmrQa68ISJNdvldtSPIMgszcNm/Zkf/uPsyTOXMetP/tmcKNa0LemyCctRLEexHMVyFMtRLEexHMVylA8X40hQmMzK7AAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ampere Meter</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengukur arus listrik dengan
satuan Ampere</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 48;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAyUlEQVRYhe2Vyw6DMAwE8/8/nR6DinHM2OHR7pxQkl0PQkDrD6bdLeAhOYrkKJKjSI4iOYrkKH8g13bU1JZrFSqm8o5EiR8PR2Yn/WAyPjXjR2L+o4yvzweRjDXMeQ+uk5uOL/QbgWB+f4ytRMrH7W63pzC5YO24eIGc2WhiHvuq9g/Ey1/yQjA/86GYK2RQUm7F+REEmVPzsFn/zR//drY53tk60Z8J99kHLFuezB8p1tSWtCxCchTJUSRHkRxFchTJUSRHkRzlAz17TkqDhSaXAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/06/mengitung-dan-mengukur-resistor.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Ohm Meter</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengukur resistansi dengan satuan
Ohm</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 49;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAzElEQVRYhe2VSQ4CMQwE8/9PhxtY2V02MyxdJzKhu0sIQakfTLlbYIXkKJKjSI4iOYrkKJKj/IFc6cipTddKVAzlFxIpfjx8sh30g8nz1YgfiXn3sF9IrlmdHa+Ts0uHcthvWn2LXNvwfGqvt/R1ze3wbYe1rxdfIMc/eY+cu3wbWOet1vDokmu3vIF+aSvHzHLkqvmWzI7Xybn2sFn9zT9+uz2cX1w5+iPhWjc/YNHyYH6mmFOb0vImJEeRHEVyFMlRJEeRHEVyFMlRHjJSGIBxYnMqAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Watt Metter</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengukur daya listrik dengan
satuan Watt</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 50;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Lampu</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 51;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA0ElEQVRYhe2WwQqFMAwE+/8/3XesRJqmk2jlsXMS3WxGUbD1D9NOC3hIjiI5iuQokqNIjiI5Splcu1DWmZ13OSk386hShJPBxUk/MhZ/KsfkrgeZWKWc2TRbHIw9K4fPvCRnTi4DRC7+gjuXloGt/nG79x0zgPpW8zioktsK7Mkt79vPmOplJtj/119r8DkdkPNXxpNlcj3w7oNkvVx52M6CmfjKjFl/4Wcz1Z8ZNh53suXJ+VFU5zQ6q4qeQHIUyVEkR5EcRXIUyVEkR/m03A9+hAyM2qU+IQAAAABJRU5ErkJggg==" /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu</span></div>
</td>
<td rowspan="3" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Akan menghasilkan cahaya ketika
dialiri arus listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 52;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAw0lEQVRYhe2WSxaDMAwDc/9Lp8u0gZh0ZAMLzYoHkTzw+LX+YtrTAhGWo1iOYjmK5SiWo1iOkibXvkjrVPMhT8qtPLIUYXJzsOhHYquR+zvL5Y47p414fYncalIgF6QsVy23//RVHD1dM5/u4T16giK30zw2gNxltd7wI8cu+1+A/rQHoiR10xjLkUn4Ts388OuL5yzI7I9UzPoNP5tSvxLuV69ctVzMj6I8p9GZVVSB5SiWo1iOYjmK5SiWo1iO8mq5DzXPQlaz2JrJAAAAAElFTkSuQmCC" /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 53;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAw0lEQVRYhe3Wyw6AIAxEUf7/p3EJ0VjqbS0mzqyM0vaE+Gr9w2m7AVaEoxGORjga4WiEoxGOJg3XpqT1jNab2Ym7c2QRYaVzcNBHyh6N3IOLn18PSpHNJ5cLSnF3u/UbnP/pW8qw77Rm3CjzZTsRnKfzOAA4w/pU48Jdt9SYZ6+J1J7W5LxK3qoqGiMcmYTv1KIPfx3OPzIi6wU/m6H+keK+etNGmwfrR6M80+iZ1eiNCEcjHI1wNMLRCEcjHI1wNJ/GHQBvVERsyBtPAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 54;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Dioda</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 55;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAArklEQVRYhe2UwQ7DIAzF8v8/vd3YlHUQvEkpkn1CiLyYKjQeNya6BWYoR1GOohxFOYpyFOUoylGUo/wkFxER64TKmetCVvbedanYKTfW3yT65cbO5SbMZ2XzrknxD3LF6a7IpcB6bL5VahObFPttpb0WB8h9ftIK8/MjsB6bHA55EKT4lF/JZCo65ZbD2iZXfLAwn5Xt9bizHEY5inIU5SjKUZSjKEdRjqIcRTnKE+tvKH5n7xm8AAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/04/komponen-elektronika-dioda.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berfungsi sebagai penyearah yang
dapat mengalirkan arus listrik satu arah (forward bias)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 56;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAtUlEQVRYhe2UQQ6DMAwE9/+fphcU2oAce6gIkXZOCOHdATloezGaLRBhOYrlKJajWI5iOYrlKJajWI5yS06SNE7QF7V8Kra3bgnFqtMxyMbOrYHifLl25/ImzGdjcWun+Ac5srCjVWtLmQ/8eauuRkWSfaW042IBufMnzRA/3wLzsZ3DIgeCDK/yKwm2YqbccFmnyQXFpUN9nUDFnsByFMtRLEexHMVyFMtRLEexHMVylFfLfQAFHhmNp1zUZAAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Zener</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penyetabil Tegangan DC (Searah)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 57;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAuklEQVRYhe2UQQ7DIAwE/f9P00vlNCQBe4rkIO2cEIH1BBmsvRirFhghOYrkKJKjSI4iOYrkKJKjSI7yl5yZmc0T7IdcPhX7Vm0BRf9aIOfjp9r1cj5zOwnz2bZx1U5xgRxp2FmreVPGA09/1ZWxJMF6qbRjsIHc9UgjjNd7YDy2c9jkQpDNuzwlg66olHvSujZ4Oh+btdkdKpabRGdenPuEtUJrkRxFchTJUSRHkRxFchTJUSRHkRzlA8gOCpyN4ncqAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Schottky</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda dengan drop tegangan rendah,
biasanya terdapat dalam IC logika</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 58;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAsklEQVRYhe2UQQrAIAwE8/9P21sKajWZFlJh5yTiumPRWvsxVi2wQnIUyVEkR5EcRXIUyVEkR5EcBcqZmdk+62siiydxkPGyrWKlnI+fuuvlfGY6+bQ+1AIyi7JO8TO54B2PlPlWWbn+bF3YwqSaUnvegwPkxk+6LY5ojX3x87RjHkQudsqvZHEfKuW217RMLvhgu0GuBWQSu/9Z7iWSo0iOIjmK5CiSo0iOIjmK5CiSo1xeYQ2ZP5yGXgAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Varactor</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gabungan Dioda dan Kapasitor</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 59;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAsklEQVRYhe2UQQ6AIBAD+/9P68Wgoi4wGoGkczIE2tEsahkY9RaIsBzFchTLUSxHsRzFchTLUSxHeSUnSXpM0AGYT8W2+qWkmLaRfHbs2hoo9pdLK7eLMJ8di1szxQ/kwOQWRy0NZX3g6a2yGjVS2deUtj9MIHf9pDXE+1NgfWzmMMmFIIdn+ZUEU9FTrjis3eSC4qZLfZ9Axf7AchTLUSxHsRzFchTLUSxHsRzFcpSh5VaZexmNjDi4oAAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Tunnel</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Tunnel</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 60;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAzklEQVRYhe3UQQ6EIBBEUe5/aWZhRAVlmk8nDUnVSo0UTwKmvHBSNKAX4WiEoxGORjga4Wj8cenM6+1YlSvsLH1qFsIdjvvK3W/HqhxZLYKZruFzmGeXqyw74txleRJn3OkYOovLBmIkrlx/IeJx5cnrQ9jPhvVnbX/CsP+rcQZXFdpr66+qpkmDMc431HZdbIBrl9SS/vul0F5bGTY5EGTwLr+Szq6IxP3drGE444GF/WzY2Bwr43CEoxGORjga4WiEoxGORjga4WiEo/kBuOzsqx3nIqcAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">LED (Light Emitting Diode)</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Akan menghasilkan cahaya ketika
dialiri arus listrik DC satu arah</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 61;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA0klEQVRYhe2U0Q6EIAwE+/8/jQ+e6FXFMmCQZOeJErodjWjpw9hogRKSo0iOIjmK5CiSo7wlZ2aFMhrSSeY/tIdZekOul1nqKLdKZBVXwsx2rV+Q2VHFlTCzsX8P2rgsYWa7UOQYzGdtx6mPiiPl8vpOYrxc3rnchPmsrTz1fHNh/l1ii5wLjMf6p3JjrJLgvKq0fTGB3PmVRiifz4HxWOcwyYUgzbP8SgpfxUi5x491mFzwwsJ81lY348tyGMlRJEeRHEVyFMlRJEeRHEVyFMlRFhFh7KtejQG/AAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Photo Dioda</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menhasilkan arus listrik ketika
mendapat cahaya</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 62;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Transistor</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 63;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAABL0lEQVRYhe2W2xLDIAhE8/8/TR+aaY1cXEhEOpUnRxf2jEgmBxWOYzWAFRsuGhvOsG9COM0HuthLTN/TNI7T73pJheA+KO2iSltFOEs/najzK9tWkuCqtJUY3EA8yV69jHw4DYjvZ8OBZm9ZEM7oheEX0AfhusXQCcdqs9bA2cb2oIzh8EzXJIpj4YYDMzUBMq3DIhlwwya64cC22nDg2/LB4YHAhYtcNJpHoKhrEu1SMpz4aFzxr3BUua13irruD9K40X76U8JBxZSVcByRH02B00prreR84NzE/4TFTmmbsc/Nk3BgVgac14maW0T1IareEpdlw5H05LX9BXA2ED9FSz0KBvhtuGAY71IQZ1GdHNpC1k8nas0qwxFray243r4yHNUZCG9suGhsuGi8AJpoZSWWpvqRAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/04/komponen-elektronika-transistor.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transitor Bipolar</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> NPN</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Arus listrik akan mengalir (EC)
ketika basis (B) diberi positif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 64;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAABIklEQVRYhe3Y0Q7CMAgF0P7/T+ODmeIocGFry2J52hwtJ3QYY6PC0VYDrNi4bGxcNtbj2hGdR0so/NZKHu9hxQ6KvOjnDxfxYpVxVPlYSeCo8kA4yYPKq82Yj9NA8vPZOLDYOy2JM87CqJfIT+JOF24lnMVXrcHZhe1B8XH4ytAknliBKrKeu1JLOE2lZCGbDMe13whtouLAhts48N2K4fBYiXOHzniET6K9VR/H37xc/CuOKh/rlU1D/YNywrRHf5VIaDmcSxyF07bW+iSJ4Nzkfwl3m+HOcmii78QhSybhyGuVlj8J9ymJp83Gkf4+dUdhNs4GyafoVrfCgHoPwjltngj7avitlTzew4pV/vOwi9vHmorquELHGoqNy8bGZeMFXJhiKBrePrcAAAAASUVORK5CYII=" />
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor Bipolar PNP</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Arus listrik akan mengalir (CE)
ketika basis (B) diberi negatif</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 65;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA5ElEQVRYhe3YQRLDIAgFUO5/abvLMFEUPipMyt9W4SVoFqWWOBQNmKVwaAo3aU9EJBoicQ9L8hVOTt6xtsLhuYQjRwont8F2fQW3KJQTpzk9ATgP6yDOzzqC28U6iPOzeE3xV8PSrSxVR76Ob5DyHZxmFGFjlbYon/bshegXm4qc/ZTwZcizWXHDTlI/75HFcMPec5yJtQG3FMCsPbh+cM5RgjhVucy4d/X8uBsXAqnuG/G9sb6IGujtM2d6kTEXQukLwOkP4n/8kYOlcGgKB4V/n8cLLmK63plxLfNYlykcmtS4H6KcR0PyHFxQAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transitor Darlington</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gabungan dari dua transistor
Bipolar untuk meningkatkan penguatan</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 66;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA7klEQVRYhe3YWxLDIAgFUPa/afqXZqIgXNTQyv1MDJyJjz6IE4feBmgpHJrlOCIiArusxV0szHcwjjNPKxcOT+HQpMNRE7DOCpDl+j6c0vjO8vqiuOEreQxwvcIQztKmqzH6JuOkNbcb121gxEmPz8FJpdtDRFlkQ995uGCR7wAfqlcXPykwnN5D+gzw4oY+bR9JC2iYU3GceVq9RWnzhoDr/gDOuAqPxEmlW4qEs8z+n35lMvZ4DSf1Vgb4tnOIdmup3Lruus5nPuKn4bOo7SgZ15nL6jQoHJjCoSkcVj3zX/2pcZx5WoMpHJrUuA86udazj9ZAawAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor JFET-N</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Field Effect Transistor kanal N</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 67;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA9klEQVRYhe3Y0Q7DIAgFUP7/p9nLspkqCBdtSeU+dg5OqmVLiROHngZoKRya7TgiIgK77MX9WJjvYBxn3lYuHJ7CoUmHoy5gnR0gy/X7cErjluX1RXHTW3JZ4LqFIZylzVBj9C3GSWfubtywgREnfX0NTirdDxHlkE195+GCRf4LfKhRXXxSYDi9RztUI2Ns6tOeI+kATXMqjjNvq7cojJuufPsouVy3n8IjcVLpniLhLLv/0r9Mxh6P4aTeygLf4xyiNS2Vj9qh7SsbQnUI6cx5fzkW4yQQxvrWWcsaNCgcmMKhKRxWPfOr/tQ4zrytwRQOTWrcB88W1rOKy2EOAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor JFET-P</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Field Effect Transistor kanal P</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 68;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA8UlEQVRYhe3YyxKDIAwF0Pz/T6c7h4G8uCrEkrssmJwxaKclThzaDbBSODQrcEREhDR6HXexAN/ZOM48Vi4cnsKhyYUjKUidN0CRz9fh7MaXbNZ3Fxe5Je2eqVt4CxdsI846dCGCUnq042uXNuDGBnFc0AfixNIdzn2V+If1UBxW5OM4u7q2NItzfdZREI+Om4NxbnVtaREOKzqLc/ecihvPYuGU0tpYRVxo7jBubBDHRZ/lB3HGtg04sbG9J/4K5D//gdMJxAkaD+winAaCZXzi3xF9j8KBKRyavLj2u2H62qcxQ4PMOM481jspHJrUuB/765rvL+ymfgAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor NMOS</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor MOSFET kanal N</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 69;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA9UlEQVRYhe3Y0RKEIAgFUP7/p+mtcRQRr6UU8LYtwZlQm11ix0GnAVokDo0dOCIiQhq9jrtZgC82jj2PlROHR+LQ8IUjKZA6b4As1/fh9Ma3bNa3irM8kjJn6hEu4YxtxFmbbkRQnR7l+MqvDuDaBnac0QfixNIVbniUjBdrUBxW5OM4vfpwk9oPMz1NWwri0uktpvJjVNyw+smxwkVnccOcqDhxaYbHiaV7YxVxprnDuLaBHWfdyw/ilLQDOLGxnmM/AvnnP3AqgThBZcNuwvVAsIwj/h1R90gcGIlDwy+ufDdM3/s0pmngGceex7oSiUPDNe4C++ua7zv1wHIAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor PMOS</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor MOSFET kanal P</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 70;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Komponen Lain</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 71;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAzElEQVRYhe3VQQ6DMAxE0dz/0ukOqgSM/e3QCmZWCBj7CSFo/Y/Tfg2wIhyNcDTC0QhHIxyNcDQvwLUpNWPLWYXEVN9AlPh42bM76YNN/9aMj9Si+7Avizt8t4aT9+GGTR4c9oX7Z7j5WQLc2NrOzqONMJxz7H5QgptNlTj+5CO48PDLghNnHPtx465owQkyoPfhVty/F0EntA/L+jN//N+7D9cblwLzM+XeLz5g2eHJ/hmxZmzJlEURjkY4GuFohKMRjkY4GuFohKP5ADMcGIBalUR+AAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Motor </span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Motor Listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 72;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAu0lEQVRYhe3YwQ6DMAwDUP//T3uHSTDSCYoDalrZJ8YIPFF3h4GFg9GAsxinxjg1xqmZBAcAGGwNBmxnf7++jPzgntvuBxPgeGdZZVzPNWiX9fHHPDK1Iu5v+b4f25NyU7O/HYeKNDjtHe/jmeEgCLikjMYl7pydr9Y571Zy8c7ROHW+Wue8W8nFO0fj1PlqnSu9W7X3YdwQXH8t3sMFwwx/R5TG8c6yvpdgGKw5j3FqjFNjnBrj1Bin5gNcN8q/Fir99wAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo, Transformer, </span><a href="http://www.linksukses.com/2011/04/komponen-elektronika-transformator.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transformator</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<a href="http://www.linksukses.com/2011/08/pengukuran-dan-perhitungan.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penurun dan penaik
tegangan AC</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> (Bolak Balik)</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 73;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAlklEQVRYhe3S0Q2AIAwAUfZfWgcwgfbSIpq7X2l5Gsd1cONtwCxxNHE0cTRxNHG0Gtx4VLO2BJR92ojLXomJ6Rn8JcDgjg+AN0SPVv3jqVWhc4Wy1ML1oXJZfO2XcU2y4PLZ41ZZ5Ipv4jbIlheJmwZx20rjsm/ZMS6Ojouj4+Lo+I9wmxNHE0cTRxNHE0cTRxNHOxp3A2z/czPJAq41AAAAAElFTkSuQmCC" /></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bel Listrik</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berbunyi ketika dialiri arus
listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 74;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAoUlEQVRYhe3XsQ7DIAwAUf7/p9MtylCMOQIB6W5tbb92iVKujStfA6LE0cTRxNHE0cTRxNHE0aq4sjCCG/3hucTRCC4ee6v4xLG45vBgzeXt25N8mbWH45KLukouzF590Zdf1XEyftTM2NB3bMQHZrtx4Mz9/RW458ka9O+n63A1SvC/foObNC6Ojouj42e+fe2QOJo4mjiaOJo4mjja1rgfRW5tOWloJU4AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Buzzer</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penghasil suara buzz saat dialiri
arus listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 75;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAhUlEQVRYhe3VSwqAMAwA0dz/0roUWinN2I/KzMqF0UcqGMeLi92AVuJo4mjiaOJo4mjiaOJo4mjiaGlcPGgFLjuCBz+C69z8VFxhiGJyxqeTffJ1AXDzusfVK20sAG+u556oj3XsO0YNiqOD//pDrEwcTRxNHE0cTRxNHE0cTRxNHE0c7QRNNQeftQk5oQAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Fuse, Sikring</span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pengaman. Akan putus ketika
melebihi kapasitas arus</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 76;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAApElEQVRYhe3UwQrCMBAA0fz/T6cHEdsVyu6kaUuYOSlssk+qtv7i2tOAs8TRxNHE0cTRxNHE0cTRxNEWwrWxpuOqC0bOLoqrPqwhXGbTZyBMJonJmcPN4ST+Xmc+WPLm34sq7nz9FFyvPFYwkLn8f+z6X2tc8H2bORuvuhy3NwVlaVdf9n+uvOkG3EhzcTcnjiaOJo4mjiaOJo4mjiaOJo72atwGiLD4n6op+3MAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Fuse, Sikring</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 77;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAa0lEQVRYhe3TMQoAMQgF0X//S29aN4EU02hgptTmgZhvcOkG3BJHE0cTRxNHE0cTRxNHE0cTR3sHlzRbN0DqYgKuGlKncxJH++HOe7e0GR751oGJo4mjiaOJo4mjiaOJo4mjiaOJo4mjjcYt1MK/2Im1R3sAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bus</span></div>
</td>
<td rowspan="3" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Terdiri dari banyak jalur data
atau jalur address</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 78;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAeklEQVRYhe3UQQrAIAwF0X//S7dba8DFKDTCzLKS8FBonsblb8AqcTRxNHE0cTRxNHE0cTRxNHE0cbQPLjljxXumwYwHR3A7SyZDxq99ugdXrxS/y+Z46rOeWr0zXjfc8yvpljiaOJo4mjiaOJo4mjiaOJo4mjiaONoLpV9DY+cpjTgAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bus</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 79;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAg0lEQVRYhe3UMQrAIBAF0X//S5tOgkqKKbIrzJQq7MMQMxqXasBX4mjiaOJo4mjiaOJo4mjiaLfhkgLxcei6lKQKt8/NcmKe+7+x3V8WWXlvRval8ibmBtxo4zt81vdGxx9i+kqu8Dj3qke4VeJo4mjiaOJo4mjiaOJo4mjiaOJo4mgPz3ZbS8DOZlgAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bus</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 80;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA3UlEQVRYhe3X0RKFIAgEUP7/p7mvXRDTlRKn3cdi8EwmTaKFI7sBvRCHhjg0xKEhDo3FiYjIBnFzXTEV11KfREezs1niHJzG25qOG7q40hHLeCvi0FZfwvXLZk/9SzhsHj2OWxmTD+JWWEM4CeLLonqMNYqLLjYdWawhnPd1uJo6cTQLd737Kk7/H8xtZTnctm2NVt1/IEqPEqOcKvMPtRDOE2d93/7wa/DibsDltiIObXUUrn/cEmjwT3VzfsJTqo9rdjZLnIPT1O2byv22VgtxaIhDQxwa4tCUxv0AP/B9DTm2IksAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Opto Coupler</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sebagi isolasi antar dua rangkaian
yang berbeda. Dihubungkan oleh cahaya</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 81;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA2ElEQVRYhe3YSw6EMAwDUN//0p0NiLZTMlaqTAyK1yl+Ep+iogkH2QArhfOmcH0fALClf8XhDDsfqhmaurBLQkFXzWmSw/UgLdykEcJ9U1RwS4cE7g6RjzMEyTi7PgoHOm56OI65SBRus9iJ2++OwmHcXuKep9fhmGWZuN+jhRuGWVrh5mGWVh/hNQ7K3zlpHLOsXohxmKU94n9u0xeFY69o1ifjbEE+zkBI4O4cKrglRQjXlE+Zjo4OJIdryiebRxO9i1xLQkFzmTKuyd5WRwrnTeG8kcZ9AC6eR0NstlUOAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Speaker</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengubah signal listrik menjadi
suara</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 82;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAsElEQVRYhe3VSw7DIBAE0b7/pcfL2BbBUDOJEeraReLzEoitWDi9DehlHM04mnE042jG0YyjGUebw0mS2lN0qgIWkcep25u4b44qH8eN7J30Qdz4rpmRBDf7e/Tv5W3By7Uxbmh82bFOzWpuPDQL7GFcxJ64pf8Quz1K/oSLmTuUGbnji//8sfGN0ekX4+LpPmVkBbimMmn6rFm10C8yjmYczTiacTTjaMbRjKMtjTsAt0JURDqsBn4AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mic, Microphone</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengubah signal suara menjadi arus
listrik</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 83;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAxklEQVRYhe3XUQ6AIAwD0N3/0vhjgiKS2dFJSPsN29MFiVYWjv0NGEU4NMKhEQ6NcGiEQ7MXzszMkh4JxOUQQzg2MTRWNrEWdfZ4LuMR6zt4dhqk2UUi4rguZS4xNNa39bOIxO9cnEj/CEeISTeEk9gsSL2+POesXE+ncKuOddEDEWGdFb529SyLs244W/n6AnBtoamsG64ExspgtTjvhguCxzrrf97gGPGs7PiDw6B0euW0wSIcGuHQCIdGODTCoREOjXBoDsfpDIysl1FDAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Op-Amp, Operational Amplifier</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penguat signal input</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 84;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA4ElEQVRYhe3XQQ7DMAgEQP7/6fSC5KiyMSzgNtHuKYcAk6RYqlx/HPk1wApxaIhDQxwa4tAQh+ZdOBEROfRIIO4MMYXrJqY+azex4DfXRyxbiA5i8bbWEluOkipi4zmXJ7YfwhniKHDW29u6ojiJXzeME8ueZA+eXq9mb9uOiwfgrtxn3eJWD2Y3xxfC81L9rPksGOe8E2Nph3CBY1iepX3CBebIKpZ2CxcsBteytGe4YLat5SztHC64IfpY2j9csDs7CvPGPzgdlMmsM2OwEIeGODTEoSEODXFoiENDHJoPEds2YpgQFL8AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Schmitt Trigger</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat mengurangi noise</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 85;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAtElEQVRYhe2XQQ6EMAzE+v9Pww2JS5k4iYB2fF3VY5BWwDg+zHg7YIbjKI6jOI7iOIrjKI6jFMSNBL1xjwOZs6m4TJlyvPG68wY4kC9TJGSjpEzxhGeqyhRVbKmwTLEFxmrLFKG6V16mOKXJjjJF+7zaVKaYbz+Dx18ybj73nzuHLYwN/q2iK8o2TwjRWKha661E9JZIVnwTFu3J4+t+fV0bmPa4PhxHcRzFcRTHURxHcRzlBOalbTlfkismAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ADC, Analog to Digital</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengubah signal analog menjadi </span><a href="http://www.linksukses.com/2011/04/elektronika-digital.html" target="_blank"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">data digital</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 86;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAoklEQVRYhe3XQQ6DMBBD0dz/0rBmE4Y/isdI/tuq7lNFG1iXcWsasCs4WnC04GjB0YKjBUd7x61GChxf7/nO4ppvP47rLChweESEYzs6HJiS4r6uqXGfBgdw9c0ZXHF2DFdZfrx86Ijc+zaf9Z9vjk2wfK8531+r7/+c7wnhe7b63pX43s/53gn7PkMonr5wHVkJN1hwtOBowdGCowVHC452A7t/bTlsQMxnAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DAC, Digital to Analog</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mengubah data digital menjadi
signal analog</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 87;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAkklEQVRYhe3TwQqAIBQFUf//p2sVhOFTR0WDmWXQ9VCYroNLuwFR4mjiaOJo4mjiaOJo4mjiaBNwqdApuMaH3cv8zef4GDeiFIePeM91Da3AZYZ8onT1gvtYxeHBP+C+n7RaO65rM31/K2gFLh/hb4obLcYNLU+YCK/eZty6xNHE0cTRxNHE0cTRxNHE0cTRjsbdnesTk0kc9HUAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Crystal, Ocsilator</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penghasil pulsa</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 88;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Antenna</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 89;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAj0lEQVRYhe3VMQqAMBAF0dz/0mshQlCUMLuQReYXEosMr9IRjTd2A74mjk4cnTi6n+LG2vbgTt/6K+mnLnfG3QRvZx7P3u+Mmx3PQ7ZckOiMi0szP2uyNZXOuJi+yVXBqP191cpCXCJY2RJHW+JoSxxtiaMtcbQljrbE0ZY42hJHW+K6TBydODpxdOLoWuMOZ6DV0FBbj80AAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Antenna</span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pemancar dan penerima signa radio</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 90;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAlUlEQVRYhe3VOwqAUAwF0ex/07ES/KDoJGCQuYWo8MbTGTl48TXgbuLoxNGJo/spLuJ49smbd58oHd5/+/6R9EuHJ+MOgqt7Hq+en4zbOs431XJDYjIuV8322pPtqUzGZWas6wpm7++rV5biCsHOljjaEkdb4mhLHG2Joy1xtCWOtsTRljjaEjdl4ujE0YmjE0c3GrcAoynzslTikggAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Antenna</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 91;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAaElEQVRYhe3O0QmAMBAFwfTftFaQgINi0N3P43jMODZuvA1YFU4Lp4XTwmnhtG/hxqSrP//DzbjrCy7fMBFOJ8LpRDidCKcT4XQinE6E04lwOhFOJ3bGPVc4LZwWTgunhdPCaeG0cNoJQ1hDY8t48KsAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dipole Antenna</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gabungan dari simple Antenna</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 92;">
<td colspan="3" style="background: #78DF50; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Simbol
Gerbang Logika (</span></b><a href="http://www.linksukses.com/2011/04/elektronika-digital.html" target="_blank"><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Digital</span></b></a><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">)</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 93;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAqUlEQVRYhe3USxKEIAxF0ex/0zqhikGsSC4ahXp3xADJ6fZjx4+zrwFRwtGEowlHE44mHE04mnC0jXBmZlb3ewiujMhxBUR+WwuIs8/cq8RnXoiAOOPul42cEu/xRL9InX9xym0jA+IHID65LxbA+b80GDzO8ovU+Yu8EAw3frtB232EC1htXG53FauNy+2uYrVxZZNAwtGEowlHE44mHE04mnA04WjC0U5tGdfAVQiCFgAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NOT Gate</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output akan merupakan kebalikan
input</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 94;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAoklEQVRYhe3VMQ6EMAwFUd//0tARREHwGMcG/akocPJEdsG2xlk14C7haMLRhKMJRxOOJhztLzjz1xoXJLpxvtVjvjE2XQVvwweP+fNCr58Rm12EY74Vx4rHc/8QwRV64S43FOCmP+hxIdzTFeqP1XH/88myV4l1fgln49jsFz78SXtEnzfYyRuTpeMwy41bn3A04WjC0YSjCUcTjiYcTTjaDmcGHnr/BuKNAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">AND Gate</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output akan 0 jika salah satu
input 0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 95;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAArklEQVRYhe3USw6EIBBFUfa/aZ0YISQg3KL4mHdHPbHqGLDDtXFhNaCWcDThaMLRhKMJRxOOdjgu9Lc1bhSxFdc3dJAvPl8ah9fYfeEdlE4cdUZGny/O6HM8VvvjLh9EZULXtKm4lNiyax4uG1K52fGHcNsfK5h2wl9J9mal2/ArnPXFPgfhBQMuq8cO+2V45rRv6s0o88LZWa24hQlHE44mHE04mnA04WjC0YSj3b2bMGg21JrYAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NAND Gate</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output akan 1 jika salah satu
input 0</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 96;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAuUlEQVRYhe3UMRKAIAxEUe5/6djpoMLEHwLq7FYWIXmCUuzFKasBvQhHIxyNcDTC0QhHIxzNX3DlLnkyi+NSoc86XhGp0KOLs2mnbDix7H1bA9jeDCFm4U7dQjhzH2t2cbUQrAHzmG8SzrnkVDMb5/mOjwfhvEvWHGv0h8i7HZjMvnEJD8c9fY0eztyb3yrDu+vCuarrkcFDH4mLnPICXAaompg9IBLhaISjEY5GOBrhaISjEY5GOJoNWvoYgFMTDBcAAAAASUVORK5CYII=" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">OR Gate</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output akan 1 jika salah satu
input 1</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 97;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAzElEQVRYhe3U0RKDIAxE0fz/T+MbKsWYXAHtzO5TZ4TNKdha+XDsbYAX4WiEoxGORjga4WiEo/lznPWyQFYwbg00VP2LWAPd6/x25+k8otUBV5NSg8cSB+OakjG4cnet8TVscb8htzo5r1mf3p6gocOoW45vTrB/Ec4y/0T7B+E+ea3DfhCRnal2cMxtQy06NjqJsx7KxuOyXyOEK3e3cPUUn24O5y3qvddTWVHck1t+ATcVdBq9bBKIcDTC0QhHIxyNcDTC0QhHIxzNBnvFKm6hpJwRAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NOR Gate</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output akan0 jika salah satu input
1</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 98;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAw0lEQVRYhe3TQRbCIAxFUfa/6TqsEkjCa1PR899UQm61tmPj2rcBXsLRhKMJRxOOJhxNONq/4NqoOtkR4t4FQ1wpNL7R+uynRdDzFudS3+dA78Elf7vQN4Ruh+tuu4TLrGS+1cNj3NKO1X3M9xAuOdKdeRqXfKeFm4wnz/zIHyKcxzgmO3Hd1vCdSC7rBnfB2SmO81dmZM7D3ICbnpjLwu+4FmdlpZo1nIVWgz42Vi+4knA04WjC0YSjCUcTjiYcTTjaCz893K1oOiOJAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">EX-OR Gate</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output akan 0 jika input sama</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 99;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA0ElEQVRYhe2XQQ7DIAwE+f+n21uFYmzwQBqS7J6Q4rXHSKyU8tlY5WqASIKjEhyV4KgERyU4qgfBlTmdDpcdMOMVHPUKjnqHDL++9SF+gLbAFndx25+7cWAP3lS7z3jE3BDOG5aFa+7T3IHDeVOjpf3LToxjcMCyI9yM931w8QO/GG6VNx0l8SOtLYfKZVEyEsJxjtjzshAebOS1PhfOG5a9ucNlBztwuLpdjGUrA7h+kyxcesDOcDNewVHvg36q/yzBUQmOSnBUgqMSHJXgqL5/SgOVr8hqqwAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D-Flip-Flop</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dapat berfungsi sebagai penyimpad
data</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 100;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA3klEQVRYhe3YwQ6DMAwD0Pz/T8MFRQg1pTEpuMI5IUbityEozDbisq8BvRIOLeHQEg4tBGdmZm98KxC3vULEcb49j/gU53tmEGtwvr+WWInzT6uIiSkeOZJdQszh/DrNtmAVdlq3chmob01cMyN7Wr0xh/JGIIMRB4cJh4Ythhuc8BluaJlJxURht8dj90vhyE8rNkG3kr/jqBd+okem7rOmcKu+4DSTLhv9g5+wjiFID+FL9Tk+2l/FOgYiPcFCToc7XyXlvso/D1l+uSaCAhfOEg6dxYwrL+HQEg6tHREJkAjz5ESFAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Multiplexer 2 to 1</span></div>
</td>
<td rowspan="2" style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menyeleksi salah satu data input
yang akan dikirim ke output</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 101;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAA/0lEQVRYhe2YwRKDMAhE+f+fTi+dqK3Zhg0E2rJHZeEZhHGUllgSDYBUcKwKjlXBsWLgRERkx1ORcG0LoiJ7RzkzuSLq4PqZjW7ZaphRoIAlKZw5ok1bQfCKVgfio2UFkV8lfvGHkfEUXPN+57j4w6iqMT+tL0YdVDdiFGLPfT3cZIaYtk4+4aaB4DqwaZWkhnu/YtxWUEwb7zIQqtRalBujqobVtM4aMYrTnvtpuNsaWdoKamSEo4v9PRzRVmJ6LnZFqGYgFrGeSXB2YpWYYNnD0YtQDTeq3eBXhi2f/S+wmJM7l2/jQ4qHA3zBcBd/tpPDKIngXFVwrAqOVWq4Bz964qfwA2qPAAAAAElFTkSuQmCC" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Multiplexer 4 to 1</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 102; mso-yfti-lastrow: yes;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: .5in;" width="48">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAIAAABKGoy8AAAAzUlEQVRYhe3YQQ6FIAwE0N7/0rgxTVzQ6HQKY+isjEL/s0jM14ZwbDcgSuPQNA5N49AgODMzW3FXIG4sIeI4P64jZnF+poLIwfl5LpGJ86ssIh/nY/LEKpyPzBBrcbPxLyssws3SuI/jtZYV+JXRnZN/5spxXktiWeE7xigqOP6GyCzr2Rsig8Mq9BtCvHPSz5w0Dqtw8IYAXieP6cic//41pLDuUsic8HOEHM5BXB//E5hE52ZN2o8LfJtxj/lqnYspQrjSNA5N49BI4y52yTZiOF9DIQAAAABJRU5ErkJggg==" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt; width: 144.75pt;" width="193">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">D-Multiplexer 1 to 4</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Menyeleksi data input untuk
dikirim ke salah satu output</span></div>
</td>
</tr>
</tbody></table>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-33769965456438626892013-05-11T00:34:00.000-07:002013-05-11T00:34:29.378-07:00Komponen Elektronika Transformator<div style="text-align: justify;">
<!--[if !mso]>
<style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
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</style>
<![endif]--></div>
<div style="text-align: justify;">
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>AR-SA</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/>
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<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
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<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
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</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
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<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
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<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
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<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
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<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
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<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"/>
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UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><span style="color: blue;"><span style="color: black;">Komponen Elektronika Transformator</span></span> </span></b></div>
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" 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" width="400" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transformator</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> adalah salah satu komponen elektronika yang berfungsi untuk
menaikan dan menurunkan tegangan bolak-balik (AC). Susunan tranformator terdiri
dari lilitan kawat tembaga primer, lilitan sekunder, dan inti besi untuk
menghasilkan induksi medan magnet. Bagian primer adalah lilitan yang menerima
tegangan input AC sedangkan bagian sekunder adalah lilitan yang menghasilkan
tegangan output AC. </span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Sumber foto: </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">Technology Products
Company</span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Berdasarkan perbandingan antara tegangan input dan tegangan output, tranformator
(trafo) dibagi tiga jenis yaitu:</span></div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo Step-up<br />
Trafo yang berfungsi untuk menaikan tegangan AC dimana jumlah lilitan
primer lebih sedikit dari jumlah lilitan sekunder. </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo Step-down<br />
Trafo yang befungsi menurunkan tegangan AC. Jumlah lilitan primer pada
trafo ini lebih banyak dari lilitan sekunder.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo Isolation<br />
Trafo yang befungsi sebagai isolasi dimana tegangan input dan output sama.
Jumlah lilitan primer dan sekunder pada trafo isolation sama.</span></li>
</ol>
<br />
<div style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><img alt="" height="251" 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width="400" /> </span>
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<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman";">Sumber
gambar: </span><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">Electrinicarsip's Blog</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Dalam sistem elektronika, trafo memiliki peran penting sebagai komponen utama
power supply. Tegangan AC dari PLN (220V/240V) diturunkan oleh trafo kemudian
disearahkan oleh bagian regulator tegangan agar menghasilkan tegangan DC
(searah). Tegangan inilah yang nantinya dapat dimanfaatkan sebagai adaftor,
supply radio, amplifier, charger HP, power supply modem, power supply router,
dan lain-lain.<br />
<br />
Jenis trafo yang digunakan untuk keperluan di atas adalah trafo step-down,
misalnya dari 220 VAC menjadi 6VAC, 9VAC, 12VAC, 24VAC, 48 VAC. Tegangan AC
yang telah diturunkan kemudian diserahkan oleh </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dioda</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
dan disaring oleh </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kondensator</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">,
setelah itu dapat dimanfaatkan menjadi sumber tegangan DC untuk berbagai
keperluan.<br />
<br />
Berdasarkan stabilitas tegangan output yang dihasilkan, trafo dibagi menjadi
dua tipe yaitu:</span></div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo tetap dimana tegangan keluaran (output) tetap,</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo variable dimana tegangan output yang dihasilkan
bervariasi. Trafo variabel ini memiliki brush yang dapat berubah posisi
untuk mengatur perubahan tegangan outout.</span></li>
</ol>
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-69944971750047168642013-05-11T00:29:00.003-07:002013-05-14T01:48:27.690-07:00Sumber-Sumber Listrik<div style="text-align: justify;">
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" 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SPXADKXZ9H8cw9ZTQDH0A033IBBSzrO7R7H8axZswYHh62BmjmVjqFTTz1VCBFFUT6fd4kk7rAVHhFWK5Jx5cOlJahKzARtThFVFn9y4VmAAbQQVd/XUhBIgMyPCaRF1AOwxU8D9G/r/Wm6tzlLqEW+gbCQSQQjXXJlaFG6At/eHmX4LHi1Ipa3e90j/MWFgCFMwasV/HII40F70orc6/BqQE0GlSjQIQhkQAqRIdAhTCxZKPa2tS+KcmVAAWmE7lxI+P1eSEhC1OFXjj7i6nrvpmtmydztbBYGey/ToFWXW3N0kMVx3FzVkVIWCoVHH330vUSuNtc0m2HWp59+etOSNUMtmrFoTebsQLbmqpxlJZA5FxRNK1OPuqTo9ZnOX196XBEcO2L2Vps/tM2Yl7doz/JeH/A6ZF9OEEIDy3xkCHkuflbDCPrIAqQQFgGDQElQ+vTHzMXoA/w/+UiBNId6hAww8DTydYSEKAuYVsERYAtMC0yn/0Zr4c3Yo8v/hVf1QkY+A7EMLQYyhXQjaYrA+hFz4dIclMAygf4ASoYKPg875E/dtVFrANnbTYVd92qey0HWlOd5Lgx/+vTpgw9b4/6d6vX6BRdcsPXWW2+xxRa77rrrU0895Yz3YK3g/uA/q/+4epC5VR2ylUrSxIqoseXu2/c75ZRLf3Pzfzz44kfufeSgK685/5QvX/eBCU+GyKT/HEpETAQUwdwp2NcIWEgDVAOfiFOgAmigF4WHCqM6SwuAFL4OgzdibyGiXgQ9kIT/JnwCCli87ZYvfPlLl//26s/e9fvP3nbzkZdNPua4Ey7/wAdfyeedMdMBbBv62qBLICIiWrJZ8Le9xZ+P8ibvkL/vkx+8a7+PPLT3rg/tOvGVInjAx/68ZnMy96es1Wp8bxOU1VLTVNxwww3NIJwwDB1q7e3tzVAIrlEZAWtt05g5aJIkqVarxphyufz2PpvX05wIrkqmyUpdGDAGtI3UbecpWLTwfcuJamPFUJDxcuauu/7kA3abGsBKWOAN5LhnaWoPPmDhKSADqqGgFyWAFZ6SeL0dc4//0OGTLp2wwyv5nOPJIF9GtCxAlg/c1J6f2v/e392/d5lt5OhkWUtaH02OJAuvLBjxqyuP/OwR94/Zpg6/Ap9jwN3x6uHy2h/E503DkQswkaUt/vfyAx6dteff5u/40hsjZr64w4UXnnfR+acvXtS2upC5m1Gr1aZMmTJ16tSpU6f+ZUh074DOO++8QqEw2JiFYdjZ2Tl58uT77rvvL3/5y/3333/PPfesbv8PPPDAvffee/fdd99///1Tpky5++6777nnnhkzZkybNm3q1Kn33XffLbfcMm3atAceeODuu++eMmXKnXfe6Y6/7bbbqtUqV8GMrRwyOsgYuB8Zutd5sp0MqWLWYpuBDDN2zp630wWXfv34Y367yx737f6hVy9uOdMA3RKUeQ1kHujBIqDXWgmx+FPgox8jc7Me2vf8c376oZ1njQzrAQiYVsFSkO6w2cLzvvbdF17dlAyoRZKADAz9zMCkA0vySzab/tOjz/7ABef45/5OnvCs3HmJAGNkQG8HqpNyLLeSQjV+o6hXbfPG4p1MLb8GlixJkilTpnR1dWEg4spVcVqn8n3f9/3W1tYoipwZWyECrFAo5HI53/fz+bzL/F4tuXJU7pEijuNSqeR6czE/bgoYBEEQBPl83h0ThqEQor29/cEHH3RD53sPvxZkSMaulLBuxEBLm/jMBI1HK5vpkFp5pFzSP352eY9XH/5UbfcRjNHrgTGImB5qQOqFdRSWx+j+NliJWQdrKBOPLhl5x+37Xv79c8/6+o++/c2fXPW/50x/dteepEBKKkGFxqpDFVwS8aUc74L6HnhczuwRLh2FKkApGQsDKMgqsHQX2PtGMQlIYekzAVNnet+KV1stS0bywQcfdOak+ZQn1rEcAe5E7h43LZkLOWz6Ndyq9ur27z4bRVHzN3LvNAMVm0y7dwZrrcWTWeXGypy2nqFP26aS0gBVIRkrC7doYxVoPFZkWm8hwYfBDmTYUou8ATRihugTSAuFDJ3cOuJ9RUNp2cZ6LmVLL2MqwTSoGZkR9dR161kFpiGTolmUW/xIZH+5+esnh3M+imWbR5VIWIBezqKNITJAC1SkIDoYeJXjQJ1jCstQU1ILqvZER7XGla8hZLlcrvnnfvvffa2ricLg0w0mb4VjVlfOQA7uDQP/QoN/Tfe6+WDrPjVr1qzmNO49WjKfFO8YmGrcWlNIem4BkRmYtSuO6v1PUIyoD0zzKZEG6JahxagUqHwR7Ns0oXA1sJXBW4m7BlSoUNaVr+cVeG8Lf9xqTsj1f1Qs2wZWwAoYAeXitqXMpEw8aSDpo5pHAhj4fZuAj2zSz9UP3X4HyFxwyyOPPBIEQfMfHevekg22Nyu88y5Qrjs1KzwCaHpPVvoMtCrDpRj8fiMemrAuWtAgU1AqMLpgTYkGlrnKc/GST7gQfmlyjcpQGkiBFNDbwF4LMqrT1fcXZGhZtOyw9Xb1Rj57xedFHTwrTg5HzwfR04Va4PxqLW+VMXOoCekaRaQ8ZBGIWEXgiREXbVpdFapWeU5mrZ0+fXocx82g5OZQsq71LlStRz3++OOOnffqwrCN8NcGZ44wrWFs0bKkWTCMFWVKmdCrM3TRWrWfoXszJABRsrlQuRIEHhjJnhCLjkX6GhQl6dUZpMzpZW18ehR/P5pfL5X3x5sTwBxM4JytSAENzyJHFN9WAki6liHskY0iLgt3AO8ZSVNYi5C5cWHatGmlUklK6fAasns/2HpJKX3fd36yFWLwh0a+77sBdObMmf90X4E1g6zB2VvjjvVoQS20auwwYigyomZkhR41eDSYQxVQaDOe7yITl3soA0u7ULmijXYcX2/hrE7e3q5/JMpfwPKJKLciFSDaibEGvoVH6dvAMyGSEDUf/d5bVA20Bm0Kfp/XCO9+40tgX9FQuJKObIb6/ENbkznZlClT8vn822//upOjqjkZ+qda19cwWA5uAHEcT5s2baV4reJw+dYoOTBFCxvbPqTtrHewnqdy98anaUlt0T4FbguKoO5Bo43SVwEqQH8IA8HtO3nx+/XVXcuOw8LdUCn4SSAapVZ8SV9qoA+waLVo0chnCBR8A0npM4gMAoPAwrPwBkNmEdBtN7ENePeIjNIQbkL5Dm21h0uSzzzzzDHHHHPwwQcfeuihBx100CHrXoceeuhhhx126KGHHnjggfvuu+9ee+31sY997OMf//iee+6511577bPPPvvvv/9BBx108MEHD8HFHHLIIQcffPDBBx984IEHHnXUUU8++WQzRmgtQDYwcR4gzMQ6beZoiMa9sSAj1kebS13ibph5sIgsZC2EAZjzU4B+rrxlMH8k+j1QjqToIloThP1AHdAS1oPxoDzfeAFlQBEQvkOKwktELhORQmBWhAwGYS1EcjzY15VSUIOJNFpYI12j9d5qqwlZ0/Hd09OjlFJKrZWaSqsuV82/Wq1Wq9Vardbf31+tVl3ZsOYxQ7AI0Vxl6u3tXfVPrRyyZuajI0xnQVLzqhT9RJ9q70/bMzYOswqc06n+TaSARaQASiigx4OFR4kUUMhR5FQDi4ICFFD30BehL4dqLJUnKLwkQBpCh1ABMolMwkhYDxUvX/NydRklMlBCGgELWAENKPjLJiK5W5C+smDmMxMqg1bQCo62AcJWO55shfUTtwDAdb98ObjMybvLDooSW3da4aTOGbvS5ayVQ+Zm+rSes2FJzevrwY8vuez73/j+9875+q8vPe6vUz+26PXNU10gvfSvKLcjFdBxPoVkCAN0h6ghUEC1Bd35XIqAHnQBywIYAQqP0qfwLDwNoeFpeBrCmS4KTwlZlyIJRBLKfj/f7+crXq7uBYknlYQRsALKA2W+fGSRpqvb8WE6yShLoTKobBBk9NcsaLHp136nCjlDryZYQ3zepvlcxbOvDLIEtEFiG1mN1rb1UVz2g+MBlQMRLYug834ycd87//DbUxIKHrtt72gkAtaFm/m5tJHBCwNQCAupgTpQDVDNY2kJvXkkntRwtRdhAeWJOoRFGzHCIrISVmC+v9lj8hPnhBdtEsz9Zsv3NUJ6oAcGhT4ZWECNjnkrapQ0BWail8FtTxx23rmXHD/p4i/+x7VnTbr2J7+YNO3VLZYl4BotK62uBvuQhp6DVdcQXNvKIDMeWVBurwYNbWQfMfkHp7aAIRSECnz6MPAX7zTupW8f/xN+KFqeAz1QBBk8Lf0EMBI29I0vNaSBbxERsUVOIzJopYTKIckVVbSlCjap+KXlfkTfZwQbYbHsmO7tNDk++TPBHZti2S5Y1oFFV8afc36NDIHyUI5QRo5ntbKMCpFQvrZg+//+/pnj2x9pD5YC5ThY0oLlOaid3vfar6/+whp4/NdA7t99hbK/7/2GrV29fWa5KsPf6mplkGUtNLFiSPpWgUSd/q8u/k4ONQSvw3sTvsmBkBpIPoPf9sYoAwxDishBljXmTH4GP4NMhVBCGnhESJFjgAxxN9DjI/FhBAyEBrr9YEY08eL8lw+J/ncbvJxDDUgRlQE9sXjfs7mJDMCog2JEJWo1ouWpUmnq2Qc89MShjzy18w3Xn3bgYQ90xJVON/GLiYiABpSA/dxhd765ePshgMxpcHzzBqhm4cXmHGBdPNCsdLhssRaaARnZDKSsM//LC78LmaBzOYpvQmQeqvDZGnVfU/yEG/Xo5QxCjZB+aBrTf19DuDl+zUfNR1WgBmRoyRqu2oge+gM8H42/1zv2mGDy7pjV0vTCegYwvt+LWJ8cX5xGnfTBoNXAuXzHTQ7P/GDh+c03XfbBUU925ZYDGbC8xU8lLKI+iAxI4fcGQf8xR1zf/S7bTK8lyFYIN23ewnU9MV8DcVAtxbWC1Nu10uEycgvVWvsmBRlWs/gXF54MP/XibBSWtwemVb4OyS3x0t+wN2VMxBQ5jZAiaEDmu0JRjUVMBh7DmCJQkMzBQChE3V7H/fjkefjJh/ACcgsBhZAoEEFFoj+G9kAIM7q04I/4IqVMgQxtSsKEWFosHZz/g48qhIlAoI4iC3kL9BWkAaqQzIUEUh/mhC/cvLQ8FMNld3f3H/7wh1tuueWOO+649dZb79ggddddd91+++233Xbb7bfffv311y9cuJDrYFhfGWQaJAxFpsAMNB2J8W793b4f+ch9F5x5ye9/dswVPzv71K9O3udT07+Qu6Yab6rhGUgtfeP5lL4rbk1PJB6MB0poiDpkHZ5Bjl7rQoz/I/Y6TV760dy89oDwEngu9sx4+QSRAeoj88sP2uf2c776gwu+/T+/OOKM/mislUgB+l3MQQPX4HNdMEAvchW0LUH4MqBDmDBggPqItsWbjJq7xagnxnbOj2AO3e++pdmYdQ1ZvV6/5ZZbRo8ejYFQ6ebK+gYlt0IVhmEQBMVi8cYbb1wX9mwlkNkU2iJjoC1owPpo0v/bK1u/ujRP5XJ+/Cr9ufM3e3yfLaoufwOo+zB+YysuCqE8z83M6MlagKWteH07LPkUeo7DpF1//uGOB9vc+iTqgBIh4dGPCKQe9B4TXv7phV9/7bWxhpIcob4TcDQs3ANsgci/JMYf5N8K2ChYBmSA8gULAYG0S6ZfPuaaK24+7uYHdvv9XeN+e/MBJ3zxutOP/8mbS7ceAkv25z//2QVMu0UhKSUGwmY2HLkLawaT3XTTTVwPlswUDIWiq7ki2ddFhhXGmiCLfc7Rb8FZyCaAIrABkhCVEKloFFNhGFcB+h0W+cT36+Mje3wrb+jgq63M8i/MP/KSa0/45Oev6hg/B9I6RIB6Hll7Yd4Bh159+1/3NQzInK6jXAY/E/Uh0GhTeaQIiPwLO2/76c/dEbYty4OA9vLLisgk0u0/eePV/3t6Ty1fNp61HbStZDi/d+TfXhuT9eTWNWRa6zvuuKNYLPq+3wz/kus+/mzN1FwnXU+QvdPNaERn5LuJGj3+T4eFtD4YoQ7UAOuHDHR3M6EAABJSSURBVPIaXgZYyEXvQ/Vo8DcRXyixGmcMEnp1eq6GxbLuLaY9uM8lPzj5C5+7aL99r/vEJ/500fmn3HPjEa8vHl+3gi6A0cD8cVMWWhZFSCQsPO0VXh0D3tS+uIr7pnzu8u+f+/nPXLP3Lvd94fC7fvWz8158eZx5p4t/l7aWILPW3nnnnfl8Xg5Err7LCvf6lRgUq3jTTTeth+HynW5GQliLLENCcDZqR4gqgv6gsVZtkFMI68Ab22DJ51D9fgsfbuErHexrpfHrbst6JZmEND4pyUAx12fb30hGLEg7FujSm8pTDAxDMs9khKZgf1z5rm/jQs2H8UFRrAHlw8EXNiWLml4fMV9hthKL6JVdOsIa7GAyDNmGAxltRFVYRij6vLUl3RIWeY0gAzIf1U1Q3RvZ12Pe0cL57TQjMwpFP6FfISrNkogmT5M3WrKxbJUjC7QBDcjQMihbWJ1TOq5ScE5YOwAV+BagiCxKfS3glZFLXhoojD0QJ6LzrLey0j4M2Uq1AUNW8ZmMqTLHrIVfaau6eiqt6P43JGcE/EMbZ7eRRTJ21aPqBhlhG6FdaFTWcOvubmKnwUwwCZnkmORYa090a03HNEgpygR/11EtIINP6ROFmvSTT4MvxXV6aQKtPCqfmc9EsgbWB6KPhiFbmTZcyGqU5AgyyqahshdqW4PnSP6+tfbySPaMIdtJr0KUDerEQEyEzzRiFtMEdG4RSuoi2UKWyMitxDdicesDJRE1FENTLeqzY3oRvUjJ0CDs6wKvbiXDOlGxaNSEoud2KydhLfS71CEbhmxAGy5kb8WTvSp4XcD/G8nlpV7KMpEQmqCSVDFtgTanMplRZoQeKHqoNBKi7kK6B9IFMsLVBK0zpKt0Z/O6BkXJp/zePRq+3DL8Pg99nwZnd7rFrozS1SbWFsbC0nMf1+8SnDgM2YA2XMiYgJTKwqi4X8WWnRn9bqIRJWs9ZcJMRdQRdUAd9BOVxh68zdhUn4wMYehpkzOMLaUlDGNjWo0uWoIZaD1jPV7d1tcSWWyuBDIEPaOhfw1m0hBMhaGg7qApaiOUQWagLFyp4mHIVqoNF7Kk3l5loBIwK5WJboKVkNajbqFteKGciWpUPtcjmLYyjagDGmEzaA1LUaebq+VIn83irjaoW0FK1kEW0h6ZfR39AEWuEoN+W7prwLmbkIKZT9VK41YjQIZkizUlq6NGkdhhyFamDQAy3ZIoaEbG5Khhy3k6MrLQjXGaIelpC5WAZgQJ46qdU9oGXmBjdu9lNldnYFwRlwzsFf/IgXQFQauNmCIvLfsp2ypPBdw+yhBr6VtAjwavKlUo6wStUETCQkKkRI2oWaRWUo+ku2AbWnpa5Y0KrQKTDupR7+Y/W3vO2KlTp7qsEyGES/zH6id9vB2IcKDaCgayfKMoEgMpJ2vQfzMN3ff93//+9+siEnOllqwBk1IeNZi1kfGcRds8/NzOt931qRtvPvjP9xzw9N93rbBEBmk/aCUZ0eapAhpXEchTmaxQzFnSNuuF7R5+dvenXvng/KWj61qSkXbZUCZvkyLTiEY0iNQt2q0lMEh/2aFa27MACTbXiHv2i3tfKPYzThhTj7T0qSSNpHEhrwEpqYUrp0B6qXbjZkTKhnlLg3UNGd+W2uSWcVbXzEgpwzCUUjZRcGwNRq3J4hoYyxU+csMNN6w9tN7SyiAzIIUmLN3tzyc6uuXGvbfsWDC6tGCTkc9tO/bvHxk/95wTfzfjkZ0zCu38n1nEqksub+mpjnnx1dFnn3n9wftO2XH0S1uXenfe6qWjDr3qRz/70n2PHNydFGu2YBiSAW1MXWKWZ+KzDNZGk6XsTfAIJBDdeWjAouP86IL9D5h60S/PefJv42sNJ4XPBNQ+a8L0gnWQQdV0zF407qabDv/F5adOvuSsn//qhNv+76DZSzYnvXdz0q49yG6//fZisTiYrTUbMcVABnmznxXqVqzw09WSy29zhtbzPAfZWh8xVwZZBjKv3FhmIlr0p97kb0+Sgl6kIS2QANUi9AEfmXHFFV/vZUvZjq6qTkUoRn+f99EfXnj+3h+8IYarxph60kqZCHQXRf/mrfzyMZOv/M0Jzy2Y0E9RI5JawKREFklBBk/3b3P/ZR83o0ZpYHkU0Q+n4LBdg1nI2RDm4xNnTb70W8+/NC6hp3UH6ZGCpkBGS4hr/3D40Qfd3e6X2720NdCx1z92zOKjj773jruOVO9E2FqF7Kabbmpra2vey3fPnVxFGlwRCve6OVZioODKGnfePMVVV11l18am4ytopZYspOlKLEiPOiShmP/lhRfC7SmIDMWKP2I5UAdqYzt7Dzvo6tPO+OYPL//8xZd+/tSTv7/3Lg+PyacSKaSFMPAsQiK0kAqe8WNGqG2S799r5xe+etblN/3fvs8u2mR+3yYLl+7w0PMfvf6uw79w9hXnbnleL7Zh1FqLfA0cXbgkDhchMjJcDtTzqO8x/oEzvvHjW/+y20OP7f/qsgkLLe5/Ydy55/1m+y36gH4IA1ThE74FasDSE7/w4xrXeWFirfUjjzxyyimnHHvssccdd9zxxx9//PHHH3PMMSespk488cRJkyadfPLJ++23HwaKUGAgjzwIgiOPPPKkk0468cQT3dfV7f+EE06YNGnSpEmTjjvuuJNOOmnGjBlcH/Fkkc1GJi4fzkhrkTD+1cXfCZEIuDJNi+GlCBSiMmQSgyF0hKwAU4ANQUjCJ4I+BP2QCsLAJ0JCJsBCeGXAAFmI+uiWubu8f/qBn775qKN/vfseMzs6F3eC/4NPVwEG46s5PCImtBee8EJCGCCFT99jCAXY0R53nvDCIYdff/AR1+20w1N5kQEJ/H4EdaBPIJOSfrGaA7+w323l3q2GwJJxoCzjYK1B2CpJrfUNN9zQfFZtavTo0dOnT3fHNPNW1qD/Fa52yCHLYNOcIsjQWhiix+R/fMnJEklRsiS1j0Qg8UAZ1eARHl0ymxfSzylE3ZDdQCKgPKQelgksk1ABGEhKQeET0gXgm8BnLqQHAnUhCNT/DTNezm/LCCnEqwjP9q4UUD5SIPNaXs/lDKCARHr9QI+QvUAVSADl+fTCKuQyCB2IpCQpUQdMBH7+0MmLK+t8uFyhmpIr6bu6BNhByQE33nhjk61m+FA+n3/00UfdAWuWB0oyy7LB5YbXhwvDCFo38XcLPrkKx1z5qxNHjOj+1FG3Tfqvi/7z1F8cetjUcVu+CtQADbkIoj5QRaAK2QuhfY+toj5+y4Wf3PfRgw6b8vF9pm677dOt8TIJJUQ9CGtBXIXnQh41fIOoDvTk4vS/isca5Ii2WoiFXROO+fR1hx52/ac/Mm/sFhnCag41ESxHa1/kir17FgERu6rvGaBiEAXC687HfTKqwTfw+O9HX/WmHgpLturFod9dLr/XFSYeXJlMCFEqlWbMmDF4v/o16L9ZKtFl6nJ9xJMFjRp3jWJ3rfX+lkVzguef2KXc3UZKZnFabXv8mYmnnvSDNnT7rpqwVCj2IZcCKh/2bjH26Z/98GtPPL1PhYWaRW8l/+LfJ15x+Wn/+anbukYooB+eQWgRGAQaSEOYIGQuen6qf2wCJEEuFWLOz1G3mypd6CmPffixvb733fM/udtDIwuJdPVWkMEnpILMkKcIqx6SErjP+576zrcu+clVR192xYHnf+Pc/SZOO+6IXz+bvHN0xr/oZhHrVyuDzLp4r+bSdWxVW72/pa/W2O7U7dZWY/DYyx/59TXnfeSDD25a6IlhCmCI8gi58MiD7r3+5h92G6kcrInPrMVSlm24pL7VvX/d/RtfO3OP8bPaQR8mCIkgFSGB+j7F218ItmceGVrre4B/BxnaRJJ5w1wvgxe6x1x/5xHHHXvdhLF/j/0UqAN1eBbIgJ6tx/315LNufnVOV4VewpaMY2p60ydmfPzBKZ/sSdZ5ZOxa1L8+ZNYEgytikCBjstW6AwxULTQEGWUMuhk9P3unu+7Z+4orP/fTn5/0myu/csftn315/mZkjgxpwBpYC5iGTKFdgRbm6925Zx/50DU/Pe3L//G7j+30yLjNnttu3NzPH3LXjeM/W/WhclDIJZd5ZMhaQAWmyOru46FmuGDppo89PvGHP77o+OOv22XHB9636Yt77/63r3zlmt/9Zb85DMh2UlCBukQGtDC1mGa1C66sR20UkFkjSTgv1EDlFUmboy3RttC2WJs3JmhsFk6QniL6VVTTI8gxpDQ1Fy5WoM43nPK61ao2w9ikI8iQDEnZ3Vd84eXNZz3zgWdf2Xf+E7v17wKWUPPBD3t8bRQZ0pZo2gd8+mAaUpfcimdNo7u/7e8vjX/s0Q++8ur4cpYzhDUezcjG/wOhGj5Y3w6Jn2xt6V8fMjLQCs0lGmsHxk0bGe1qgElSMiuyXqBGVoeu5a0ZKMmetjNppW6slGuNLEOWQVmhGSjC0E+JWi3WabFRe5aSDHg3VA4GIyoeKj+C1qjUQHqaQbOMLTOfKqQRjarYbo/VrJVJiRmYgkpWNVyl44xImdNsNSylZrXr+K9HbRSQKYU0bY6VAz+irxRSBe1Kl2U+U0kFsmCNl6Ro7IRqQ+sc8Ywy3aFsq6XMiJr2Kyasuri0RtiPrzTSDNqiUgFPKmZAH0KzK9TsERkFNTK2VLO4ZpAODuMZtBbprCkJcoTV7aoRHFtw+7MObN77zmZsGLJ1o5VCJqyFUtAKA6WXnLGJG3tGN1YFJDWsQpoNWBQKrYQhFJFk7TRI677O2smRmi3aFFywBlPQRDRtlqVEuYF4RP/cPLdtNxDLOpF9D8a0lgmmrb31XDMczRIqy6uk0+pOsiXRAc0W1Fsp4xDxMop+6/gTb5Xz1J3UI9e40uJ60cYAmbM0ARlYE1gT0Pqkn5mBY96qji4NW0nQ+FQ+M1DDUmgXq9jcNdxCKWdgijYJSSidT3S7Zdgo5risZdHtYACNgt6hZB/rIr1egspXBOsB6wWmLdQeDUxjkxTxlq1iQAutoYy0ZjsyImFtqLKcdotjDJQehmxItSqQrctmfWYoE5ot7OmoEdQ5fZinMWpxhOrlMAaGUBYVE65JYsjqtmHI1oHWN2QUTFEmFENWCwlF+qK02yNFrvoxwal5UhrC0kutvyaRrsOQbQBa75CBGonzL2iZMur5DeiHvRHsRQX2FBreCka0nlLDkA1DtoZNkgE1MsKWRyyeBIPW8k6wM0tkxBRUOTJHg2zYkg1DtgbNWiiKxvScPh8Z/cZOoIx5PthXrNBnDbSt1uads20YsmHIVr9ZJERjE6d6gT/sWNyC8vvBhyOyUKZ7FC1aGw84hIchG4ZsdZsO6wQpM4Jzi9wXSYjl3wuYgIwURUqQ0tBP6TU31hyGbBiy1WmqqClIv0aYx0N2gUVkT2zSQ7DqMStWCK2hKWsMmQ5DNgzZ6reUOZZh6dm+Er8NhWjx90AVrXOYhiEbQq1nyBR9F0PB1wv8RLR0K3Banuqd8yKHIRuGbHWbS+ZWGTglZ6L84jPBbNRQOF2HIRtCrWfIaESFYJbjiYFqj/VM3zJUQzDBH4ZsCLW+IUvDGqFny2QrPzvOY9rVT/SvL8KGIVs3Wu+QxWSp5xpUtoaaKsm2LEN5GLJBGobsvbeAb7T1Hoval6AqobGSNZlweOL/loYhe68tpTAPB3pPJLdCs6As2O+TI4cha2oYslVtLsa/URCPbxUmpurs/yGWng++HlWJfkK50mXDkJEcyNc1xlx77bUOrGadMwCtra33338//3FvzQ1QQwSZ4VvL2wMVrwXpcfYWSy5AdpVkuqkL2lbNCtnDkLk7Y6219pprromiyNXzcYTFcewsWZOtjR2yRrE7l8LkIratIAPePnLBD8EXusixrIIU6XokbIOEzI2GV155Jf5RrhzVzJkz3YaHGyxhHDLIzEAJWeuym6xHLXQK3lJaPgVke40h64IaFVfVcRgykoP20b3qqqucGWsOmlLKzs7Ov/71rw6ytVJ3Yx1piCBr1FFvpKz5ZKBTlLvR91fU5mI5sYAgYxpUCbJlGLLBMsYsXrz4/vvvf/LJJ2fNmjV9+vRZs2Y98MAD06ZNq1ar7oA0TdfFprtrRUMGmbAU2kA3UpUinaB3GRa8CNoRZMsygvQHdgkuDEPmVKlUVnjHVRFrlqay1qZp2tzleYgvbxU1RJBpl+tL0cjfZEgl6/1IEnDR1py3udtbJCMsIybribAND7KmjDEOuMFzr76+vuZPuS73d36PwsoPGdaw3puGIRvWOtf/A4vGL87pQhmwAAAAAElFTkSuQmCC" width="400" /></a></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dalam kehidupan sehari-hari dapat
kita jumpai berbagai sumber listrik yang berfungsi sebagai sumber tenaga suatu
perangkat elektronik atau perangkat listrik. Sebuah sistem <i>rangkaian listrik</i>
dan </span><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">rangkaian elektronik</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> tidak akan dapat bekerja tanpa adanya sumber listrik yang
dapat berupa tegangan listrik AC (bolak-balik) atau tegangan listrik DC
(searah). Sumber listrik yang paling sering kita lihat adalah sumber tegangan
AC 220-240V dari PT. PLN (Perusahaan Listrik Negara). Awalnya tegangan sumber
dari PT. PLN tersebut adalah ribuan Volt bahkan puluhan ribu Volt, setelah
melalui </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">transformator</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> (trafo), tegangan besar
tersebut diturunkan menjadi 220-240 VAC.<br />
<br />
Beberapa perangkat listrik dan perangkat elektronik yang menggunakan <i>sumber
tegangan listrik</i> AC, di dalamnya ada yang dikonversi terlebih dahulu
menjadi tegangan searah (DC) yang telah diturunkan. Rangkaian converter dan
penyearah tersebut dirakit dalam sebuah sistem yang disimpan di dalam perangkat
tersebut.<br />
<br />
<b>Sumber tegangan AC di antaranya:</b> </span></div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Arus listrik dari PLN (Perusahaan Listrik Negara)<br />
Sumber tegangan AC dari PLN ini berasal dari turbin pembangkit listrik
(PLTA)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Generator (Genset)<br />
Sumber tegangan Genset berasal dari putaran motor yang menggunakan bahan
bakar solar atau bensin.</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Turbin Angin<br />
Sumber tegangan berasal dari putaran motor yang digerakan oleh putaran
angin</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sumber tegangan DC di antaranya: </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Battery Kering<br />
Battery Kering adalah accu (accumulator) yang dibuat dengan bahan jel</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Battery Basah<br />
Battery Basah (Battery Cair) adalah accumulator yang dibuat dengan bahan
cair misalnya asam</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solarcell<br />
Sumber tegangan solarcell berasal dari sinar matahari yang menyinari
bahan/ material khusus yang dapat menghasilkan tegangan ketika terkena
matahari</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Adaftor</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Adaftor adalah tegangan AC yang telah diturunkan dan disearahkan melalui </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">rangkaian regulator</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh peralatan listrik dan
peralatan elektronik yang menggunakan sumber tegangan bolak-balik (AC): </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bor Listrik</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gergaji Listrik</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solder</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Televisi</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lemari Es (kulkas)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mesin Cuci</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu Pijar</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu Neon</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Radio</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Amplifier</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Compressor Listrik</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mesin Fotokopi</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mesin Laminating</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Komputer</span></li>
</ol>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh peralatan listrik dan
peralatan elektronik yang menggunakan sumber tegangan searah (DC): </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kalkulator</span></li>
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<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu Emergency DC</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Handphone (HP)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Laptop dan Notebook</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu Center</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bel Rumah</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Buzzer Alarm (Alarm kendaraan)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu seven segmen</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mainan anak</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Multimeter digital</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Multimeter analog</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Clamp Ampere (Tang Ampere)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kamera</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Handycam</span></li>
</ol>
<br />
<div class="separator" style="clear: both; text-align: center;">
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Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-88715836155399267322013-05-10T07:46:00.000-07:002013-05-10T07:46:28.254-07:00AC dan DC<div style="text-align: justify;">
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<b style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 24pt;">AC dan DC</span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"> </span></b></div>
<br /><div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Di dalam ilmu </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">elektronika</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dan </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">listrik</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dikenal dua jenis </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">arus dan tegangan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> yaitu <i>DC (Direct Current)</i> dan tegangan <i>AC
(Alternate Current)</i>. Keduanya mempunyai karakteristik, bentuk gelombang,
dan fungsi yang berbeda, namun satuan-satuan dasarnya sama (Volt untuk
tegangan, Ampere untuk arus, dan Watt untuk Daya). Untuk mengetahui </span><b style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">perbedaan AC dan DC</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dapat dilihat dari bentuk gelombang listrik yang dihasilkan
melalui <i>Oscilloscope</i>.<br />
<br />
<i>Oscilloscope</i> adalah alat ukur elektronika yang berfungsi memproyeksikan
bentuk sinyal listrik agar dapat dilihat dan dipelajari. <i>Oscilloscope</i>
dilengkapi dengan tabung sinar katode dengan piranti pemancar elektron yang
memproyeksikan sorotan elektron ke layar tabung sinar katode. Sorotan elektron
tersebut akan membekas pada layar. Suatu rangkaian khusus dalam osiloskop
menyebabkan sorotan bergerak berulang-ulang dari kiri ke kanan. Pengulangan ini
menyebabkan bentuk sinyal kontinyu sehingga dapat dipelajari. Dengan bantuan
Oskiloskop ini </span><i style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">perbedaan tegangan AC dan DC</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dapat terlihat dengan jelas, yaitu dari bentuk
gelombangnya.<br />
<i>Oscilloscope (</i>Oskiloskop) untuk mengukur beda fase gelombang (</span><i style="color: black;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Wikipedia</span></i><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">)</span></div>
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HTs3HTs3ED2dKBRAjomsAMD6syEODHAjnQde5qOPQ3IGrAjXceWA7Z3h9hxQTZsiA0H4eCJcvJGO3gh7N53PVBr2k4Vg7BjaNuxdOzZIAcOxJELdXKHO74HdmDBHNhwRw7CiQu8Q7QjF+XA0XVgfUjPkQ3Qd2b8S6ZObiaONBNH2n5n+kFX5iEs66Arc78z/bDLe0ec3Q470Q47UAGH7ClHHGnHnOifODM+caR/ZEc9bE06eB1/1IZ4wMLV0Nze0Nze9KrzAQtXkytOBhftTK/hja9g9S86oc/ZIU5bI05bo8/Z6V90OnDRYf8F+/3n7UzO2pietTloZn/E3Oljc+dDlxwOXLQzNbMxPW9tet7a5JyV0SkLgxNXTb803//VpYPfXDl0/OqHDp64cuD45YMnrhw+cfXoKYuPT1oc+ebKoa8ufXbO4vPz178ws/zsnMUnZ64eO33lkzNXPz177cvT174+e/24ue0Za1dzZ4o53u08nnYWSzlm6fzxNcePrth+fNH6CzPL0+esL56ztThne/3sJbOvT57+/LOzX3xy7quPzn16+MJnRy59+fGFb764ePzLSye/vnL6+LWzJ6+dPWlx7tS1syetzp+0On/S2uyUjdlZ2wvnbC+Y2ZidtzE7jz97AXv6vPOJMw5fH7f5/EvLTz6zOPbxtY8/OvXxx18fOPgRGn0YATuGRh1FQg9CdY6gwIeRoJ3w+tC/Nbw01dSVlXYrKe+DHf7c8LId/Ioz+BIOeZkEs6TCbdxgNm5IJ7Yu1gNmTdM0c9E2c0Vb0zE2DJTtP8ML6sCA2NPBLiywCwvizII5s2HObIQzG+HMRjqxYc5sYKMB6sCAOTJRrlyMqzvahQt3YiGc2cBO1vuTXTgoVy4cy4VjuTBXDrATASQgAue+s4ThuHC8O4zoASN6wEmeQKG3A4gSBI6LcvEA7GypAj78nUDKAC8Hw3oA2ygwV3eYMxfmzIU7cuCOnPdl45/eB7ELB+bCAq5/qDMT5sIC7Myhzswd74+4sAEQZxbYiQlyZOg40LXt3YCWBOrAgNrRIbZuENv3oQC2pEGt32+RQG2oEGsKxJoCtSFDrCkwWxrMlga1okCtKAhrGtLGDW5F1bElgG2JYFsi1IYItyYiLAkISwLCAg+6jgVb4qDWBJgNEW5LgtuSYDZEqDUBaU9C2BHhtgSYDX5nFxlhR4RZv98PhlvR0NZ0fXu2kQPX0J5jYONmYOOmb03Tt6YZ2LgZ2tKN7BjG9kwDR6aRM9vElbvf1R1w0MX9kKuHiTPHxJkDzI9gPY/ivD7Cen2M8z7mSv8Ey/gEy/gUx/wMz/qcwP6CyPmCyPkKy/gKy/gax/wax/wGzzpOYAPMaO7nKJyzZPZ5KvcS0/syy8ec4XXBzeMckXGexLxAZl0gsy6SWBdJLHMy+wqZY0ZgXCSxLlO51908LeleljRPC4r7NTLXxs3rGpFt7upm7up2jci2pLhfJbAuutAuuLqddSSftMV/Y+X61XXnLy2cjltjT9sTbbAMS2ealRPNDst0JHCcCVxXkgeB5mNFZVuSmddJDCsKy5bKsXdzd6By7chsApVFpLHJdC6V6UHneDO4PiwPP5aHH9PLl+nly/X29/AN9PYL9vEP8fYL9vENCgy9GRR2CxB843bIzTuht+6G3b4XduPurbsPH0TEPoxJuB+XcC8u4V5cwt2ExIeJ/AdJ/PBkQWQKPzqJn5jIS4/n8+P4vORUQXpGenpqSkpSalqigJ8q4qcJkxMzM9IzM9Kz+DyRgC/OFGQLM7OFmTlZwuwsXk6WIFeUmScW5olFuaKsnCxRTpYoT5CVyxeK0/lZqWmZySn8xCReYnxGQtyDBw/u3rzhQXOzM7tw8sB+U20NE619Xxqgd8LrL/n1bw4vNXWl3XtVNLR1TVGnLsGvOGmfc4Kex6OuURDXqTBrGtqRbYjzMnDgwC8TdU476VozMDYMtB0TZc9E2jOhDgywAwNkT9dxoAOf9hB7OsyegbBjANUZ2IHxvptwYEAdGO8TzZ4BXLEwRyawPQHMgd0KYLITZ0BFBtRoaKw7wpWL+DPj4FguyJEOcqSDnRgQZybEmbnTvQLR8yGYAxvmwAY7Mf8C5MgAOTJ2uhWwAwvswILa/8mJBXViATXLh2COblAHGsSeCrGnQh1o/1w6MYASBuTgtlPOQJwYMAcaAGpP/RDCjoy0p6AcqGh7KtKWjLYhY2wpunZUpBUZZU3B2NIwthSUNQllTUBZE9A2RIwtSc+OrGtLQlnhda0IBrZkYzuqoQ0Zae2KssHq2uINbQnGtsT9NsQDVoQDVoT9VtgD1rhDtoQj9iTAYTviIVvCUQfyR46Uj52ox5xpn7i4AY450z5zoXyJc/sKT/8K5/YNgXGGzDlL4Z4hc84SmOeILDMy5yLV3ZzmseMKw9uC7WflHmjjHmTjHmTDDbThBtq6B1lz/Kw5fjZcfwf3QCfPYFevUKx3GM7nBs4rGO8dQvQNI/vfpAXdoYfcY4Y9YN0IZwTdYgbfZoXcYYfe5YTd4964737zgcetcO+7kd53I33vR/s9iAl4GBcYEQ/wvfvQ715E4P2owPtRAfcig+5FBt+PCg2PCQyPDnoYExoRdyMq4U5M0t3Y5PvxqQ/iUmPTBNEpvMik9KjkjNg0QVx6ZkwqPyo5I0koiudnxvEESUJRqjgnPSePn18oKikrKK4Q5xZl5xWXV0iqaxrKymvKSqurKuuK6+oKJZJCiaS0rr6yUSZpapE0tVQ3NtU0yGoaZBJpk0TaVNvYXN/U2tDc1tDcViVrqpE1S5paaptb62Qt9U2tDU2t0ua2+qbWOllLbWPzzsnSFrm0RV4pa65qaqmUNVdIZWX10rJ6aWVjU01zq6S+SSJtrm5qqWxprWhurmxqqpQ2VNbVldZKKhul5U1NBVJpYUNDeWNjjVRaI6krl0jKamr+olwiKa4sL64sL66sLK6sLK6oLq6oLiqvKiqvziqrzCor/1OZqLxcVFEqriwTVZYVS2qKCgoF8fF33D3sT578DIU4BgcfQYCOIECH4TqHYNoHoVo7/q3hpaGqqrVLFaSmrQHTBX1xGnrJYd8pO+gZPOoSCXaJoHOFALOm6TlzjR3d9a7R4GddEdcoSAsq4joVakWFWFG1rSma1pR91mQtG6qWDVXHhgqypkKtaXArGtyKhrSkadvSgPx6v4fqyITa0UHWVNCf+6DAVuhOAQKxdYPa0aF29H82pLZuYBsasAQKPdgHIQIk1w6QI13bnqZlR4XYMaH2LCCwYA5sqD0LYscE2zJ2Sh4tO5qmLVXLjqZlR9O2d9Oyo2vZ0bVt6Tp2DB07BsSOCXgfzXbv9253ujCIPRVsRwHZksF2FCC/3h9xcAM5uAG92E5HBnJwQ9pTPoRyoGKc3HSd6QaONEMnNyNnurEz3dCRZmRPNXagmTrRD7pyDmG5R/DcI3juYRz7EJZ1CMs6jGd+ROAeI3l8ROAecWUdcWV9inf/nOj5GcHjGIn9GYX7FdXjOM3rjJvPOTffCzTfCzRfC4qXJc3Hmu5nw/C3ZQbYMgNsGP7WdD8HTrCTeyjW+xbR/x4p4D4p4D7B7y7e9w4pKIgaGsoIu8EIu8G6cdP9zl2Pu/fcb93xvHHb+9Zd/3vhwQ+jQiKiQyKig8IjAx9E3IyKuhMbG56Q+DAxKTwh8WF84sP4xIiEpOiU5JjUlNi01IS0tGQeL40v4AmzBCIxX5iXKSrIyi7KyS8rKK4qKa8tq6yvqJaWVNaUVNaUVdeW19RV1jZU1zcCcVBR31gja6lrkde3tte1yOta5A1tCpmiq7Wju62zR97VK+/saVV0tck75e1d7Yrulq6e5s7u1o5u4ISOnv7u/qHewZHOrp7unr7evoG+/kFA/8DQ4NDI4NhQz2BvV393z2Bv71Bf90APMO8e7G/tVLR3dQ6Pj01MTfYN9Hd2d/X19fWMDnQO9Xb0dXX0dXUP9HQP9HT2dXV0KVp6B5t7BmRdfdKOnvr2rjp5J6Ba3lHT3ilp76xuU1Q1tVU0tlQ1tlbL2qpbOyubFWWNbaXS1lJpKzApaWgpalHky9py65tza5sK61sK61sKJE151Y0VlZKy6tqCupqchhpRfRW/tjS9uiitPD+rupxXWZ5WVZlaXZNUWpmQW5iWVyguKuXnF/LyCtJz8lLFOSmi7B2JIlGiSBQvFMZlAkTxQnG8UBzJz44UiCL4WQ95wvAMfngGPzwjIzwj476IH5ctyhSL6krLWktKU0PDHE4c/xQB+d8KL1VlFQAwlFX/H+xW2wvYpaoOUFLZo6SyR01lj6qyGkBltypAeZeKqsrefaoae3fv3aWkoqoJQX92Qu+ipfopc93zzqgLzjBzZ9hVPMaBboTlGjlxUVY05dPX9112BNsSdexJGta4fdecta65QC3x2pfx4GskmCUViC1ggrB207ci6lkS0NdxyGuucAtXxHUsygqPsiZo22B1bHEgO7yOLU7bBruzhFgSoVYkmDUZbkOB21Bg1mSIJRF8nQC2oUPtmMD9Zog1BXydBLEkQ61IUEs3yHUa2IIKu+6GsGKgbFgYGxbamom6SkNdpSGvUAHAEnWVpmdB1L9O0r9OMrAk79C/TkLbk1F2JKQtEWFDQNgQUHYktD0Z40AxcCIbuVANnSn6jiQDJ7IJ1s3YlabvSDKxwR10IB11oR11oRx2Ih12Ih11JR3DU4/gCEfxxI8IpGMkyqcU2uc0+pd05pd05pcUt2/cmCeZnJNMznE66ziddYrFPcv1vMR0v8zyuMzyMGdwL7ixzRnca1xvKy9/Z46PC9fX1d0P6+GP8wzAewUSvIMI3kE431C8Xxgx4CYl+A4t9B7jZjjz1kPW7QiPu9Ge92K87sf6PkwIiEoOjk0Ljc+4kci/F5N8PzYlPD4tMiEjKpEXm8iPSxLEJ2fGpovjeTlJmflp4mJebhk/r1yQXyHIr8gtKM0rLCsoKS8uryqtrCqrqi6vrimvriqpayytl1XKWmta2uvbu6QdPY2dvbKuvtbe/tbe/ra+AXn/oGJwuHN4tHt0vGdson9yemBqZmhmbmRuYXR+cWxhCTA9vTo1tTI5uTw9vTo3t7G4+GhpaXtpaXtkeWN0ZXN0ZXNkeQOYj689mtx4PL31fGrz2cT6kx1jq9ujK48m17dGl9fGVtbHVtaHFpZHllbHVtYH55c6F1c7Fla6F1Y755a751Z6F9a6Zpc7Z5Y6p2c7pmbaJ6ZaR8fl45MdUzNtYxPS/sHm/glZ75i0e6Sha7i+c6iuY7BWMSBp75e29tdIO+ubexW9k4reyfrm3opaeVW9olTSWlbbVlLTUlgpA+SW1gvzq3KKq8WF5Xml1dkFJdn5Rdn5BUJRlihbLBLnZQpFfIEwXZCZLuCnCniJ6clxKQnRiYnRifFRCXERiXEPE6LDE6PDEyPDEyPvJyQ8SEy8Fx9/KzLqZkTk7ajoO5HRtx5G3rp399a9u2G3b4XdvgXMb9y5fePObZ8bgcH3b/rfDvG7EeR3IyjwRnDI7TDfYH/3IB/fm0F+t4K9wwK8wwJ8bgQCS9/bAcHhN0Ie3gy4F+J3J8T/bmjgvVsh4Xd9wwIDb4eGPbjtG+zvFeATcivUPyTAw9fT28ufwvUIufMwI12UX1QuLi2Mu3/Pev/RTyDgoyCdT3SRJlDt/UiwKQJ0EAnZD9H+b4WXqpIaQG3XHsCe3ep7dqurqKgpK6sqK6uqqKipqanv2bN3z569amrqyirqKsrq6sp7lHep7VLT1DI6pHvmsuFVe/VjZogz9ugrOJ2LjloXndA21P1Yr8MEX6PrVOQVPMjMSdvcGXoNj7lORl8jos1xsGsk6FUi5AoBdAmnfdFV64KL9kVXHXMs6BIedAkPvkzQuUIAXSVCLMgQSwrUiqptTdGxoQI1F8iWpgNUbbbvb2NDrKg7gCPa1xna193AlnSo9fu7VMDdA5A1RceKrG1J0rlO1LlOBFkQda4RtK/iERdMg6UAACAASURBVJYkmAUBfAWrc8lF55IL5CoOaUXG2NKQlliUFQ5jQ9CzIxk6Uo2caMbObiYu9C/wrM9xTMAXeNaXBPbXJO43ZPczbl7nGD7nGD5n3LzO0r3NWH5mLL+zdO9Lbl5Xmb4WbH8Ltt81lu9Vps81lvd1jq8TJ8CZG+jqEYzzCiX63qQE3KEF3XMLvk/zu0MPuMcMerCDHfKQGxbp/SDG92Gcf2SCf2SCX0S8X0R8UExyaHzarYSMWwkZd5L491IyH6RlRfCyI/k5UYLctKzSdFEZL7siM69aVFibXVyfWyrNK2vMq27Mr5EVSJqK6lpKpfJymaKqpau6tbusVVHe1lHZ3lXb0dvQPdDUO9zSP9o6MKYYGO8YnOgeme4bnxucWhyaXgL0TSz2Ty4NzS6PLqyNL61NrmxMra5Pra6PL61NLK9PrW7OrD+a3die23wMWNja3jG/+Wh+89HcxtbcxtbS9pMdi48eL2xtA8cXNp/MrW9Pr2xOLW9Mr2wCk6nljanVzanVzYnl9bHF1eG5paHZxaHZxeG5pa7R6fbB8eaeIVnXgKxroLlnqLVvpLVvRD481tQ3WN/ZAxQ11W2KyhZ5eVNrRWNbaX1zWV1ziURWVC0tqmwoKK/LK5XkFZfnFpWJ84uFOQXCnIKs3EK+KDeFJxSIxOmCzJQMXnJ6RkoGLyWDl5iaFpeUHJOYEhWfFJ2QHJecFpuUGhGbEBGbEJOYcjcq5kFsfHhcwr3o2HvRsQ9i4x/Ext+PibsfE38/Jj46ITkyPj4yNiYqPjo8+mFMXGRsXEJUdOyDyKjwqMiIuJjoxNjoxNiIxJjb4ffvPHxwJ+rh/dio8PioiOTYyJSYqNTYqLSkmIyUOH5aYmZGYmZGgiA9gZcWl56SLhSkCnipAl5aJj8tk58uFKQLBWmZfF5elqBAnJ6TKcgTCQuyM/PFovxsvjgzI1coKBBnFecKi3L4+SJBgRg4jV+QycsXZOQK0rJ5adkCQYFYWJTDyxNnFWfzcgW8XEGqKJ0n5vHEvMS0hMS0hLvhD7lBQQxvXz+/sJiUdFFFaZ4o8yaW+A0GfRSk8zEavhNeBxDg/2547VPet095397dewHqu9QBKqp7lFXUdiurKquoqajuUVVTV1Hds1tZVWWv5m5lVVXVPXtU1ZV2qSrtA4H2HzM+cxXyxVXNT833fnFJ87S15lkbjdO2sEvY/Y7sT3H+Bx080BZUrfMu6qfsNU47gM44w89jwRdcQWYuAMhFLHDXGXmVpGNGBl2ggMyp4Es0ncvvaV+h7b1I0rhE0bxM1bxM1bhE2WdO3nuRtM+crH0RD9AxJ4AuEcGXSZArZOhVCvQqBXKJBLpIgFwiIK+SUdfIyMtE2EUc/LL9e+Z2sIu28As2AMipKygzK8OrjgescUcdyMecaZ/jmF8ROaeo3DNuHucYXhfYvuZc/8segVc8g656BTuw/BzZ/k6cABf3IJxXKMHnBsnvFtn/NsXvtlvgPXrQfXrQfUbwA3ZYBOdGJOdGpOftKO+7MX4P4gMjEkKik8NiU27Gp91KSI9KyIxOFMYmixLScpJ5+amCwoysEp6oVJxTmZ1blZtfk19YW1hcX1wqLS2XlVU0lUiay+vbapo6a1u661p76tt6GxUDTZ1DdZ0D9V2DDd1Djb0jTf1jzQPjrUOTrUOTXYPTXYPT3UMzvSNzfaPz/WMLA+OLgxNLw4srO0aWVoGqZHx1o399vW9tbWD1vaG19eH1jZGNzenVtenVtZm19enVtamV1cnllfHFpbGFxZHVxyOrj0dWt4dXHg2vbg4urw8srQ0srY3OLwJG5haGZuYGpmb6J6f7Jqb6xib6xib6xyf7xiZ6R8e7h0e7hkY6B4dbu3uBDk6m6JTKFQ1t7fWt8vpWeWmTrEjakF9XmyupyampFldVZlWUC8vLsgqKhPmFmXkFvOzcVKEoWSBM4mcmC4TRyakRCUn3Y+LuRsXcj4kLj0uITEyOSkqJTsuISk2PSE6NTEmLzeDH8QTAY2oKLzEhNTkpPSNNkJ7KzxHmVpfV1Fc31FVK6qtq66tqG6rrZLXSloam5npZo6Shqb4K0NxQ3SKtaW2UtEhrWqQ1re0yeUcz0JsquloVXa2dPfKe/o7OHnnvQGf/UHdPf0dXb3tPf0f/UPfgSG/f8FjP0NDA2Fhnf29LR1uLorlJ3tjW2dLZ29fe1d3W0dnW1dHR19Mx2KMY6G7v72rr6mjt6Wzv71EMdLcPdssHOlr625v75LKe1qbetuY+eVu/oq1f0dIrb+lpa+5ulXUr6tpbGrvaZd2KWnlzvaK1qaejoaNNIm+saZNWNdXVyWXVsrr8iuLCqtLS6vKc8sLssoLCmrLi2oq8yuL8qpLciqKMXKGoWMzL5fNy+enZvKTMlIzszMx8cWoWj5eXmSBIjuclJmWm8LP5iRmJEfERvKyMRH767YRYZkAAmc4OunsvpTC3uLSAf/vepcOHjoJ0jiAgJlDtAyiICVxnPxz0vxte/8vxZ0v4F8p71HapqiipKCupKO9WU92tprpLVUVJebeyhpaSssru3bvV1fao7FZVUlLdvRcK1j1kcNxS+6Oz6kdOQU5eh5231TphATppqXfRWc+GaYz1OkQNNCL5Qu3oey+6qJ6x33PSDnrGDnLaFnTSGnTSGnzKBnzKRueEldY31+EnHWF/Ap90AJ2w1z5hp33CDnTCHnzSAQA6YQ8soaed0OfsUWftUGftkGdsEadtEKdt4Kes4aeskScskScsUcctMCctdU9f1z91Xe+khe6JK6bHLx48dfnwmasfnbX46KzFJ+csPzOz/tLc7mtzuwu2RDuyB8kjlOF/lx30gBMc7h4a4RF63+tGuM+tCP+70YH3Y4PD40MjEkMjEm9GJ96KSbobn/ogKSMyLTM6IyuWL44TZKfnFPHzS4VFFVnFlVnFleLS6tyK2vyq+sIaaZGksaSuqVLWWtvWIe3oknX1yLp66jr76rv6G7oHGnuHZH3DzQOjLYNjLYNj8qEJ+dBE+/CkYmSqc2yma3y2e2Kue2Kud3Cqf3hmaGx+ZGJxeHxheHxhZGJxbGq5f3bhL/pm5vtm5nvnF3vnF3vmFrpn57tm5rpm5jqnZzunZxVTE4qpCfnEWNv4aOvYSMvoMKBtbKx1dLRpaEjW39/Y19fY09vY0yvr7ZN1djR2KKSK9oZ2eV1ba01zU5WssbJRWlBbly+pza2uya6szCorExQXZxTmpRfkpmWJAalCUapQlJKZlSwQJguEfFGOQJwrzMkX5RUCsnILhDn5OYUl2QXF2QXF4vwicX5RdkFxTmFJTmFJZlEevyAnI0+cnitKzxWl5WSliDOTRYKsnGxRbo4oN0eYLRaIsvhZQn6WUCDK4meJ+FkigUgszM4R5eaJ8/LFefmi3LysgiJ+Tl52cWlxtaSoqqa4WlIqqSusrK6pqamoqKiurGqoq2+Q1Ha1Kx6tb7z6/sfXP/745qef3vz009uff/7tl19+f/Xqt19+efvzz29/+fsfr3989/bnd29//sebn/7x5qd3b39+9/urX1/98OqX73999cOb1z+9ef3Tq1++//mnv/3y899//OHlTz9+99OP3/34w8vv//7i7397Dnj5/d+fvfz2ux//tv380dzq7MzK5NTS+OzqxPjs7MjUxNDEWP/EaP/EcPfYgGKoq7WvvX9itGd0qGOwp62/s61f0TbYoRjp6hzr6Rzv6hjrbO5vkbRJKpsqa1pralslNc3V+fUVoqqi/PqKYllNjqS0WFZT29VSrZBJ5I1AftW2NeaUF0anxMemJaaLBQ+TYu7FRUSnJSRmpsWkJ8bzU2LSE8Me3olLi45KjIxNiYmIfxh8O/jG/RsPoh/eDr97J+b+jYjbYQ9v3Yy4fTvqrn+Yv3eQd0xyTEpuZnye8HZCrIdvANPP73Z6org4TxQT53Ti66NgrUMwbVOY1n6kjjFM0+R//p7X/9vwUlJRUVIFusY9u9XVlffuVdm3T1VDY5fybqXdu5R2KSnt3rVbRfn9BpmKsor6XmVVFRWV3fvUVPepqaooKSsr7dm7B6Jj+Cn66CndL8ygn53TOnZK59NzOp+e0/7otM4JK7iZo+51ookjY78zy8iWpnsFhzRzQnx9FfblZfBnF0GfXgB/dhHyuTnkc3PwZxd1j53GHDut+8kZvU/P6n5+Tu+L8/pfX9D/+oLB5+cNvzAz+vKC8VcXTb42P3jy6tGzlsfMbI6cuvjRmUufnL/6hbnl11dsjl+zO2Fhf/K6w0Vb16tORGu8mwOJ7khmOFMZBAaXwvFi+YZxA255h9zzv/kw6FZk2L3Y2w8T70WlPIxOiU3kp2Rk84QFAlGRMLskO78ir6i6qFxSXFFbVt1QIWmsrm+WSFtrG9vqZPLKtrYquby6vV3S0VHX1VXf3d3Q0yPt7W3q62/uH2gZGGwdHGoZGGwZGGwbGm4fGZUPj7QNDbcODsmHh9tHRhRjw/KRwdah/ubRkaaR4R2y4aH3BgcbBwak/f3S/v6Gvr763t66np7a7m5ZV5+sq6+xs7dB0V0n75S0KgBl9dLSuobSuoaS2vpiSV1RTW1htaSgqiarokJYXp5ZViYoLeWXlPCKizOKitILCzNzcjJzcgTZ2XyxmCcS7UgVitIEWal8YQovM40vTBdkCTLFmcJsfq6YnysW5GVn5udk5ucIC3IBorwsUV5WVq4wKzczKzdTmMv7U25WXp64oCCnqCi/tLSwvLy4srK0urq8urZSUl9T31jX2AzcRwM0tsgBstb2ZnlHq6JL3tnT3tXb3dvV2d3R0aXo7O4AdHQp2jvk8q729m5FR29nR2+noqdD0dPR0dvZ2dcl7+xo7+rs6Onu6uvtGejv7u/r6OmWd3Y0tbdX1dc3KxR9IyOK3t6ugYGBsTFFb6+8r7Ojr6uzv7tvZKC9W9HZ1/X46fbv//jtH+/+APzx7vff/nj75rfXr9/++ua317/9/o83b3//9fXbV7++efXrm19evf7hx5//9vcffnv1+w8vf/z7i+9//fH1219++/G7n7598vLbJy+fb794svl0e/3x440nTzafPlrbXl1YW5xZmpqZnp6d2Xi8ub69NrsyM7UyObk8MbU63tylaJC31DRJKxolZQ3VxfXl+TXF2RX5lVJJcU25qCRPUJCVVZpTKq2Q9rYoxnvkw+3y4fZaRV12eTa/gC8uE+eW52QVCeNyeBGZyQl5grSS7JQikUhSUqFoLG+XVsnrq+T1lc2SymZJZqHobuyD+3HhcRkJUamx9+MfxmYkpIjSk4Spadm8FFH6vbjw+PSY6OSI+PSYqMTI0LshNx/cfBDz4Fb4rdCIm2GRt25G3Q6LuHk35t6NhzfDwm+kZ6WlFWUml2bFi/lht+9hGQyf6AfiyqKcjHTa5YtHwVoHIJomUE1ThDYQXvv/8g37/1V47Rz/i93qav+S+h5V9T2qe9RU1FSVgWJMRXmXivIuNZU9mup7NdVV96rtUldWUlNSUlNS0VLWVFYFa8MN4SYfQQ58DNp/DHroM/ihz2EHv0AdOAHffxx26ATq2Dnjb64eM7P/5jL2jAXxk4vWR89Z7D9hbvTVecMvzxl/bbb/hPmBk5e+OnP+67Nmx89fPHXpynkLy4vWtlfsHa85OruQaa4UN7wbk8hgU9juDE8frl+gV1Bo0I3bYXfu3wmPfBgTH5OYkpCakZTOT84QxCWnpfAyhdl54rz87Jy83Py84tKSqqoqca0ku642T9pQ2NhY3NRU3tICZFBdVydA0qGobpdXt8slHYq6rs66rq4dtZ2dko4OSUdHjUIh6ZADahRt1e2tO2rk8uq2NkBlS0uZTFYmk5U3NZVIG4vqGwpqawtqawvqavIkVdlV5aKK4sy8AkFuPj8nj5edmyHOSRdlp4uy07LECRn8RJ4AaIUAKZlZqUJRcm5OUk52YrY4QSyKF2XFi7ISs8VJOdm8nGxeTjY/N+cv8vMLP1RQUASoLigD1BSW1xZX1pVUNZTVSMsl0sYmaWNTY2OTTNbcLGtpbW6Tt7a3tykaFe2NinZZh6Kps6O5q7Olu6u1p7u1p7uzq62rW97VLe/uaevplfcNyPsH2weGFN39fd39fT0D/b2DA/3DQ4OjI8PjYyMT46NjE2PjkxOT09MzczOz87NzC4CFxeWFxeXFpZWl5dXllbWV1fXVtY219c311bXV5ZWVpWXA8uLS4vzC/Ozc9OL8zNLC7PLi7PLizNLC9OL8nxYn5+cn5ubGZ2fHZmZGp6eHJycHx8f7BvobGqWt8rbh0ZHh0ZHJ6anZ+bnB4aGmno7O0cHusaGR+emBybHOof7VJ49e/f72l99+/fntK+Dx+1c/fvvDdy++f/nyx799/8tvz777aevpd49ffP/yh1+/+/H19vO/L288mZteGxmcGR+Z31x7/vzJD+srT2cmVybHFqfGl0aHZocHpseG56bGl8aG5/q6xzrbB1ua2xWKzpnZ+cXVlamFmcnl6bGliZGFseaejvr2popGSUlDVUlDRVljVWlTVWlTVbm0pri2Iq+yMKeyoEBSXN5SI+1taRtRNPe1tQ0q6jsaCyXF4rKc/OrCgqpCUbFYUJaTVijkl2ZnVeYLK/Ly68sq5fUVbXU1CmmVvL5EVlXRVFMgKcnIFaTn8DNyBanijMTMlLRsnqAgK7NQlF2Wl1WcnZiZIiwW8PJ5gkIBL5+XIk5Lz+Xx84WJmSmx/IQ4QWJ8ZlIsLz5FnMbL5aeK0sQl2bxSYWIhPz1PGBEZ7UyhekXey5GUi3g8d5vrR8GaByAaJjANY5iGMUzDBKZhCtn33wov1V27/6U9Skp7lXbt27V7367d6kpKe5SU1JWU9u3araGkBlbbp7NHdZ/qLs09yjp7VMHqGigtKEwLBtaBIdAGph998vHx05+cPPvFabOTZlcuXLA2v2x/2crlmj3e0onkgKOTKB5Mpp97wA33gBtc/zCuf5hH4E2f0LuBtx+G3o++FxH9ICo2PC4hKiklNj0jgS9IyhQmZWUJ8guEhUXiktKcsvLc8or8yqrC6ppiSW15XUNFvXRHeV1DWW19qaSuoLqutLaxoqG5Qiorq20oldRV1UlrGmSFTY2FTY2FMmmhTFoiayyRNRY3Skuk0oJ6CSC/riavtjpXUgXIrq7Orq4WV1WJKiuF5eWC0lKgeMnIy0nPzU7LEadmi1LEWSnirNRsUVqOOFGQGZfBi03PiOfx43n8mLT06NS0mLT0uOT34lPSE1IzEtLS4lNT41JSUv8cKf91CIVCkUiUm5ubl5eXn59fWFhYUlJSXl5eWF1VUFVZWF1VVFNdUispq6+rbJRWyRrrm2X1zbKGliZpa3NjW4tM3trU3taskHco5B0KoBxRdHd19HR39vZ09fZ09fUM9vcO9fcODfaPDA+OjQ5PjI9OTYxND0xODE1MDE9ODk9OjkxMjk5OTUxOT0xOTy8s/0tzy2uzS6uzy8szS0uzy8tzK0vzq8vzq8trG+ur62sra6vLqytLK8tLK8vLqyvLqyubW9ubW9tbjx4/2n6y/fjp4yfPHj959uTp853J02cvPvT4+ctHT19sPXm++fjZxvbTta3Hy+tbCyvrc2sb8+ubCxtb8+ubs6vr08urU0srU0sr8+ubMytrk4vL4/OLY3MLo7PzIzNzw9OzIyMjLS0tMplsaGhobW1ta2trfn5+YGBgaGJifHa2Z2hodHp6cnZucHRs+/HTf7x79/sf7377/R+//f6P129+++HHn5+/ePn02YsX3373/OUP209fbm4/f/zsu+++/+XvP/76/OUPW49fzM2vTE7Nz8wubW49ffHt94+ffLu69mhpeWNhfnV6amF6amFudnlhfnV2ZmlifHZ0ZGpkcGJocHx5ZWNlY3NyfnZ8aWZ0aXpofmxgerR7bEA+1N06oGgZ6pCPdinGe9oneoAtrdYBRUu/vGlALutvk/W3yPpbWgcUrQOK5j65tKOpTi6tk0trW+urmyS1nbIahbS6vWEHsKxolVTJ60pklaVNVeWyqpKG8tKG8vzqwpL6sqLakkJJcVFtSZm0orKpurShPKciT1QlFldnZ1fnZVfniavyc2oKxVX5/BJxZpkoq0yUU5WbVSYSl4mzy7MF+XxBPp9fyksqzMgsyEpLTCW5MX0i74mqSvhpqT6OtkfBmgehmsbQfQZgdRO4pglMwwS8978VXtpKyiAlVciuPQhVDbS6tp4G2FAbZqQDP6Crd8TQ6NMDB784fOTLI0e/+fjY6c+/MPvm+PWTF2zOX7S6aGZz9YKrgxXZxZHmimUTqf4s92APnyA/f/+AoKCwG3cehD+IjHkQHhUVnxSVlBKdnh7D58dlZiZlZaWLsjOz87KyC7LzivMKywqKKwqKK/KLyguKKwpLKrPLqnIravKravMl9QW1DXmS+tyaupzqWnFlTW5NXX5tQ35tQ25NnbiyRlRRnVVelVVeIyyrziytEpRU8osreEXlGYVlGYVlSXlVSXkVibnliTll8eKieGFBnDAvNvP95m5yhiAxjZeUxktMzYhPTouLT46OT4iKi4+MjYuIiY2IiY2MjYuKi4+Ki4+MSYyKTYqOS45NSI1LTItPSo9PSk9IzuBniXjCLAA/S5QpzgZ2WAqLynLzinLzigqLykpKK4tLKoqKy0tKK6vK66srGmoq62urpXUSaX1tY31tY31tQ620oa5RWtcorZc1NjTJpM1NjS3NstaWxraWZoW8tVPR2qloVsibFfK2rg5Fb3dPb393T193T19Pb//Ot5D6B4Z6Bwf6hgb7h4cGRoYHR0eGxkaHx8eGx8cGZ8aGZseHZseH5yaG5yZG5idH5idHF6b6l5d2DKwsD62tDq+vDa+vjW8sTW4sT22uTG2uzG6uzm2tzQNWtgALq48W17aX1h8vbzxZ2Xw69+jl3KOXs1vfzmw+n9l8Prv1bO7R8/ntFxtb6+uba+uba2sbq+ubaxtb65uPNra2N7e3n+x4/PjpkyfPnj59/uzZi8ePn364fPr0+dOnz588ebb2/NvVZy9Wnj5ffvJs6fHThUePZze2plbXZ9Y25ja2gJuV06vrk8urE0srE0srE4tr4wuro3PLO0Zml4amF3p7u5ubZfX1tePjo2/fvn737o+nTx8vLMy9ffv7zz+/mp2em5qYnpuZHxscfbyx/e63d+9ev3v3+t27t+/e/fbuj1d/vP7h9esfXv/x6o9XP/7w+uef3r765bdfX/3266u3r35588vPb375+adfX73423ebj7fXtjY3th89evrkyYvnz15+++zF88dPnzx++uTZi+dPnz979Hh789HW1vajp9t/X195/OTxd6sbj8em50bmZkcXZ4cWZ4YXJgdmx/qmR3pmhvrmRnrmhrpmBhSTvd1jfV2jvR2jPe3Dna3DHS1D8pYhectIe0t/h7SrtbG7rbWvo7WvQ9rRIm1vbu6SS+QNte1SibxBIm+oUzRK5A2VzZJyWXWRrKK6vb68paa0qaqssbJcVlXTWltSX1ZcV1pcV5pXVZBdnptfXVgoKc6pyBMWiyKzYhMLUlNLeMlFvIT8tNjs1GhRcrQoOSIjOiYzPrNEKCzNyizKFBYL+QV8YWEmvyg9rTBdVCDiJae60Zk+D+8KK4pEgkxfJ7ujYM1DMC1j6D49HTUTuKYpXNMYpP5fwmuPqrrKblVVZTW13crqKqqqu5RUlJS01dUhe7T2KO1WV9oN3r0XsmsvSkXrAAh9DGX82Sefnzx+6rL5FTs7BywWTyJT6QwWm+PuERToGRzkExYaeOd26IP7tyIj7sZE34+LfRCfGJ6QFJGUEp2aHpfBTxQIk4WilCxxenZuslCUKspOE+fsHEkT5yRn5fDyitKy8wUFJZmFpby8oqzicn5+Ma+0PCmvIKWgKKWgKCEnLymvIDm/MDE3Pz1TnCHMzhBmp2eKE9P4ccnpiWn8hFRebGpGZGJKVFJqTEp6ZGLKg9iE+zHxD2ITHsTGP4xPvBsVczsiCrgPDdxmehAVFx4dfyc88mFs7MPY6DsP7z2IfhiZEHk/MSoyKTY+NTEhKT4pJfFuxP249KQkUUZGVhZPJOKLxZk5OcLcXFF+vrigILuwsKqkrKqkrKasQlJeWVdZ3VAtkdbUSmtqm+oam+oam+tlzfWyloamVmlzq7S5rbFF1qEA7LRXgOburuburpae7tbentbenra+Xnl/n7y/r2NoWDE41D4wCOgYGu4aGe0eHescHuocHuoaGe4eHekZG+0dH+ubGO+bGO8fn9wxMDG1Y2hmbmhmbnh2fmRuATA8Oz88Oz+0sDi0sDi6sDS6sDS+uDy+uDyxtDK5uDK1MDeztABUSYCFtZWljbXFxfmlpYWlpYXl5cWVlaXV1eW1tZW1tZWtre3NzUfr65traxtraxvr65ubm4+2trY31jY317e2Nh4BNte3NtY211c3VrdfrG6/WN9+sfH4263HLx89+e7Rk+8eP/5u6+mLzSfPN588f/Ts2+3nLx89+3bzyfO1R082njzZfPp069mzR8+fb794sWPj8bP17acAYL669Xhlc3t+c2tuYxMwv7k1u74xtbI6vrg0vLg0tLA4OL8wOL8wMDcPGJxf6B7tqagr7x3q/uHH7969++3d27e/vPzux+cvfv3111evXn3//fdTU1NjY2Ojo6Orq6t//PHH23/88fb3316/ffPmzZvXr1+/+fX129dv/njz9udffn395rc3b3//5dVrYMNrfWNraHi0s7+/ViarqK0tqaoQ5efmFOU1K1on56fnVh9vPf/h2x9fP//h5+2Xf9v+7uX2dy+3vn229fjF+tbTxbXNqeWF0YWp4fnRkaXRsZXx4ZnJwZmJ4bmJvumh9okexUxv51xv03hr1/hA1+SQfKS3eVDRNNQu7W+tLJxdbQAAIABJREFU7ZNJh1qbhtpbRjoa+9rqu5tlPfKGzpZaebO0o622t6Wqs7Gqs7G6q7Gyo6FUXl3cWlnRUVvZXlfeJilrrSltqS5rrSlrrSlpripuqiyUVhU0VObVlWdXFedUl5Q0VInK8iNS40If3ogXJAIeJkdGpESFJ0VEp8fejrsTL4wTFPMFxXx+UXpmCU9YxuMXp2WU8NPKBam5aUkp8SSOG+NucEZpYW5WXggO9wkEvF9H0wSqaQzTNIZpGEL2GoLV/1J5qe1S2g2El9pu5X1qqnt27dqza5fyLpW9e/bpovW+/Pyra1csyDiSn6fvjaCwsLCbt2/ffRAeERkVExUXH5OQGJ+ckpCWFpWSGpWSCrQ8sekZcRm8uAxePI8fzxPEZfBj03kxaRnRqemRyakRSSkRSSlRKWlAqEUkpdyLjX8QnxiVkhaZnBqemPowKe1WVNytqLgbETHB9yNuRMSEPIgMvRsRdOtB8O3w4NvhATf+B2PvHR3XeR9ssqk7bslfuyexk+ym7pd8ezbZuORzYjuOLVmyZEkUxQYCJArR6wCDQZkZTO+99957770DgzYz6L0RhZRkqxAESO4flxrDjJIsznN43vueweAcHMzDX7vvhfVCYKDhsYFRZN8obACO6BuF9Y5AQVA4CAofgCOGUJgBOAJBosAJpCEUBk4gIclUOIGEotDIXB6VL6ALRUyxhCOTc2RyrlwhVGtkar1AqmRwBUK5XG3Ua0w6o92st+m1LrPeYTbazTaH1eGyS1QytUVv8NrsXq/D53P4fE6/3xUIuINBTyjkCYU8oUA1BQvEIsF4NJSIhZPxcDIJEEmloul0NJ2OZTKxTCaYSobSqVA6Fc6kI9lMJJuJ5rLRXBaQUdVHgJKSxYlYYTxWGI/mCwDx8YlkcTI1OZWaLH4l2ZnZKpnpGYD01DSgrbPjnQBVcxUBbS2tzCyuzCyulBYXK8vL86urC2tr86urwGJxfX1xdQVgaW11eX1tZWMdYHl9o8rKxubq5tba1vb69s7ZNHBza2dza2djc3t9Y2tl597Kzr217Xtr2/fWt56xuXVv5+D+9v7R9v7RzsF9YL2xu7+2vbex9zvWd3fXdnZWt7dXt7eXN7aX1reW1reWN7ZXt3ZXt3YBeS3t7C5u71SZ39wC/DWxsDA+P5+vVLKlUnpmJjU9DRBJh01O48Lq3JOnJ0+fPHp8/PDpo0cnv/ntyckJ8MFZXV2dnp7O5/NLS0snJycPHx2fPD49ffL49PT00aNHJ8ePTo4fnT46eXTy+PMvjg+PHiwsLqczOafLo1RpeHwhhcUi0GhkJpNAowzBob2DIBh6jMKicaUKlckSSmWmF5YWN7c39g+3Du8vb+9u7R5u7Nxb2tgorSwWF2ZzlfHcXD4zly9UZrKzE9lyMVnKhybiwWI0PBsPTkf9+Wi4mAxNJHy5sCcX8uQCzpzfmfM7s0FnNmhNem1xrzMVsMe95pDbGvHqww5DxGmIOA0RhynmMsVchqjNFHcYw3ZDyAZoC1CY2mtUeQxyhw5AalWLzUqlTSs2yEl8GoaBowrpRC6ZJmJQBDSGhEUV0jkKHoqBpoppHBWbrWSxFHTAXzwti6Xh0HUcupRBpZNutdQ3wsFsnUrCl/Z/+OH/+NY3AXl99w9f+6/k9dILL7908dIL5y987eWXXrl48dK5cy+++tr//Id/vHH7Nmh0BE7AI6lkOJUEJRNgaDTACBo1gkYNo1HDaNQIBj2MxgAzuxAkahCBHICPDcDH+mHw7qERgC7IcOfgUOfgUAcY0gGGNPeCmrp7m3tBzb2ghs7u5l5QBxjSPjDYAhpsBw+3DQx1D8N6R8d6RuD9cBQIhhwchI+MoOBwHBpNxmKpaDQZh6NRKBwsg0Pmicg8EYkrZMtULKmSJpRy5GqaRM5WarhqnUBnlJisfK2Bq9ZJzTap2SIxmZV2h87zrCiudXuM/oDZ7VMaLSKVxuR2eWNhZ8hr9tiVZrXWZTZ77E6/OxgO+AJepV5t8TqCuWfl5yrBVBLAmYm5snFXNu7OJTz5pLeQ8o2nfeNpT/4Z3kLGN54F8E/kAFVFc9lYPhfL5+KFfLyQT4wX4l9y1lypyWJ6ajo1OZUsTgLOSk9NZ6ZnsjOzudmZryRbqVTJlMtV8qVyvlQulCvjlbmJufnfsbAwsbBQXFycWlyaXlqeXVqZXVopLa+WF1cqS6vzK+sAc8trwGJxbROgqgyApY2NpY2N5c3Nla2tKsubm9UdwDXV/Y2D/Y2D/c179zb29jZ39zZ2dte3dza3drb2DoAaFsD69t7KxvbS2ubW3r2tvXvAK9e2tlc2NpfW1hdX15bWNhdXNxZW1gHml9cqiyul+aXxUgUoZgHkZ0qZyenUxGQklQgn48F4FMi4q//Z+GM+tUk1WSo+fvro9PTRwy8+e3ry6OnxyWeffXZycnJycrK2tlYqlfL5/MrKysnJycOHD09PT09PT4+Pj4+Pj09PTx8/fnx6enr8+Mni6prL55colFyhiM0XMLk8BodLZbNJDAaZycRTyTA0cgQBRROxZCYVR8VhSDgah6XQ6Zy+YHZienljb3v/o/Wte2vbe8ubm6WVxYn5qWy5kCxlkuVUrlRMzRQypUKqXIhOpUKTsch0IlJKhYuJcDERmoj6CiFfIRSYigWmYp7xkDXrt2R85qTHng14x6OuXMiW8rkyAVPMa00G9GGHJmA1RByGiEMTsKgDxqq8tH4zgNprVLr1KrdR6TKoPSaVyyCzaZQ2rdyi5qlFQq2Yq+TTRAyeSsBTCQQaEV3M5Cr5TDmLp+EL9SK+lsdRsTkqJlfN4mnYTDWbpmUzZEwqnVTX1tiCGmbrVCKuGHTlCiCvP/32a9/9w9e++4evfufbr3z32688nza+cPHFV156FZDXSxcvvHT+/Ldee+3HP/n3zq4+PIUOJxB7RkcbQH03uztrerput7Xfbmuva22rbWura2+v7eio6+y83dXV0PmM+o7OszT3glr6+tv6wR1gSBdkuGd4tG8UBoLCh1CYYTQWhifCCSQojoAgUTA0BopCw9LYODqHwORRuCIKV0RiCyhcEY0vYfGlPLGSI5QLpGqxQseXqIQyjVRl4Kp1Qr1JbLQI9SaJySo12wQ6o8xiVzrcYpNVbnNq3D6lw62wu7Qev9bj1/l8KpdL5/OZw2FjMKjz+QyBgDkctnj8Uq1BpNJYvB6rzy1Sy+gCNo5BQDOIDCFHrlW6PE6316U2ao0uqzPmr+Z3VQCLefJJAG8hBXBWXt5CBqDqr2qoVfXXM74Mu84q7CxnM8Qq6anJzPRUdmY6NzuTL83mS7OpcilVLqUr5XSlnJmrZOYq2fm57PwzYRXnFyYXFgGK8wvF+YXJpaXJpSXAXDOLz+RVXlyZX9lYWN1cXNuqsrC6ubC6WV7beA5g0r2yvgZQXlstra7MrizPLC9NLy1OLcxPLcxPLy48x9RCaXJ+dnpudqoyM12ZmSpPT5WnZ0rTk7OlKsWZ2YnpmfGp6cLkVDqfS+dzqVwWmG+IpZLRZCKSiMdS6WgyFY4nAEKxeCAS9YXC7mAQAAiQ3cGgKxBw+v1Ot8PhstudNpvDanfanG6H2+vy+NyxdFRjVDu89p297adPHz99+vTRw+OnT54+efr084dfHN4/ml9cKFXKuUJ+ZW310enJ45PT00cnn3/++aeffnp8fPzkyZMvjh8++PijzOS02mxFEEiQMSSaTGUIRCyRhMYTEGg0LJmMIZGwZCKBRiEzqSQGBUchYKkIFGlsDAfHkvEckUhjtEZThcXVPSCQXNzanF6u5MsT6VImWU4ly6n0bD4+k43PZOMzmdh0OjqVik6lQpOJcDHmyfgdKY8r43Pm/O582D0eceSCjomorRC25IK2XMCa9RvjLn3UYYg5TTGvJeHXBOzaoM0UcxsiDn3YrgvZnjOX1m/W+Ewqj0HtMSldBpXbqHYb5Xat0qZVWDVCnVSoFZN4FDgJgaZjkVQ0mo6FEuB4NpEp43DVPKFeJNSLBDo+T8PladhcNYuhYlE1LKacRaWTbrc3tWOhbJ1KyBH1ffDB//XNbwDy+s63X/3Ot1/5CnkB5nr5xVdeOH/hlRdevHju3GsvvPCPf//3owOjRAwJNoqob2i+fO3mB7V1N5ub73R3N4NALf39rQMDrYOD7UNDHaMjXTBoFwwKQaIBH41gcFAcAU4gjRHJY0QykBiiqXQsnYljsPBMNoH1LJcksrk0gYguFFP5QqZYyhRLSRwekkRHU5gktoAukLLECrZEyVdoFUYbV6MX6E0spYanNQj0Jp7WIDHbhAazxu5VmJ0au1duckgNNpXVLTc5tA6fyulTu/wKu0dqccptbo07oPOGDP6IzhtQOtwqp0fnDRgDYQBTMGIPhmUGk1irM3ncUoMGScHBiWgkBTOMGxsjoCksmkan1hm0GpPO5nfZI17fmbJUtTIVSCVD6USVcCZZBUgJ/yNVWwExVxUg1HrOTYCenrsEqL4S8BcQduVLs2ejrbNR2HhlDoi5gEWhXAFisWqOmZuezU3PFqZm85Mz+cmZ/OQsQGGqVCU/ORsfL34lsUI+ms9FctlwNhPKpIPpFADw6zr7SwP2PdGAJxrwRQL+aDDwJaFI0B8IBYLhYCgSDEVC4WiVaDwWjcdiiXgVYCf65XxXPJECGhSpdDaZyqRy+XS+kCmMZwrj2fEJgNxEcWqqODk5MTFRKBRy+Xw2n88WCrlCIZcZTxttBpVGmc6mHnz80emTxyePT09Pn5w8Pt3Z211cXqrMz80tzGdy2ZW11ZPHp09PTk8fHn/+6WcPHz58/PjxF8cPVzc3MoW8zGBkSaRIMmUEg0WQyGQujy4UUfkCsVIpkMmYfD6Dx+FJnt1zQ+cySQwUS0Ai0DAoPIJAJWKJJBZX5AvG5lfWV7e3V3a3Zlfns+VCYjadrKRT86lEOZcs5aJTqXAxEZtOJ0v5+Ew2Mp6IzaYCExH/eDQ4lfSOx8wJvynus2fCtkLcnI0YUkF9zKOLOY1xtzXts2cD1kTIEg/qQk5Lwm9JeHUhuzHq1H1pLo3PpPGZgLIXcKn2GmUOjcyhkds1UqtKYVXLzEqOkk/kksfIyDEyEs8mIqloDAM3goNiGDgsi0AVMThKPl8r4GsFAh2fr+Vx1RyGikVRM1kKNomCv9VS346FMjUKAVvY8/77f/uNrwPy+pNvvQLI60//8PdHJS6cu/jyi69cuvDCpXPnX3vp5Yvnzv1vf/RHddevk3EUKATWWN9843pt0922PvAQeAQGHoGNYLCjeDyMSISTSDAyGUYmQylkGJVyVlJVQ5E4PLpQ/F/AlsrZUjlTLGVL5XShGEWh3WnrbukFD6PwwNEieAaXyOJzpCqKTMHVG7l6o8hi4xlMPINJ4fJw9UapzipSm+QGu0RrUVvceodfqDJKtBauyiDUWYQ6i9YVMAdidIkKQWXzNSaNy6v3BrRun87jt4SillDU4AuaAmF7MKw0W+VGk85hZ4j5A2PDYMTIMAY6hIXDcEiWgGO2moRiAV8qtPldvnTkrLnOfhQjiThANJmoEksl4+nMV/P7zqoS+0+IT+S+kmj+P6NwtsYfymSD6UwwnanaFsCfTPgScW88BuCLx3zxWCAWC8Ri/mg0EIl6w2EAXyTij0aBfV8k4o/EAYCDFqrHLQTj8WA8DrxDIBYLxuOhRCKcTFbza4BqsS9eSMcL6VQhkx7PZidyuWI+V8yPFwuz5VJ5rgKYYn5xYWFpcWlleXl1ZXl1aWVt+WxrEmB9cwNgc3sL6E9u7+5s7Wxv7fyuXflli3J///Bgf39/f3//3r17e3t7u2e+ynOlSCxsNBvMVkswGlnf3jl9+vTh6eOltdWZSnlhZXnv8GD3YH98anJlY/348enp5w9Pvnj4+PjR0ydPH52ebOxsh2JRmUYl1ut5KhVFIMAymQQOhy2Xi/V6qdEoUalECgVbKKRxWHQum8Fj0TgMBo/F5BOlaj5LQMNTsHgKbhQBhaPHpEpFbma6sra6cm+7srGQn5tIllOp+VR6IR2rZBLlTHQmGZ1KJWZzialMuJAMZePefNiXj3oKcW8h5cwl1X6v1OnQhoNSl1vscIpsVqHVLHNaDWGvOe7TB2xKj03htkodJrXfJnHopU6dNenThx3/mbx0AYvKY1C4dHK7RmZTa5x6tUMn1Em4Sj5TyhZoRBKDjC3nivVShoTFUwkoQgZXJRDppXyNiKPi8rUCvpbHVrKYajZFzWQrOXgi5lrDrVb0CF0lE7CF3e+99zdf/4M///prgLz+5Fsv/8m3Xn5eXhfPX3rh4osXz18CIq+XLl74u7/6KxgEgiFSW7v6btQ1NLZ2gkfgCCwRTaAgcSQUiYqm0jE0BobGQFHpSAoNQaOjGEwSW0BiC8gcIZkjpHBFVJ6YxpfQ+BIKT0DlC4F+ItBbBAB6iyyJDFhwZAqaQDRGJPePICBwDJbCwlHZUDQRNDzW2T8MgWNYUqVYZ+IptVSBZBhDgBOpPKWWzBMNDqPAQ8jefmhnzxCexCbT+N19IwMQRN8IcgCGIXPEaoubI9W09EKu3m5u6YVItBarL2r1RQ3OgD0Qt/ljBmfA6ota/UGVxSbW6gQqJZpGAsEgYMRI93AfaGwIDB8WKSSJVFymkDL5bJPb5k2Fz37sgU/+M50looFkLJCMBVPxYCpeDcGAqvxzH91gKlmtmj2XhHpi0bO4oxEAVzT4HM5IwBkJuCLhr8YfAnAHwmdxRcLAGz73g/xnqniRVCqSSsVS6Vgqncw/I1XIZCZy2WI+M5FLj2fHpybHpyYnpqcmpqeKM9OTszOTszNTpdmZytxMZa40v1BeWCwvLFYWlyqLS+WFxcrycnlpCaCyvDy3svKs9r+1ubT9rBa2vr2zsbO7ubu3vbO3sbW5tbMNTA8A0jk4Ojx6cH//8N7+4b2Do/3D+wdHDw4BDu8fHN4/Ojg63D88ODg6BABmDn5nq8ODewf79w72gffZ2T3Y2T3Y3Tvcu3cEsLt3uLt3uLWzWZkvh6Mhs91mcdjzU1NHv/nNg08/nVtanF9e2r6399Fvf3Pv6HBiemp9e+vh6cnjT794/MXx09PHJ8ePtnd34umU2qjnSEVspYoqlpCFIpZCKTaapGaLUG/gqNR4KhUY3CPSqRQWg0AjoQgYDAmHo6CobCKNQ2LwKBwRg8IiEOlYjoihd9jjhWx5fbG0MZ9bGE+UU4lKIj6XDM3EIqVEvJROlnK+XERsUBI5NDKPBWXgEWzqMIUAY9K5RpPE7uaZHSKbl29wcXU2jtbCURt4Op3IYMDz2K0Q0M2ulpru1hudzbd62m50NQ0QxlQ+s8ylN5wJvqoxl9Kt1/gMGp9B7dVLrQqhUaJ2agw+o8Km1LkMMpNCYpAxJCwsEy/WS4VascykEGglCqtGZlbSJSwin8SQMXkaPlvJYmk4gLzQWMTl2mt3ERCKXCxgC7vefReQ13e/9eoff/PlP/7mS18hL2BU4tKFF168cPGli5dee+nFH/7jPxLR6B4k8np7+422tm4oDILCQJBoKI6AJtNQeDKaTMNSGRjKl31DOhPP4gBREoHJIzB5RBafyOIDOvuP8gIyRKZYWo2/mGIpX6lmiqUoCm0QhgYNj0HgmK6Bkdqm9qu1jdfqmtp6B7kCOU+owOBp7V0D77x3ra6+lc4S0lnCgQFEby/02rXGt9++PjSEQSKpdXXtXV3DdzsHQcNomdautwWgaGoHCNo1AL9Z30FmifQ2n8Ud1lm9Dn/c4Y+bnEFPOO2MxDR2J0ehwLOZw1jkCB6BZhAH0SNQIqq5px2BQ9mdNiabQWJQDE6LOxF0RsPOaNgRCdnDQVsoYA36LQGf2e/V+5x6n9PgdxkDbmPAbQp6zCGvOeQ1+D1V9D53FavPW8Xi9VSxBwNnsQX8AICw3LGQOxY6Ky9APd54rDpgAaRj0WQmlsoCZ05lCsXcxFRhcmZ8ahZIMKvVsUK5VCiXxivliUp5olIuzlVm5udnFxYqi0tzS8tzS8vl5TLA3OrcwvrC0ubS4sbi/NqzCYnqkMTa2sr6+ur6+ura2sb6+ubm5vbW1s7W1s7m5vb6+uba2sbS2vpZqo3I5e3dlZ1n8w1AbX5r72Bn92B7d2f33l7VOwdHh/c/evDRJx/f/+gI4MHH94EFIK+quQ7vH93/6MH9jx4cPbh/eP/o4ODg8PDw6Ojo8PAQCLWAnb2Dj6rs3Lu/tXu4sb2/trm3srK0uLwQS8R9oWA0mQolEqnixPTC0uxcZbpcAihMFiOJ+ObuzunTp0+/ePT0+OTJo5MHR/cLE+M6k1GiUqjMBqHRyFQq2Wq13G5Xu90Cg4EkEmE4HJ5EwuDx8FQqgUZh8rlMPpvGYbCFXAqNiCOg8SQ0jUlg88gcAYnNJ9BYaCKLaXTZ8+XJqZVSdr4QLyWj5XikHPVNBQNTkWg5HS9l1Q5920D3z9/91evvvv1vV97796uXv/fGGz+/fgPO5GsCcW0wpfanpKaQzBJUWoMqe0Dr8EkNpv6xsZ++9auffvDuzz5891/effMHb/38e2/+tBXab0v5bSm/KeI46y/AXHKnVmyVy51quVPN0fBpMqbYKNG6dUq7iq8WchQ8nkoA5I98tZAuZlIENLaCLzbIOUoBgooewcOIfBJXzeNp+FV5IdHwd29eaYSDSVKhgC3s/PWv//oPvvbfyOuViy+dv3Dp3Csvn7v0wqVzF75x4ZW3X38LicL0jMGvNjR0QYYGR+EILAGKw4ORSCSTASeS4UQygkzF0JloGgNJoaGodCyDhT1Tz6Jw+DSekMEV0tj8qrboIglDLKWKJVSxhCIS00USYIcpkbGkcoZYShOKqQIREce829DVeKft5rU7N6/VtTV3dbR1I8cwEoURQ2DebmrvH4KPofB3GlvJFIZGa9TobXKVsbUD1NoBYnLEJCqntQMEQ+AHhsdq77TA4TiN2tzbPlB/owkPI9S8W3Or9rpMJvH7vW6vx+X2Oz1BXzDmcIcsgYDR62XJZDgGfQAOgxEwKDIBgoBB0VAoGtoz2DMwOkBiknhSntKg9IQ9JrfL6HIanA6902FwOQ0el97t1LkcGrdN67EbvW6z12P1+h3egMPjd7kDZp/D7HNY/E5b0G0PeZwRnyvqd0X9vkjIHw2fmaiIR1KJSCoRzaWjuXQsnwGIF7IAZwth1fJ8dmY6PTOVnpnKzE5nSzO58my+UspXSoW58ni5VPVRca4yOT83OT83tTBfmp+bnavMzlVK83NANDG/vDS3tAh0FavNxLnltcrSamVpdXFpbWl5fXllY2V1c2V1c3llY3FpbWFxtdrXW1hZX1zdWFrbXFrbXF7fAl65tr69vrGzsbm7vrGztr69ura1sbGxsbGxfuYL2NnaPNjaPNjeOtzZPtrbfXBv76P9ex8f7H+yu3Owt3t4b+9ob/cQ4GD/wdHhxx89+O2D+7+5f/TJ0eHHhwcfHew/ANjf/2R//5N79z5+jq17Rzv3P9598MnG4f3V/cO1+w/WPvpo+eho/eBodf9waf9g/t69yu7uwvbu4ubO4srmyu7O/MZ6ZmoSyKC9sagrHHKGgvZgyBEK2/1Bq8/r8PkCscj88tKjJ4+fHD8+Pj45fvxkvFTRO10Wn9/gcOvMdrZKyzdadcG4zBVkasw0hYYqlghUSpFUxeaLYEgMZBRKoBIZXDqdQ+OJOVQagcUmM1kkKh3FYGEEYhJfhGdykGQcgs+nW72m1Gw6Vc7GS+lkJRsuxuLFZGwmnqjEQzmXySRrun3r/cvX3rnZcOVW3fs1t3596/b7jS18gyM2s2wN5qU6v9QQkpvDXLWDozILtGap1gAZGrn24fV3Pnj3vRtX36+59asbN3/x4YcQMtE3ldXGPdqQWRe2KH16qUup9Gm1Ib3Sp5Y4ZSq3Wm5XAQUvkUkht+lFRg2exySyWQyJSKhV81QKilhAl4kpEiGCQYVTcTAKliCgsdVCjuYZdDmLrqKRZWSehEFCQj+4/OuWoV6OTCplCe6+/vO//cbX/s8/eOXPv/3an377tT/5xsvf/darf/7t135PXi9fePH8hUvnXn7p3KUXXjh38RsXXvnVL95EobEgFPLG3bu9I6MwFBZLokJxeBAcDqNSsHRmdVALS2diaAwcg0Xi8EhcPonDI3F4ZC6fyhXQeEIWX8wVyYDYivGlqmiSZ5yVFwBDLKWLJGNjxOvXG65fv3PnTiuofwiNIaIxBKFIxhIqR+D4a7ca2roHOnsG3nz7/QHwMI8vVmktMAT+TmM7jsjQGuxsnnRwGIHB02hMQUt7HwyGRaPJNTcb6mrvQgZgvV2D79+8hqGSdHabLRC0+oMGt9/ijzrCSVsoZPR6OQoFmcvpGx3pGhoAjQ6BRoegaCgYCu7s7xyEDZJZZK6EK9fJHX4H8KfsDAWd4ZArEnbFIu541B2PehIRbzLuB9KuZCaazEQT2XgiW9XQczJKFXLp8Xx6PJ+ZKAAAl6liIVUspCfH05PjmamJ7HQR4Nno6fRUVVvPpiLKswCAswDG5ysTc88ozs8V5+cmF+YnF+anFheArh/Q+JtZWpxdXgKYXlqeXlqeWV4BDrQpr60DzK1tzK1tLGxsAcyvb1ZW18sra/ObWwtb21XmN7eAcdCFrZ3F7d2lnb3l3XsAz87e2tgC7tF5jtWdw9WdQ2BUdWX7YHlr/xnbewBLW7sAKzv3Vnf3qyd5AUPzpdX12ZW1meXVqdUNgOLy2sTSan5+KVtZyJTns/PzuYWF7Px8slSKz8xEpqfDU1PBYjGYyfnzeW8+787n3NmsP59PT80UKwvzG+ulleX0ZDGYSkaymXghD/RVQplsOJsLpTKBZMIfjYYSsdL83KcPvzj94uT4+GTv8CiYTJs8Xm88YfH4NUarxu52xjLGUFJocXN1VrGSMLAAAAAgAElEQVTBpjBZxBq1Wm+is3kj8DEoYozN55ns5lA8mJ3ITBRz2VwyHPFZrFq5kscXUthcApONpRHRZDKaJ2Pbo47EbDqzUEjN5eIzqWwpH59NpOaT8aIfkNeNm7evNXVeq2+8crvxvdtN7ze184yO0OSSwZsVar1yS1RpiwsMXp7eKTY5ZXoLeBh69VrN5Zrrl2/VvldT+15t43u3m4apFHs2pYt6JQ6tzKVT+Uwqn0nu0co9WpVfp/LrNB690qlRuw0ql0FkVHE1Uq5GztUohVo1Uyom87loFn2MRkYwqAgGdZiIA2PG+hCjQ3gUmkXGcWlkMZOlEnA0IraGRVPSeBIGDjb0/ntvd0AHeCoZl8Js+sW///fyeun8C+cvXDr30ovnLr3w4rlLXz//8ls//yUKjR1AoW42N/dAhhFYAo5Mg4whW/r7+5FIDIWOIlFRJCqWysDTWXg6i8jkULkCMk8AVOgpPAGFwycyOTQ2nyOUVotcgK2emUsqA8wFAARfbJmCLVMMQbG37rS1dvXDUAQam0+gMvsGh2EorEhpJND5HaAhEATWBRr84GrNEHRMLFdxhHIQBDYwPCaSa1V6K4svHRxF3m3vBYNh3X1DBDKLyhLgyEyBXKu3eXR2D4HHp8lkMqtD5w2YIglrPK0NxHTBuD0cNnq9EoNBbjTgGPR++Eh7f29rX3cHqKO9r31gdABHxQHmMrvMwUTwWa0KKHulk4FMKpTLBAvZcDYTAYYecoVkbjyVnQBIToz/F6SKE2dJfjnY9VyQlZmeypZKX8nZruLZ3mJubi43N5efn/8PLBQWFscXl6pMLC0Xl1cm19Ym19aKq6vAYnJtbWp9fXpjY3x1dWJtrbi+DjCxtlZYWSmsrOSWlvLLywC5paX0/HyiXI6XSrHKXKwyF5+bT8wvJOYX4nPzscpctFyJlxdipfno7FxkpnKW8GwlNFMOTpcCU7O+4rR3YsozPukZn3Tmio7shC1deA5tMqNNZjSJtDqeUkYT8nBMEgiL/SGh3w8g8Pl4Hg/b6WTYbDSLhW41U81GqslANxroej1do6Wp1DSVmipX0lRqqlZLM+jpej3fbDEFI7HJmZmlxcn5ueTEeCidSowXcjPTuZnp/OwMMFWXnZrJTE0m8/lYJlWan/vks0+fHD/+9NPPC5NTarPV6g+EMlmbL2iwOl2haCw/qfdExAanxOiUG6w6s02mUtPZPCKVxuLxbS5ncWZ6e3/n6JP79+7vHR092N3dXVtbq1RK6XTSZjeJJXwmi0IjolGoETQZIbcqolOJ3NJEspJNV3Lj88XIVDRejiWngjqdqO7G1Vu1DTWtvTXN7ddbOj9s7b7ZDZa4w9HSmj6YF5mCGk9G68tJ7FGBxSuxeqUmRy8E9uH12qt36q/W371c23ilvv2Dps67Q1AklwcmE6B0IoJDZutlar9N4TFKnc9EpvHo1W6dzKYWGuUCvYKllNBlQpZSBiPiQXBo98hQF3S4CzrcPgJpGx5sgQy0QSB1nZ01bW13ejobQT3twwNDeBSGTaPJ6XQFQ6Tg4aAjv37nzU4YmK+WM/Ck+p/99G++/tpZef3pt197Xl4vnrtw7sL5cy9ePHfxwkvnL/7B+Rd++bOfozDofiTyZnNzay8IisSg8KS+4dG69vbOkREUnozAEpE4EoZIxZHpGCIVQ6RiSTQkhYYgUdBUOoHFwdGYSCKFQGWy+GKgHk//8ohrqlhSjbyqARdDLGXLFMCp2HgabxhBwJCZVI6IzhchCOS2vv7+URhPqlXo7RK1UW2wydR6KovHF8vkap3aYGNwxXyJSm2wqQ02o82jNTkkSr1GY7HYfUabx+6L6JxemcVuCcfUXr/OEVSY3BZfXGn2CHU2nTui98Zskaw9HNa5XCKdzuBySvU6IocxABtpA/V09ff0D4PxVCKdy2TwWFK13Oq2B+Ph39WVsulgNu3Ppf25dCCfiX5prliuEMuNx3Ljiex4IluM5PKRXD6aLwAj8sA9PYmJYrQwERsvxsaL8YnJRHGqSnxq+itJl+dTpTmA5GylSnZuMTu3mKksAKTL8wCAMqLlSqRUDs+WwrOl0MxsaGY2MDUdmpkFLoPTM8HpGeDSPznjK057xifdhaIzN15Fn87o0xlDJgugT2d0qbQ2mVJEogDycEQWCksCQaHXJ/B42V7PWVgeN9PtYricDLuHYffQbW6a1UW1OKkWJ83qolldOIMRZzBi9Qas3oDR6dFaHUqjRWm0SJV+TKGFydQwmRou18DlGqhUNSpRDinVEIVqUK4EyxQDUjlILO0TSXqF4l6RoE8sBElEIImoTyzsFQm6BbwuPreDy2xj0doY1B4mo5/JBFGoIBIFQqEPMRjDbNYInwuXiFAKGUGllDhdvsLE5PzcRKUcL+SDqWS8kM9OT2Wnp/KzM7nZUr5ULsyWx8ul/NRUqpCbW1r87Pjh08dPDw6OXD6/wmAKZbKRXN4VioYTmdnKUjw3afPHzN6Y1uZnCeUkMh2Px48hUHKlYmKyeHB0+NkXn//2s08Pjg43ttY3NvfWN3Y3Nne3d/bXN3aKk7N2h0coklDwSBRqBEmEc9U8Xy6YWSjEZlPpSi4xmbJErY60PZRzyeXsG1fer7vdVNPae62p/Vpz19W2nhrQkNQXDcwsKt1xns7N0Xm4Bh9L52Tp7EKLW2pydQ3CrtbUv1t752pj25X69put/Xf6Ru8OjXXAUXcGwI2DoOZhMIrLlDnNCrdV4TGr/Ta522QKWc1hB08nxnLJFDGHIuYNE7Dtw4O1bW21HR0Nvb1tEEjrEKR5ENw4ONAA7r/d1Xu9ue3a3eaatvabrW3X7t6taWtr7OsbxEAQNCRPyMKMDL/9qzdaRkEctYxBotT95F//+g9eBeT13W+9Csjrz7716vPyOn/xAiCvly9c+tq5S7/4yb8h0SgIGl3b0trY2jECR2II5CEYorm3D4xEgkfgIMho3+AICDIKgoz2gof7Bkf6h6D9cETfKKwfNgZBogfhyP5ROAyFI9JYz8IuoZgqEFEFIopITBGJqWJJVV7AgqtQceRKukjCkWpofBlHqqLxJXgmG0WhDaHQSDKFypPy5DqBXCtS6iUavVxjkKl1Sp1RpjXTuGKmQCZU6KQaE50nITJ4Mq2ZL1LSOSICncuVqUkC8QiRQhRLmVodGsUgEfkyqZlMFRFIfL3ZZ3fHXL6kLRTSOp1cpVLvdDhCQXcsZHTZlSa92qjVWQw2j0OkkFDZdKVe7Qp4fievbBoIuIKFbCCf8eczgJJiE8+UFBufAghNTIQmJsLFIkBkchIgMDEZmJgMFqeCxSlg7R8v+goT/uKkvzjpmyj6Jore8QlPYdydL7jzBUf2GfZM3p7J29I5AFMqY0pljMm0MZk2JFKGREofT+rjSVkoLA2GJIGg2B8Qen18t4fncvNcbobNwbQ7WQ4X0+5k2Bx0qx3YoZgsZKOZqDfitXqcRodVawFgSuVZoAoFVKEYlcsBRmSyYal0SCIZkkggYjFELB6QSM7SLxaDRCKQSATiS0F8aR9P0ssV/x4CAUAPn9/N43XzeF1cbheX2yeQ9vIlPTxxD0/cy5f08iXdXFEnW9AlknYKJR0CcTtf1MYTArTzRW1czlnaeVyANh67hUlvodO6mMxeOrOHTOsj0QZpLAiTNcLjQyVihEpJMOjJeoPQ6XZkC1ML88W5SmK8UJVXZmoyOz0FDMHlZ0pVeS2sLD88PXn6+Ony8qrN5Q4m03Mbm7nZUqJQXNncvXf0UTSVi6SLyYmKN5YVKzQjo7CRkRGxVDRbLh2fPDp98vjTzz/bPzzY3t3ZPzha39hd39hdWdlZWtpaXt5eWNjIZCYdjhCbRsDh4HDcKI6D1/tNyUo2NptKljKehE9ml6t9KnfcLJEwrl1+t76hpbYdVNvaXdPec72jp25wRB2OR8uLGn9UZvdJbAG5Kyh3hxTekCEU07oCHaCh96/UXK5vvtUButrSd61loLEf0TaCaR1FNoCH7/T3NQ9DMHy21GGRuywKt1UbcCk8ZpVLr/WaaDLOEB4Bo+BHiLhGUM8H9fVXGhputrbWdnTc6uyo7eq81dNV0915s6ujpq3z8p3Gt67XvPHh1V98cOXnlz94++bN683N7QOdYMQQhUZEQgbfe+/XbbABhlJIpZBu/uif/+prr/zF118F5PWdb77yFfJ66fz5C5fOn3vx/LlL5165ePG1c+f/7Uc/GkPCh7HY+o7O+ua20TEUkcpAE8h9o1A4idQFGe4AQ9r6we0Dg+0Dgx1gSN8oDIJEQ/HEEQxuGI0dQmEG4UgwDDGGIZDo7GraCERegLwoInG12kUXSVhSOU+pZkpkBDYXRWSiiEwSk48i0kdQWCSRAscRRlCYETRpCEmA4cg4KpvOF/HEcjyFTmawpRoTgc4dRREGYWgMmQmGorrBoxyxEk1ijKIIDKGMyOLDCBQknTVKpCDprN5OGHyESKeK4VAiGkmzWv1+f9LlCtnDYYPHw5bLJTqtymI2eZ16h1VrM2tMBq3ZqLeaqWwmiUEzO+1ATd2fTnqTcU8i5krG3Km4O51wpeLOZMyVSDjjcXs8bonFLLGEOZ4wxxOmeMoQTegjcV04pg1FNcGIOhBW+UMqf0gSCAP5jsgXFHoDfLeP6/RwHG4Att3FsjmZVgfDYqebbXSzjWQwkQwmot5I1BsJOgMAXqtHKdUASIUKqVAh5EqAUalsRCIdFkuGROJBgRDMFwzw+P1cXi9PWKWbw6/Sw+V1c7jdHG4XmwMAXHZwOQDtHHaVNjari8vt5HDO0sXldvN4HZzf0c7mVuniCAE62YJOtgBYd3NFfRwBQC+b38PidTO53UxuF4PTQWMBdNLZXQxOF4PTSWd30FjtDHY7g91GZz0HsNlKY7ZQGWdpJVNbSJRWEqWdSGnHkzvw5F4ibYDKGmKxkVIZRqPGGw10u41msQidbmsqO724MDk/lypORLKZVHGiUJoFeDbHOzVTKM1mi8VELjO3tPjw9OTpoyfj48VAJLqwsbX/20/La+vllfVPjx/vHNyPZPL52fnJxfX09JzVGyBSaWw2szI38/Dh50+fPn748OHx8fHnnz988ODjTz7+bHvvaHf/wfrWQXl+baa8WlnYLFU2x4uLFr2SRsMNIcADKLDAII6X0olyJjGbDmRC+oDBGDH4UjaJhHHl3bdv37l7q62vvr3ndnt3TUfH3eEhezo1vr7myWRciaQ3k/fkCt78uCeXCxeLjlCktaP3rV+9e6u3r35g6EZn/wd3e6639V9t6Xm/seVyU/PNrrYeFJypUah9DqXHpvbbtEGH3G2SWlVKp56h4I0QUb1jI/W9XVcaGq42Nd3p7m4A9d3p7ant6rwN6q0fANX0dF3vbL/ScPd6c8vN1rabrW0fNja+ee3aT999+6fvvn37bn0LqBMM7u9qbHrnnV91IoeoSgGZTLz2w+//5Wsvn5XXn/3h1/70m78/Yf/yhQsXX7hQldcr5879+Ic/hCNgw2hMU2f37cbmkdExEpmOI1F7IMODCOQQDl8FjMb0I1EQLA5OoaJpDDyTDRTsyWwehcNn8cU8sZwplrIkMtaXGSJNIgW6jYC8gCI9W6bgKdVUgQhBpoIGx3r6oRAoqhc82trVNwRDInHEYTiSwBaO4iiDY5h+KHIUjaNyBXAcgUhj0vgSBJE2RqBCEFgcnQPFkjrBIzAcGU1jISkMvkpHZPHHcBQyS4AjMylMPgJF54l0OpOXxhKjSQyZzmgPhnyJpD0cNvv9fLVaYTKqrRa9y6azW4wuu8XlAGAJeCwBzxXwAZ1BZzRs9nvVdqvEbJCYDWKzQWjU8fUaulpJUykpKgVRJScoFHilAqtUYZUqpFyJlCsRMsWYVA4TS6EiyahQPCIQDQrFAGCBaIAv7OcJQFx+H4d3Vh9dbE4niw3QwWR1MFntDOZzAOLoYLPP0s5iPWei6vu084RtXEErhw/QwuY1s7h3mZwWBguglckGAC7vMll3mawmBvM57tIYzXRmM5159ltamexW6vO00ThtNM7vCYXGbKUxAeN0k5ndZGYPhQXQS2UDtOPJnURqN5neQ2H0UpkAfTRWH5UJorH66ewBBqefzu6jMnspjG4SbZDOAwDTuGAad4DK6aewQWRWH4EGItJ78dRWJK5hFNEwirgLR7cicSAKFSWTkwwGkslIs1hoJrPA4bKnctOLC1ML8+nJYjSXzUxNjpdLAIVypSqv3ORkIpepLC48PD05/vRhKBSJJlMrO3vLu3szyytLW7ufPXoys7icmpwuLCyPL6zFJmc0NgdXLI4ko8ePPnvy9NHx8Reff/7548ePT0+f3D/6ZGtzb/ve4c7+0ebOweLKdmVhc2Fpb2llf3F5fzKfFIvZw8jBXngfU8mJTCeSlWyylElNZ0LFcHAyEJvwSSSMd996o+520+3OgfrmtrqW5lutza1DYE82XliuWENuk9eud9u1TqvaZVW7rI5IwOJy3L179+1fvnmzt+tGd8/7Ta2/qrv7Vm3T69dvvXGj5mpbS+soGCOgS50Glc+q8pmNUZcp5lJ6jZaIyxJxCfQKKBnXNgSuaWu70tBwvbmltqurrrv7Vmfnzc7O2p6eG12dH7a13ujqvNvf3zU62jU62j482Dk61AWFdMOG+lGw9t7ufugwqLev7vLV11//eSd6mKrm0+ikD7//T3/x6kuAvL7zzVe+Wl6vXLx46cWLgLxevXTp5XPn/vUHP4CNQSFIVFNnd83tBvDgCAZLHEPjGju6mrp7RigUKI0Go9NHKJReFOouBFLf398IBreABkBQOIJEIXF4TKGEI5EDj1EBZug5MgVbpmBJ5XSpDPDXWXlx5EqeUk3mCUaw+BEYDjyEHEMRh0ZRLe09/YOjcBR2YGgUy+CNkRhQLKkbAu0fhVM4fDBsbAAKp/LEEAQW8BeJLUCRGcMoPI7OwXH4Y1QGmsbiSFUsvhSDp3E4ErPJxddYNM6g0RfhaQ1MpVLqsGkDHmMkYAuFDB4PR6FQmk0Gl9Pid1t9bk805PR7nX6v3etmC/ksAc/h84QSsfR43uTzyM1GukyM5TCRTNoYnQKlECEk3ACJ0EfC9xJxXXhcGx7bSsC3EvDNBHwriVylhUgCaCYQ7xAI9URiA4nURKHcpVLvUqnNNFozjdZIpTRSKU00ahONepdOA2hm0BvpjK+knk7/SpqozzhrmRYG6w6DU0dj3aIwqtwk0W4QqXVkWpVaEvUWkXITT7qBI17HEq5jCdcw+GsY/FU07ioaB6yvoXHXMfibOGINnnSLQL5FIN/EEW/iiI1YWiOW1oChAosmHL0JR7+LZzTjKVVaCNRWIq2dzGgnMwYpfAhVMEwXjTIlcI4cwVOiBGqUQE1QaMhqPU1nouvNdL2ZYbAwjVaWySYwOkRml9Tmldl9UptXaHJydVa2xsyUW1gKK1tp46jsHJWdrbQx5RaGzEwRaaliHYYr78fSm4aQdWBYHRhWOwjrxBDQEgXFYAaCWYrWKLJ7nJmJs/JKTxbzszNAwT5fKmemZ3LTs+PlUmF6OpnPAqMSn338qdPpDscT0wtL8fGJzPTM/PrW/oPfOELBcD4fm5qNzc65U1maSCTRqg4/uf/k6fGjk89PHz98+vTx6emTR8dPHn5x+vlnJzv7B+vbO8vrW0urW8tru8tr91bWDlfXj3Y3lvR6OZqMGMINM5WcYDEaL6VT5WxiMpUsp5JzieRUEJBXQ2Nr2yC8u7eno6+ntb8HjBoNTSSy5XGJQcaSsIVqMVPCoQgZJD5Dplcpdar6O3W//uUv329veqO25l/ev/zPb1/+4a/e/+Fbb79x40bb8CBVKVB6TbqQXWzXyFw6e9rvygeMMbs16rZEXBy1ZAANbx8e7IXDu0ZHm0D9rUNDrUNDd8HghoGB2319V9vbbnR1tsNhEBx6lIQHIeHN4N5WCKh3bGiYgEQxSSab3ReJKGRyUHP7u+++04ODkpVcMpVw5Xv/71+8+tJffuO1s/L67jd+/1SJS5devHDh0oULl164eOnShYsvXjj/D//z78dGRyBIRFv/wI3Gpr5RKJxAGkZj20CQjoFhApsLI5B6R2HNff31nd11bR21re11bR3Xm5puNjfXd3V1DQ+PkckMiYSjUFCFQq5cyZE9U9hZeAoVR6ZgSWSA2lgSGU0gInF4veDhwdExNIGCwBLBI3AUnkxhcscwhCEUBktnUngCAouDoTEILA4w+8qRqgRKHV+h5Su0Mr1FbrDK9BaV2aGxOTQ2h9buBB4LrHe6DS6PweUxeYMmb9DsC1n8YWsgYgtGgYd3uiIxo9vLV6p0Dqc3nrAHA8+eHxENuyJhezDAV8lIbIY94I6m46lCxhyPcg06odFAFYtxPO4onTpAJ3VRcMMIUg+K0IonNSIwrWPYHjSpAU2oo1BaiOS7BFIDgXiHQLhNJNQSCbVkYg2FWEsm1pLJt0ikGiLxFpFSS6LepjDvUFk3iMSbJFINmVpHpt0m026TGHeI9DtEehOBUI8n1OMJt/HEOjy5lkC7RaTfItJryNSbJBogoOt46nU89RqOdhVLbUJR6seIdWOEOyhyLYp0HYb9EIq+BsfWjOKuDiKvDIx9CEZ8CEZ82A//oA96BQR7BzTyTs/QO92Q9zohH3RArrZBrjQPfNAIer1r4Bed/W90g9/uG3mnZ/itzqFfdQy92wN9sw/2Tj/i8iDm6iD2xgD2Vj/29gC+EUysh+PqYYQGOLEJQWlGstow/A6cuIsgHaWLetA0CFUA5yhhbAWCp0HwtQS5FaG3kLQWvtYmMDpYdjfNHeR6E3Jfwe3NOCITtmTZkZ5zJkv2ZNGQyyinEp70kis9b09P25NFRyzvCOUs7rTBnpTYo3JXQuVNK9wpkTXC0we5ugBPH2SoAhSZiyg2jlL57WOYxlFYOwY7wGDiOFIUT4pRqDE6Pd5oohiMIrvLnytOLS/PLK9kxieT2UK+OJ2fnMmXyumZmVypkpkp5WZLxcr8+HQpnS8sLq2cnD7Zvn/P7PX4cjn/xHRwsuwbn8kvr2cqCxpX3BLNG8JJTSBIV8lQTJIr5vntycdPv3j4+Isvnp6ePHl8cnz8xaPT4+Mnjz75/Df7B0frG1tLy6ubm9uHh/cfHH10//DB/cMHH+9uF9JxEhk7ihrhKvmuuDcyHo8Xk5FczJfxx4rBVM4rYhLef/P1zt5+EIYAho8OYxCDWDiChQsWo/HZhNIm5SkZUq2IZpByFDKWgINXkDkq5q2r13/25vu/vFXz/bd+9bc/+snf/K8f/8UPfvjDd37Zi4XyrQpdwKDy6xRejcpv0EYs+qhDF3NoIjZ7IqD32Sl8Zs8QuGMQBIJD22HD9YN9DYPg2/2g2/2g2r7eK63NtX09IDwKQsGD0ehBHLYbDmuCgBuGwE2wYTCNRNGrXOPJ1Xt7yXhmBAL/4GoNDI0WCvkkFOLK3/z9//jGN/73r7/8x3/02ne++cr/8c1X/uwb//H2oIsvXLhw6eLFFwB5vXD+3N/9zV8PDfSPYjGNXd1X6m4PIpBYOhNBonSCR263dt3peEZDV09rP7gTMtwxONTc11/f0QmcNlHf0dk9NIwgkSk8PkMkrprrWfL45Xh9dc2SyDgyBeAvhkjC4Ao5QqlAquRLFDyxXKLUytR6oUzFlStFGp1EZwD+VZgsCpNFqjcCqlIYbQqjTWtza6wuldmhtbkBZ1W1ZXR7jW6vyeP7b+WltTs8sfhz8nKEggK1nMii2/wuQF62WFRkMqrtdpFOx1Gp8CIBlMvsJeOGkIQOBLqNSGjFEzswhE4sqR6Du07E1aGJtSjCLSS+BoWvQeFrMIRbWOJNHLEWj63Bom+gkVcRY1fgsMujsMujsPdHoO+ix36Ngr+DhL0Nh70FHX1zePQNyPDrg0PvQPrfHOx/Y6DvF/19PwOBfgrq/3HfwL/0gF5v6fz53fZ/b+r4WWP7vzV0/ORO27/Wtfyopvl/1TT88836f77V8MPaxu/dqv+Hm3X/cLPu/7l1+/tX6v7p8q1/unzr+1fqfvDh7e99UPv9K3X/fK3+hzcbf3Cj4Yc3Gn50o/FfbzT9+EbTT683/eRa4xu17cDDsd+50/POnb63a3veqQO93zD4XuvAlXbIjc6RW93Q2i7onS5YfTe8qRfRBIHfhSBbhtEdMGIPkt6P4QzihUNEMZwsG8IKUHQVmqXHsA1kiYMq9TCVAYwhQDOGRNaY2JXgB9Pc6Lg0VtJGF4PuKU+g4ogtu+KbgdhGMLHmyS7aJ+bd+R1XbtOZXnakFmyJOUtszhCsaLwlpW9c5Z9U+ooSZ45vTrN0MaY2xtTGsPIQSuIdE1kHWYpOArsDRx+g85ASNYYrRfNlOLUeZzDijSaSwcC32F2ZwvTKyuzKamZ8MpUbzxenC1Oz+VI5MzubL89lZ8v5Urkqr4XF5Ucnj9e21zVWSyibjxRnQ8VydHq+sLgWzE9o3QlTOKv0hMR2B1EigFNxjojr4dPPnp48fvLo5OnJ6cnxo4cPH548Pj19+vSLk0e/+e1nR/c/2j84un//o9/85tPPP/3i80+/+Oy3nx9/dH+hNEVlEGF4OEPKtgTt7oQvmA2bPBaVQ23wa1w+LYM49t4vX+8GgcF4MhxHgOFxYMwYjIbzj0fTlZwjYrMGDHa/RRl2GL1ug90gdEnFRsHNK1d+8vqvf/Tue//4izf/7sc/+7//7Rffe/Ot612tdI3YEHMC8lL69JqgSR91mBJuQ8Klj7tscb/CbsAySL3Dg33QITAG2Yseax8baRmFNkIGW0ZHGiGDdaDejjHYCJ0EZVKGcLhexFjb8FDj4EDD4EAnagzKZRJVslhlcnVvNxSIDvaPvH/lxigSKRDwSCjEB3/9d/+/5HX+/MWqvC6dO/eXf/5nfV2dUBy2ubfvZlKkOjgAACAASURBVNNd8BhiAI7oAEPqWjov19z59Y2ay7W3P7zTcL3x7p2OrnYwpBMy3AIaaOsfaO7tu93WfqOxqa61rQsyhCRTGCLxc+YCOo9nb3KsBl8AQqVGpNLy5f8fZ3cZFGeaNQ4/ExvbZzcz2Z3d2dnJ7MTdheAS3N3d3d3d3R0aGmhoFxqn0WBJSJAQCE5D0401tNv9frgzbHb2kX+9Vaeopgu+/uqcc53rXNDyugZIM6IWBq+ENtU0tdQ0w6thLWBA4EjwtZvaFgSkBQ1F4uoR2Do4pgGFByFrQOGb8a3HbCGI7QhiO7KtA9nW8b/ghSC2f44XsY8ETp/ie7rxPd2VTfUZhXnodjyIF5ZEgiCRLYTWJjS2AY0ph8Gy62pD87ICEhIs/X1NAn2NA/yMvHxMfAJ0vX1VvX203YM0XQPUnf2U7b1e2LgrWLnKWTjLWThLmplImBqLm5g8MzR8om/4SFf/oY7eAy09CRUtcWXN50paz15oPFXQeCKv/lRW7amsxjPpF0+lFB9JKjySUnooo/JQVv2utPodKbU7ssq3ZZRuSSnflla5I6N+W1rtpqTKtefKN2TUbstr3lHUvvFC86qC+hUF9asvNC4rajxW0X+oov9YzfCphvFTDeNH6oZPtUwkDazEtC2f61iJ61pL6ttKG9pLmzjKmjnLW7hqmHtpmHtpm/vqWQXoWQXoWQUZ2ISYOESYuASauQVbeIRaeYXb+ESCb9/aB8Y6hSW6RCS7R6d5x+X4JxUEp5WGZlSGZ1VHZcPCshpjC9HRBaioInRSTScYhWWDldUj9Q0T0JZXENQbCOYdDDOHRi5C2+erexYr+1YhA5vI/i1CP5kwuI55uYx4Q0WMb7W8XG4YXiwfWsjp/5BCWkjsWUhsfx1PfBWNGw1DDgY09/s1kXwb+3waSJ51vV71JA9Ih0c13q242S2zJiC7JrqoIS6/Mr6sJr0JnoZApSGRmS2IEjSW8HL83dLS9NLyyKvJY7zGZ2ZHpqcn3n8Ym3k/PjM7OTf/6t0MiBeXJyCT17GtxKmFpbdLG8MzH6fWtue3dgfeTneMTA1Mf+x6M4MbGa3BY1PLClAdWIaIBQhF4BYdHo/H4XEFIiEfELF44AZWPpvDY7O5XC5fwBMK+SI+VyBiHa0ufcjKTYvPTMiuyIO3o7C9hLahzpZWZC0KUo+tRWLrslOidFSUPP0CA5LSwmKTA6JiPMLCQlIS8UPdQzPjHcNd3S972vvwLUMduN5uYg+xobe5GlFhbmj4Ql1fw9pe1cJOwchCwchC09YuIDUB0gaHkdBNHc3QjpaGTjisBwXvJ6CG2pDD7fBBInags7y5LjIt3is00C8y1Dcm0jUixCky2DUyyj44xCMm1iEk2C4oMCgtJTw7Mzg9NTAxwSMi3CU81CU81CUiLDA1Oa6kML60qAbTQujsLC+t8vL0N7KyjUtPq6qqyEqIN7h2+/Yf//iPP30N4nXlu28unfuPlTinT5/94otTp0+fPX3y1JlTp0+fOHHplwve7m6RyUneoWFGNrY2bu4mdg46ZhbqBqZK2gYqegbqhsZaJmb6ltam9o627p7Ovv5uAUEeQcFeIaGu/gG27h7Wrm5OPr4hcfGZxSWgTcfbI47xOk7Bjjv6IGFlEGgZBFpcDSmpqauENlXUN5ZBoJXQpqqm5qqm5mrYvxSraYbXIVBQJK4BhQejEU1oRBOaMK3NuLbjOhHEC5Tr/wWvRgy2ldSH6+46xgvX3UXo7alpacwozEO14UjD/cMTI4ReUh0C2YzCwpAYGAYHxWDKkfC4ogIte6uHqgp3X8jdU5C/+Vzyjpj0zcdSl+4/v3T/+ZV7zy/fFbt06+mlG08uXn986dqjS9ceXbn76MrdR5fvPLx85/Gl248u3X5y8dbjX28+uvJQ7MpD8csPnl98IHbpgfilB+KXH0pdeSR99cGzS/efXrovdvmhxNVncteeK155/uLyM8WbEoo3xF/cEH9xS0LljpTaHSmNWxJq18WUbzxRvC+p8VBG+7ak+g0J1VvSGndktW7Kaj5U1H+kZPBExeiJuslDNaO7qgYPNU3E9K2eqNs80bJ7pucobugiYeImae4pa+un4BAoZRcg5RAo7RAs6xQq5xwh7xKp4BGj5J2o5hun6h+vHpioEZysEZaqGZmuFZ2pHZOln5BvmFRonFJqll5hmVVtlV1jnVNrnVNrV4S0KoDblKBsyrC2lQQHSKd9XZd9XZczetKTOO3bPePbO+PbOxVAeh/asxDRveg9tOQzvhLydj3jPbVxfr9r8aB/ebdvdadrk9W1fNj5cR/5kVayRI36uOk+T3ae23SeWrGbXLSa+GA2Nmc6Nmcy+sFo7IPh6Jzly0W78VW74UW3oXlv4hv3SrxvdmNYRn1YRlF0SXUaDJ6KQqei0FkIVBmOSBybnFpenl5aHn39dmh0YvzNu4m30xOz70dnZl7NzY/Pzr16P/f2wwKI19yHBQ6Xv7m22tvbRztgbB1yJpc3l/eY5EPO2NxC/9TC1ObuFGV3bHkFOzyYXV3RgEXSGPs8vhAMLk/A4fKZXB6dyaLu7R/QjzhcvkAICAQiPl8o5ItEAkDAEwJC3ub6UlZuWnphRmlDBfFlV+9E/9C7kYHXI63DnR0jxO5BfFl+qqGOpm9QWFBqtm9YvGtAmIN/UEBSEnaor3/qFb6vA9tNaME1VLTCGrBIVCuqtqO+DFZkbmioZWhu5hlg6uFv5Opj4Oxp7u0TV5zXTMI39iBhnYhPeHVj4P0E1FA7YqitZaCVON5f3lwXlhzjEx4cEBPhEx3hGBboGBHkERPrGBrmm5jkGBriGBoSlZcbnp3pl5TgExPtFhnuFBrsHBbiHRcTlpkek58bnZ+bmJuZlZcfHhpl7+BqZGMXl5FeWlqcEBaqe/nGrf/6r/8DrzNnvgTxOnnii7Onz5z54sQvP/3d09UlKiXZMzhEQlFJUklZWVdfUVv3ubzy/efSNx49ufdcQkpZVcPIxMjGzsLJxd7T2z0w2N0/0CckzCsoxNnb197d09bV3Ts4NDk7F1QJ7Hx9Kgx/Wylx/Bn0C8SrtA5aWgetaGiqaGgqrYOWQxuPS8WaZjgEjoTAkbUtiNoWRB0C1YjBQZE4KBLXiCY0oPD1CCwUiYNhic24NrBg/M/k63/BC9nWUQ5taEBjCL0kXHdXW38fobentZ+E6+5qJfXWIZszCvMQrZjP8WpCoBtakI0oDBSDqcKgovJybsqI/Xj7+sX7968/fPzPa/d+vfLg0sWHl//54NKlW5cv3z6OK7/F5euPLl9/dOXGkys3nly5/uzytaeXrz29fE3spzvPfrrz7Mc7Yj/eEfvbXYm/3Zf88YHUj/elf34s+fMj6Z+fyPwspnBBXOmChOrP4mp/F1f9QVLxB0nFHySV/yat+qOMxt9lNX+U0fiblOYlZcMb2ha39K2v61hc0Ta/pm91zcjmmpHNZTOHK+aOV61drtm5XbF1/dXG+bKj+3V33zse4fe9ox74xz4KTngSniwWlSYelyWZlPswNf9xeuHjjJLHWaVPsiqe5lU/L4SIl9TLlCHkKlByVWjZaoxsLVamDiff0CrfRFRu7lVpIakh+jVQg1qYYS3MsBZmUAszqN8+okUYVCcM6HW/Mhya0hueMRibM32zaDi7bb64a7Wya7uy7bRM8V7Z81uh+yzSrTYZjjRGGJ1ZzmL3cNnveaxlHn1RsLvI4K3ssVd2OG8P+Qg2J5HFcGcd2TOZtgy+1RHPjM4xPeSYHvGNGXyDQ77eAVefLjBhAIY0nh2Z7fGO4toy5JeLiEiuC0jJDS+qTG1GpWIwKWh0JgpTSmhrHZ+cXlmZWV4B8Rp7/RbEa2x29nO8Xk/NDo+Nv5+bZ3N4m2urQ0MvaQeMbQZvep26fMBepjMHp2Yx/WN90/MDcwvEN2/q2onxRQXljdBV6vYRh8/kCY84/AMGe++QSd2jr29RF1c3Nre26YcMHl94jBeYeQEi3sL8TGpWcnZ5LgTb2Pd2eHB6dHR2YnT2Td/b4aHZ4ZHXpMrSHAMtLY+AYP+kjOCYVO+wGLfQiPDMzLbx0Zdz77C9bU04RC2sIh9RU93S2IJtrmmvK20qtDQxNLF2tPWPtPYNt/IJs/INsQ0ISSwrhPcTYCQkrBPxaaS+E9VMwsP7W5v7iE29BOxwd359hW9MqHuwf0BMhE9MpHNEsGtMmEt4tH1QmHd8gn1wiENIaGRuTlhWpk9CvHdcjGdMlG2An2NIUHR2VmppSUJBfmJhQXZhfnJyqoebt7mVvZ6NbXRWenllWVJEuNavV2/+4Q8/n/sGxOvq999e/u6b3+N19uxXIF5fnDhx9vSZsye/+PsPf3F1dIhJS3ULCLz99Nm95+Jy6prPFRSv3X9y4drtn65c++XGrdtPxaSUVTWNTU3tHe08vFz8Atz9A72DQz0CgkC8LBycnL19Y1LS8iurQbxKIPVg8gVSdbxq4neVI/iXlY2wqqZmEK+aZnhVUzP4zXHOdaxYDQxZA0OCbEFa0GDN2ID6V5/+d379T3jhe0io9s5yaAMUhcb39OK6u9oH+kG8sF2dbf19UDQ8ozCvBY8C8cKSSPVodAMaA0WgoCh0DRJZhoT7pCbekXx++e6d2w+eXH3w7K83H/z55pO/3xa/eE/2zzfu/uXmvfO37p2/ff+7O/fP3b1/7u79P929/83tp9/cfvqHu2J/vC/53SOZ848V/vJU8YdnSn+RUPmzhNp5KfU/y2r+WV73L4r6Pygb/VXF+IKW2T91LC7q2140crhk4nLFzOOSucdlc++/u/n+w8P/glfgr75hlwMirwXH3QxLvBWedC0x81Zq7u3MgtuZBbeyCm7mFN7KK76dX3KvovpWeeXtqup7dXV3G6B3mhruNjc9QMEfoVufYNvECJ0SbT1SHSSZrn65nkH53iEp0ojc4ITc8CvZ4TcyI5Ny4zPyb+bk33548WZN6e2GytSmytSm0tsNxcl15elNtffbWh8OtOfpOguHeouHBsuHRqsM43WG8TrDZptuRt7RXdoy3to3P2Dp7xzqHzDN2AJ9vshUBNgAIjcBP0wgSgGAJACIEgJefCAcAIoAUbuIO8892mHt7jI2tphLO4cHDNoBd/uIdsgb4AvyBZwgIddbKHIUAfYCwFYAWAkBSwAwAwBDAaDHB1QFgBYAvDjg6VJ5VjPbljCSR05TeGKVf2pBRHFNKhydisGloNEZKEwJvg0z+grEa+TVJNiwH5+cAvECy8bf4cVic/eo24ODw0OvJntfTxFGXg9+WHr5cRk3MlqGwEE7eptI/bXtnXmNTRFZWRllZaNT01v0IxqTTTk4WqfsrG5Sl9e25hfXFj6urq5tUGm7TBaHxxMc4yXgCQEhd3RkIDMvvQhSguzB9U+PDEyNDEyNDL191Ts5PPz+5cs3pNLCDHVlJRtnT8fQGP+oBPeQKOfQ8MDUZMxw39CHSeLLbmQntgldW9kGayai8Z24pn5YJbzY2szY3M7FISjBxi/Gxi/K2jfc2i8orjivmYRr6IbBOlHQdkQdsaW+DdHYjYH1EJp6CY09eDiJmFdX7hMd4uTn5R4W6B4e4hAaYBceaOMfbOUb6BIebe0fYOnrF5CSHJKR7puY4BoZ7hYZbhvg5xcXW9QALWtqSi4sTMrLyyvIj4qItrd1Mraw0bOzi83Nqq6tSouKUr9w6eYf/nDhu28/x+s/dtif+fKLL06dOfPlFydOfHnm7JkvTpz/0x/trCwjk5Ns3T1uPHr8VFZOSln12oNHP12+8ePFa5du3QXj1qOnCupaVk6u7v5Brr4BPoEh/iHhnn6Brl6+zh7eVvZODq4ekXGJOWUV4Lqu48wLxCu3vBL0K6+iCsQLXJJzXF2WQOrLoY3FtXUFVTWlddC8iiowIyuB1BdW15ZA6sHzyuIaaFldUz0CC8MSwcqxBd8OwxL/e7n+H/CqR6Jw3T34nu5jvDCdHe0D/Y1YZHpBbjMOSRruf/lqFNvfV4fDNmCx9Wh0LQpVhUGVYpFeqQkSsgp37z2+cv3BDzcffCsm8Y2a2rcaOuc0DM7pGp/TN/3OxOJ7S5vv7R2+c3Y65+ZyzsP1L/7+PwQE/C0o5KfQ8F8iYi/HJl1LSL2ZnPVTZubP2dkX8nIvFBVeKC3+pbLiQlXlL9VVV+pqbjTW34a33EWj72Bwd3D4e4S2+8TOOyjMPQzuIb71MaHjKbHreQdJundIfmBUYnj8+ctx8dFXUhOTUq/fir+eFJ98K/lu6sXbOZnX01Kvp2Sm52TnP0p/XJReWpJaWZZYXJFcWpVdXldYISuvbamsbqksbyotbigtUtTWdtXJ+yobB0pbdFUaS3WXrbTLekHlqe4I1fcAVapAcYOttM5SI3N1t0XaVJEODdDdEenvAYZ0wPgIMGUCZizAUwC48QDTPabpIceMK9Rj8gy4QkMh4M0BggVAAhcoZghQh0A3CyCwgYZDIIzFSWdzYWz2m6Mj2s4ei0ql721vHlKWOLs7e7ts6tEuXTDIBQr5QLgACBQBLkLAWQDYCwAbIWAlBMyEgKEQMBAAhhzAVAio7HB0KVzL2W3jpk63nLrwlHLf1PzwkpqkFkwyGpuMxqZjsCWEdtTIv+E1+mryGK+xmfej07MTs+9BvIZGx0C8Dg8P+oaGq5vheVBYLgxR0dbZODBY29OVUwfLa4QXIlC5sJa06prQ9MzI9CwoCjO7Sl6k7Cxu0uaWyfPL5PnFjffzqwsL66trG5tb23v7dBboF1cg4AlFAoC+t41EwXKKsyuba9rGevqnR/qnR/reDve/HusY7yO96x+c6C4pzFJXVrF0cLP2D3P0CbD19rHy9XYKD6rCNXe+GWwf7SH0t2E7WpqHWvF9He19rbCB5oqWIgtjfRMbewvPSFO3MFP3UFP3QEufgOSKYvRLYlNvS1MHso7YUktohrS2QDswsB4CjNTa1EvEvuypQDeGp8U7B/m6hvi7RoTYhfpbBfva+IfaBYY7h0VZ+wWZenq5RUUHp2f4JSU6hgY7hAQ5hQZHZWWWw2ClUGhSXl5CVnZ6alqAt7+5qZWBhbWmrU1kTkZZRWlMQIDKT/+88e23F7779sJf/vDLua+vnf/Dle+//T1ep0+fPXHi5DFep06c+OM3X5sbG4UlxOtZWP5y46b4C0UpZdVfb9356fKNf1y5Ccr185XrF2/eUVDX8gwMCYtL9AkJ9w8JDwyL9A4I9vQL9PANsHF0sXdxD42KzSop+x1PxzsI8yqqjjMv8CW0jKKS1IKipNz8qNT0pNz8/Kqa5LyCyJS01IKiqJS0zOLSwurajKIScME0uNAiMSs/Lb+kFNII9uzBsvH/R8Me30NCd3R9jlfH4MAxXh2DA004VHpBLgyLAPFCD/ZDCDgIFlOLQlWjkNU4THUHwS83XUpc7u71hxevPvhFWuGOr49EReHj6tIHZUVPK+sfV0Mf1zc9bG55gELexaFvEtA3iZhbndibHZhbndjbnYS73cQHpK7HA71Ph/rEBwfFh4eejwyLjY0+HR99NDH6YHz0/tjI41cjz969lph9J/F++un01OPp6Ucz75+8/yCx8EFqcVFqcVFiYeHZ7Aex9/OSC8uyy+tyS2TphTWZpQ35jW2FTZoseVuWvC23vaO7vKs6t6nwfv3Fxy3ljd0X5F25DZr0+rYcZU+OsqdI2VfZpmtSj7Q26Rrre+rLNLX1I81tjvaOUGNHoLYrUKMDqkeAyiGgdChSZwLabECLDqhuc1U3WNoUntEuoLcL6O0J9fcF+vt8w0O+MYNvyuKbsQUBQiAIAOzpfCs614YLWHABKwAwFwE2gMAVEIaKuHksFpIh6OIAaJaolM7M4HEreNxOLucjncWgHnEoR7Q95gqTMwDsTDF213fo8wd8PBtIYgu92YAHF7DjCW35Qhu+0IIvMhWKDIUiPZFIFxA57PGdWYDuFstki2Mzs2UEbXXMKPePz/FKygkurIxvQsaj0ElYXBaeWNbehf2tbHw58Wbg5djneI1Oz45MzRw37I/xEgr5b2ZmqhHIvMbmXAQ6H4uv7u2pGyClV0HiS8rjyiqiSkrD8gr8EpJ8omLTC0oH381MLq3OrpJnltY/rGx+WNp4P7/68eMG+KISZZt2eMhgs7kcFpfH4YsEwOSrkbT0xPi0uPyaIswAET/cQXjZ2Trcie7taGpHIUnY1h5UTmaSssILYxtHEw9/G3dPGy8vSx8PSz/3bGgpsr8VN9CKJWEI3UjESDu+r4PQja3rri9uyDU10DGysjX3iDJxDTV2CTF09rfw9k+rLsOOtkPaoU0dSPA+di2hGcSrpb+jpb8DNdhZiWmKyEy09/O09/N0CPa3CvQ29nGz9Amy9gux8Q82cffWsrM39fRyj45xiYh0jQx3DA12iwyPzMxIKykB5UorKIyJiHSxc9LVNtA0NlW3torKzayEVCWEhCj//Zf/G68Tp8+cPvPliRMnT548febU2VMnTn575mtdde2IpEQNI8ML1689lJSSVlG9cP3m3y5e/ufN2z9evn7p5v1L1+9ev35fWlrJwNTaytHdxt3bxt3TwNpWw8jE1N7RwcNb39zKwMLaPzwKfKsRROp3Hfrjzhd4HJmaXxiZnBoalxyXnhOTlhGRlJKYnZNdWpZdWpZZXBSemAxOwOaUVSTn5oNvdmQWl6YXFudVVFU2wqAozPF4RBP2E16f+4Vs60C1dyI7OhDt7cj2TmR7529+9WO7B3A9JHRndyUMVtsCx/f0tvX3tfWRiKTetoEhfE8vgdSFbMdkFGXBcC2dfb3DExPE/kEoDl+PxVWjUHUEQg0eV4KERxXkyaorX7117+93Hp9T135UD7nd1325f+Dhy9e3xl7dHn9999Xk3cmp++9m7k/NPZj+8GD6w4PZuScfFu5MTN4dn3w6NSf2fkHs49KT+Y9PlpcfLy2Jra2Jr62LraxKrq5Lrq4//rDw/N28/McNpRXKi1XKi/VtuXWK1ApZaoUsvr4pubElvkaWJW9LrZCfzi3KrWyqbO3KbO7Jbu0fhxzlAAxl6pEy9UhymSKzRlOhMVR3mGq7LBUaQ4F6JL99qLTLUtnnqO9yDHb5RttcneUD1a1D7QOexhFfic5RYfJVmHxVBl+TJdRmiXTYgCZDoMcCNA64L7YONPY5+izAkAXoM0T6DJExBzDlAcZckQkPMBcCnjzAjQvYMrkWDLatQGQNCE0FXFMRz0oIuANABMBPBY7yhfQiETufL8hi8+N5QB0PGGcJ1+kM6sHB5uHByuHh4gFj4pD55nBvkrnby2NUcrhhDK4Hm+cJiDxFgJsIcBEB9kLAWigyEwqMhUIDgcCYB5gfAcYHgM4O3+Q9xbgG55pW6puY5ZSUH1wBTUARYtDYeDwmnYAraiNiXk/MLC5Pf1wCL9i/mnn/aub969m5N+8/jE7Pjs/OvZ77ADbsX45PvJ+bP2KwRDwueWOlBd1cVFdRhmrOQbSUdHTB334oasLG5pWFpuUm5JekFJcl5OVHpKT4RUXl1za3v5ycWd+ZXt0en1t5t7g+t749u7r1cWV7hUxbp+ytbe1u79DZPGD/gDE1PZeRmR2XkpSQnV7RUo8itTa2I+pwDbg+PByBqsQ01LZC8VhoRnSQlPRTK08nhwB/S18/mwB/S19vK3+vgNS4ohYItBNVTWiCwqEVTVXQ1gYosbEOX19YXWRsbGikp2/pGmrlFmbk4Gto72Hp7VvcAiGMtTf2Nta1QiDEhhp8UyW2pbYNC+1trSfha7qQTV04WDc+F1LmHOJj5mrnEuzjGuJr7mJr4uZl6Oxu4ORm5Oimb+esZ+1o4uhu6xVgF+rvHBXiFh3mExMZmZGaUVSYlp8Xk5Tk4ulrZGJoYm4goSSrYW2ZWlpSVVsSHeQo+Y+fr3395dU/fnP1/H/9eu6ry+e/vXb+myv/J17fnP5KS0UjND5O19zswvVrt58+k1PXuPXk2U9Xrv3t4uULN+5cuHLr54vXb958KC+vpmNobmBua2TraOvhpWdprayrr2ViZmRlq2loYmRlGxQenV5YDIrz+er6f+3JqagC8SqqgWSXlidm5yZm5SdlF8RlZMWkZSRm56QXFmWXluVVlKcXFueWV4JdMLCWLIHUV8NaqpqaPx07ojANaGwTFt9CICLbOuCtbeBp4+dDXsi2DkR7O6K9HdHWgWjr+C3/6sN09eN7+zBdPVXNzSBexD5SWx+ptbcHxKu1rxvVgc0szm7EwEC82gaGQLxq0OhjvKIL8xW01K7dvv/T7cfn1LSe1EHuDZJuvBwRezP76N3M46nZx7NzT+cWnn34+Gx+WWxhRWxh5dnHJYnl1UfvZh9NzkjMLUp9XJFe2xBfXn22uvpsdVV8Y0Nygyy+ti69TpZeJz9dWBSb+aiwsqW4QVUgU19s7chtUqXXt6TIFEkyRWaLKrmxpUDZkVnbEptfVlijqG3vy1EO5Lfpn4cC9VCBeniMl+z6DiiX+h5bdYepss9R2mOr0nnqRwJNOt/gUGS4y9deO1Ta2Nfa52oc8ZUPuSpMvhpToM7ga7NEx3jpswFNOk+RQtc84OqzAEMOoMcU6TEFBmyRIQcw5AiNuCIzIeDEBew5gPkh1+SIbcEXmYmERgKeoYhvDgCOAOAnZEXw9hO5Bxl8ZhpPkMgRBvIF+XwRkcObYBy9Zey9Ze29Zh68PjycPOJOHR1OsQ4G+RwoD4hnAgFcUTAAuAOAOwA4iQB7EWAlEpkLARORyFgoNOKKTOkiwz2R5jbHaGbTsArjlFzkk5DpnJAXVF4fj8THoLGJOEwG/hNe0x+Xpj8uDYy/AvECX057PTs3MjUD9ryORyVAvAAu92h/b2CIVFJXmVFdnlxdnQhpSG1E5dTC4gsqIjILorPyo7NyY7KyQ5OTPcPDvSOT8mubl02LmAAAIABJREFUO8fevl5Yf7u0MbW08W5x/c380rsPyx+WNlY3dzZp+9s79FUypX/gZUlpZUJicmxiQn5VGbavo+vVAH64gzDURnrd19PfhxggIodwpD5cUVa8koa8fZCPa3i4fXCQQ0iwQ0iwQ0iQW3RYWHZaVl1VORoGgdfXwCENrTAIvr4WCymsLjI1NzEzMTe09TV2CDCw8za097Dy8StpgWJGWus6oY0djdAOWH0booaArG5F13RgarsxkB40rBsPJxGrUI1h6fF2vm7WXs72fu72fu6m7p4mbh5GLm6GDs461naa5laa5lY6Vrb6bg4mni6WPh6OgX6+keHhiQlh8XF+4WHGFtbGpkYu7nbqRlr6Tg4pJcXlVYUR/nYS//g7eD3o6vk//Hruq8vnv75y/uv/Bq9Tp8+eOHHy1KkzZ06dPX3i1NenvlSRV/ILDzGytvr56pV/XLkspagsLv/ixoPHF67e+OetOz9fuf7r1ZvPxKQ0NPV0jcz0zCyN7RwsnFz0LKy0TMz0zCy1jc009Yys7J2DI2IyikqyS8s/LVP9DC8wFzvOvErroEU1kNzyylJIY2FV3W+Tq5ASSF1VE6wOAQeRAvv0EDjyWKvjMfr/TLVAs37nF6K9Hd7W9t/ihe3urW5pqW2BY7u6iX0kIqn3d3hlleRAUY1d/aSh8fHO4RHw2cdaDKaOQKjGYUuQ8JiiAhUDnZv3Hv189+l3KpqPa2oeDfXfGZ+QnJoX//Dx+cKi+MclyaVVyZU1qRWy5CpZcpUsvrYuu7H55P282My87OKa7BpZfpMiuUGWIJPFNzaktrakN7ckN8hymxS5TYr48qrY/LL8xrYiZVeBsqNA25Oj7kptbktSqDIUmjx1V2aLqkjdk9vYFv+4qrhB1aDRX/x7KO4cgqFMpStT6VIrW7LrVLVdhvoeU/OArb7HVNpnKewxlegclSOe6gFHi87T2eGoru69WNnR2GVrHwnUGXw1pgDES4cN6LABXQ6gxRR+jpcBG9DjAtosgRaTr80S6HD4Ohy+Ho9vKBRZsgEzNqB/yNE5ZBvxASMRoCMQ6AqFxgBgDQAuQq4v7yiUx4wW8sL5oiC20JnLieZzK/hsBO8Qy9sj8A86uPQuBn3kgDOxT584OiBx2DVsUeyRKJApChICrgDgCgCOAGAvAqxFgIUIMBMBJkLAgC0wORDq0fiqZIbB1IZeOdI+Id8zNs0pPjek7BNeSXhsBh5X0kZEvxqfWlicWVweevWmf2wCfOdxfGpmYnp2ZGoG7Hm9ef8BHFKdff/hiMEC2DyAy11ZXmiEN6XkZycUFIRlF/il5sbllsRkF0Vm5IYkZwQlpkRmZkZmZvrHxpm5+jgFRsTmFNdjiP1vZqaW1mZXyTMrG7NLq2BMzsyRhkbgaFxOQWFweERsXEJGTjaiDT/24d3Lude9bwb7JweG3w2PvH1NfDvYOTswOT1UW5ajY6ztGhXqk5jkFRPjERXlGR3tHRvrEhZhHxjsHRufUFQCRTe1tCFRvdimdhiM2FwCKTW1MrO0tDZy8DV29DNy8DV08rLxCyhFNmJG2uo6Gupa6+pbm+qI8BoCshKPrCCgajuxDf2tLb2tiL62hg5Mfn2Ff0KElaeThbuDvZ+7lY+Ppbe3mYeHsbOzgYODkYOjsaOTsaOTqqW5upWFpqWFtqWlvrW1obWNkZWNoaW1gaWFk7tjTHyYpYuNuZdHanFxeUVRpK+9+E8/gnhd+f7bY7yu/u608cTpU6fOnD5x8otTp06dOXX6zBcnvzp5WlZcMiQ2ytXP++aj++d+/Ns9sWdSispPpGTuPhX79fbdy7fv3X30TE5eWVNLX0PXUMfE3NjOQdfcUsPIRNvYTNPQREFdS13HwNnDJyo+GZTr2Knj8Yjc8srjKrKoBlJW31AObSytg5bVNZXUNlQ2wmpbENWw5qomGASOqEPAwZF6UK56JLoJi2/C4qEoDIjXsVm/y7Y+//VTw/63zOt3ZSOB1I/v7auBw2tb4JjOrlZSL5HUS+jpPsYL3YnLKcuDwOtBvLpHxppaiQ14AgSLrW9trcJiSlGI+NJiLTOj2w+eXLz//LyixuOKyifDA3fGJ8SnPoBySSwuS66sSa2ug3JJrpIl1jdkyVtP5xbE3i/ILK3JrpHlNimSG2SprS3JzU1pCkWWsi29uaVAoSpQqJKr62KLq/JbNAXanuz2jjxtT4a2K0mlSdF25Ki7CrQ9WQpNibYvT6ZKLK4pblA1dw6VaHTlncPjUNk9AkOZSlehHUqtbMlt0NT3mBr7LC06R/OArXzAVtpnKdE5yodc5QO2xgFXk8ZSXN2VW9zWpLF0GEINpkCdJVRjCjSYAl3Ov+GldchX2j7UovMMOYAOV6TNEWqxBVpsnjaHr83l6vB4egKBERswYANadJ7GEVdfAOgDgI4I0AUAPRFgBgC2gMgNEPgCQAAAeAkBZ5bAls0M5HHThLxCIaNMdAgBGC08BobJIB7xOw6POhl7GC6rgC0IOhS4MvjufIGTCHAQAfYiwEYEWAkBcyFgKgRMhYABW2BKF+lsc5XXD/XfreuWIWxic9yjUxzjcoJL6xKR+DjUv/DCToy/m/84u7Qy/Hqyb3QcfAVu9O3U2Lvpl++mwZ7X69m58cmpodGx3/DiA1wek34wMNhbXF6WnJsXkZwZnpITkpQalpIelpoREJ/kHRUbnJwckZERkJRk5xtk6OCqY+1g5+Mfm51X04IgkPpJ468Gxl93D73EdXbXw+DZhYVRCQkhEeHB4WHJyamQBujwm4mZtYWx+cmBqZGhqeHBycHht+PtM8N9SyMzHyeqK3PVDDXNA3zswyN94uJ84uJ84xP9E5P9ElI8oxIDEjMSCivrcXD8YEf7aBeWhMP14iobq81trc2srM1dA0yd/YycfQ2dvGwCAiuxiNaJXlg/CtEDb+5CNrWj6lqx1XhUORZehm+pJMKbe1sbu3CNndgafEtGZaF3TIiVp5O5m71zWIhLeKhDcKC1t5e5u5u5q6uRg4OOlZWurY26uZmivr6slpashoaCppamsYmJnb1PeHBcamxOUZqTr6u1r296aVlVZWmUj+OzH/967dsvL5/7+tL33/zy3dlfz391+fuzV//8+8zr1Kkzp784dRLE6+zJU2dPnHz24FFYTER4bLScsuJffvrx5v37MoqKsooqCirqkioqsipqyhra2joG+gYmRuZWFg5ONh4e1s5uemaWanqGL1Q1peSVdAxN/YPCU9JzskrKQL+O47hsPL7VWFhdezzbBT7UWNkIK4c2ltVDy+qh5dCG0jpIObQRDNC1eiQaisKAfa4mLP44/2ohEMHy8H/qeaE6O1GdnaiOLlRH128N+wFczyC+tw/f21eLQNQ0t6A7OltJvWDZSOwfxPf0Evt7MF34vIqCalht90Df4NhYz+g4iFcdDgfiVYZGJlWUqZsZXr374PJdsfPyao9Lyp4ND94ZnxCbmgPxEl9allxZk1hZk1wli6+RxdfIEmSy3Cbl6fxHsfcLssvrMutkuU2K5ObmMV4yWxQp8ubneMltUuWpu7LbO7I7e9I7uxI0muTO7/E6zryUaPvKOwfHobJLB0OZuq9CO5Be3ZQnUzX2GZoHTO1DtuYBU+uIq0ZnazB56my+OoOrzeBp7bNVyHvyHymaNJYuQ6jBFGiyhBpMAVgqgmXj53hpH/KNuIA2S6DDFupyBXo8oR6Pr8fj6/F4ulyuIQcwYANah3xtBs9QABgDgKEIMAYAIxFgBgCWAGALiJwBwBUAHESABZtvz2T6cwVxAmG6iJ8FcIsBfp2Ah2Dz6oVAA5/TzGfUANwkEeDKEVmxBdZCgZ0QsBWIrIWApQCw4ItM+SITntCYLzTkCM0OAZ1trtIa3WBqQ7cMYRWd5RaV7BibHVwMSUDg4tG4ZBw2i4AvJf4bXqSRsZHJdyOT70C/QLzGpmdezbwfe/MObNgzmGyAI+Qz2SIed211Ed+Ky84viIhNjE3JCU1IColPDE1OCUhI8IyM9IiK8Y1P9ElIDExI9omOcwwINnd1M7R3MHV0tPHwcPLzC4qJ9Y+MCIiMCI6JDo6J9A8NDggLioiLKikpI/X3zS5/fLv0fmTu9cjM+Mupl8OTQ71jg+iJ7raZ3lfTg6VFmUq66io2NkqW9ro29o4BwQHxSSHJGSHJGX6xST7RCUGJaaWIekQPHttPRHehcd34qqYaSyd7MzsHYxcffQcPA0dPXQd3K9/AciwcPdIJ7UY0tjXV4xtrsc3VWGQ1DlNNwFYRUOUEeEMnFkJEQojI+jZUBboxtSzPLz7cMcjLxt/TIdjXKdTfOcTPOcTPOcjX2svVyNHGyNHOwMZK39oS/Gloa23j5uoZHJRZll9YXZBfnuXg7ewYGJhXWVtXXRXhbv/0x79c+cOXl/701cXvvvzn91/+ev7sxe/PXP/h368HnTjzxakzJ0+e/uL06ZOnT33x5amTp0+cuHfjhl9IQHRirIGZ0dXbN+8/fSyjqCiloCCvoqKoq6ukpaOiqaOmrq2ppWdoZmlu72ji4GBoaaOoqSOlqCKnpKaha+js5h2flJ6VW5RWUASuhz7ecA++JwTOT4BzD+DowyebGlogLejKRlhRDaSoprawuiavojK/suI4ZQPnLcB3asvqG+oQqHokugGNheEIx9ViC4H4n3ih2jv/F7xwPSQCqR+CRFbDmlHtHa2k3vb+PiKpl9g/SOglgXgVVBVVNFSBePWOTRzjBSUSq3HYCiw6raZKyVj3n9dvXbz55HsppUeFJZIjL++/fiM2M/98cUl8aVlieUVydV1qbUNyYwsMaQpFbpv6fHH5+cKS7BpZjrwlt02V2tqSplD+Ey+ptY3nH1flNqkvtndlKTQ56q40dUdim/q7zAssG1+sb6tTD1Ro/xaqO3QwwM+f46VFZ2keMHX22Jp7LK0jrsYRV43O1j7kau+ylNZ3FMDM60igyRBosUWaLCHYpNdiCo97Xp/jpcfkGXKExjzAmC80EYhMhSJjvsCQyzPjAKZswOCIq8/kmQsBKwCwEAFWAGANANYAYCEQmPF45ny+NZg38YTWTJY3VxDFB+IEQAIgzASAMgFQzxZmA0ABn10iOMwFuKFCwJojNODwjIV8K5HI6je5zLhCY67AiCM04ggN2ALzo094Gc1s6pYhLCIznMMTHGKygopqE+G4hN/wKmltxY1/wmtw4nX30Mvh15MgXiOT7/5bvJgsjogLcJkskZDPZh1Oz0zWQevjE1KiohP8IyO8Q0P8oqL8Y2M9IiJcwiLco2M8YuNcQ0P94+NDUlKCEhJ8o6N9I8O9w0M9QoJ8wkJ9w8P8o8KCoiMCIkN8g/3D48KzCrO6O3s+Li2uUTYnF2ZGZ1+Nzk4MvR0aeNVP6CXW9SCaBpF9Q8TinDQdIwMVc2sJbZOnihoG9m6uIZFekTHe0dHu4WEeEaHByQm5DdVVWFgduqEB3YgkIMrrq23d3SxcXIycvfTs3QycvXTs3Uy9fAuaG2uIiJyWivz6gvy6kry68vy6mpIWWDUOU0PEVOLh1a3wGgK8thVR24qowbeUwOsyq4ri8tM9YoLdogKdw/0cg7wcAj0d/D1sfVwtPRxtPRzMnawMbUwMbUzMXazdgr3ispOK6sqKGipKocWZhUk2ng6uoaFFtdC6yuoge8tHfz1/9b/OXjx39p/ff/nL+TO/nj/763cnb/z16/8Nr69Onzp94sT1ixf9gv3jUxJcPF0VVVXUtDS19Q3klZRlXyiKKylJKSq/UNVQVtGQV1CWV1aTU1V/rqj4SEL68XMpaQVlfRMLD++A2ITUnNyigsIy8Emhz/E6bt5/WpVTAzme2yqB1JdCGqsa4QVVNVklZQVV1RlFxfGZWWkF+WB3HxywSMrJi0xOjc/MBr8BO/eNGByYXsFb28AU7Hc146dRic/KRmR7N1g2Yrr6MV09+N4+CBJZ1QRDtrUT+0gdA/1tfaRjvLDdhKKakrL6iu6BvoHR0WO86vF4EK9KHCarHqJgpPPzleu/3nj83XOFh9kF0iMjDyffir1fAPESX1mRXF2X3CBLkSlSZIr05rY0hSJPpf0nXjLb2+DPY7xebNOk18kSi2svNmmKlF35LRqYf8lQaDK0XXna3oudfbntnePMC8TrWCvVHbra7uFxgN/IrG3Jk6nqe0egX+p7R7rUQ00qXXvv0686+0wt2qHyCkVxmaZFZWkf8jWO+FpskRZTqH0k0GOKNBkCbZZI44ivxwI06bzjstGIyTfjAhZ8wJwnsuCLrIS/YcQRWbGFpoccsyOOHR9wBAB7IeAIAE6A0AkQ2goFZhyuKYdvLgQsAJGlUGjMZjvxRAF8IEQAhAqBaABIF4ryucIkAZDGZmRz6OkCTpAAsGYJDdk8Ez7PEgAsAcBCBJgJABOe0JgrMuIIDdkCPSbP7BDQpnAUVw9AvEzDUh1CYh2iMgMLa0C80vC4HPy/4dU/NtHRPzg48RqsGT/Ha2J6FsRr7sMCi83lsAUCgYjH4/AF7P0D2sTEGARSHx+X7Orn7ejj4Rro7xUR4Roe7hIR6RoV6xQV4x4e7hoa4hgY4ODn5xzk7x0e6hsZ6h0e7BMR4hcV5h0W5Bbo7eLr4RXik1GUhevArSytbm9vr29vvf04OzIz8XJ6bOjtEGmsl9CBa+hGwEjw3l5cYUayqaWVnr2boqHDXUnlR3Jqz5TUFQ0NrbxdPSL9o3PjS1vKS7CwSiysFgmF4ZpRrciyuio7D3cTJ2cjFw8de1dDFy9dBzdzH/9iRHNNByYPXl0Oq6hEQEqb6nJra7Jra4tbYKXo5kJ4fRmmsRLfXI1vqcI1l6Mby5DQ4hZIQVN1Tn1pcnlOeHaCX3yoS6i3ra+zpae9pae9hbOpvZeNd5hHREpYcn5iVkVmYV1BWVNpYWN5CbQgJT/e1svRIyKiqLqhtrwy0Mby4V/PXfnj2Yvnzv7y3elfzp/55fypC999cePH/zXzAvG68ssvbt6u4TER3gE+lnZWbl6evoEBto5OFja2elYWZvZ2rt7enl4+FpbW6rq6cmqqzxTk5JXVNfWMbJ3cgiNiUjNys3KLcnKLcvOKj8E6fgMNbHKBPS9Qrs9H8PMraotroGCCVgKpS80vCEtITMrJPjausLo2KScvND4xISunrL4BfPKjoKqmoqEJisKAR42o9k6w5/WfDXt4Wxu8rQ1ObIcT238b+CKhO/s+xwtBbCP2kToHB9r7+z7Hq7i2tARS1jPY/zu8GtraqnHYKjw2p6Fe2czgwtUbl248+e6Z/MPMPKmXLx+8mRR7v/Bs4aPYx8Xny8sSK2sS6xuSG5+OCMU3N2Up208XFp99+Ci9si69TpbZojwnk2WpVGkKRZZKBXteL7ZpitQdmY1NqY9rSmSaEmVXYZP2YntXnrorS6HJ0/ZAvOSpu8o7B5/jpbb3r1Dfpx+H6u6+2t6BzDpZfpMCfqNJP1LfpxtRGXq0I719lh6drXvAMqBz9HeZGus7Kiu72jS29gFP/ZAHTkhoHwl0GUJNhkCLKTzGS5FCB/EyZQktuIAlD7Dgiiz5IlsAsAMAGxFgzxHZsYWWdKbVIcuJJ3IVAs58oYtA5CHkuQMiZ+BTr8oSAKwBwFLI1+IwLfkCDz7gwwe8BEAgAESJgGQ+P1UAZLK4+RxGjkAQJQRcuYANF3AQAdYAYAUAlgBgLgRM+SJjrsiELTRmCXSOOKZ0kdYWG8RLpxRuHJJsFxRtH5kR/O94lRJaceOfGvakkbE2Uv/gxGuwYf+fmRd4MZvN4R2yuAIAYHCZLM6RCODRjw5evnyZl1fg7OPu4Onm7O/rFhLiHBrqHB7hGBZpGRjsGBjgGBjgHBzkGhLoFhrkGRr4ia3wYM8wf2c/Dxd/z+DY0MzibHwP4ePm4t7O/sbGxsLq8tTS3MjMxOjM+PjM2NCr/t7+TtxIO3GifWiAWJCUaG5uaeLopWPpqWrs8PSF9j1pRX17u8SirNKW8oZ2aM/bzqaBDlgPAd6OJva0tnUTK6A1Nh5uOjY2OvbOapa2eo7uOo5udsFhdV3tuFeDzYPE5rYWTA++uR1f1gzLh0LLUcgaPLYChyhFN5RjmypwsApMUykSWtwCKYTVFDXXFjVX5TWU5UJLCxrKciBFaWXZycUZycUZOaUpBZUZJXV55U1Flc0llfDS8ubiElhRQUNZSUNhWmGCg6+zZ2RkQWU9pLQq1Nb2wQ9/+r/x+vLU6S/PnD1x8osTJ7/48uuvTp889fWpM/84/4OLnVNSRoZraJCBs6Orf0BCakZ0anp4ZmZEcmpkSlp0WkZsRlZcZnZ0WkZIfKJfZHRkSlpUanpCdm5aYXFqQVFyXkFqQVFGcSn4kuN/dr7A2VTwVBEsGAura7NKyqJT00PjExKysvMqKguqKlPycqPTktIKczOLS/IqKotrIZnFJZHJKdGpaRlFxbnlFUm5+ZnFpcm5+QlZOYWVNTVNLU0IDL69G0XsgOOJ8NY2dEcXuqML1ArV0YUidhxf0ka2d6I6upBd3ciubnxvH6qjqwmPL6uHItvaW8Gjxj4Soa+3rb+vrb8P39tZUltVUFnSQerqHxkcHH3V0tlZ094K7WxvwBOacIQaPC4T3qhvZfOPm3d+un7/p+dyt6JjpUcH742PyU/OS35YkppfllhckVhefb66Jra29nRt7cn62vMt8vPNjeerqw/n5p4tLkqRyWLkdUkqRZqyBYbM1pbM1pbc1pbs5qbs5qbC0rryxrYybRc8alSgHijR6ErbB/JUmgJtR55KU6TuvNimSa9tSK9tqO7uK9F2lXf2VHb2VHb2VHf31XY+heb+oSptT259U2adrLKzp3FwqLp3oLZP16PRdXfoBnSWwRFbb59hRGcZ7TJ0N3Y05jcMtvZNDzkGLL42g6PBYGszeNoMnsYR35AL6DCEekyR9iFfZftIa59rzARsjwAXHuDCA+xZgC1D4MQFHHkiWxbPVgjYcADbA5HrEeDHA7y5gBOTb8/mOvABexFgCQBmIsBCBNgBgLMAcOYIzQ/Yliy+leATZw4iwEMI+IuAIIHQnyf05Qs9+UIXrsCGwbFgcK1YfCMm14jJN2TwDI64+nSe7j5HZ4+rvctR3jnU3GSorDNlF/d03q2pFTZr+8fbBMVah6cGFtcmoQhxKGwiBp2JxxUTW9Fjo7NLK5Nz8/1jE50DQwPjr8beTYNl49js7OjMzNj0zKvZmfG3b1+Oj31YmGdx2Fw+TygUCgQCAYcr4vBETM7+BmVhcrq0pCguLsbb18srwMc/Itg3KtgzItArMsgzxM81wMvZz8Mt0NszxM8zxM8j2Nc9yMc7yNs32N8nyC80Kqy0suLl6MgGeYu2s0fepO1u7tLWyPMLs6MfJvqXRgY/DvdP9wy86x14SyK97msf7k7MzdaztDa0cTKxc9ez9Nax9FQ3dQhKTBuam+18M9w60dv6qhs91o162U6c6MQN4/B96PK6Iid3B3NLEz1LW1MHJ31bWz1bC1s/N1QfoWOiB9rRAm9DwggtLW3IKmRdcWNFNQZahW2oQNcXI+tLUNBSTH0ppr4UU1eChpSgIcWo2oLmqnxYZT6ssqCpohBWWdpSWQavKkdUVyLLj6MCUVbWUlLaXFwCK8pqriiGFqVlRVu6WnskxmbW1lRXlQWbG9///vsb3/3p4nff/PKXr3/54czP3524/ucTkpf/8D/idfarL0+fPPXVydN//+7PTpZ2SWnp7uEhRq7ObgGBIF6RmZkx6ZnRaRnRaRkx6ZkJ2blJuflJufmJOXnJuflgpOQVHNeJxw2v41bX8cwEKNfxrcaCqpqUvIKIpBR7T28bNw9wI1hmcVFOWWlmcVFBdXlhdU1xLaSsHlpYXZNeWATKlV1alpiTl5CVExgd6xsemZSVW1JTVw9DoPBt6LZOZGs72OpCd3Qh2zvB8YjfLgl1INo64B2d8I5ORGcXvKsL10P6T7za+/tAvIh9JHxvZymkuqCypL2383/CKwvRZGRrf+H2PRCv25Ex0qOD9yfG5SfnZRdW5D6uyi6uyaxuyKyTwWEICTJZfIssubEhubb2dG5eYnFZdnNTYn1dikpRoNEUabQXVOoLKlVxm6q4TVWiUJUo1BcLayrrFFXKDjgtoUg9UKbSlSkHIFJK1B0l6o4ShSa1vCa1vKa2vau+T9c4ONTcP9Q6ONLZP9I9YOjtM/QPmDq7h5rUfYW1TYW1TdAyMDXTo9F1aAe6e0c6+0dau3T9vSPDnSOddZruKtV458iMyTNg8bWO2JqHLG0GT+eIp77P0WMBWnSeFp2nucd5Qd5X2T7S2ePq7zLNmUIbLmDJ4lswuLYsnh2LY0k/sjgSme/yzDaPbLfZbocipyOB9QHT6ohtS+dZM/gWRzyzI44Nk+/CFnowhe4HXNMDrtkR15QjMOYKjDg8ExbXgsWxYXItWAxz5pEZi2nCYusfMjX26Gp7Bxr7DD06E8wZdfaZ2rssrR2mBpWpvs1Q2T0C8ZJb2td5t6Ze1KIbmGgXEm8ZmhxQVJOIxMciMQloVDoWU9RKQI2OTC0svnn/oX9somtweOjVG3BaYvTt1OjMzDFeE+/egXgx2SwWh83j8fhcHpfNEXC4AE8gZLCZO/vzszN4HCY1NdnX38fd19MzyNc3IiggNiw0LtI3LNAj0MczyNcr2M89wNvN38sj0MfDzys8NjK3OB+ORk1MvqFs0/b26Ztb2+ubtC0ydWNpbXZuZmT+df/iWN/8EOltT++rHtLr3t5XpI6XPSmFWYa21gY2NgbWtkYOjob29jrWFqFpcaMLb0gzg8SJdtQQGjPSA+9vRQ+1YvqxhD5cWX2prZONpraGlqm5nqW1lpmZhrmJhbtDPaGF8LKzpRuFaEfBCC3NREQlAlLcWFGFrgfxKkU3lKIbQLxAtoqHT3u1AAAgAElEQVSQNUXIqsKW6oLmqoLmykJYZVFLBShXBbKqClVRhaoA8SqHlx7jlQkrL6kvSsuKtna18UmKz4LUVpeXBJgY3PnTn6796dtfz3194c9f/fLDmX9+d+L2304o3Dj3P+J15suzp744+eUXp374r3M2xhYJKaleUeEWHu7u/oGJqRkxaRlRWVnxWTmxGVnHfoGvZydk5ybl5KXmF6bkFYAfQK0+rbQvKTvG6/io8fNlEmDOFZGU4uofaO3qbubg5B4YHJGUnJSTm1dRXlBVmVdRXlRTW1RTWwKpK4HUFVbXgI389MKixJy8mLQM79Bwr5CwxMycoqrailpodX0TgtCGInag2js/HTJ2dCHbO+HEdjDbQnR2Ibu6kT09yJ4eeE8PvKcH292L6uiCEQildfUIYhs4KvE5XgRSV3l9bX5FMbG7HcQL3tVV095a39HWSGiF4Vtr8LgcVLOJk/Mvd+7/fO3+P57J3gyNlHk5cH9iXO7tvNz8itz8ivzimtzSutzKhuwaWWadLLNOltvakiNvKqyRJecX5ZbXlDe3ZTfIL6hU+c0tBfKnUNzYUtzYUtrYUtrYUp5fVVulaFJ2VSk7SpRd5e09NQpdnUJXoe6qU/fUtnfVtnfVtnbklzdeLG9oU/dVtmgqWzS1rR11yq7G9p42dV+HdqBDO1DfpKmsU2QXVqTmlxXXtlQ3aUrkbZUtmgaZprqxDf6X4gZFY2tHe3NXbXlTbX5da52qTd1Xoe7Lb9Hkt2iK/x9l9xXe1nXti162ZCdxqu3k3JubnbjJdhJv98RWb+y996JGVVIi1Six9y72BpAgAPbeSQDsvQIECQJgAxtAoveygIWFss7Dknm8nb3vzeX3f+DHB+nt940x1phzCuTWQoU1X+4oBaz5chuBwpovv7DHv8wRWfPlDnKlpxYM0BsDtWCQWnMTAO4A2jtqzW2FKUQCBfM01wSauyrjLcB0VQMGg9B15avcUOrva8xPQDgKgJ/LTdd08FU9HGSE/U2wrwn2MZp9jSZfoynAbPA3Gf1NxgAT7AuZPADIXW3wBEy+kMkXgpF462AvrdkTgD00ZlfA4Ck1OAkgi32lC41tW9zkGJEY+Dgu4Hna4xJsantvUkd3SmdHdndXaX9f58I8bZO1xFyfIi+Nzs7PLdOWmOtkOnOBRp+j0+cZjEUGk7q+huC1sbWp0QJ6vd5gMBghg0EPGXSgQQeaQQiGjDAEibnchZnp2hp8WlrKk2eP7z28f+fBvbCHoTdCrgdfCwq5fTP0wf2Ix+Evop8npSTmFue39XTQ1lZ5IqFEJhVLZEKRRCAQ7QvEAr6Ed8jf2GbNsVZGt8jjm7Mz63Nji5MTlOlx8hRpaiijKNvrmq9rgIdrgIf7NTevm54eIe7PMyOHl4dGVoZJVGL3XBdpabZndqR/bqhnsr9/oh/bhHvw+KFvYIDPjRD/W3d8bt70vRMS8uRhVUdDx1h/y3BXx2BXC6GthdiOaasua6g8wgvT01DZXV/RVYfurEF1VJd3YMs7sGXtVeXt1WVtuPJWXHkr7kiuqh/wQvyqbEMjcpU3leY2VpTXlubkJlwPvfEkKz2/tqYKXRbu4fK3X7/1yW/eeu93v/jL7996//cnPnjn2Nf/cczhq3d+itebJ9547fjrx15/7fgbJ14/9tobx157++e/9HP1SkpLf5wUfzX84b1HT1IyslNy8pIKCxNzchNzcpNz89MKitILi1PzC9MKijKKSlLzCrKKS3NKy7NLyrKKSzMKi7NLyoow2Hx05VEQvF4dzMZgCzFY5LnZYiw+vwKTkP0yNPJF0O1Q98DgG2EPn8YnJmRl56HQxVWYfDQqtxz1sqz8ZVl5PrqisBJTWInJLUdlFL76r6NT02PTMwtQlZi6Rkx1PRpbU9PS3tpL6B4a6RocRkotBC+k1PqJXG2jo93Do0d4tRGIyKrE4NRk/8QYcWKcMD5GmBipaqgtxpT3DRIQvNpHRhC8mghEBK/CrtbAsLD3v/j6z598+edvL/ztadT56fEvyYvnVzYub+5e2dqz2GZb7nCs9g8t2IeWHK4Fh3thn3Npj3Nlh32OuXV5a8+azb24y758wLXgcC04XEsO15LDtWZzbTg8Gw7Pls27tLxusbZjiRRx2+zLu1zLXZ7lDvfiNvvSDufKDsdy79Bi9+DC+s7FjV37A+Hl3YMre4dW+1xrNs+WzbfjCBw4QscDkd0+32aXe2F95/zatuXeoQ2Hb8nmWR8I7Lki6wOBDU9kxRdZHvDteGJHrth259Bm+8DxQOQkktuJFdZCmY1I7iDROEsAN5nOU2VwlgAuUq2LVGvLk9uL1a5KvadOGwgZrhsMIVrtXbX2sRaKhkzxBvipFn6khu9JoVsy8K4Ovm2Ar+nNV03wVdB8TWe+oTPf1prD9fALExxjgJ8DcDAAB+ngAAj2N8F+MOwLw94w7AXDN0zwdSN8wwCHGOAQEL6uhq+p4BA17Gcw+xlgPwPsC8G+esQv2BOAvSDYVwm7ik2WbJULjW1T1Gj/MN4/IsY/MvVxCRbZ8/oJXsvrm9MU6tjcwtwyjcJYQyqvH+O1RKcjeKkBjUEPGfSQETKYDEaDHgLUGp1aA2l1BpXaDIKQRiM4PKAuLvT39VRX48rKSlKSE6NeREY+e5KYEPcyJ6u8rKSxoY7Q38vYZO4dcMRymVKtkitUEolMKJDyeeJdgeiAJ97fO2SyWHNbjNEtyihjfpqx8OqJ4qXF6aX5hq7G9IK0jKLUl+VZWWWpuZislxVZqIbyQfIQcW5wkDI+SBknzE71z44PLo6TZoaG5kZ6hvswNXgUFou0NSV4fAkem49Ftwz0dY4Smwd7ukd6W4ntLcT2ylZ8aX0FtqsO19tY1V2P7Wms6m6o7Kyt6KhBt1ejO3BIKjpqkGA68JgOfNUruXC4Liy2swrbWYVpr6xsq0C3oMqbysoaS/ObMeW1pdkv46+H3nianVFQV1tZXhLq4vDXX/3847ff+uCdX773zi/ee/f4R+8e+/79Y+7fvf3f4/Xa8ddfP3EcwevXJ37mbuOUmJTyLDXpRkTE3QcRySkZabkFqUXFSS/zkl7mIQ1jSl5BXGZ2bEZWfFZOSk5eSk5e6sv8nOKylyXlSVkvk7Je5pdX/Bivo4F96Q9PbxRV4XJRFdml5Xnoypfl6ITslzfDHrkHXAu+ExYRHfs8KSUp52VafkFafkFidg6S5Je5qXn5yB/TCwrTC4szi0rS8guzikvLsNXYhuaqmoYKXG1pFb6urbNrcLh7aKSdONBKICE11w+j+sHWgcG2waHWoaG24eG24eHu4dHu4dFWIhFVU9vS1/+veBEnR/HNDUWVZd3EXgSvjtFR/AChdoDYTCS19BOr+/uKe9qDIyI++PKbP5/84j++OPPpw6dnxoa/WFw4s7z2/QrzFG3tDH3jLGPz/Brr/Mb2+Y3tC5s7pzdYZzZY55hb31HpZ+kblzZ3T69vnWPtnlrbRHJ2bevs2tY55tb5Ndb5NdZFKsOSsW25zb6yw764zb68e4DgdXmbfWWHc2WHY7V7aLlzcGF959L6rgNHaH0gsD4Q2B0K7bkiJ57EmS915ctc+TI3gdyFJ7Xe41rtHjrwxM5CmYNA6ixWuIoVTiK5k1zlJFc5SBWuUpWHROV0KLbZ5Trzpe5yjZsadFWD7gDkq4X9tHCwDr5ugP3UBm815KECHcVKF6XWGzRdg4whRjjUCIfrjc+0xgQQzjLCuWY4FoKfQ/B9teG6AryhM10zwAF6Y6DB7GM0+xrN/npTsM54C4Lvm+EwE3wPNAeoDIGAKVhnCjbAwTAcCMN+MOwNw1chc7DedBU039DD1wE4WAEHK+AbSthLb/DWm731Zi/Q5AXCHlqTO2B2B8yugMFLZnQWGiz2lW70A7uSZqdHScFPExC80jv7U7p607q7kLaxm7zI2N6lbbJmqStjcwtHbePiKgPBi8xcW95YX6LT5ynkI7x0gFYHaBG/dDodAABarVanVBoAwKjVGgAA0gI6tUoi4O9vs1jra/RlKm2JsrZK295YZ+9si3hcjUIuV6tkKqVULhOJpSKRRCySi0VysVC2xeXvHwh2ttj09a3lve1FNmt2k77IpC0ztqbmKaNTswvLS4srlKnFyQXa7BJznrJGpW7SFhjUKeriHJ02urg4tkQdp9IG5xdGyORJ6uLY4vQ4eWaSPD8xuzBHWZlZXpldoU1SyBNLZNL05NDiHGluumdiuG+c0D7Q2UxoQ/DCddfj+5qwPQ247npcdz22q66qsxrTga/qrMZ24bFdeExXHaa7BttVg+2qwXbisJ04bGcVvqMKwauqA4Npr6xoRaOay8saS0sbSopbsaja0uycuBv3rj/Lyiisra0sK77rYPPpb9/49N1fffjur95756333z3+6bvHzn14zPf0r3+K1xvHT7x+4jiS46+9/uax19967YTdBcu4+MTo9NRbT57cCQtPTErLeFmQVlyCVFspeQXJufnRaRmPYuPDo2OfJiQ9jU14GBn1MDIqPj0ru6g0ISM7Kik1s6D4x2XX0YZqCRZfWltXhK/Ow1Ql5RdEpqYl5uW/rKjMLCuPTsm+9/h5RFR8dEpmTFpGXEZWbHpGQlZ2TFp6bHpGVEpqVEpqbHpGTFp6XEZmal5+Yk5uZlFJHqqiBIuvqKlHV9cVozA5BSX55RVV9U3IwL6DNIg0jN3Do90Dw0iQQX730Ej38GjPyBiSNhIJVVPb3NvXPzZKmhhH2kbkStWB6fGa1qbCitLO/u6phZnphaWu8XH8AKGGRGghDbQSSNX9faV9nSGRkR9+9e1fPvz8T5+d+vhuxJnhwS8WF05Tmd9SV/6xTPvnyur3q4zTjLUzzPWzaxtn1zbOb+9d2N67uLFzmrZ2nrllsc0+t7VzaY9zhX2IFF9WBzyrA57tAR+JzcaOw96BI09gxxfZ8IT2fImzUObMlyJdoYNA6iSQOvIlVruHVruHrkK5g0jmKJY7ixXOYoWLROkuVXnI1J5yjYdM7S5VOfDENodCZ7HCTaZ2kak8VFpXqcpZqnRRalzUgJNc5a4EPOUaF570CottzxW5yFSIXN6gyV8HBwBwCAjfMcPBOthfY3SXa214Egepyl2jDwQMN0HzfQh+BMHPITgBglMgOB2Eo8zwUxN8WwcFqLUBemMAZPIDjf56k7vZ7APDfiY4ADIFGczXzHCw2exnNPgptcFqfQhovGOA75jMN02mIJPB3wQGmA1+RgPSNvoZzF46oydg8tbBvkaznxFG4muAfSDYWw9762EXDeQpNTgLDZZsFYKXQ3hCwKNYv2cpj0uwGV2E1O4+BK9yIqGHQmbu7K1ubc8t08bnF2eWlhG5yHTmPIOxwGT+GC9k5gWbzAYdqAO0EKg3Go16A6TTgyCkB3UAqAO0gFqllGtVSkgL6AENoFRo1EqlQqZSyjVqpVqlUCpkCrlUqZCJJGK5QqVUaeRypVgkF/DE7F3u1vruFIW2zTrg7BwyGVsLjLVpBn2ewVjf2F5l7pKGppvbeklD49RV+trW5hprnb7BWN3aoW1u0zZ2KcwtCnN7bmVzfpU1s7w5T1tboDPnaCtT1MXppcUZ6tI0ZXmGsjq+MD9JXhyZm52kkEcXF0cXF8fI5MH5eeLUQOdQdwuxvaIFV1pfge9pqO5vxvc1VXc3VHc34Lvq8V21+K7a6p4aJLjuWiT47mp8d3V1JxbfUYVrx2A7cUgVhmmvqmitRDWjy5tQZY3lJW04VG1pVnbsjXvXn+dkFdXVoUsKQ2wsPvnd8U//8MuPfv/b99751YfvvPHZ/zp2+eNjAWf/5WvjidePH+F14vXjP3vt+C+OHb/8j7PR0bFxWRlhL17cCQtPSExNz8lPKyhKKyhCWsW0gqL4rJxnicmRSSlxmdnhT1+ERjy9H/4kOiElp6AkJfNlXHJ6dn7xj6f1/+VUdnVNcXVNIQ4fm51z++mz0Kjo6MysqIzMF0mZEVGJkQmpUckZsemZidkv4zOzU3Lz4jIyY9MzXiSnPE9KjkpJjUxMepaQGJueEZ2WkZpXkI+uLK+uraxtQOFrC0rRadl5RRVVFTX1dR1dHaTB7qGRzsHhrqGRnpExImmEQBzuJQz19A92EwZ7ScP9g6P9I+O9o+N9YxPtAwPl1TVNPb19oyPE8THkayOC1+DMRF17SwG6pL23E8Gre2LiCK824kB1f185oftubMzH3373/odf/OXvpz65HX52aPBL8uKp5bVTrK2zLNb5nZ2Le3tX9tkWbI41+8CafWDB5Vse8Cz3Ds6vsa6w9u0OBRYcrrXg1czLkiew4gtteEJbvsiOL7IXiC03tm32OPZcvg1PaMUX2ggl9kKpg0CKzLzsBBI7gcSOJ0ZaSCeB1E4qt5PKHaQKB6nCWap0kalcpSpXqcpFonQWK2x4IqtDgZ1Y5ihTOsiVziqNq1TlJFE4yVWOCpWdVO4qV3vI1C48qdU+10EgdVUBbhq9h9bgozcHgHCgFr4FwmEwfBuCr0Own9rgIFI4KwBv0OSpNfhojUGg6aYBDjXAEQb4EWh+pDU9NJrDzOZgEPTUqLwhvZ/J7GcwB0BmPxMcBMPXTPA1A3wVMgebzf6w2Rs2eckkQUrlXS34EIQegtA9UHtLp7mh11w36K/qdVcNUJDB6K83egCguxb01Bm99AbkELi33uwFwp46s6cO9tDCSOXlIjJacdSuqxzrwgab0Biv0EifJ0mPiquQyiu1qzO7uwupvOisHdoma35ldXKRgrSNZDqTTGcurq0trq2RmWtI2zhPIW9ts7SgDjaZzZABAvUQBOkNkBbSA3pQrdepARUI6SCjHgS1arVSpZSrVQpAo5LLpSqVQqNRIVGrlUqlXCaTKFUauUIlEkvFIrlSAShlwObazujQZFf/EHOVdbB5uLxAH56YI4xNj00urFLWaLQdEmm6paWPRJpcWdna2uKsr+8xmTur6zvklTUqfXN5bXuJsUVhblGYW3M0+gyFMUdlzFJXZpepcyvLCzT6/DJzanF1ikKeopCHpqfGFhbHFhYHZ+ZG5hcHpmcHZ4e7R3oRvMoaKqt7G2sILdX9zbW9TbW9DXV9jbW9DbV9dTW9tTW91dU9eHxPHb6nDt9TU91Tg+/GvcKroxLTXoWksg1T0VqJbqkob0KVN6FKWrDo6pKcrNiQezeic3NK6+vRhfnXLl/4+LevffL7tz76/W/ff/fXJ3//sy/+eMzqr8eunf/Zf8HrzdePn3j9+PE3Thx/48TrJ46/cfzEz18/8Ytjx89+8c/nz6MScrLCY2LuPohIiE9Jy341m0/JK0gvLM4oKonPynkclxARExeZlBKTmBqXnB6TmJqalZtfgsrMLUzOyMkvQSFfG//1bHYepqq4uqa0ti7+ZW5w2IOAe/dvPXl6PTziZtiT2+GRoU9j7j1+/iAy5llC0tP4xKiUtISs7PjMrOdJyZGJSVEpqU/i4h++iHocG/ciJS0hKyezqKSgAoOurquqb8JU15dWYFH4WnR1Ha65tY1A6h0Z6xkZe1VhdRK6Ovs72nvbWrvb2ns6Ovs6e4jdfQPIhn3H4GB5dU1jdw+CF3F8DMGrb3RkcGaivqO1AF3S1tPxY7yqif2tA4NHeIUmJXz6z1Mfnvzqvc9Of3o7/OzQ4BcU8ina+ndbm9+zts7sbJ/b2720v3+ZzbZgcyw5B1d4/MsH3Mt7nLNrW5dYe9aH/EucQyuh6BKPd5nLu8LjW/AFCGG2fJEtX2SxuWW9z7Hl8a0EfEuB0FokthPL7IVSK6EY+c5oI5TY8sWX9w8v7x86ieS2UrmtVH606uUoUx7FQaqw4ouu8AS2Epm9TGEnUzipNB4KwFWudlKqHRUqe5nCTaHxVmrdRAobDt9RKHNRalzVoJtG7w0Y/DVmf5UpSKq9BcI3Qfg6CPuqQXuh1Emu8tJBThDsCBpdtEYv0BRogK8b4esG0w3IdF2ruabXegIKB6XUBQS8DAYfvTEAhAN1xht6+BYE39SagrWGAD3kaza6w4YgtfKOHnxqNsfBcAIMR8PmZ7DpKWx4Chke640RkPGBwXQPMt3QQsFaw3W92QOEPEDjDzG760xugNkNMDsqde5ivZMAQiovm6JG27BYnwcvvB4lhBdWHs28sro6S/p6uxYXltc3Vza25ldWp8hLCzQ6MrAn05nk9XXy+jplbR3Ba2GJwtrZ1ulBnVINaXUGPYQ8qAHoQQ0EqvU6DaTV6AGNHtCCgBYEtFqNFlBrAbUaUGlBANBpFCq5XClTaZRqQCVXyiRSuVyhkskUAr5ELJRJhIrtzf2FafLI+NzeOoe3wV2dp8/OrozPLU9NUCgTy0wme3p6ZWRkYW6OzmRwNjd4a8yDzQ3e1g5nmbGxur7F2NoiM+hkBo28tjJPX5omMxdWNhZXmcjmx/wKfX55fWKRPrtMmaEujczOTJAp09TlkfnFsUXq4MzC8Pxoz2hfK6njCK9aYmsNoaWJ0HyUxv6G+t662m58TRcOkaumt7a6p6amC1fdicV1VOLaKv4VL6T4Km6uQuGLc7Jib4eGxObnljU0oArygi6cPfmbYx+/+4sP3/3Ne+/86uM//PzbPx2z+/ux6xfe/C94Hf8ffk6f/Czy8ZOYjJRHSfF3H0VERcdnvsxPy3+FV1pBUVp+YVp+YXpBUXx6VuiTyLuhEXdDI4Kv374X9ujho8jwx8+zXhYWl1WWoivyS8pflpTlV2AKKqvyyzBFpRgUqqa8HIeqbczG4e/FxFy7G3rr/gOfW7dc7t+6FhLhfTPM7XaoX2j4nYdPHz6KDI+KDk9OjE9ISUpOT07JiE9IiYyJfxwb9zA29m5M1JOoqOjExJSXOfnlaOQKCnxLG761Hd/cgW1swzd3tPSSeocn+kYmuwfHugfHWtoJjY3d2MoGLKquAd/WWNfZ3Nzb1TvcMzzaMzzaOTCIb2mtaWvvGx0hTU4Qxsf6JyZIk1N9o2OE8bEOIiEfVdrS1TExNzNBXuyfGGsl9jf29zcSCXXE/hpCf3V/35O0tI9Pn/qPv3/2/pfffRp8/UJP57dkyjcUxoW1zYubrPOs7XOs3Qs7+xb7XOs9rtX2gTWba8MVWB3wzmywzm/vWXMFlziHVnyhxQ+xFIh+HAvWrs0ex1kotuUJLXkCW4nMUii2lEjtxFJrgchWJLETiO0EYqsD3qVdtqNIaidT2CEbqlKFk+RHnaNY5SFROXLFNvs8B54YGXU5ixXuYqWHTO0mUztLla5Sladc4ylWefBkdruHjlyRi1ThqtG6Ajp3APLSGf1As5sc8lSZfNSwrwb2VZldhICrSBuohZ30Bmcd5KIB3dSgtxoKBEzXQfg2BAcAJl/A6KHQuSm0Xjqjt97sqTf5GGHkG6KPwegLGX0hY6DBHGSEg03wVUAbqje9MMFJRjhFD6dAcKIejtWZX+jgxwY41AiHQnCEHr6vNtxQQdcMsBdkdIdMrnqji8HkboC9INgTgL2UJj8V6AwYvIV6jy2Z0zrnXFWD3YMYr3sR7g+jHhVj0jp6Mvr7swn9uX29mKGRPuoyjbW9vLk1S12ZXKSQV+jLjPUlGoOyQl+gry7QVxcZ9OWN9aU15sLy8vrOjgoE9TpIq9FBoMFgMOh0gBYEQAgAdCo9ZFSr1QAAQBCE9I+QVg1p1SqVQq1WqtVKlUqlVCrlcqVMppDJFAq5SCEXy6UykUC6tc5Zp3PY24pNhmhznUOnbTPpu3TaNnmBsULdZKzuLMytLi2tT09TF5fW5inMyQXawPTi3OrGwtr2EmN3dZO9sr63RNtaoW8tr25SlxnLK8y55dUFGmOBxphfoc8srUxTlqcpy7NU2iyVNrm4NDa3ODa3OLFAmVigjM0tDk/PDc6Ndw73tpI6q9prUU1V+J6GOkJTA6mlntDQSGpqJDXV9dfX9dfXExrq+utremux3Vh8Lx7fi8d2Y5HfcT04TCemshlT0VKF7qhCd1SVt1WiW1CVTeWYxvKCttKympKU1PiQ0JC4oqzyJmxlcYHf6XMf/PLYyXfe/ODdtz76w68+eufYP/50zPf7t0Iu/vzfwuvbv3z8JDwiJiMlIjHudvjDF1FxCF7ItCslryC9oCijsDi9oOhFYsr1e2FevkGePoF2jm6ePoHB12/fuR+emVNQXoErKUUXoyrz0RUvy9HZKHRBZVUppqYcU5ObWx6VnHE3OvbGg0c3Q+75egVetrI9Z29/9qzNqSsOpx1crrh6uHn6BQXfDAl7eOd55OPn0dEJyQkp6XFJqTGJKZHxiRHRMWEvXoQ/e/Y0OjomNSU9r6CwElNRV49vaatp70RutW/pJXUNjPYMjXeSRjpJIz1D4y3dA+1dA62t/W3NfV3tpPZ2YlsnqZs03jM82jsy9hO8iBPjhMnJgalpwvgEcWIcwaupo218dvp/wisyPf2zs2c/+Ozzk1+f/lvwjSu93WeXl8/Qti7S1y02tq/s7F3cZV/a41xhcy3ZPMu9Q2s21/qQf4SX1SH/EufQkiew+B/8smDtWu//FC9rsdRWJLHiC+2FEqRAs+RwL+7sOwglSOVlK5HZS+TI8MtNonSXqtzFSg+JyuFQZL3HdeCJXURyBC8XkdxFonSWKh2kCkeZ0k2mdhMpXLkS5wOhq1DmodQgDZqrGnTX6D3Veme53k1l9FSZvNRmd4XBga924Kt91LCr3uimN7rrDJ5agy9gDNbBN/TwbQgO0sH+OrOnEnRX6rxBkw8Ee0FmP/MrvPwMJj+DKQAyBUCmQIM5yGB2UyoDteAtvSlUawjVQGGA4Z5Of1uru6eCbuuMwSAUrDWEqA1XJVpfsdpHo/cEIXedwRU0uOqNbhDsAZo9NGZPhdFPBTppIC8B6L4pdWDun6mss77/wu1WmPvDqIiiyiO88vr7ELxWt3dWtljIrRKLy+0CuTEAACAASURBVKvLjHXqKnOJxlhk0BcZdDKDvryxTmUwELzUOhACDRBoMOiNIAhqNBqdXgsZ9WpApdXpVWoAAACdTqcF1KAOgPQ6UKMEALVGo1KpFEqlUqFQKJVqtRrQaLQSMU8mFUrFEu6BYGmROTFCmRlnDBEoPV0j7a2kro4hYv/k8ODczNQKlbK5QmUND850dJB6e0f6iOOEwamW7gHi+Nz0EmOJsUvb2F+mb5OXN5ZXN1foW0srzBXa2vwKHcnc8uoslTaztIJkmrI8ubg0Pk8+wmt8njw6u4Dg1ULswLTVlDdiELzqic1NA83Ngy0NxEakyKrtq3uFVxe+urcW31OD6cBWtldVdeKqOnGV7VVVrVhMG66iE/tjvKqaUPmtJaXVxSnJcSGhIQnF2WWNVaiCXJ9/nPrwV8dOvvPm++/84sPf/+Ljd177/r1j/qfeun3x36u8Pvtffw67ey8mIyU8IfZmWOjzF7EZOXlp+QXphcXJufnJufnIPldWcWlMSvqtBxFBN277X73p7OHj5R8cdOP2rfsPkzNyCkrRxSWo0oqqgorKjPKyDDQ6H4fLQVck5+Y/eBR99f5Dj+shDu6+jjbOVqctzn1z5vJFyytnbC5ctj1jYXvqksWF8xaONk4+AcHB9+/eCo94FBP7PCEpKiklMS0zLjntRWzC85j4ZzExkbGxUclJKTm5BRWV2Kbmpp6+NuJAJ2mkrX+wtW+gnTCEpGtgtHtwrJ002tY/3NxOqG/qrm3orK7vqG3rbSeNdg0O946MdQ8N41taq1vbkNeDiBPjxKmpoZnZgalpBK+88pL61uaxmalJCpkwOd5GIiB41ZMINYT+GkJ/XGb2Vxcunvzb5x9+9s1JT9/TtbXfjE9+M7l0Zo56eXXdcnvv8h7n/B77PPvgEod7icO1Zr8ayZ/ZYJ1j7Vod8i8fcC15AguuwJIn/HGs+CIrvshiZ896n+MkENnyhDY8oZ1YZiUU20pkNkKxDU9oJxDb8kW2PKEF+/ASa8+RL361Wy+W2YllR8N7F4ny/+DF5jnwxE4/4OUoliPzL6TZdJKrnMUKJ57Eamvfls1zEsucFWonpdpRrnGSa1zlgKsacgeM7oDREzC5qSAHocpBqPLWmJDGzVNn9NEaAwBTsA6+poNv6uAgHRyoNXsqQaTy8oFgHwhG8PIzmPyNZn+jOdBgDjSYAyFTIGRy1ACeekOACQ4ymAP0xkCjMcBs8jMZr2pNQUbYx2j2heBgwBwkBb2loK8W9tebfPRmL8jsYTB7GmBvPeyrhX01sL9a7wwYvASgx5bMcY19FlOP4OX24AWCVyaBgOBVNTzaR12m7+wieI3PLy5QaQhe1FUmmckgM+gUJgPBa55KXWdtKwGtXgdBoMEIGfR6vVwuF4iEfKGAJ+DL1VqhSHLI5bM5hxwORyKR6LQanVbzQ9n1Ci+5XCmVyiUSmUTMl0pEUrFMwBMzV3eWFtZXKDvTY/QBwlxv10Rf9+QAYW54YHF8hLowu75M2ZkYXejvGenrGSESJyYmyH3E8dGJxRXGzjqLt7HNpTF3KSuby4wtGoNFpa0trTCRmmtueRXBC/ELkWtycQkxa3yejPg1sUAZmB3rGOppJrQjeFX3NiJ4IVrV9tUhg3mk+Krtq6vura0jNNQRGnDd1VWdOGwXHtddjeuu/le8MM2oV3jhi5KTYkNCQxJLcsoaq0qyM92//Pbkb147+c6bH/zu5x++/bO//q/XL5x8LfjMz+9cPPFv4fXRb/5w+8ZNpPK6EXofwSu9oDCrpOzV2KugCFmmz8gvikpKfRwd9zg67sGzF09i4p8nJEcnp2UXlRaiMYUl6AJUZS4anYVG5WAxmZXoyPSUqw9D7Tx9fW6EeAZfs7Syv3zmsv15a/fLdj7Wzg/8Qm76Xff28nd2dHO8bONwwcrZzsnNyzskIuJRXNyzpKRnSUlxaRnxyWlRL+LiXsTHJCVFJyZGpyQjeOGaW9oIpO7h0XbCELaxrRRbi6puqGnt6iAO9w5PdA2MtgyM1nT2o2uaC1H43BJMbllVEa4e09rVThzoHRnrHRmtbm3Dt7QiLwaRJicIk5OD0zOD0zPEifGuAVIBuqy2uXF8dvoIryYCoYlErCcRaomEGkJ/8su8765cOfnXz94/+fmfbZ0/Lyn+z17iZ/3j3w3PnF+kWWxsX9zZP7uzd2aPfZ5zePGQZ83mWnK4Vge8s5vbZ7d2ELwsuHwL7k/9QvCy3N232mM78oV2fJEdX+QgklkLxHZimZ1AbMMT2gsl9gKxvUBszeZe3t53EkgQtpA4iuVOEoWzVOksVXpIVJ5StSNfYsPhOwikLhKlk0ThJFE4ypSOCpWDQmWrUNopVc4qjYtM5SSQ2myx7Tl8F6nCTa1114LuGr2XBvJWQ66AwV1nctMa3QGjqxqyE6nsRCpPwOSpNXjpjL46k5/WFKg1B2nNwYD5msYcpDUHas3eCtBVqvEGDL4IXkbYz2D2N8IBJjjICAcZ4WDDq3ORzkqtp87oZ4B9IZM3ZPQ2mLyQa531Zi8z7GqG3fWwv8bsJ4Y8JXofAA7UGf11Zm/Q5AWaPPWwp87srYG9VWYEL2+h3mtb4bJ5eAHXZPcgxvNu+I/xyiES8gn9VcOj/csrSOU1t0z7SeVF+QGvlbU1KoOxsERd22IpNIBBD4FaHQTqQRAUi6U7u/t7+xyBUHzAF62zdlcY6zTmxvrG1sEhT6FQaDSaH8ouuUKhkMvlMplCIpGJRBKxWCgUCgUCEZ8n2WYdsDZ57D3pGv1wlXawRNll0LlMBm9hfmtxgcWgc1dpB6vLWzTqJmWBMT25tELdnJ+lLc7TGas7i5QNMnV9dmF1em6FvLK2zNii0JiLy/TFVeb8Ch1hCyFsZmllikydWKAgfiEF18jM/Ojswvg8eWB2rH2wu6m/rbK1GtVUVdPXVE9sbiC1NPY3tJCaW0jNjf0NDX31DX319b111Z34I8jw3dXIkAv5yIhurEA3Y1DtGFQ75sd4FbWWllUXJyXG3LofklKeV95YVZCe6vT3Lz753XEErw/ePvHlH0/Y/v3NG2d+dv/Ca/8WXn/5xe+C/QNiMlKepCTeDAt9ERWXnp2bWVScUVSCbKUiy/TZJWW5pajMgmLkOQxkayEPVZFTWo5sSOSVoXPL0S8rKvOwVTmVqNic9JsP77v4enkGBwVcvebt6eNu5+jv7H7Xy++Z//XYoFup18JeBN8JDw55EHjjvqtfwGV7p3OW1pcsfa/duPPocUR8fGRqanx2dlJ6VlJCakpsyov4+OdxcZEJ8bGp6RmFRWX46tr2zuY+Aq6pPbesMjW3KKcEXVHb1E4Y6h+d6iAO47r7i2saM4vRyTlFCZn5ybnFmeWYXFxtY3dv99BI3+hYdWsbrrnlCK++8fGBqemhmVnixHjP0GAxBl3T1DAxNzO1RCFOTbQPEBG8GgaItURCLZGQkp9/xtLqk08/++iTzz+0c/22tOy7wdHvRxZOjc5dpNAtN3cu7bIRvM6xDy4ccG04PASvc1s7CF7IVr01V/jj2PBESCz32Ba7+w48gQNPZC8QOwpltlyRo1CGNIxOYpmjSOokkNge8C222c58iZNE4SiWI0E6QWSHC1mYcBbKbLkiJ5EcOQzkIlM5K9QuasBZDdir1A5qjatG66bQuIoVDrtcZ57YU6720oCeWj3SM3qp9C4a0BXQu6h0Liqdi1JrI5TZCWSear0vYPTTmoJ0cDAIXwXhazo4GDAHA+YgrfkqCPuqIHe51kdr9DfC/shaA2QKgMyBhldyBRvgqxAcrDf7SrRBGtN1CPkKCV8zwNcMcLDeFKiH/cywhxH2AuEgDRwoNvhKIH8tHKKHr0NwEAT7QrAPCHvrYB8A9tXAPgqtgwr04Gk9tmSuW9xL1S0O4XGed8Ndw54jeGURiS9JxAIiATsy1r+8srLFWt7cml9ZnaZQl1aZK8wN6iqTvLxKYTKW6PQlOn1lbY26Sp+nLG1sslRqwACBEKjXAVqNRqtUqqUylUyuUWv0MrXuQCA5FEplKkCh0cnVWqVKo1CqAUCtUinkcqns1Y9CJlNIpXKBQCAUigV8yeGBkL66tUReo9N2F+aYiwubC/MbmxuCNSZ3dGRpcoJGXdoZG6XOz9KY9F0qZZ3QNzY6PDdInOztGmpr7mts7G1rI7R2ELt6h8emF+eXmUi3+P+J16tR1+TM0NTsyMw8aWa0baCrsa+1srUa3Yyt7W9uILU0DrS2DrS0DrQ09jfg2rEVTejy+rLi6qL8qryKlipsRzWus6aipaq0HlVcW1ZUU1pYXVJSU1pajyprrUD8Opp5FbeVofDFSfFRt+6HZKILyxur8lKS7D/5+8m3Ebze/OC3x//5H296fP3L22fffHju2L+F15/e/LW3u0dUWlJkesqthw8in8ekZGRnFhUjHxyzSspySsuRgX12UWlmQXFOGeplOToXVZFfgclDV+aUoZAT2tmoyhx0RT4Ol4/DJudlhz56EBDg5+Phej84OMTZ7Za1Q1JwSO79h/H+wWnewRU3QvMD7iT7XY/xvx4bcCPGIzjMws3vtKXTqYsOjq6B10MiYmNjcrIT8/KSs1+mJGckxSZHxsY+i4l5EhvzPCEpISs7txxVUddQ096Jb+4ow9WVVNWgqhuqGlpbekndg2MtvaSyprbUYtSzxPQHkXEPIuOeJ2emlaBzcbX4lrYO0mDf6FhNWzuuuaV7aBDBq39iAsGLMD7WNzJchsPgG+rGZ6eP8GomEpsHSA0DxDoSsZZISC0qOmtv8/Hf/v7xX7886eT2PRp1aWL20vTKRQrdao1ls8exYB9e2OecZx9cZB9eZB/aHvAt2IfWh/zzrN0zm9tWh3xLnuDHeB2xZcMT2fLFVvsci919ey7fgSdy5IudhTJ7rshZKHMUSe0FYiexzEUkcxHJ7A8EljscF4EU2fBCqioEL0eFykmp9pCpvRSAk0huxxM7SRRuCo2LTOUkV7nK1a4qwEUNOKk0LmrATa11l2vcRApbFseJI3AVy90UGlcV4K7UeSh03grQU2vwACA3Neip1nuoQCeR0kmk9AWMgYAJceqaHr4OwtdB+KoWvqqFg7Tma3rYX2P0kuv8tKZXl50aYF+dyVdn8gPNASAcAMLBP+SaCLilMt7Tw3cg+J4eDoXgh3o4HDDfB+EQAxyoNwfr4Nsq+JbUcFVquKqFb2vhEB18FYT9tCYvtdFDCXkqjD5Kk7tYaS1VO7OVLmsip3XOBVyTbVi0260wl9DI8MKKtI6ebBIpd4D0r3jNLC1T6Wu0tc0lGoO8vLpEp1NWV5fodBpzjbpKXyQvbWyy1BqtRq2E9DpQq1OrAT1oMhhhkUi1trY7OkMeGJ+dWlzZ3OXwJQq5WqvS6hUanUwmkckkcrlUoVDIZDKBQLS3x97cZK3S11nb+2wOb3uHMz1NGRiYGhtbIJEmR8bII2NkCnVrdp7R2T1CHJiZnF7p6hmdmlthbrCXV1m9vSNE4kRfz0hLY08lqhZX1VJf29HQ0NXWSRqZnJ9dos/R6HM0+v9L2zhFpv4YL8SvgdmxI7wqWnD1xNamwbamwbZWYnNzf2NtZzW6vrwEX1SELSjA5OWic6pasbh2PK4dj26sKKkpLcIXF2AL8zD5xdUlJXXlpS3on+BV0lZWjiuKj4m8dedGVkURuqEqOyHO5qNPP/rd6yffefPkOz//6Hevn/3g5/7f//bu2dcfn//38PrjiV+6ODg+S4p7npF66+GDp8+iElLSMwqLkJ4xo6gku6QsvaAovaAos6A4Lbfg6JxQZnFpdml5LqoCSQa6MhuDLcDjc8pLn8VEXQ3w93FwCHBwCD1z4cFXpxJPWTZfD+t48OylnWvGGcuKK64l7sF53tfTfa4muPrH2Xm/sPC4e87B9/sr9hb2fr5Bj2PjEvLzXuRkvUhPj01KjXwWHRkbGxkb+yQ25llcQnRqWnpBYSmuGtfS1tjVX9PahbynjWtqb+zq7ySNNHUTSmqbEnMKw57F3rgdfi3kwYPIuLSCsqLqhoq6htZ+IvIO9o/xIk5NIXj1j40SxkZR1VhsXc3o9OQ0dYk0PdkxSELwahwk1ZGIdSRiRkXZRRfHj/7zs48+++JjZ/fv0ahL07OXZ2hX1rasWXtW+5wr7MMr7EPLA74Vh2/N5tkdCizYhzZcwcWd/bNbO9ZcgbVAZMHl23JFR7HjiY9iyTm4tLtnd8hz4Imc+RIXgcz+QOgikDkIJXZ8kYtI5iyUugikdpxXlZeLSI4M45HKy16msJcrHRQqV6nKXa5xFMpseCInicJVrkb2J1zFClepykWmQmo0N5naXax040kdWAfOB0I3kdxDAXiotB4q0Eul91VBXio9cm2Op0zrLde5CBSuQqW/2uArB/0U+gCVIVBtDNKYAtXGQLUxQGXwlYOBgMlHAbqJ1d5qKACCvUGTBwB5qEDk3/RWQ35qg7/GGACYgrTmIIH8ugwIAaAQALytAR9ooKdqKFKpj1SZwzWmmwpdiAwMlUKhQvCmELiuhG7I9dcUhgC53kMKOInU9nyFPU/lxFe7CuWWYqXTvsKZKXRcY5+rarC+/8L5xj0Er/TOXgSvQhIRwYvG2l7ZYh1VXrS1Teoqk7JCp6yukmm0JdrqCoO5QqOTKdSNTZZGo1UqJKAOALU6rRYEdSahUDk/v9rePoBv7sI2dtS19/UOjs8vMw8EEqUWkmtAkUggFgvlcqlSqZTL5Vwuf2Nji0pdmZunrNCYG5u7G5u7c3PL4+Pzc3O00dH5iWny2OTCxDR5eGyWNDQ5NbtEpjKnZpeW1nbW9njM7cOZhVUydX1ujjY9TR0Zmh0izowOzw0Pzw6Nzs0sriysrs8hd1j/DwP7KTIVwWt8njwyMz88PYfkx3hVtuIbSG3NQ+3NQ+3tA60dg22txOaGnrrazuqaDnx1Ow7bgsE046pa8JVN2PK6itIaVHldBaq+sqwWjWpAo5oqy9sqy9sqy1or/k/b2FJSgsmPiXx8I+RqFqqwvK4yIzba+r2TH/zm2Edvv/HJ7986+fbrFz/65bWzb4edfe3Jv4nX/338LXtrm8fx0c8zUm+HP3z85HlMQnJ6QWFGUQmyKpFZVIK0ii9LyjMLinPQFdkodA66IqsclVWOykahM0rLMkrL0iqqsqqwOVVVKfm5DyPC/V1dPC5e8j53/umnX8d+8FXqe19jT9vV2nkVnbpS9PnZyr+fy73sXOQamOt1LdneJ+GKe6KF16MLLgHfXLr07TknW+f7j5++yMl6kpEWlZWZkpObkJj6JCrqSVTUo+ioR1ExT+MTknJeFlZWYRqb8c0dmPoW5D1t5FXaTtJISy+pGN+QnFv8OCrpbtiz67cehj2JSckrKcTWleFrmnv7f4IXcWJ8YGZmcHrmCC90DQ5Tgx+aGPsxXi2DA0d4ZeMqLnq6fPT5f5784qtP3L3OYDHWixQr8tqFtc1LW9sXd3Yv7OxfYR/aHAodDkX2bIE9V2jJ4f63eP3YLDue2J4vsedLELxsD7hHeDlwhK58mb1AbMsTOgulzkKpM19iy+ZdYe0788TOQpmzUOYolDmIZHZimZ1Ujlx94yJRukpVDgKpNVfoIJI5yVXIVTnOfCmCnYNI5iSSu0mUrnyZC0fkuH3oxBEgpZyDSGYnkNnzZU58uTNf6sSTOByKHLliZ67Edo9nv8fzFCo8+EpPgcpbpPERA95SLRIvCeDKV3hLte5itSNP5irVeGkgd6XOUaZ2lQNuMsBNBrjLtV5ynY9S7682BGiMwVLlTY3ult4QAoJ3dOAj0BADmhN1cLoGjgXgh0p9hMLwXGl+JjWESqE7GlOYFr6rhW9o4QCN0UOhd5VqXSWgh1TvIVH9uPI6j238V7zyBgcKSUTc6DhhhYbMvJA9LwqNQVvbXKavLdEYZBqNsvJf8Nra2gYAnQHS6rQaQK3R6fQKOUClrrW3D9TVdWEbO5DUNHcSRqZY+4dSlZYvQeotiUQikkqlMplMIpHx+UIO53Cfzdtn89gcPpcn3tnhbm8fstlCBmN7eo4yMj7T2UNsae/pIw6PTsxOTC9MzZLHKKsTlNXpZebkAm2JtjVPZiwvb9LpO4yV3TX67vLSxgKFubS6sbTGWmCszTL+x1WJacoygheyJDE2tzg6uzA2t3iEF6atprIV3zjQ3jLc0TzU3tzf2D7Q2jnUjhDW1NdQ04HHNFWU1qBKa1DF+LKCquIiXCm6AVPVgse2vhrYIwOv0hY0qrkc04zCtVQUNhcXo3NfPAm/ej0ws7ygrLYi/cVzyz9/+P6vj3309huf/uGXn759/PInv7x57u0HZ489+0nbeOLEm/9tfnPijfPffx8bGx2bmHDvcfjdRxEJaWnZefkp+fkp+fmpBQXpBYUZhUWZRcXZRSXZRSXIkcbcUlRuKeplSTnye14ZOr8Mk1uKyikvfZ6T7H//qpvtxeCvvgl97285f/iy/u1vm9/5Fv/xmbK/f1/63ueYk1+Vf/Ft5XfWtW5B2Jv3iq6GvHT1Tzhl//jkmbAPvvP45rTTZauAm7cexCY8jkuKik+OSUx5+OL5/WePwp4/eRj1LCLm+dOEmPistDx0aWVDTU1TU3VDc21TK66usQJXW9vU1tk32NU/VFHbklNS+SIpM/xFwpPYlITM/OziisKKalRTY+vAQOfISG1nJ76ltZ3QPzQxMTYzg+A1MDU9MDVJHB+raqgtw1SMTE1MLVFGFuZ6RocRvJCZV/0AqbwCZxvo/x9fffHXr7/7TxtXy8Jy69mF76g0y+U12/Udux225e6+xe6+1R7bZo9jt8ux4fCs2VxbNs9679CCtW+7z3U8FDrs8+wOuPYcrj2Ha8c+dNg/dNg/dNw/dNw/tGGxrrA2rTl7DkKBrYBnw+XZc/n2hzyLfa4lm2d3KLRl8+w4fNv9A8vNHUc213rvh7B51myeFYeP5OzOviWbZ7HNubi2gxy6djgU2R0KrQ8EVpxX57ddOCLXfaHrrsBlm2e1sWe5uefIF9sLpZY8obVAanUosjkUO4gUDiKFrUjuKFY6iZQOHLHrvjiAr/GSAN5Sra8cPIq/EgpUG33lYLDKGCADfcVAgFzvrzZ4qEB3jd4dMHpojF4ayEdjCNS+OqR9XWuKkBkfq+BILRwLwol6OF0L5wBwAQC/1MFpEBxjgl8Y4RgIfqwy3FTogrX6mxB8Qw9fBeEAwOSjMXmqDO5qk7va5KDTeUh1bocaq12JDW3bqqr5/J0nriGhrrefPC6oSO/szSASs4dIRQOk6pFx4iJ1ZXNjlbU1T6XOLS0t0xlIyBTqApVGXqEv0RjUVTplhbZIIa9vbihUSlCvUauVWq1Gr9fzeIKJ8ZnGhrZqfENGWVV8flkmGl/R1tUxMkld3xaIVRKxWqmQSMR8sUggl0lUMrlMJJYKRQqxnCuQHx5KBHzpNovNYG7SN1jjFEr/9ARhYqadOFCMqnwaHd3U0UGcmOoene4ZXyCMTpDGp0jjUz1D4619Ay39QwPTi0sbu3OMrYW17UUma562sUjbpK6yqLQtCmVtYWVtYWVtfpk5R2XMURmzS/QZyuoMZRVR7MgvZGdidHZhaHa0d5TQRuqoasFj23BNpNbmwZaWodaWsa4mUms7qaVvsKOjq762HoXBFxWWZ5Whi/IKs7PyMjLzM1Lz0tKL0vMw+SU1pagWLKoFg27GVLRW4tox2PaKisbistr8kprMosrsO2G3g+/eyywpqa7FJofftfjLHz54+51P//D2h7899vUfjzl++cbVM28+uHgi4sK/h9evXj9+6ptvXryIjEmIv/c4/E5EeFxKSlZu3v9fvLLKK16WozPKih8lR/vc9PGyvnjzy68f/unjwj9+U/fhhbq/XkJ9a5F31gJ1wbb+shPuO0vcP6yrbDxLPQOznb1TLjrGfn7l2QenI/7yT+e/fW3//Xkvv8BbTyIfRMZExiRExSc9fPH8VkTY3Sfh9589Co18HB4dGZOenIsqqWyoqW9txVTXoarwaGw1rq6prbu/f3C8hziCbewoxdZnFqKSc4pSc0tySiqLKmtKsfU1PT3tQ8Mdw8O1nZ245hYEr6GJCdL09BFepIlxbGNdGaZiaGJskkL+b/FCVVXbBQX86cvPP/3qn3+77HAmI/fM4Mh/Tsycnl26SGVcXtu6uMm6sMm6zNqxYO1abu5c2NxBTmifY26doq1dWGNZsPYvbexc2tpGcnlz+/LmtsXGq1xmMs/Qaec31y7t717Y3b64s2uxu2+xs3dph3Nph2O1z7Xc4VjtHlhu711kbNjusG0PBLYHAptDoc2h8GhwZi0QWwpE9hK5LVdktXvowBG6Cl+1lsh0zFmscBMpPMUqL5HSS6Dw4spcOEKHA4G3EvDSgK4qAGn0PJWgmwxwlQNOco2zAnCXa535crdDWbAE9FGAfioIqZ6QBGnNwTo4QGO8qoURv4JVxiCt2Udr9NIZkaM8Xjqjv84cDMLXIfiGHr4JwiFKwx2NKUwPPzLCz41wrAFONsCZEJwKmOL15mcG8zMIjtbDT1SGOwrwps5wE4Kv6eEgrdlfY/TRmLzURne1yU1ltNdqPSU61wO11a7EjrZjVdV86e5T15BQtztPnxRWZnT1ZZJICF744THCwtIRXrMUCnWVjuBFWVomr9ApNAZ1lblMZ1BWaOQlyiZrS6lWQQYtAKgBQA0AwN4ee4A0gsfVV1bgk/LKnqfnxuYVFdQ0NBEGFukbArFKqdBKxHyZVCyXSWRSsVQskYolMolcJpFzBXIW62BlmdnbQ8Lh69q6+wampnsmRgem53uGR8swmKcvoupbW4en50gz5P5p8vDE9NDU7NDUbN/wWFM3oaGzr3NwfHCGPLK4MktbJ69tU5jbFDqLusqiLG8sUJjzy8z/Ri7yq8oLKbtGsUi0qwAAIABJREFUZxeOMjA93DPS30psxzTjsG245oG21uG2tpH2ppGOrvHerqH25s7amjo0BluIrSmpbUTjq9H4ajQaU1yEyssvf5mSmxyfHZ9RnFFciyprqEQ1VaJbKtCNZajGElR9Maq+sLQ2q7Ai6wgvXDUmIezWxf/n7fd++7uT7/7qw98e+/4vx9y//dmNM2+GXTgefv7fw+sXx459/dlnjx9HxCTE338ScTv8YWxycubLXESuH+OVVYj4VYqAhciFWJZXhk5Bl6ejyxPycu48DfX0cfa/ciHsi2+f/fGTgg/+gb3iUht4A3vnflnEg+qEuJ7ncU1OV/FfWlSecSi28Xhp7Zb2vU3S3y5H//lU+P/1lfP7n9l/ddrDzfvavYd3Ip49fh7zJCbufuTTWw9D7z0Ov/8k4t7j8LBnj6NTEnPLijH1NRW1NRn5hdHJqQkZWQWoyvr2ri7iSCdhuJ0wUt/RX1nXWlJVV1JVV1HbUtPa09BJaCa9uiqnrqsL01Df1t83PDk+MDZCnJo6wmtgcgLXVF9aiSaNDk9SyKOL871jI0czLwQvNLbGPjjwT19+/tevv/v0ot0/EtL+2UP4dGjsy+Gpf86ST1NXT60yTtGZZ5jr59Y2zjHWL7H2Lm7tXmLtXVjfPr26fnF923KbfWVrz2qfY7XPsd7n2LAPbPcPjuov292dK6xNy/09a96hFZdrxeU68AQOh0KktXQWypx4Yme+xIkrsN1hu3KF9kKprUhqK5K+6hmlclup3E6msFOqXDVaJ4nC5lDoJJC+un1QoXZUqBzkSkeZEtmwd5eq3EQKN4HcfufQZu/QXap0VQFOSrWbGnRX6jyVoKcSRB5hdFODHirQVah048qDpK/kCgRMR0Hm98iqfbDKGCDXB2lMQTrYV2fy1ps99bAXCHuDJj/wv+DlpwIDAeia3hxihu+Z4IdG81OD+bkBfq4Bn+iNYZAhHDK9AP83afcZ1WZ+JQDf0ydTk9lkN7vJZGcnM5PMJFMy9ox7pYvei7Ex2GBMx7jgQjO9CQkVJCGEEEINEE1dFBV6B3ebJop676JY74fHQ/x6k5zZ9z3nHh9xjj//zr33uff+nVeMz5L0W4k2ZywwB2veDjdvhZt3wsw7IcadAMMWyGoNVlkD183uyxrQ/JJHA+34xSy/uEv/DK+5J4/nnz4ZmZoampiYmpsH/Jqanp2avz9998HM3QcAXpPTU08WnposZrvDbLGYrFaz1WpdXV0f6BcTm6nY+qaCCui1gtKcCgiimdTJH5h5+ESlNhj0Vp1WbTYZLCazQafXavV6vVGj0Uk3lHMPFkbG5/r6xfjGlrz8Ijga2zcyyh0d4oqHuEIxjtB8+dpVdAOW0dvPEY8wReP94mG+QNwrHOrh95Pae8idzG6+gNE3yBIO9Y5MiCZmh2fujc89nJp/NDH7YGRyfpctQK7BiTnx+Kx4fHZXrt2GV9/QaN/QKEfMfwmvtr52+kBHa19HR18nrbuFSMa2tzd3dhJpbY00Or6pqa6pqQ5RVwWFl9c1QMHwisLK/Cp4eTUGUtuIwFDqsbR6FAkBJ0ARRGgdCYZoLoegy+KTLgB4YXHomxfPHf739z9+/4NPPnz78w/2nPzs9dMH37tw+K3kI6+nHX71Z+H19p49X332WWpq8u38vJSrlxPS024VFJRVVQNyFUOhAF6l0NpyKOAXAgALkGs3ESuoR+XDa7Pu5JxOOOvn53762KHMb37I/+Sb6q8PNsTGdkDL2cQGehu+i93a39TcHX8D9+mh2j8drtrnWvaDW/6fDt/63Y+Z//ZN3NufBvzhK7/vDoUGhJ2NT05IzUq/kp1+/UZ8ZnpiZlrK1cup17KSsjJSr2XdLr5Tg0I0kJoxzYQySO2twuL8sopaTENLe2cHq7eL09/TK6az+8mdbEJrdxOti9TBamP2dvGE3cLhHuEgQySmsVgNZFIro6tX1M/p572IF08swlNJiHo0k88VTowDeFFYrBcb9hhCi+/5c7//7pu/7Dv41QnvH3KLj7J7/yYaOTQyfXz2vsujhRNPF08uLLkuS9xXVj2WV4Hxes81mevy2onHS66Lq6A1OWhV5rYm9Vh9fkwCtCb3Xlf4rCt8N5TeklWXxUXXVYmXQuGhVHjJVT5KjY9M5S3XABcmfKWqAIXWT6rwWloN2FAAK41eP/XpvQxGL4MRZDR5mUx+VhtIq3ffUHjLNQE6k5/R7Gs0g3QGL60euHAPbBT5qHTeco3n4pr70lqA9ie8zA7gC2OozgZMnAYYbUEGm69M57uuiVBbw/T2cIMjwrgZadqKMG4CP05bdqJMW2ctz07rHOEqS5RhM8q8HWLdCrZuBdl2gq07wZbNcOt2lO3ZWdtOjHXnrGU7TGeJMNmjbVtnHVuxjs0LdvslmyPV5ki3OpK3tuO3NpM3n11xOLMMzmTd9iWr8+yW87TdGWHZDjdvRVqdEVYnMPrva7OFauzB6xZPic777rJHA+1ofKb32XigbNzFC8bjEvqFnIkZAK/hycnB8fHJ2bnp+buz9+5Pz8wBeE3P3wfKxompyScLT81Wi8VqMBr1FovJ4XCo1dqpyTl6e08jjojA4CugdVBMI6WHKRiffLwkUan1eq1Jo1Jr1RqdRq/R6NQag0KpXZSs3334pG94gicc6RcOd3axSkorq2sRHJGYJRK0M9ncgYFmMunKtazyyjIKnc4cELJFo9w+AYPDZ3J76T1sIrW9ncHji0a5gmFmv5jRJ2L2i/miUfH4LFAtvsQWIJdobEY0NrPb7XqxW987OPJi5tXQiqNwWlt72+gDHR0D3cROYhMVS23Fc1ntvTw6jYbD4WEN9TV1iPLy8pwqcGE9DgHHQArLCvJKcm8W5+RX3QFjIBgSBk1GoUgIFBkO4AWuK7lw6XzMpaRyBKK+AZUdf/bQb977+MMP/vu9N/784R7Ql2/GHfkw4fDbyUfeTD385s/F648ff5yYmJB7pyDjxrUX8SqGQl/EqwwC+PW8cgTkAiyrRqAKceib1eUXs9JDTgf7eJ0IP7w/9W97C//6Q82X+zERUe1F+WwEjIKoIdRB6YUVrf6JhI8P1P5+X8kf9+d99uPV336d9suvEj74U+Q7n4B+/yef7w+HBIVHxyddSM5MzbiaknklLi0lMS0l5XJGalZmalbmlZvZRRVliHo0jkjAUcgoQnMttgGOa8RRaJRuBjBk38kVdHIFXTwh8AP43c0X0biCNu5A14CIymDVtxApXW294l6e8DleHJGYIxLyxCJCKwVRj+7msIQT4wMTYwxBPzDnReFzAbwaWihBifH/vfdvf9178KtjXgdyS9z7xEfGZk/NPfR4tOi+JHFdlrhIVt3XN0AbMh+p3GND7r4u89iQu62sH3u86LIgAa3JvVZlu8dw3Ndlnmsyr3W597rCe13hsbxyamHBRbLqqVJ6KFQeChVIrvJaV4Bkas8NpY9M7b2uADIvj4UV31UpwBZIZwCGTgG2vEwmD4PBx2zx0ujc1uXeck2g3gyMd/mbrb5Gs4/B5PtTALmY94rUUyIN0psCLTY/o/lFvIBFxQCjLcBo85JrvdZUISpzsN4WYrCHGh3A58gQgz3MtBlu3oowbp42b4drbcFKU4TOHmbaDDI7Aq2bAc8nXTdDrFuR1p1o2/YZ6/YZ81a40hylsZw1bcZaty/YtxNtW6m2zQzbVvLWduIzZ9yznYQtZ4bDmaZ/lqDdjrc4o7ecUQ5nuHU7wrYTaXNG2Z0RZmeoYcff4QjXOkI2rKBVvd+9FXcs9XBsmnvkOf/4y5k16JKOnjIOp7KXC+fzmgdEvKm52ceP5p48BvCampufuXsPwGty7t7U/P2puXtTc/MTM7PjkxOPnz4xWcxWm9Fg0BmNepvNZjJZFhckgoGh9rbuVlpnM6mV1tHTPzx6b2FJrtaYzVaLyWrSGvVag05r0upM63LV/SdLw9NzgtEJ4eRs/8jk4NgUv19cA0MWlJQ3UVupPd0UOp3F41Jo5Fu3r5eXl1LaWtkDQq5ohMXmdnR2d3WzaPSuJiKV1tHD4g90MvmsfiGzT8DsE3AE4r6hUcH45NDM3MjcC3XiT3IJR6eFo9O7I/W73a7ewRG+eJgl5Hbye2istnoKDktroHBa2/vpXaLuroFuQltTD7d9aIgv7GeyeyjNTYi6ukocFgKHl4HBRRBoeS0CXFZdnn41M+rc2bPxZ2MSYtJvZJTUlsAaoWgyEk1DIUgwOKGsEl4YdzE2LiW1Go3G4tDXL5w59Jv3/vtXv/zkg9e/+WhP4DdvXzz8XuLBN1IPv5360kmcf4HXx//xH+fPx+YXFV6+lR2flnojL6+0sgqQ6yW8yiC15VA4ABYg124iVlqPvlVafCEpISDUz8v7ROCJH8/v35f94wH4H/fX73MjuAY1+0bBPYOq3QLqjwU0fnaS8O974b/9vvTjvbf+8LfM33x1/oPPwz/41OfD/z7x8WcePx4JCI2ISLgUm5SelHo5KS3zfEry+UsXE1KSLqWnpmZl3szPrYZB0Y0NWAK+voWIo1AxxBYUoRlHoZG7etpZ/G6+gM7ufyk6OAOdXAG9d6izb6irf5DKYOEoZEpXG0/I5Ys5QM+LIxKzBAM8sai5jYqoR3eyGILxMQAvMpMJ4NXC5TSzWY3U1sj0lE9+3Pvldz9+ftD1hxt3QH2DJ8bmTszcd3n41OXp0vEnC0efLpxcXnGXrHlI1tzWZa5rUvd12cnl1SMPn554uuy5JvNale32p3Y/NfrI1D4ytZdk3WVpxXV9HaTWgrQ6kFrnrdR6bij91QZfpS5ApfeXa4JU+kCFGrS8tpt5gX4iDMi8vAxGT70hwGz10xg8N5QBKn2o0RZqtgdb7EFmW4DZ6mc0v4SX+9Ka29Kan0bvazB5afW+RivQ5wrT2cL0dqDpHmh2eKn0XlJNsMYSbLSHmjeBtzCA5zBCzZvh1u1I01a0ZSdCZw9RmcP19nDzVrBlM8i2FeRwBtufhdi2gcrxjH3nrG3njHU7Qmo8rbLGGDfPW3cubjlTtpxZ285rO87kbWe803n22bPYTWeS3Zmofxaj2TpjdoZv7YQ5ngFvNUbanFE2Z4TZGWZ8FmB3hGsd4VKb95rB/77EC0s7dC7VLezs/8aLKBDv4gWUjUDaNXf/wczs/MTs3f+Nl9FscmxagLM2VqvV4djS68zLS+tzsw/E/YODopGp6fknKysKnU5nMqtUqtUVydrSumR5fVUilazK7j1eHJya7x+bEk3NjTx4LJqa6x0cYXH76+pxBcVliIbGnr5ebl+vUCzoYXRAIZUYNILJZvCFQpZAxOf3MZlsBpPd2cUkkVuJ5LYWSjuuicTk9bN7Bb3Cod7BEa54iCse6hsdF0/P7uK1m3MBeAErQbtLQsC0F1883NXLaGN3kHuoaBK2noqlcFo7BJ2MIWbPQE9rD+Xew0mDdmN16f74ML+jFY/H1eLwiHosHIGCVkKqCstLc0vKMrJvRZ1P9A8JcAO5BoQHXMpKyq3IheBqUNQ6BAkOJ5RVwO7EJpw7n5oGxmDqG1BX404f+Ld3/vBvv/rjh6//+Ns9EX97O+nQLy7tfz3l0C8uHXz35+L1248+Ons2Or+oMOv2jfMpyddu3y4qK/9neJVBYC/iBVhWBa+rRCALiksuXkrwDfL28D3u7Xkw4uj3CQf3Vn9xEPvJIfx//YD75ADik72I//oW+7u/1f37XzFvfgH54Kv8X//l8m/+HP/LPwa/87HLO/959N8+PvLFl56nXANjYsKSks8kpyUmZySnZFxMTklIupSYkpycnnb52tWistK6ekxDEx6FrUc04hrIFAyxBYlvwtPaWpnsVgaX2s3u4gnp7P5WBp/SxaF0cWg9vDZmbzurj8ISUlkDxC42lkzFkloo3TRWH5MjYHKHhvhDw2yhiDnQzxUJAbw6mD2C8THB5DhTOADsNlJ7eQBeeFpb9NXMPx788U/f7Pt034m91/J8+oaOD02fmHvg+mjBdWnlxNLy8eVlF8mqx+q619qG+4bcfUPuIVW4SNYPP144ubDitS73Wv/7YtDzUdX15+G5snbi6eJJicRNoXRXqjwUai+52n1N7qfSg2RqX7kGKBv9ZUrPRYnvqtRH9fy5IGDIy1tnAOpHH70xyGwL0Bh9peoQlTHSaA8z2UPN9mCjFRhYfX42R2cAafVeGp3nyoa7ZCNAZ/Q3WXwMJn+z3d9oCzTZw7U/4WXZBPDylGmCdNYgsyPYshli3QKmWHf/BD4mhuvtwUoTgFfQT3gF2p8F2Z4vFUXZtqNt29GWrVCZOUJtPW3ePut4FrflvLjtTNlxpj9zJjmc53ec0VvPzjqeXbA5Y3U7EWp7qOn5SZwQ23aobTvC6oywPAs3OcMNO35WW4TaHrZh9V0zBj1Y88a1HTmX5hZ2Fuh5lXUxy7ncyl7ubtm4i9fI1BQg1/yDh7t4AT2vqbl5oOdlNJtsdhNwlgvAy2bd0mnNcplm/cmqbFWuVKo1Wr3WaFBrNYuLi1OT41OjM6NDk0OD46KhScHIlGjq7uDcw5EHTwXz94Qz81zxUDebT23vrIEhwTAkTywan5yYnp4cFPe305o7O2iDgyLR8AhfPDQ6PCIWDwkEor6+AQaT29beRaLSm0mtXUxOJ4PdxeIyevvZQhFbLOYODfFGR/81Xi+uZAN4dfcx2zmdAF5oMobEorb303sGGW2ctjYG9enivN2s0slXHs2NsLrJrWRsE6mxhUZEN9aX1IBLoTAolgCuby6CYpJSLgUE+Xv6eoSdCU24nJBblVPbDIOT4Yjm8jJofsyFswBe6Hpk5tnwfR+++fFHv/zTv7199A+vxux7J/XgW0k/vJZ84Bfx+37xs/B6a8+eX3/wwenTkXmFdy7fyo5NunTl5s07JaX/Ai+gcgTk2k3EqiDQkpKS5KRE32AvV//jIL+jAS57Qw9+nfHpt1W//hr11heYX3+N/fi7xl9/Wf/rz8t/8wf8L75C/uqbvI++TPnw05gP/tv73d8d/ej3xz/78uTevb7+fqGXLoanp59JSb+YlJ6UnJ6UnJqamZF2OTPjSlb27VuVNWAsvrGhCQ9H1ZUjYEgCAUUkoohEYkcXlcFCEynlcFRBBTS/HJJXVpNbCs4tBd8urrpZWJFdUJaRW345rywjp/BKXkEZrIbQRmT2dfcOsgG8WAIho7+PIxQQ22n/Gi8ctfXcjatfHDn4529/+J+9x/ddz/cbGDk+NH1kav7k/cenFpaOLy4dX14+KZG4rq65S9Z28Tq1snbo0U+Z17rcTaFyl6vc5So32U/j9cDA6trGqcXlkytrrnKFm0LlodKAFBrPDbWvUvc8O9tQ+ss1flKFx8KKj2TDV/n3z4jPJ+y1BqAlH2KwBquNfhvqUKUhUm8L11tD9ZZwoy1YbwEOqwIz98D/d19ac11e89Po/Yxmb71xF68QlTlEaw3UWwNM9gCT3UOpc5Op/bVmoIUfZHYEmR2BJvvun6FGR5R5O1RrDZQbQrXWEJMjwGT3t236W7f9LFv+5ufHwsLNjkizI9JoD1Jbg/W2EOtWuGM7YnP79NZWzNZm3ObWJetO3KYz0r4Vad06Z34Wrd0KUtsDzTt+VlugdTPYuhVi3Qoz74SZtsMNO+GGHR+zJUxpDV23+K4Zgx+u+zS2H41Ndw+PCUm6fhXWUN7NAvDabdjPPHoIfG0cnZ4G5ALwmpy7N333wey9h3P3H8zcvTc1Mw007E1mHdCwN5lMer1RrdJLN1SrEplmVa6Vq5VylVQuU2nUBpNerVaura7I15SPHywOD03w+4f6hyZG7z4evv+kf/Yee2JSPH9/YGyC2y/iD4iQmIZb+YUt9PaxidHpmfGpyZGBXqawnzs9Mz41Nzs+f+/e/N2ZqemJscnR0fFB8Si/V8Dm9PL4gs4uJpHSimsmkeidjP4B3vAwe2iIIRL9M7x2V7J3a8aXykY0CVvXgmruIVG4VPpARyMVR2ojTEyJnjyYmhsXibidtGZ0KxlL6qB18Zh4GrUKicK0tLZyhBSWmNDZB4GAk1IuBYYF+If5hZ8Pz8hNr8BWwUiwl/BComCpUcF/e++13//qwy///W2X/3nj/I/vpR58K+mHV5L2vx33t5dP4rzxD+OXr7z5b2+/FxIQeOt27vWcnNhLyWlZ1wpKykvAkBIwpLi6pri6pgQMKa2B/tTzglXUwithiN2ogiOrEXVQJLqkqir9alZodKiXv5un3wl30MHjrt8F/OnziP/4Xdb7/wX/8NPG9z+Dvvm74rd+X/DRH2/89q/xH33q/dHv9v/2479+8slfPv/Tt19988O3e4+6goKjzsUkpJyNTz53MfVCcmZ8yuWLaVeyrmSnZ13LzskvrYEi8U04Gq26vj6roCDjyvXiimo4thFNINOY/JZuXnZJTXh8Rvj59PDz6ZEJ6dGXMs8kZZxNSY9JTTuXlp6QfuVMWvbFm2XpOSXFJWU0MqGvr48nGmKJBL3DQ1yxiCMeYAv6KF1tEGRte0+HcEQsmhhli/ppLAaZzaLweC1cHpHLq29tTb5x4/tDR7785vsvDrl8m3TZk8nbOzJyaGzm2NTdU3cfuT5acHuy5Lqw7L4kcV9ZPbWx7rK25i6Vuq6vH1tYBKbnfWSKk0qZi0LmKpe5SuXuG3L3NTkw9OC1Lj+2sHxyedVLrvZUatwVWg+13kOt91ZqPKQKoHnvK1X5y9SeKxug5Q1vjd5Lo3v+aKPO4GMwATWjv9YQZradsWwGbKh8lqVhKkOYzhxhsgVqTcCXxwCdCdiC9NEbffTGw2tr+5eXXVQqoGXmZbG5G80eJguwbBRosfkbzH56k49K57Yu99MY/Ew2H7PN22zzNtt8LfZAsyPUvBlp2nqeDek2Q1TWULUtQr8FDDSE2LZDbNsh1q0wy1a4+fmEfbRlJ0ZnO6O3JTicCQ7nJbszze5MNexkmZzJFuf5TWfUtjPK4YyxOs+qN8MV9gj9TqB1G9gSfx6mLSBCNKYwrSNIafeW6AMerLqTOw9eygKFn/NNTL8Mw1R0cao5/WDuQC2Hi+/vZ05PzD5+dHfh6djMzNjMzPyDh3cfPnqO1/zs9L352Xt35+7fm7k7Pzk99ejJY51Bb7MbHZsWx6ZFb9Rp9Tqt0aTUGjYUaoVSLZMr5QqVRqPR6/UatVKrUVnMRqNB9+DRQ3ZfH4FOb+f3imbvCifneeJx4fTDycerosn7XNFYO4OHayZXgKH1WNzY1PT9x08mZ+cYHG57Vzeb3yseGR2bmr53b/7Jk0dLSwt379/rFwy0dnTS6B3dLHZnB5tC6WwmtdM6mMxeUe/QeO/IBG9orHdkTDwxPTo119sn4vcK+8Uj7AERb+j5t0UgXmzYs/tZ7Ww6pZva1N6MIKAgeASsBY0g11ejqxH4Wu5AD5ff2dKCJhCQOAKspQ1L6Kb0jQx3dHMJTT1dHSONzb2VCHpjxzC1nXsrtzTALzDIzzs6Ouhiakwx7A6SioS1VFaD88+eDku4mlHViMYgalMC/L/74L0//PKNr3/7ms9f34w/+HbKwVfT97+Z/sP7id99+LPwen/Pa7968x1/b5+bt3Kyc3PjklJ28QLk2vXrp57X3/ECfgB4VdTCKyCQm/m5MQkx3oEerqAjbl6HXDx+BP3tK9Affhf8/ocX3vow453/SH33t7Hv/1fULz92+9XHRz/6/Q+//fi7//nsm6++/O677w7uP3Dq2PHw6HMxFxLPJ6YkJKenZF5Nv5KdfiX78vVbGVeuX7+VW1IJrsVg0c1EdEtLBRKZmZeXmJqRX1yGxDU1UtppTH5zJ6cU3nCrvLa4Bl1cgy6uQRVDkMUQOHDVuggCqYZjyusI4KaOijo8BAprp7X09fXxRaNssZA/NMgRCQG8aD10aB2srZsO4MURD7SymQBeJB6/hcdvaG9PvXVr7+Gjf/76b5/vP/ltYqYnk7d/bOzo9N0Tcw9cHj51e7LktrgCzEB4rK67rq+fWl11XV93kawefbpwcmHJc20DtCE7JZeekktdZFIAL6Bm9FpXeK7JXsLLXaVzV+l81TovucpPrQPWgwIVWtCqzEci89boQWrd86+HeqOPwQRcjPDT6IP0pnC9xXtF6rWwFizXBqsNITpTkM68i5ef3rSLl6tccWJ9A6TX+5utPmaLn9UBMlq8jBZ/k8XfZAmxOgJN1iCDxVetd99Q+KsN/ma7r8X+Il4ASZFWZ5T5WaR+K1xli1DbowzbUeZnYaaf2LJuR1ieLwadsznP2ZwXzNvnrTvJz5zJz5ypO86sHWeWzXnd8RyvyC1npP3ZGbMzSmELkVpC1I5A81ageSvItBVo3Aw2bAYbNkMMmyGGzQiDLUK/FaxyeEv0/vclbqQOAC+fi2mZteh/iNf80ydjMzMvZl7TM3MTczO7eE3Pz+3iZTCq9Qa10aQ1W002h11vtiyvSefuP+ILBgWDI5Ozdxcl6yq11miymEwmnU739OlTLp+HI5PgeDyGQm3n9HKEo4NT9wYm708/kvSNzHbzRQy+sFc4RG6lNzQRu1lsbl9/D5tDorVi8U0INAaKQNYi6wgEfFtbG7+vd3R8bGRikj8goLR1oHFNZHIHjdbd0c1l8YU84Qh/cKxveKJvdLJvdFwwOtEvHqF3MChUOqW9q7mVTmOy/zdbwPhYTx+jldlGYdDIPdQmOhHf2ULitFF4dCQeUQUvp7Y1tbYTkMgKWF05DF2JJkAxrfWNbYRGCrm9k4tv7o67dCM8/jKC3MPtnSgsqQkLjQoLDT5zNiwhLTYfnFeFA9cSK6qq82Kiwy9ey6zGYzCI2iQ/32/ff/eTX7727X++6v/1W/GH3ko98Graj2+k7Xvv5+L17p5X3n/1TQ8X1+wbt27k5Z1PTk29fDW/uKy4uqaoCgzEbvK1m38BbP00toqogiOFZ4BHAAAgAElEQVTLobAqBLwYXJl5PSsqNtI32MPN++gJ9wNup/ae+P7zI5/85th/fOT2n791+8P/HP3DZ3t//9mfv/zmj3/66tMvvvzTX/763b4fjpw4DvLzDY+MOB1z7mzc+XMX4i8mp6RnXUm7nJWcnpGedeVGbkFxRTUcjUXi8LAGHKwBV4VC5VVWXrmdV1pT29BCIXUwaEw+vrWrCt1U20hGNVNRzdQ6AgWBJ8Ibm+CNTXA8HtbYCEVj4YRWLJ1XgyVWVFU2E3AcHpcjHOYMiniDYrZQwBb1swV9bcxOGBpB7WgVjojFk2PcQUEbh0XhsHfxauzqyszL++H4ia++3fv5/pPfxqd7dHMOjo0fnbt//N4j18eLbosrbssSt5VV19U1t7V1d6n0+T3oFcnxJwsnF5a81jZA61JXucxVLnOTy9zlSk+ZEtgN8pZrfGQql6VV19UNYFfRS20AaYxeWqO3UgNclfCVq/1k6gC5xksi9V6RgtQ64B4OcOv5edteq/fVGYL0plCtyXtF6rW0HqTUBasNwVrj7iL3brMMmA5zWd04trgCUqj99CY/vSnAZPfVW/wMVl+Dyd9gDjLb/A3mQL3ZR6UDGnD+Rpuv0QoyWjwNZpDR4mewhhjs4QZHlO1ZtPXZaeNWlNYOjHpFW58BYAGp1lnLs1iLM87iPG91xlucsQZHjNGRsOVM2HImbjnTtpypVmeWzXnR/CzO4YzYdIbZd6JNz6IUtmCZJUS7GWLcCjFuhRq3Qo1bIYbNMP3zCNWaQzV2f5nFY1HtM7/k2kIH8PJOSM2Aoso72S/ixZgan3n0cO7JY6BsBHpec/cfAHhN3Z3bxWtiavLh40c6g95mN5ktepPJYLFZdXrjgyeLvQIxta2L2M4gtjM6OAOCkan5x8tKnUlntkukysGhkaYWUhWyrgwOr67HNtLotB5OD0/Q0zfMFU+yBoYHp+6NTN/rF4/gW6gwFBYMQ6JxTbhmUiORjG+hYBoJUCS6Bl6Xk5d7Ozen4E4RBI4g0VoZ3F5On4DJ66O0dlPberrZfXzBcA9PQOli0dm9fcMTvSNj/cNjvAFxZxerta2L0t5F7uju5Pe9CBYQwG52Tx+Dxmgl91DJDFpzD4XIolH5HZTezsaW+uKyPGRdDRZbW1x6O6/4ejEkH4ytxLSiShEllUhwO5NNbGdcSLsenXwZ097D5o7mFVSHhp0OCQk6cy4y7WpqRV01nIiGNpeXV9w+dyYi+ebVGgIWBYPEe3l+/e4vPvlgz4+/fy34u7cvHX4r9eCe1B9eTfn+nYvffvCz8Hpnz55397x+/PCRa9dv3MzPv5CSlpR+OedO8a5cAF6AX0D+9dO0KvxFvCphCHAdsgpRW1hefPX21YTU+NDTgR6+Lm5eB0667j12/NvjJ753dT/s4ePp4R/oHhi6zzdwr6fvPhfPwy7ubiDfgLCw8HNnTiecO3su5nz8hYuXElPSUrOuXrmWff1Wzu3i0pLi6pqaOjSsvqEShiiurqmAIyCY+ho0BozCoAjE5vYOciezjclrpNGrUdjahiZqD5PGYNEYLEo3g9LdQ2MwaQwmtYdB6+yk84U9QzMNtO5qKKSZgOthcxgDQ5xBEVcsYg70s0X9HGF/B6cHjkGS26kAXrwhYTuXTeVyqHw+md9L4vcSGIyrxUWHXN2+/v7HLw+5fhOX6kFnHh6bODJ3/+j9RycfL7gsLrssrZxcXjkpkZxaXfWUytwla24rq67LklMLS27LEt8Nue+G3HV9HQjgxVm3dbn7mtxjXeG9rji5sOKytAqSqUEKjYdC66HUeSh1/wyvFxv23joD0LAH6Qz+BlOg3hSqNfmsK/zWFGFaU4jGGKA1BOnMQTpzoN4MZF7A6UFfg8lrXe66vBag0gXrLcF6S6h5M9hoDzE5gP8TZLYF6s1BBkuAxui5oQzQGHfx8jKYvfVmf4M1xGCPMDjC9PZwvT1CbQ1XmoENoQiDI1Rni9TbIvW203pbtM52RmM9o7JEK83RClPohjZYqo3SWSN01iid9ZzecVZlidc4omSGYLUZpDF6a4xBSkuQROcr0fnJzT4Ko4/C6Cc3+smNflKDn9TgLzX4Sw2+UrWf1ABa1bs+UbyIFyg+JR1S9yJejX19jKnx6YcPXmrYz967PzU9Oz47PXV3bubu/Oy9u1NzswBeWr3OYjUADXuj2bS8storEFNaO5uIVHw7C03qwFK7qT29vcMzi1KNVGedeyLpEwwRaO21DY2lCGQtvonO7evpFbZ2sjq5gr7hqaHp+/cXVoWj000UeikYfqe8pggMgWCwwPPyWBKlkdqKp7UR6Z0obENJReW1m7eu384rLKuE1eMonT1c4WAXp5/SwWzt5jB7RbQuNqqxpYnWAeA1MDLeLx4ZEAwJRSN9omGeaGhgfPIls4DgCgcZ/Uwqs7Wli9zSTcF3tgCvBzX2kAlkfEl5fkVlIbimNLfgWtattOySq2XoUjgBVggpKaguryfR2lgDDbRuFJlO4QoaGtuuXy+IPHMu/HRUTEJM9p2bUBwC3oSBEMpKSm/ExUSl5WRDiTgkFHzO1eWv77z9+S/3HP7kjagf3k0+8mb6gT0p3+9J+u7thG/e/1l4vbfn1Xf3vP7j93uvXL1+q6DgQkraxZT0G7kFhZXVhZXVPx+vKiSiComoRiKqELVl0KqC0sKM6xmxibGBwe5uXocOu+496PHjIdDxgz7uR/0DXcKiQWcuBJyJDz99ISoyNioyJizqdNDZKL+YyLiE+PSsyzdybucXFZZXV4FroVAEHIlBVyKQEEx9KbT2ak5e+vUbt4tKquBIWH0DmkhpauskdTFbOrpamWwivbMGXQ9GYRpIzXgqBU+l4MikRgqZ0Eprbm1vorYSSc1UBqdDMFpPoYNrocQWPJPPZwhHOIMi4PUgAK8uHhOJRbW0kgXDIvHkGH9YROdxXsSrmc26WVF+3Av0/f7D3xzx+DY2xY3WfWx04uj8gxP3H596sriL16kVyUmJxGtd6gaUkJI1t8UVL8m6v0wZKFWC5AqQXOElkwNHB3ev4vhsKF0WJK7La95yDYCXp1LnodT5qLT/sGwEKTTAAVWAMGBswltnAKm13kpNgEoHWpV5r8kDlTpfudpbod5t8D9f5FZpgVusvlKVx8pGgEIbpDEGqPR+KqO3XOct17nJlO4bCpBC4yVX+yi0IJnadXndR6b2Uuk9lDo3pfaUUuOq0HgotH5yfYDC4C/XB8j0gevaQIk6eE0bKjcGKYz+cn2o0hCmMoYrjVFKU5TcGCnVh69rI1Y1gcsKP4kiVGkIVhqClYYojSVSYTyrskRI9QBeII0xSGkJWNV5S3Q+crOv0uSrNPkrTP4Kk7/M6C8zBsiMATKjz4bKd0MPWtW7L6j87q0APS/P0LNeF5LTapAAXjU8wW7m9RJeQAB4Tc7P7uI1Pjnx4NFDrV5nMOhMJoPBYNAbTA8fLdC7WM2kVkJLWyWaWAJvrK4nYand3QOj95ZkTze0QzOPhKPTPb1CMpODprRiW+ls0aBwbFIwNNbDE9x7Kpm694TBF9aiG6uRDdXIhlJIXQUCXYFAl9YiS6CIEiiitBaJaiZ38ge6WFxkPa6gpLygvKq4GlJYBS2DIuENhN2rKu0sfiuDS2rvoTP5gpEpwcSUeGJaMDQ2ODQ+PjErHp3sGxrtHRl7yazd6O5nUBg0YheZyKA29ZDxDAqBRcMxyC1tRDCs6k5xbmHR7YKiW5dvpqZkJ92ouFlYVVpYXVUIri2HNSAJdFK3oKWrr76l4+rVvIuJqTHx8WcTzyVeSSqpLasj1tc21EEIZUXF18+fO52Zf6u2pREGrow6dvQvv3jrr7/a4/r52+f2v5t65PWMA3tSvt+T+M2bF77+eZnX+3tee2fPa19/+VXm5Su379yJT01PSE7LzsnfxWuXLYCwf1Y2VsBhlQh4FRIBrkPWoBBgeG15TXVRRVl6RmJkdKCL97GDbvv3ux3Y73r0sJv7SZC/i7uvj3dwsF9oiG9ocGBYRHRMTPKluKuZtwoKysDgGgQCjsFg8HgMHg/HYGpRKAgWW1Nff7Oo+GzipegLCVnZtyohMDSuCUNpJXYzaUwusaOL2sMgttFrUHVVCHgHq6OH18PgsbrYPV1sJoPHY/B4nSwWldbSymQxxONNHd1wVB2Z0tzTy+8WjnIGRSzBAIAXW9DXzWehcBgijTQwJBRPjvWOiDv4XCqXA5SNJH4vkcO+Ba465eP7w4Gj3xzx+Gt04ili+7GhsRNzD1zuPXZ9tOD+dNltcQU4iOq6LPGQrLkurXiurHmurLk/XfZaWvVflwesy32kcm+p3Fsq95QqPH8amHCVKjwl0uOPFk88XfZaV3isK9zWla5SlcuG0n1D7rK64SlVAGNi3mty1wWJ+1PJqeX1U5INl1Wp65rs5Jr05Jr05IbslFR+SipzXZN6rctdF1fdFldBa3LgpqurROoqkbqsSk9JNoBD1cfXNo6trrstrR1/tOi5JvOWqrzWFZ4bardVhfua0nVN5rom85AqPdYVIJkatKE8tbjqta7wUGjdFVpXhcZVoXGTazxlGh+p1m9DG6w0hCoNYVJdyKo6bF0bqTBGaMwhKmOExhSls5zR22INjjjjZpzBEau1ndNYI6TGULkxUu+IMDgijZtnLc/OGrYumJ3nDVtnbM5g+3awdSvKuBOusAbKLEHazVDTdqhpO+ynCDdsARGkMgSrrP4yC2hFF/hwzYPStf9iplvQ6V28wNwBCF8I4/L+IV67mdfYzNTk/Oz0/NzM3fnJ2RkAL41OazDojEajWq1Wa3T37j+mtHaisc0wZMPNMlh2CbQQgkY2t9E5wtH5pzOPV0UT80PTDwfG5vsm5xji0RYGm9De0cZgD49NP1le0xitwxMzdTji7eKqSnh9XROtFtsCrm8qAMNvllbnVdXmVECuF1VAccS+8dklqaKTwy+DwHJLq/LLwTeKKq7ml2QXlhfU1FajsMimlgZSK7WbzROO9A9N8AXDA+OTQ1OzgqExkXh0eGRyYHCULx5mCcX/Ai/yT3jhu0kNXS0NPSRMZzOhm4IkoArK8nPybxSV5l7PybqYHpeYFZ+bn5N7pyC3pDynFJJTCs0vg926U5V5NTcuNiHuwvm4lAsxqedSc9MgOCiOhse0NECbywvuXLkQG511JwdGwkOrykMPHvjq7Tf3/nqP71fvxB98L/3wqxkH9qTufeX/gNcHe15/e88rX3z6x/SMy7fv3ElIy7iYkn4z7w6A165cu37904Y9El5Zh6iuQ1bXIWtQdUBA6+rKaspu5F4/fykmMNzby+ekq9vxEyeOHT967OjhI66nXHxA3mEh4ecvJGRczb5258714pLiGmh1HRqCwUIwWDAKUwSG5JZVFFRWV6BQECw2r7Iy8XJWYsbl3MISBBrbTKbhOxhkBo/K5rV0dlN7GIRWWjUMWl5T3cVuZ/cyuf1sJo/B5LG4fb1sfm8Xk0WhNrcxGayhcUoPuw6Lam7Bt7M59IFhtljIEgywBAMc8QBroLebz0I31jdTW/oHBS/iReZyAbyauezbNdUnvX32/nj4L/td/hx2/lgj5Zh49Oj43Impey7zj9wePHV9tODyaMH18aLL0yWXp0unniy6L0k8FlZOPnji8vCp16LEa1Fy6sniyaeLJ58unni6fGxh+ejCyuHFlcOLKycfL+2fvX/o7qOTC5LjC5IjTyWHF1cPL666rG4cX5K4rm64Lq+5La15LK+feLR46uEi8Ko28BLasZW1YytrJ1Y3TqxL3RRKV6ncU6pwXVwFxvrd1qTAK7YgmRp4/9FDoXaXq9wUKjfF87vSXjIl0BEL0Fn8tWZ/gzVAZ/LXGoE2f5jBGqw1eUtVQSoDMLMaaN0MtG4GWTZDTI4IgyNCZ4822KN1tjMqy2m5MVphitU5zpm2zpo2o82Os9at8/ZnQG/rksOZaHNetD6LVloj1dYz5p1oy0609VnspjPG6kzYdMbqHFHm7QCLw99sD9U5gmUm3zWDn9IaYNoMMG0GGjcDjZtBekeQ3hGsdwTrHSEaU4ja5ic1ey1rgYb9D/Hpp/wjPM8npdUgK7o4YO4AtFcE5/GbBgaY0xO7Pa9dvObuPwDwmpib2cVrbGL8/sMHGp1WqZQDNwU1Wv2jx4vtnUxcE6UWgc2rQuRWwsthWAyxvYMz0D8yPTh1Tzw+K5h6wBuZ5U3M86fmOgdEmBZyI5E8PD617XQaLPZuNr8OR6ytJ8BxZFgDCVxPrEDji2CY/BrkHSgqpwp2vaS6EtNE7xtckauY/eLy2rrr+cXZheU3iytvltbkVNSm5eRnl5TnVIKLIXBMM4XBF/IFw12sXrZocHh6bnBsanBofHBovE803Dc0yh18uVrcjc6+HjKDRugmN/WQ6zuaUW34unY8nNZQ10FAtTVVosD5pXl3im/n5F5Lz0iMTzxzJeNCRkZCVnbmtbybGbeuJ2WkxV+8EBt3Jj0tJS0zKflaYvy189crrkEJECQBjiLU1RIr8guyLsRGXy3Kg5Hw4PKSwB/2/eUXbx38zz1B37x36fA7aYf2ZB3Yk7Hv/5h5vbVnz/98/IfUtIycwsLEjMuJqRm3C4peTLtKa6D/EK8XRyWq0XVVKGR1HRKMqoOgMGAkqhKGKIfCqtGIGkxtObTkdv7ljIwLKYkxibGn46LCI2NCYxNi0rJS84oLKuGwEgg09fqN4LNxoecTEq/dyKuGVKKxBTW18VnXQs8nRCUm3yovr66vhzY0FNdAyiC1yHocnkimUNtJTF4Lg0vsZhI7utpYbGJ7W1UtpBxc0cGksnq7uQNMFp/J7uXwB/qBjzhkcmMbk8EdnaJz+dimhhYyoYPL6x6aZIkEL+GFwWP/IV4tXB6A1y1w1QmQ93d7D/x534nPgmKO1rccE40cFI0fGZk+NjF/cvr+ydkHJ+cfnrj36OT9xycePT3x6Kn702W3J0vH5h8cnbt/6sETtwdPAddcFpdPLUpOLq+eWF47trJ2XLLuJZGeeLR48smy55rcfU3uuqZwW1eeWld4ypSua1IvmdJrXQ5ak/usK9wWVz0WVoG7YECNCXjkqdSA1Dpfg9Fbo/NT67xWZZ4Sqa9c7aPUBOieP0kL3LkHhsKeb0fKlC6SdV+VFtAqwGjzN1gDjLZAvTlAYwzUmoB30gLVBk+JzE+m+enQzd/xCtfbw7XPu1qnFaZIqf603HhOa48xbp41bUaZ7NGWzXP2nQsOZ7zded66E2fcPKe3R8pMYQpTlOH5duQZm/OMeSfW7oxWW8INDj+TzddoDdHag2Um3w2jn9rmZ3L4mRz+Roe/0eFnsPvrn0egUh8gN3lJdK5PFN5zi6ea2/ZdSAPwSofUVXRxangCaK8Iwe99Ca+XGvb/DC+tVmuxWAwGk8W6uSKRMjl9lNZubCOlFIoph2ERuBZKF4crGO4fmhgYnhyemOkdvdfOH6RwBV3iEf74VAevt4fDX1iUyOTKydm7FTWwshoEjkzH03qgOHI5svFKcVUOGJFbg8wuh1wprgL+rMa1YFtotfX4YjAspwx8s7jyelFVVn5ZRk7xzfKqrDvF6Tn51++UVCEwBGoHvYfb3s3p4PWOzMyPz9wdG58ZHBrnDYh7B0c44qEX8XrRLzq/i9RDbe6hNDOp2E4iuoOA7iAg6fhyChrT3YKmNlbWVuQX3MrNvXb7xuX0lPgz4ccvxPmmXj6bcSMx+VpCUmZsesa5rIyY1JSLqRnxabcuXS5OL8eXYNrr4E0QZBOslliRl385Pu4MgFd1WbH/3u//8ou3jv3+lfC/vZ905N2Mg3uyDuzJ/OH/knm9vueVN1559b9+/e/nz8QU5OVfvpIVl5x4OfdmflkFYFZhZfWuX6U10JLa2jI4vAKOqIAjquBIMBJVU4cGI1EQLAqCRdXU11WjEdVoBBiDBGOQVSh4DQoBqa+rqa+rxCBKkdAyWE0ltKYGCimFVJdBwVBMXW0DGopFFUOqLl5OCz0X7R8YEBAUePNmNgqFrCgvTrl0ISY6PDPtUkklGIaqr8c3o5uaG8gUUmcXqbu7uaOD0NnZ1NFJ6mISO5jEdgalm1FWCy2FVDJYXZ3d7fTOViabwWQzmGwWl8/r7O6i0Qi0bka3eKK1V4xuam5qxjH5XLZosH9A2CcWM/v7WKJ+lqi/p5dd39RAIDbxhX3C8ZHeEXFnL4/G4wJzXi08fjObU4GoO+bp9fnefV/uP/GlV8RxZOOB8ZHDY1PHp+Zc5h+4Ps+5Vk49XQFgAnazXVc3jj5dOraw7LEhd5Gsu8kU/zC8pSqXpbXjCxK3dbmnUuOuVANPn7kp1e4qjadaCzyd7aPQeq7JTy2uuivVQNPKQ611V2lc1Ro3jdZdq/PVGXxUWn+l1mdDCeAVoDN6a3T+WqOvWg80+IEZLh+9EaQzeK7JTi6seCvUgXqzv8HsZ7CCdCY/kw2YWfU2mUFGk6/R7KM1eK7JAxQ6f7Pd22T1Mlo8TBZgWiLAZA8y2ML09ijT1mmdI0xhCleao/Wb0ZadCONmuNkRZdk8Y9+J3XRe2HLGbzpjzdtn9PZgldVXZQ5xAOfqd2Lszy4Yti5pNiOkxiiNLUJnDzHYA4w2YLLfT2MCsq3dCNTZA7Q2f43VX6P1UGkCV/Te99aP3n90iNZ6MPaSa3CEx4WUDERDKYNXxh+oEQwiB4QEgYg7Nb2L1+6c1+y9+xOT06PTk2MzUxMz09Pzcy827IGDqDqdTq/XK5XKx48fC4VCOp3e3N7RSG2lMVj84XHh5Gzf+Gzv2AxvZIo5OIGldmHIHcQuLo3RNzA2P/VgmT84VYcjVcHqwXU4ZBMZiiNWoHElCMwdOCqzAny5tOpKQfn1/PK8EkhRNTK3Gn61DHz1dlHK1duxKZeTbuTGZlz1OxN3JikjLjXrXGpWyo28zPziywUl10sqC2B1ddR2umCwZ2hMMHV3ZPre2OTd8bEZkXCkf0AsGh7rEw0D0Ssc4gsGeQNibr+I0yfs4NJJ3SRiJ4nUTSF0tODbiQ3tzWhqI5iGraFiYdQGGBFTVVdTWFGYfyfnTmFu9u34CwmBYcGnAr2Phvq7xMYEJ6fGJaXGnU8/n5mTWQQpguPhGBIGQ8LUNdchmhAwfE1B/q3YmLg7FdW4xiZYXq73d59/9tEejy/2RP3w9sXD7yQdeC19/+tp+9689M2bF//yi5+F1xuvvPrGK6/+9qNfx0SeLsjLv3LtalxyYsbt7H+GVzkCUQqDlcPgFXBEORRWAoaUQ2FQJBqMQZXBa0tqIWXw2nIErBQGLamFlMKg4DpkdR2yCoWsQCOr0XVgVB20rg4GR1ahkFUoZE09uhwBq0DCq1DI/KqK7KI7WTdupGZlFZdXoLD1sDpkaXnJnaICSG1NJQRWh21saCHjSJQGMoXQ1k7u6ib39DS2txPaO0hdzJZOFrGdQe7qqYDVlkIq27vbSK0tjUQcgdzcQiO1dtDZfF43i9nWRmztYfYMTr6IF0c81D8g7BWJXsKrqRn/El5A5tXC4zezWdVotIuv3xf7fvh875EvXIKPwLCHJseOTc6emr3ndu+R2+NFtydLrgsSlwXJLl6AX8cWlv9/4uWh0ngo1CCFxluu8VyTn1yQuCvVHioNgJeHWuuq1rhrdR46vY/e4KPS+qqe4wWSq/y1BpBW56cx/Au8QHLVS3j5GkwAXl4G4/8LL6PN12j1Mlo8zVaQyepnen4zZxevcKUZwOu0eTvc4PjfeJ23Pjtn2gpWWX0UxiDLdohjB8ArVms/LzNHykxRGlu43h5isAea7CC1wVOm8Vc/xyvYsPkiXgFa20t4HaTSDpxLdAkIcz+fnA7HAniBB8SIfkHTgJAzOTX98MHs40dAz+v5btDde+MTU7t4Tc3NTs7OAHhpdFqj0ajX6/V6PaCYVCp9+PDh5ORkv3i4f3hs6v6jx5L1uSfL4sk53tAESzjSPTDS3MnBtfYQOtgdXNHQzKPBqQctdHZ2Xml+OQSGbUYTaeVIbHZp1ZWSiqullddrYFfLwDfKagoq4QWV8Ozi6ku370RfyU69XXi9pLoIika2tBXD6xNv5GeVVOVAkBk5hTEplyMTUpJv5t2uhNysgpSgsPhuFmd8enDu4ejcg9GJ+ZHhSaFguK9fNCAe7hUO7caLeHXyushdlJYuMrmb1txJbqK34NtJ9bRmBK0ZRmmCkfDIFjyquRHegIEg4eBaKBhRWFyefTsnPSsz/lLCmUuXYjOykjKuphWCSyqRYGQTuoGCx1GbsORGTEsDmoitp9SVFOefPx+fX1GFwjaAb94AffPpn3+9x+8vr5w79H7S8fdSDr6e9uNrKd+/nvDVGxf+/PK7jf8Yrzdffe2NV1799Qe/jAoJy8/Nu5Z9PS45Me3mtbzS50P2L+JVBqktAtfcLCrOysm9lpt/Pa/gRm5BYVklFIkuq4XllpXfKCy6VVxyu6T0dklpEbgGWo+FobBgJLoCUVeBQoPR9RBUPQSGgkCR1fX1pQhEBQpVhkRWoVC1OBwYgwFjMDX19aUwWHUdClqPhTXgkPgmRCMe3UzEkaiNZBqB1k5s6yC2dRDpnUR6J6GN3tTe3tRGb6Z3E9sZhNZuahejBlVXXltNam3BtzQi6xFoHAbX3EhupTG5nB42q729ZTfzQuEJeEIDk8/lDg6/hBejj9PQ3IgnNHIH+IKxYQCv3bKxhccncti1OJxnSNAX+/b98bsDnx73PQRGHZ4cOzE97zr/wOPBE4+ny+5PlwG8XJZWT62sAXi5r8uOL64cW1j2lCpcVzdcpfJ/GP8ML+DfF/HyWJXt4gWc8fJQawG5PPUGb53eW6PzVWm9pUp3yYaXTOmr+zte3ho9gBcQIJ3Ba10O4PV8eFVvAelMvkbrP8TLX671M1h9jVaQyQoyWb2MFl+jNXUBlbcAACAASURBVMBoCzbaww2O0+btaP1muNIcpjABx1TD9HYAr2jbdoz9WZzDecHhvGBzxll2glVWH6ne32ANsmyGWRxnLdvRCtNpiTpSYY7S2sP19lCjI8js8FUbQTKtv9oEXLB4fmhMbwvSWYHr0oFqrYdKE7Ss97m3fuzuw0MU6o9nE076hbjGXkqHY8uY/PJeQY1gEN43gO8XsCcmpx7cn3n0cHhycrfn9Q/x2m3Y//TwtQ7wS6/XazQahUKxuiZb31CotCa5Sn/30ZJgaII3MMTuH+4eGOnqH6ay+sldPI5oYmz+aSdXVFiFuJpbnFNSXYGor0I3FkAQ18qqMgtLU/IKr5RWZ5VU3SiruVkOSc0tjrt+O7moLBfT0MDid4jHuSOz7MEpLLW7rJ6AY/e2jk4SO5jlSOzFKzfDLySdSclMupGbXQEuRTeQOL2ckcmh6bujE/Mjo1PiwTGhaFgwOMIXDL6I165fXDG/i9/Twe3q5DPbOd00VjeN1U3u6Wjp6iLQ6fi2tqb2dgKdTqDTG1tb68lkAp3Q0k6g0IkkclMDDo3FoZtIhGZqC6GV0kJvJXe2kzramtuoeCqpkdLSSGmpJ6OLCvPi4y8WVIHr6rGV2Ve8vvz917/ZE/rdm/FHfply7Dleyd+9nvDVm+f//M7Pwuut115/45VXP/zFu8G+/rm3c7Jv3ohLTkzJvrKLV1EVGJhNBfAqrK66XpCfefPGlZzbN+4UFJSWVkAgcAymHAovqqrJL6vMLSm/UVB0Pe/OnYpqKBpbhyXAMHgophGKxUPqG8GIejAUBYWgKrDY/NracjS6pgEHwTXWNjSCURhofUMtvglOaEYSW2oJBASRXE9rx1Db4M0kLIlSi8VBMFgUgYgjUZuobU3UNhyJim9rw7SQEbhmZCMJ00Ql0bugGHQFpIrWQW3tpJFaW6h0Gr2no4fN4vX3sXhcGo1A7ujqFI4BmVdjE7aHy+aIhwYEol6RiDXQzxYPsET9rAEejojH4RvYfdyB0aFdvEgcznO8eJxaPN47PPSLffs+//bAZ8d8D1TCjo2PHJ+aOzV7z/3+Y/cnS+5Pl90WV10XV12WVoGng4CrOCeWJEDm5bYm/f+Al5tS7a5Uu8tVXnI1SKb2WJWdeLryIl6eGp27VgfcxgHw8lPrALw8pQofrR6k1e2+M7Q7F/Z8NGxDATTsX8TLx2D5Z3j56i2+Rqu3yQoyWUFGi4/B8nzUy7gJ4BWmMAF4RRo3Q3W2UKMtwmSPsmyesW7HWHfibM/OW5/FWXZCVGZfqTZIZw3WW0J05iidJUKmC1tRRqqtp3WOcIMjxOQIMT3HK0BpfAmvv/ul1noq/47XQTLlx+j4E77BbnFJGYiGCnZfZb8IIhxC9Av+N15A5vVS2biL1/2HD9RaDZB56XQ6rVYLEGY0Gk0mk15nNugtRoN1fUM5PjHL4Qh6WH09rD5SD7+zb6iV2U/p5vcOTQ+MzqHxtLSreZdzCu9Uw6rQjUUw1OWisuTcO5lFZdcqwZl3yq+X1WSXQzKLKi7cyI28fC0bXkefnKZPzDAn59u4IiSWklMMuVUFh7R1wlkcxsAQY2AI3kROyLoREnsxJi0rI6/oRll1KQZH7OEIx2cm5x5OTM4Nj0wKh0b7xcMAWLuE7frF5LNpPXRKVxutp5PU1d7SQSd20v8f1u4zKM4zzRe+LNmWbM/Mzrvv5jk7uxNtWbJlycpIZGhypsmInHPOuZvQ0HTOOQdy6gBNUhYIJZCEyHTOAZDk2VN1zodHZnU89p6ZrfPUv6hWU+jjr+77eu77upj9Yg5/iMkdILNEODoPSWH1kBg9FGY3jYVgkrFMKonNYHDYLA6byeUx+Xy6gE/hvAuRycHRmBgKHUOhY6kMBLmntqYiLT2zDYUm0qmwimLQH//x/D8cifrmo/SrP891+jTv0rGCix/lnzuR9dVnWad/+Vfg9dlHxwNBvnU1tTV1tSm5WTkVJQ3QDqBa/wO8IPAeINDubggMBoHBoF0waBcM0tXTCUf2oLAILAGFJ2GIFAKVQWFySFQOgcrGM7hYBgdBpMEQuJ4eLBJBgBIIbTgcjExu7kXUQtrbe1EYIpXM4HThcHgWh8gXYFhcBJ3VQ2e3E+h1vdi6dlhZY2tlE6QO0lXf1tXRgybRuVzREF0oQlPpEDi6HY6DY6lsQR+aSITA2vtG+8anxscmxyQKmXx2SjajkM0oRqQTfD6d0zcwMHMXwIvGIA9LxiXzt2Zm5yfn5iZmpqW3ZsfnFJLZSQaPRaGRxycl03dvvY8XRyrjyifZU1IMmxEYE/nHC+c+P3f5S7fgK+1I5zu33q95AdtGz41dzy2l5/d9uwC8rq9tAh2+gOmNf57/V3j52Wx+FmuQ2eanM3rsqLzVOj+L1cdiObzC/W7U0GEjCo3BfWPHR6MHbmsH2g58LQ4ALz+r/RAvf7PtHV7W/UDbgf/eu3OqAdb9UNu7Q/Zx+/8TqHlF6hyxlrcxjj9FWF6H2w7A9tfRe29j976L3/vTjf3/SNr7j+T9/xmhcwRrrNHW15GW/RCdOVJnjVSbozSmGPObGNt3YNtbAK9g056/2hyqs0da34Btb4FEWt9EWF6Hmw/CzQehRjNIbwrfsgU9U7k8e3GVJ7gQl+YWEOadmluMo3XLZrpnbiLn7wB4SRcfPny+Amwb7y0tATWvJyvPFx8+ure0+ODxEoDXwqMloGBvNJus3z8Wi8VsNpvNZoAwo95kNlosZsfujub+vSWJVNE/MMrjDaBpHIZ4mC4a4g9JJm8tDElm2uG4gvL6wrqW+i5EG5pQ040oaIZkNzTnNrXmtUFru5A1MFR5B7wehYfSWJW96MpeNH5wFM3ra0UQsvOrwBHJwYGxUYlZ6RX1KbWNWAaPNyzhj0h7KazCupbYzPzE/JKSZmhFZw9O0DfzYOnJ8/XFR8s37yzM3LwzNXfrp/ASDQ0w+Xw6l0sX8CkcHonDJXP5BBaHThcTCBw4itoOJzR2oqqh8KpORF0Ppp1IhJHJCBIFS6KSKQwChY4jUbEkKhJHQhMoQFB4MhJHAtKJhJaWFKVkZENxWCKd3FGW7/ObX1775yNx33yceflnuVdO5F/4sPDC8fxzn2Z//cusr//hL902fnz02ImjH4LcPKorqwC8ssuL6yHth3gBtxrfnVBF9fbg0DAMsqUDWl5bXVRWWlhaUlhakp2fl1dUWFpZUd/cBOuF48kkCoNOptModA6JziYyOVg6sxONbWzraGyCQFu7IFhUN5nQhoCHxsWeu3zZJyAwNTU9KyunsbWlC4HoRKI7UJi2XnQ1tLuoEZpZUV9Y31RY31TRDCmsqk9Mz83MK4HBsVzBILt/gMDidCJw3WgyhsDkiQeJdHp7d4doWCSdkcpmZfLZKfnslEQxKVFMDkvGhUImt3+wf/qOaHKewGBRaMTB8dGJuZsAXpLZGQAv6dwUk88mU0lj8gnFnZtTd28OKyYFUglXIjnEC8tlhSXGfnnx/KnzTl95hF5q675+a/bK3YXrC4/cn6x4vFjzXN34AV7AACHXzZ1rrzaAhdh/A6+/atv4Pl7u20ovldbXbDnEK8Bi/wFeAVojgFeQ2X6Il79tH9hU+jn2fGz2APuev9kG2tUe4hVgf3fCPsC6H2I9iLS+ibS+iXH8KdbyNkJrj9DaY8xvou3fRVheh1r2gJ4WMY63sfa38fa3ifbvbjj+FKG3hWkt8dY3Maa9UJURrDVF6cyxRluU5U20/TugCXXE3ndBRkeA2hymsUXaDt5PhHU/3LIXZnaEGEyHeLkuv3TiCy/GpwN4leDpAF6IudvAtlH2cOl9vJ69eLn8cvXp8xcPlx7/OV7Lz1eMZhMwBAjwy/z9Y7FYjEazyWQxmSwbm7v37j+UyGf6h8aZHCGeJaAJB+mCwf4JheLWIoM/WNvSVV0PremE18EQZdCu/Ka2wrb2AmhHTktbRlNzUy+usKk9u6G1m8kbvrPAGpVXtnWn5JUXFlaGBUe7XnRzP+8GcgL5ewQFBET4BUfGp+eVN0CQFBaF3w9FE5MLyiKSM5MKy/Ka27oojIm520sra0tPnt+5vzR/98HM3fs/tW3sGxpl8UUMroDJE1G5AgpbSOWJSWwBmz2IxjI7uvHQHnxrN7amraeiFVbd0VuHQLbjiHA8BYEmIBFYeA+qB45AY3BoAgVLouEpDAKVSaAy8RQGlkTDEKndyK7iooLUzJxWHAZNwbflp4N+/TPQr48mfftJ9pXP8i6fyL/wYeH5EznffJr65c9TT/3dX1qw//josY+PHPW47lJZXgHglVVWVNcGbeuGA8cjgIOpwPoLjse098BqmhoKykrSs7OS09PSMtKzcrLzCrNyCzILinMqqkua2+q7ezvwJDSdRWZyeVQ2m8Rm4ZmMHhy2ub29sakF0grtIaERVFxjR6uLp+vPfvbp//fLX/z6n/7pn/72bz//3b9//dWpCxcuhIZFZOcV55VWF1Y1FlY1V0JhFa2dde09pXWtSZmFuQWV3d04BkPEGRhkifqJDB6N209n94mHxqhMFhTWThMwhidHRxXjI5MTo1OSIdnE6JRsWC4ZGhIIh0cHZ++JJudxNAaRjOsfHT7ESzo3K7s9Nz6nkM0r2EIuiUIckY5N3Z4/xIszMcGWSLnyScbkGFHEictMPeN05fSFa1+7hVxo7Lg2N3313qLz4uNDvDzWtoGal+eu2nNXDYxudN3ccVpdB7qn/rXbxr+2YA+yWv0s1gDLO7zcVRpfs8XbYvE3WA7xAm41Aje6A3Um940dkFoH/BbAy8+696N4BWnNwFQOP+uej23P37YfZDsItRwAiyDgelC4xhausUWbXr+PF7DyirW/jbO9SbC9TbC9BevtYWpzgvl1vHEvSmOJNdqiTbYYsx1sfRNl/y7c9gbAK8TgCFCaQtXWCOv++wHkCjXZg/VGH60xctMWvKx2W1m9JhBdTsjwCAgH8IJJp7sUcz3T86hJBV0xI118uLiyfLhtPOwqAZzzeh+vew/uLz9fMZiMAFXAYzabTSaTyWQym81mq8VssWkMxuWXq9M370imZkalU8LhMeGIhDswyhIPjcpn5XN3MWRmeU1TQ2tnQw+qEYmt6oLnNbZm1Dak1TXktEEqEMjSNlhqRV0xFIbvGxZNztMFw9XVkJCA2JArHr7nroVe9UwEhab4Ryb5R8R4BYW6+lz18AsEJ2SXVDfBkM3dqIzS6pCE1MDYpJTKmqouOGto9O7S8qPllwtLz+4sLM3ee/BTBXtR/wiTI6Sx+XSOiMwSkFkiCltMZAmpzL5uBLmlEw3pxjVCEfkVjVnFNQWVTZWdPe1YAgJPRaLw8G5kZ1tHB7Qd2YvAEMgYAhlLpADBEMhoPAmFI3Yju4oK81OzclvxWCQF05KX7Pevn4b+/njq+U9zL3+Wd/F4wfkPC749nvX1J0mf/yzp8///Lz0qAeDl5nS9oqz8/4oXtLuruLI8MS0lPiUpKS01MSU5KSU5JS01ISkyKTU6Oy+5tCK3vCq/qraoA9ZEpqH5QgGDw6by2Awxn8pj40hELBZLxBNQVCySjO5Gd6ek3Tj/7Zkv//DbP/zqX/755z//5MiRTz448osTJ5wuXU5LzcovKi+prC+rai5r7cirbSqqby1vgJTVtkI7URQKj04VULl8tniAJRwUDUg4gmFh3zCBQm1sa4IiOig8GkPEYgg5LDGPIeRx+kXcAbFEMjgwIR2efyCanMdS6QQS9hAv+ezsIV7ym9NsIZdIJgxLRn8UL7p8lNzHSynMOu967avzV085B5yrbbs+o7j2YMl16enhthHAy31jB5DrfbzercX+W3j95UclQFarn80WaLX76oxu20p3lcbH8tfh5WO2/1/xAoAD7jaGWg7CTPthpn2w9U2U8SBMbX0frzDrPtj+Omb/u7j9P8U5vnt3ltX2NsrgiFCZ4417icb9eL0tyXoQa3FEmS1AB9dQ2+sw+5v/xEtl+VG5Qk32EN3/gZeLQHwlMdMzMMIrJacYR+uSKDomZ2BTswjZJHVSIVlYXFh+9vD5yu2FhTuLi0DNC9g2/jlez1aWDSbj4YbRaDQavn+MRqPGoNeajUq9/vHz57K5m2NT06OK6X6JrH9ikt03TOWJB8YnR+WzPShCYVlNfUtHEwpXB0cVNEPSa+ozGpoympqzW9sKumCZVY2ZNU09LD5bqugiMmoaOouzqyJB0XEX3HNB4Y2J2Y3JuQ1JOe3Zpd15lR2ZJTeyCoOjb/iFx0anZiflFofEJXuEgP2jE+OLy3IbWnAc/vz9R0+ev1p4vDx/94F0dv6njkqI+keYHDGNKaBzRFSmiMwSUdj9JKYYQ+W0I/BtMDS0B1tRD4lLyYmKS0vJKCxqbGvpQcLReBQSh0VgkLAeVHc3CYfFkchYIglDIB4GjSeg8QQYvL0gLz8tOw9KIqBpOEh+cuCvP4364tPUc8ezL36Se+Hj/G+PFXx7PPP0p0l//EXS5//nyuvD9573h84ePXrk44+Onfjw2Je//2NZUXFdXUN2YWFqfl5dUyMEBmvt6W5FIluQmJZebAeS0NqFyasvDbsBjk6ISkpKjI+LSbiRmJSRll1WlFNUlF9amltcWFBWVN1QVddc0wip7UJAyVSCcEDAFfFIDBpDyGOKRUQul8jlIqlUFI2CopDheExLZ0tBaV5MfKR/gOe357/+zW//x9//499+fe5sdFJKVklZVmllUX1rQSM0t641r76toKmtDNoFJZCwfCGWLyTy+czBIUb/KE08ShOPMgfGSAJhExzegUBRuCwan0Xl0xgiJoXLoPE5DIFoZEQwODYwPjM7PHsbzeLDCaSBkWHFlFQ+f2tielYyMye/OS+dmx1TyHmDfRgqaWB8YPre7OSd2ZFpuWhynCsd48okjIlRwbiCLuhPKyr6xtXl9CWn067+Z0uqPOQT1xceuS499Xy2Cnq+Dnqx5b267fVq23tt10+tB+Kj1Hps7jqvbritb/sotSC1xluj8dZoQFqtl07rBTSZ0Ovc1Srnne1Lr1add7a9dFpPrQZk0Hto1EAjHeBGUYBWH6gz+Ko0HpvbnjotyGjws5j9LFYfkxnYQvpb7QEGc6DOFKq3hKiNoPVd701loM4UZLICE7b/PIHbWp8Npe+uNsBg9tObAo2WcJM9zGANse4BncK8zBaQyeJnsYFUej+1IURvPUyowXaYcMtemNEeZdoLU5vD1OYo016owRZmdsSprYk6R5r5TbrlbYbpTZrhIEW3l6rdy1A5bmwYU5W2pF1r4q4lWeuIVZrBW/pwnTVYZQQmS0aprdFqa/C6BrxtDN7SBe3o/Xf1vrs60LYGtKn239QEb+n8dtWg5c3gZW3gitr/8aorW3AmPsXDI9A9MbsATe6ckHVMybumZHDpBHVSIXmwtPRi+cmrF3cfLtxZfPDwybv7QA8fLd19uAAU7BcfP3qw9PDeg/tPl5/pDHqL1WCxmMxmo8lkMJlMRqPRYDAZDCaDzqjXmdUq/fLKqmL29tC4jC0awpCZVKqQTBWSWX1jM7eHp291Ycm1bZ2QblRNN7y6raO4pjm3pjGtoTGvA1bTg65u6oopqSiGozq4YjRnoKcdW3ajINE3LNYvsDkypT4mtSY9p7G0vLWyGlJU3pVdgswsxeXV9CTkt0akZQaCPUA+l0MDr0dGXvYLCLxxI7O2po2AH79/7+H25q3Hj2/evy+fnlHcvgfcyj48niqZmR9XzPL7++kcPo3NY/KEdI6AzhEwuGIaW4ij8jsRpHY4AdKNyytviErKjkrOScopLYNCW5EoOI6IRODgnYiO1i4YtAePIqIoNBSFhibT0GQahkhFEyhoHBmNI3f0dBbkFecUVEIIFAKTUpMUHvnb4/GfH8m+9HHupeMFFz4tOPfznK8/zTj1WfKXP7vx5Q/bQP84XseOffDRh0c/+uDIH/7tN4W5ebW19dmFhSl5uc2Qti4EAorobe7tbUIgWhBoCBxb09wZdiMyABwYfyM6KzO1MDertrYaCmvvQHZ3o1BwDArWC+/q7uzp7YL3diKRnUQikkTBC/r5okExW8hniQU0AR/HYuFYLCKXS2CxcQw6nkEl0EgEKh5PQmMJyMa2htKqkshYsKefX0R8YmZhSX5FbWlda2FDa3ZVfVZlXXZVbVFjSysajeFwCAIBkctm9PUxxIPMvhHO4LhgVMIaGOjAoHpwWIaQR+XTCSwikU3CMQgkNoMu4PN4FBafKR6fGFDMY9gCOIHUPzw0rZABeE1Mz8rm56Rzs+PTk/yh/h/FiyeXMiVjAskUXdCfXlx8xsX5ywtXTjv7nSmq8JSNXr/30OXhE4/HL7xX1kAvtkCvdnw2lL6bKp8dDWhbDfz0WN9xebnhvrYN2lZ77yi9d5ReSpWX8vv2Emq1h0bto9N5qlTXNzY8VSo/gwGk1foZDN4aDWCWv0Z3SBhoV+W2vuml04IMel+T0ddoBumN3jojcMjeV2cEhnoE7up8NpSgbbWfWu+l0vop9T+a4F2996YSeC/p9f3EI9C22lupc9tWuWt0zkq1q0rjrtK6re94rO96bqkO47WtPgxoVwva1gTu6n3WlD5rysBdPTAQN2hDHbalAytN0WpLrMoSozTH7Jpidk2J2+boV9r4bVPcjilq2xCrskTsGEI3tYEqo/+2NmBHF7iti1CZI5XmwFeqsC194IYmYEvru60FbWu8t9TeGyr/TU3QpjZYawh8pYpYNQW/0AY+XXMX9J1PzvTyCnZPzC7EULokcgCvXpkEwOvh82ePV5//AK/FpYc/wOvu/XsAXt+zZQBWXnq9Ua836nQGo95k0Fs0asPyyurk9M2+4XEqR9SDISGRVAyOhaML+qXTYuk0BIGraGyDwpDtRHITrLektiWnuiGtoTGrrb0EAisob8ysa0b3DfPm7/RSuLmpJVEugeCr3nGefi0x2d25FV2ltY05hQ3p2YjMQlJSATEshR+cLgxM44dlI0NTsnxDA70DvXyCXT0CvKJiMqqqanvhXJn01ouV2cXF2Tt35m/ePsTr8IT9f40XnsyBoUgdvfh2OK68AZKSW3IjpyirtLqys7Mdi8MQqTgsGY3AI7vRqB4MAUv5Kbzauzvyc4vyiqqhRCqWRqxOCI3+w4mUr47lXD6We+mjgovH88+dyPn6k4xTn6Sc/jTp1F+G14cfHv3w2AfHjhz5t3/+VXZ6Rm1tfU5RUUpebkVNbVtXVzOsu6G7uxmJhKAxDe3dGfml4PiQcHBgenpCW3NNB6Spuam2swsCQ3T1oJFIPBpPxJEpeDadImYzhnic8T4+k03jCdiCfqFgoI87IGb1iWkCIZHLJbI5eCYLTaWgyCQ0EY8m4jFELJqAQdMIRA6jFtIWGhMXHBGdll1YUFyTW1CZVVqZXlSWUVyeU15Z2tAERaFwLBZFIKCLeJyBfqa4nyUeYvcNcweHqXxeS09nLxYrHh4cnBjsGxUPTgz0j/UPjI2MSKX9/WyemNsvkY7dvEcRD/USyaKB/plp+eTN2xPTs+OKGencrGx+TjKrEI4MYqik/rH+P8eLJR0XSKYYor6ssrKvnZ0+P3fx1DXvr/JKPSUjLg8euS0+8Xiy4rX8yvvFuvfqts/aru+mymdDCVrfBSADre96rm55r+34bqq8t3eBAAMcPXeV77K1476x5fT8JTA/zW1902Nz23Vtw3N9y2tj23N9y2NtE/js/mrj2vILl60t1+1tt50dt22l69auy+a7uO+onNe33F5teaxtu7/acl/bdt3cubq67vZq+0fjs6F0ebHuvLrhurXrtLHl9GrD5dWm84t1zy2V89q2y47q+tau87bSY1vturrl9nLrR+Xy2lZ772i8t9SBu3rfdZXvuuoQr8BtbfCuPkxtAmssUVprtNYao7PF6GwJGht425Cgtcfp7NFaa6zBAdbbInXWKMtBhNERZdqLNu4l2b5LsryNUlsTDPvROjvY6IgwOoANY7jBDjY64oz7kWYbWGmO3dkPWdUHPVsH9Q9fzcz38QnzuJFThKXCpJOdikmYQn6I1+LKUwCvuw8Xlp4+AbLwcBHA68HSwx/gZTTqjUa9waAzGAx6vV6nM2i1eq1Wr9PoNWrDzrb68ZMV6eRs3/A4SziIo7KxeDaZLiKx+8QTU8KJqRYYqrCiDtKF6CRTm2C9eeV1GeU1GU3NeR2wsvaenOLaonoIfUQ6MH+/vZcUH3Qj9Bu3G06g4qDIitDUuvjcrrwqQmUTtaCKFpXO9Ykb9oybuRo5di6g73wg0zkM6h6a4R4U4Bpw/ZrfVd+A+IKiso5O5vjY/dXVm48ezdy6e/PWu06EfzleBAoXhaP3IEkwFKkdjqttg9W2wSBwbAsKhaLSyQwOhcqiU9hUEpNMoFPIzB/FC4UltXdC83OLCkvroCQygoSqiPOLP/lp1rfHc68ezbtytODiR3lnP8r++sOM0x+nnD6R8vUPe9j/OF4ffXTs2NEjx44c+Ze/+4e0pOT6+sa8kpLk3Jzy6prWDhiAVxsGDcVgyhubQqLjoqODoqICM9PiOiANvd2Q5qba9o6Wjs7Wjt6Ort5OFBpOxmMEDJpiZOjlg/u6ly/v3J0fmxgW94uE/X38fjGnv48uFOGZLCydgaUz8HQmns4kMFh4OhNHp2Fp1F46Dc/l1kDafcMjnT18wTEp2dmleTnlZbXNFfWtdW3trTB4NwaHpdKpXD5dwKcLuOw+MUMgZouGeP2jgqFRpkjYgYRDu7vFw/0TignJzJjitlw+J5fNTE7Ozclkg33D4uHJKfn9JfaIBEmmCvrE7+M1MTMtm5+Tzc+IRocwVJJ4RKy4O/M+XvxJGVs2wZNOMfsGcqorzrhc++M3505d8fwqq8BrdOja3QfO9xedFx+7LD11fbTi+uS567NXbstr1x4vOz16dv3JvjVppQAAIABJREFUisuzFy7PXlx/snL9yYrr8stryy+uLb+49vwlEKfnL6+9WL32YvX6i1WnlRcXHz+99vyl88tXV5efX3v+8ury8+srL52fr15feXl95aXryzWPtU231fVryy+c1taAXFvbvLa2eW1ty+nVptOrTZcd5fX1Lde1Lfe1bdfVTde1LZfNnStrG54byh+N747GdXXTZWPbU6Pz0Oo81FqQWuej1AaojT5Kna/OBHTs8dcYvTdUvptqf53ZX2cO0FsOAzTbCTZYg3WWSIM9VGUKVZnARkeI3hpitIWb7BFmR5R1P9p2EGN/HW9/k+B4m+B4m2DaB2ssiZbXifa3sdaDuL230fbXMY430fY3kZZ9oMnXDcefbljfRqotcfq9aONetHkfbD0Ayl6Rlv1Y6+t465tox368Yf+G5rvQV4bAZ+t+Q2NXswu9fcM8k4CjElOwGUX39CRCLgXwWlh+8ujlyvt4AQ1w7j5cuLe0+BN4GQ/l0ukMWo1RqzFaTFaN2rD2auv2nQd9g2MsvpjKEeFpHAyBjacJsHQBd0TaJ1G0dqMLSqs7YKhuGgOKxOaV16WXVWe1tOZ3dhe1dt7IKEpIzilpbK/qRGblVUW4hwV/4XTjG9dyr9CaqNzqiAx0Ts1UF+52A3wwNLX/YsCcU8TilXDpV+7iL6/xLnoTXENqPMOifSLd/CNB4Ji4/MIyaAdPKl1YW7vz+On0/O3Zudt/3onwv8aLzu4j0fhwFLkdjutEENpg6BYYqhtLgRFJOCabwuSSKUw6jUOncUhkBp5ER1PpaCodQ6H/AC9IO7Qgu7CkvKGdSIShuorBHkmnPsm7eDzP6Uj+1Q8KLn2Qe/aDrK8+SD91LPXrj1PPnPhLV15HPzjy0QdH/ulv/y4pPqGxsbmwvDw5N6e8ug7AqwkOb8dj2nHosob6oCgwOBiUEBOSEBuenp5QVJzb2FSDRHXDutvRuF4sDkGjEhhUAg2HHhcJdpeX/9fe3tb22szsZN+AWDTQD+DF6RugCYQUDp/M5hEYbCydiabS0RQmmsLEUFlIBhtB59S098Sn54XHpiSnF5SUNdXXd8JQpF4cDUNmEhk84G+JTA6RyWaKhGxxP4PfzxaNcPvG+ANjTKG4C42CdnUOjg1JFRNj8iHp9NjE5NjEpEQ+rRgfF/P7eMLRsfFb9wG8+GLR3OwUsG0cV8yMTyukc7Pym7N94yNYGlk4JJy6Mz11d250ZvIQL45cwpPKWQMDhQ2137g5/eGrb7686P5lao7HkPjy/O2rt+463bnvdP+h04Mlp8UngFkAXtceLx/i5fz0udvK6rXnL6+/WL3+YvWdWS9fOa2+clp95ba24fpq3Wnlhdvahufmtuurdc/Nbff1Tc/NbSAeG1ve27u+SjVoR+m+vumyu+Oq3HVV7rqrNB5qLTCRyEOt8zYYvbR6P53RT6333FJ67Ki8dQZvg/F9bt6Pn1LnurblurXrYzL7Wax+FmuwxR5isYdb9oKMtlDbPlDjDzbZ/ZT6wF09cLUbCDDLA8hhzStUZQpTm6PN++EmR6TtIMrxGmw/ANsPou2vgcTYX8fYX0cZ7MEqQ7R5L8b+Gmzdj3K8Drfvg/ffgO2vI6z7UbbXYPN+rPV1lMEB7B/BejvY6Igw74WZHWFmR7jJEW3ejzUfxOwdJBgPErXfBa7q/J+88hkavZJV4AkKAVZeAF49M1PISRltalryYOnBs8dLL5YPt43AkdT7Cw/uLD74AV5Pnj3V6nVGo/H7Ur1JrzfqtCYAL51Gv7WpXH72cmb2Fk84QGXxyCwBkcFDEdkoMgdJ5tD7RoRj8uYOxI2U7KLCylYsvh2Fy6+oTyutym5ty+/szm+CRsZngLxCfEKjvSPjff2j/C+CAv7t26jfnM0751oZmNwQmo67UTKS3ziTVSsPSRu9FjJxKWDyrM/g167is9dE55zZ571I/onoSiiCwM6prE8prihpg7LGJmaXnkzfe6CYvT03e+dH8RqbmvkpvJgcMYMtwhDpcDQRiaPAseRuNBFFpGPZHCpfSGXxKFQWncahM7hECpNAZf45XigsCYkhQiCQ/KyCssqGDhIJ0tNSEHYt6fRHeZeO5V/7IP/qB/kXj+Se/SDz9JH/Dl7Hjx39u1/8MhYc1djYXFRRkZybk19U3tAKbe2Bt6ERTYiestaGpNxMjwDQlTNfXfjm9NlvTl26ct7T3zMx9UZdc303HIbFwtgM/Kxi4s7NqX4BR8Bm3JmbVq6tPn22NDY+xOGxRX1iQZ+YyedTuXwql09hcolMDp7GwVBZSBKzl8hCkNi9FA6czIETWF0YWgeCDIHjW7swkG5cJ4LUhaL2YBlwPKOXwESS2N1YSieK2IOjtqMwHWh8GxwPNK2HIoitcFRhTV0LFDI0PiiblgxNiEZl/cMTg8MTQxNy2cREH0/M5Q+PjM7f5YxKURQaVyiYVsiks/NAzWt8WiGZnZHfnB2QjOEZVF4/b/K2Yuru3Picok8h4cnGAby4MjlraKisteFb9+u/P/31qQsuJxPTPPoETrfvOt9bcFt85P74qeezF94rqz6rm35r297rG97rG6CNTd+tbZ/NLa+1ddDGpv/OLmhXBdpVHda8vNTqdzUvpdpre9fl1brX9q6vSuOjVAdo9X5qra9WBzQvBKk1wGdvldpta9tdp/HQa72MepDZDDKbfcxWYAytj8Xia7YEmW0BBrP7ttJ9R+VjMgc4HP855/EHUeuvr21e39rxNpl8rVYfi8XfbA0y28Ks+4EmW5Bj389qB4Zsg3a1PjtaoCNFgMUOTPE4TIR1P9zkAPAKVZmizfuRlv0oxxvw/ptDv6JsB1G2gyjrPtiyBzbaA3d14UZblO0g0rYf4TgIs+1F7L2Oef0fwI2iaPubWPvbKNNekNIQobXGWA6ira+jHG8i7K/DbQeRtoMY25t4+9so+16M3hGvfhPwUuv76KVn3+CFjFxXz0C3hKxCDAUmnYTNKOCzCgAv6cIjAK87iw9uL9xffPwIyIPFhUO8Fh4t3X+4eOfe3ffwMh/KpdOatBqTVmNS7qg2N3ZXX24sLD4elypEg6P8gTGOeJjE7iOwxFiWiCYeFo1PdiGJMTHJQf4ReQ1NTbDeQ7wKunoKmttDopKvX/Vw8Q66HhDu7B7o9Y1LwL+ejfv1N/lfXc+55FPjEtrrHcvwSewLTB4PSxsOvcH3ixzyAA/6gscDI0advASfO/V7xEqaCSPiyeKGthsFpcVNEMbgiPTO/albd2fn7szP3T0seAF4yeZuTUzPjU5O/xReVAafwRZRGXw8hYWnsHBUNpbCwlJYGDoTz2RjSTQsjozDU9A4ci+ehKbSMTQGhsY4xAuFJwN4tbW15aXnVVQ3wciktq6GgrCraWeO5104kud0LO/K0fwLH+acOZZ5+mjalx/+FdvGY8c++ODIkePHjv7NJ5+FBQXX1zcWV1am5OUWFFc0QTqhCGQjHJZVXRqUAPYI8rni4eTn6uZx/XpwaFBSdkZ6cX5aQX5JbQ0Si+PSMAMi+vLju8rt1ekZGZvL6BsQTkxKJBMjFCoBi0VzeFyeSIjE42tbIaW19Rm5hVn5pZkFZekF5cm5ZfHZJbEZJTGZJfEpJdGJeeDE3JjkguiUvIjErJCE9PCkrKCojJCYrKCojOCY9LD4rJDYtJDYtKjk3JAbaWHJWaE3ciJTi8BpxbFZpfG5JUEJKVX11cIBweC4mC2k8voY/H62aFA4PDEyOTncP9InHp+YuP1AIJnC0BhsPk8mHZPMzAEZn1ZMzEzLb84OSseJLDpHzJHdnFTcm5+Yn+6flgJ4sWUTXJmUPTxc3dF6wdPlj6e+Pn3e5WRciruQ63ZvwX1xyefpiv/z1YBX64Hr28HbypAdlff2tvf2NmhnB7Sz47m56ba25rm56atUeqpU7urvo1G7a9RuWrWbVg3Saj2USqe1NbedHW+Nxkut9tXrQdp37yK99LrDD25q1dXNDWed2tWg9TAbPMwmD7PJw2z2tFi8bTYvs9nbZPIzWXy0BpfNHZcdpbfJBLJaPczmH02wweK6teuiVPnYbH4Oh5/N5m+1BVrtARa7j9nq59jzttlAVpuP2eqp1HruaPyt9sOrkUCAdtJg++tIy36M5SBCa43U2eJsb6Jsr2P2v4s9+C5m/22M402M403c3ttYx5to20G0eS/WvB+k1EcabDHAimzvTbh9P3LvNfjgu0jHm0jHG2BvGKa3+W9rw7SWaPN+lOUg0nYAtBgLMzvA5v0Yy0GE1Q7WWKN39vxfaLwfvXAV9p1NyXR293eNzyxAk7skcgAv1JScrpiRLjxaWH6y9GL59sL9Ww/uLTxaeleh/x6v+w8Xf4AXwNbhmkujNmrURrXKoNcatBqjRm1YW9++dXdxXD7dPyYXDI5T+UMU4TCB249jC8UTU1zhSH5emZe7f2Rmdg2ks6CyIa20KqOpOQfamVPfCgqKvnzB+bKbz0WfACd3P7cz173/8WTE33+R/fuLBWddW6744Z0jOK7Rw0Gp8qwKeW3rWFvbLAx7E4VdQvfezszqO+PCuxhETimvLW9Oyi+/kVdWCYWxhicU9xZn7ixOT9+Zm35X53q/5jWumB2RK35y5cXiszlCGpOHxpE7epBAmju7G7u6m7q6myCdLZCutvbuxraOho6uDjT2z/FCYohIDLG1tTU3Lbe6uhlOo0K7G0ojnbK+PZ5/6UjulQ9zL32Ud/6jnDMfZZ76OO3k8eRTnySf/tlfgdfHRz/47KPjgb5+tbX1xZWVaQX5BcUV9S3Qxs6u4qb60JT4q77uXiE+YfERAW5e8VFxbR2dZD6XLBT2kMlQBIpIY02OCoZFjFuzkqWlOwPDIjQJjWdRaEI2DotsbKhpaKgjUylcoaADDk/Nyg2OiomMTYyKTwEnpEckZIQnZIYl5kSkFILTipOSy+NvFMXcKIxNKYxLL47NKo7NLY3LK80qheSUt2eVQrLK2vKqOrLKWrLLW0saussgPRXtyLI2dGU7vqqDUAsjNSJIJa2wVkjL4HBf3yAPT+olUVEMNkncL5DKJVLpQN+wGMBLKFVg6UwmlzMxPgyck5DOzo9PK8anFQBeJDaDJWQBeEluzgzMyPjyCQAvjlzKGRmp7YJc8n6H1+cxSR4CjvPte273FrwePfF59tzn+UufF2u+rzb81jZ9VEofldJXrfJRKT22Nl3X1zy2Nv00aje1yk2tOjTLRad21Wtc9RqQQe+mUl56tXp9ewugzVuv89Co3bRqD70WiJdR720yuOs0TjtbTga1s1nnZjO6Wc0uZqOzyehiNrnbrCCr1dtk8jWafXVG9x2Vu0oDMpu9LRZ3m/VH46czXlvbdNra9jSZQFarp8nkYzL7mSx+Vru3xeq3v+/tcHg7HL52h4dW76nRH54ROwxwTTLCuh9h3ou1vo7U2cB6e7z9bZQNuBX0n3LF73+X4Hgba/0erx1duM4SZd2Psh1EOV6HWxzh9n1gPm6E/XWY2RFh3gvT2/x2dOE66/t4hZgdoSZ7pGkv2rwfbrGFK03gLbvvC7X3oxfOfNGZpPTrbn7Osen5KNIP8JItPj7E6+b9u8A6C+gh8VN4vatzafUatUGjNqhVBpVSr1LqlTuq3R2NSqlb39i5t/BYPnNzVD47ODHFHZRyR+REwWA3kc4ZHB8en66pbna/5n01ICivsja7pDq5qDy9samgq6eotTMwIvH6VY/z192/8QA5g4JAFzzc/+Fz309/lfjPp1J/c6r1nBv5ciDzQuBgUMpiG+LF0PDjGentm7fuPZh5dnN0DlLPdvLkuIUzShprmtvj0guyyutbkDj2iGT6/sOZO4tS6eyUbP7whASAl3T25tjUzH+BF4crYnOEVAa3B4Gta4Y0QTqhsN4mSGd1K6S6ua22qa2ptaMF0lXfAm3o6ILhCABeWCrjfbwQaEJbS2t2SnZ1dTOCQe3obayMuZ53+ZOCy0dyLh/Pufhx3rcncr7+JPPU8bSTnyR/+bOkUz+N1/vPkaPHPvroo48/OPI3H33oee1qRUVFUVVNXHZOVlFpRWNDayckJTvZxcvJ088VHBeRnJoYEhFZUFqBobPb0IRWHIkyMIRiMbFc1szkSL+IyWKTSXRia3dncw8MzWT2UKmNjfUlpQV1zbU4Ko4h5sMp1OKm9uyatpyypoyShpSCusL6rtJWVH59T1EzsrAJkV7VnlrRll7ZnFhYnVZSn1MBzSqClNeiyyHYNgynsh2fVNSUWNCQWNCQXg6phZHb8NxWIq+NJm6mChvJQgh9oIM60IDgNPV2sfqFg+PDgn5h/2Df8MTQsHR4VDEukfWJ+nkDY2Oy+fsD0jkCk0fncicmJVLFrHxmHijYT8zOSOanh6ekeDadI2TLZ6embs9OzCkGpydFcplwcpIrk3Ikk5yR0XpE95UA75Pfnj9z2e2PkXGebDpo/q7Hg4fOyyuuLzdAL7b9Vnd8Nrc8djc9dnaBvaGPUu29o3R++cr55Stfpdpdo3XXaD20usN46vSeOr2XTu2u3r268erqxrq7Ru2lN7hqNK4aDdAV2ldj9NUYvdV6H63RS2tw3la67Cg99HpPi8XVYnY2Gd3MVg+T1dNk9bRYPIwmH5PFR2sEWkWDjGYfs9XdYvOy2L0sdm+rA2R1eFvsPmY7yGTz15ld1necN3ZAGgPQ2x4YBwlc5Aa2hwEWu4/B7KHWueyoAK0OF1yHCTfYweZ9sHk/0mCP0Nuizfvx1jfx1jfhjoNwx0Hk3uvIvddRjneJtr+O0NsCd/XhBjvYehBpO4h0vAHmg0Ra9qNsryMt+2DrQZTtdYje6q8yBGnNYOsBkEjLfoR5L9zkCDc5woz2IIspTGuOVNpBL3bdHj27JhKeTkm77ObzbWxMLhbTI1f0KGZ6p2bQMjlremby8ZNHL1cevVy59eDe7YX7QMFr8fGjxaWHtx8+urnw8O7Dhw8eP759/97c7VsPny7tqnZ0eotOb9HqzBqtSa0xqtQGpUqvVOnXlBqVybqlNbzaVT1ceSGdmx2Wy0Ym5eLxGe6AhMobJHPENJ6wf1xCZrDDY2LOXbgWnZyV29ASW1ENLq3Mae7Mr26PjMv1dPO77OR+3dPPKzDEy93X6Q9nr/3N70L/8Uzh33/d/vsrtLOe3AtefPew2VLIMlu62HdrWTi13De+RGXeqm5ie4QKw1KnEVRUBzIppyynrB5DZ0/fu39z6Z70lnxQ3scZpHMH+cKxPoF0gD0mYo4I+JL+ocnRsekJrmiAyRPROQIGVwh8oHMETJ6IxuaxBWIqi4ujUPBUKo5CQhFwCBwGTWEiiDQkkdKLJ8HROCyJSqDQERgscDAChSUBAf6JwVOgzQ1J6bkVbT1oKo0Ir6sBn8s8f7z40icllz8uOP9x5qmPU784kfLHT1NO/iLt1C/TT//NX4rXhx9++PEHR37x4TG3K5fKysqKq2vjc3JzSsqrmptqm+tjkqI9fF0CwnwiY8PjEqKT07PqIR1oGie1pDo4KbMBgcFyuRgWi80gkknYHnhnXXN9SW0NpBeB5/I68aTKyvLsnPTKugosGU8X8XrIlKKG9vTyluiM0qj0ksiUksSC+pSS5oSChvQKaGZVR2JxU2x+bXRORVBSTmhKXnR6OTi5PCmnNbOyvaqDUNSEiM+ri0wvD0kqis6qKmlBQQi8NhL/EK82Wn87pb8BwamENjPEfOn0lFQhm5qelM/IJhQTE7NS2eSAqJ8nHBmWzd8flM3jGVwqmz0xKZFNz03O3nwfr6FJCZ5NZ/GZspnJqduzkvnpAYUcmMHxDq+xsSZ0r1OQz8mz33513vn3oVGuFKLnzC3Xuw+cnjx1fr7m/XzL9+U2aGPzEC/PXSVoV/U+Xm5qDRBAsUPLQFq1u3rXaXPtEC83rdZNqwWp9F4qnY/W6KM1eqh1XlqDp85wbXvXZUfpqdN7WsxuZrOL2eRmtnqZbd5Gq7fNBjJZ/M02P73Zc0fjqdT6Gi1+FhvAlrfV4WPb87Ht+VocvhaHj9keoLe4bSpdt5S+OtO7yds2h5/FBsz1OKxt+ZmsXlqDm1IDrLN+sHP0t9rDTY5Iy36kZT/UYAvT28Dm/TjbmzjbmzDbHpAI616EdS/Ssge27oOt+xFaa8COLkJvizTtRZj3Im0HQOPWKNvraPsbQK5o+5swoz1AbQzWWYD//AeJMO8Fmo2hGlOk0u7zUunxZMVFLD6Tnunk6X8+LjYXi+mWTXVPTfdOzWDkk6zpGfmjx0svlpdeLN+8f/fWg3vAYfp3K6+lx7cfPrr/6NHi06f3Fhdu3bv79PmKVq/T6kxANFqjWmNQqfVKlU6p0q1ta15u7Cw+WXm8svrs5drcnftjcvmwRMIdlBGYIjxDSOH2Eehc3sAwv2+wuqHZ6aqLm3dAZFpuQkV9dGlNSnVzTi0kKafM2zvI2cvfHxwbGp/o5e1//ndfffPZ/3D9m9/H/ep06R8uIL5xZp13417y7ANFjd0oEydXTUaVSuILeOEJVI9AopM/OzaX0gTPKK7MKKqpaOpk9g0p7t4bm5kUTfRxBthYBqobi+glYXoo2E4SqpuKJfAZ/JG+AcnIT+FF5whYfBFw7ZHO5VLZbAqLQeOwiCw+nsElMjkEBhtowUBlcnAkclt7d3NbZ0MztKm1A9oJh8HRcCQOjsS1NdbdSMuqaOtBUymEntrqyLNZF04UX/qk5PKJ/HMfZ351PPWLE8lffJZy8hepX/485dTP/1K8jh079vEHR35+7Oi18+eKi4tLa+sT8/KzikqrmptKqsqCIgPdfZx9g72CIwKTUxPTs/KbIDAkmZNd2RSWlN3Qg8GzeA0dXdVVFR3tkMbGxryi4sKyyi4MjsDmN/Wg8/Nzk5NvlFWXYsl4Kp/XQ6aVtcCyq6Fx+bUJhfUJhfVp5ZCMyvbUsracWlh+U29WQ3dGXWdGDSSlrCGjqi2vDpZb01PWRMhvgNfAyFWdxOIWVH4DPKOyPacW1ohg/DleUHJfE4pXCW2lCbnS6anJmWnFzJRsWj6hmJDMyRQzI+IhoWh0RHrz/qBsHktj4+i0EemYbHpuau7WxPSsZHbmfbzoHJp0Wq64MyeZn+6fkn0/d1bGkUxyx8fb8GiXsIAvvjl38pur/+YX6oRFu03NXb9198qjx9eWV71WNn1ebB3iBRzgAu2qvLZ3Abx8dlVuSjUQd5XmMB5qLUir9lIrr2+sOW1ueGjUXnoD4Nq7d4g6o5fe6K7ReegMHjqD0/au286Op07vZTa7WUwuRqOH2expsr6Pl7/uh3gdLrtA1ndyAXi5buz+AC9/q/1wrhrwMjHQZPPVmbzV+j8v1QOvI0Mte0BzmxCjLURvjTDvARX3CMdBhOMg0rYfYd0DW/ejbAfA28ZYw16I0hhlcMRYDsDm/Wj7m0jbAVA4A1sPIsx7EeY9sPUgWGfxU+oDNSZgqQV8fyhXhHkv2Gw6xMvr8YprX9+59KxrHv6XEhNysRiYdBI2qUAoZnFTCvbMrGzp0cPnzx4+fwbgtfj4EVD2erC4cOfR0q2Hi0CH1Vv37s/dvrP09NmuUq3T6HUavVat06p1GpVWrdQA2VEZn69u37zz8MHDpy9ebd1dWJqQK4bHpdxBKZbGJ7KEnP4xAp1LYQv7hsepLF5kcOiZr7+97O4fm1cVU1wfXVSTUduUUV3vHxHnH52YWV1fBu1IzSv2dfe78K+nzv3yN27/fjLlzGXoFTfWVbf+C859X18du+AtOuP24KS/4qy/8Lwn3QkkAKeJK6AwCDKpAVpSB4ETmJL5O7cfPZ6YUwxNjg7KhuhCGo5OwTIoSAYZTiciWRSKmCcaHx6WS7iiAQZXSGPzGVwhgyukcwTAZzpfROUK6HwRS9THEIioPC6JzcIz6CgyA0VmYKkMPJ2Fp9AJVAaBQkfjCZ3dyOa2zuq65tqGVkhHTw8C24vCw5G4lvqahJSMCkg3ikLGwaqrI89mX/yk+NLx4kuf5H17IvOr42knP0n+4rPkLz5LOvlp0slP/1K8jh49+vEHRz774Mj501/m5+eX1zcmFRRmFBSXN9TnFucHg4MiYkPiU6KjE8CZ2WkZOfnlNU0wDLmXwoURmCSuGE1iZOUXZWXlVFXVlJRW5haU1ja1IfBUGIacU16bnJwcHx9bWVeFoxCIbFYPmVbbiSptReQ39RY0I4pakWXt2MpOfEUHrhpGrOkm1PVS6xDkeiSpDoFvRJIbkdS6Hmo9nFULp1Z2EQtbkEWtqMouYlk7rrwD34RmteI4bSR+C0XYRBE0UUQAXq1YYW1XO4nDHpoYG5NKJDLpuHxiTD4xppAOj/OFA3zx2Oj47J2+iRksg0NisyQKmXxmXjF/Wzo7L52bPcSLwGFQmGSJQjZ9d156c6Z/SsYdH+PLZDy5jC2d5I6Pt5NwbhFBX3z1zRenL/3aO+gqotddMe98+x6Al+fyhs+LLe/1DfedDQAvj51dYHqj88tX11+sgnaUPyrXIV7Om+vv8NLqgRWZp07vodV56Q2eBoO7TuduMLgbDFd3d103tzw0ai+j0c1ocDXo3Q1GL4PJS28ECva+RrOfzgg0t/AxmHzNFk+LBbj86G1510UHuBrppzW9v230M1n9rXagqgU4BQzZDjbZA3VmP7UBsOzdl5Z3TfEDTbYQ616Y/SDUshegtwTqzGFmB7B0AtiKMDvCTfZIswNs2Yu2HcTZXscZHGE7+midLdroABvt715BWvfBlr0o636EyR5hsoMteyE6s79SF6QxRpr2wOb9KMvBYcDm/UjTXrDZFKY2RWxbfZ7vej1ecRGLv0nNuOrmeyXpRh4O2yWRA3jhFdPsmVnpw6XFlaeLK0/n7935AV7zCw/mFx4AF7Zv3n0wd/vewyfLW9sqrdqgVRs0Kr1GpVcrdWqlTrWrVe1qt7b0GxusFOUWAAAgAElEQVTax49fPX++ubWlffR4RTF9c2xcLh6fZoqGuQPj4rFJGrcfR+UyuQM88XB9acnVC1e+OH3BNyoNnF0ZWVB+o7omrb7mRkF5QlFFPRZPGhxBMXmVNc2BHkFn/uXk7/7uV+6/+yL3m/NdZy+wzl4QfH5acur80O9O3/rNtZE/XGZ+64p1DyDGZSGKGnOLG2OqodWt3Qzx8MyDpdkHC5K52fFZ+aBsmN3PITAZeCYDy2Hi+Rxqv4g3PjIkl41PKzjCfgAvYPFFY/MBvKgcEY0rZgoGaDwhcDiJxOIQGCwKV4RncNFkGoJARmAJaAKZRGPSWGwUlgTthNc2tNY1tnXAEMDOsReFb6ypjEtKq4T2oChkTGd5ZcTX2RePF186XnDhRO6545lfnUg99WnKyZ8lnfz0xhefJP6gk+pP4nXsw6NHjx4/euSTI0dO//63WVlZlY3NKUXFaXmF5Q31eSUFUYngooo8CKy5pLIoMzstKy8/q6ikoLKusQsBReJbuxBl1XVx8YlJyenpGTnJadkl5TVwNB5NpjVAYAlpOaGhofHx8U2QZhKDRmCxYQRaXRe2sh1XCsWUQjFlHejKTmxdD74NRYagKRAMuRVDg+BoUAKlk0zvINPbScx2IheC57aRBMXt2KSKtqSKtuzGnpwmeF4LoqQD14xhtRC4zWRBI5nfTBUDeHWQBsrbmmFYDJXN5gj44v4+0UA/r0/A7uP3D7MHxvuHJ+UjM7d5o5NICgNLpw1KR2XTcwBesvm5w5oXicci0YkTU9Lpu/OyW7OHeHFlUqZskj0+3kkheEaFnvzqmy+/vPjvXkFXenoOt43XV14BKy/v9Q237XWPnV2PnV23rW3gJD2Al/f2rqdS46nUfD9xVuul0nqrdd5qHUit8lYpnTfXgRtCnhqdu0rjqdF5afWeGp23wehtMLrrdF5Go6fBcHV313NrB6TV+piMniaTu8HgbTKBjGYfg9nLbAYZTf4Gc4D2HV5+epOfyQKy2kBW26Fc/1l0/zO8/Cw2X7P13ZtEqyPY4ggxO0KMtkCNyX9XDwzyAAZzhJgdwSY7MIsb+BIwLkBrCjXYgDXUu+NdtoMo636s9QA4pJq096dk40GUypxg2Es0H8Sb9hNsb2KtB3G218Bx1kizA5AuRGcOUOlDdOZDuaKtrwG5IoyOcIM9QKcN3NaGrBu9nm15LS279/WdS89ydvd3SknOx+M6J2Rd8qn38Xrw7PHC8pMf4HV/4cHcg7tzD+7eWVy89/Dx3YWlO/eXHj1d3dhQK3d1yl3d7o52Z1uzs63Z3lJvbaq2NlWra9rtXcurdd2rDc36lu7pyvrNOw9HJxQDsplB6Uzf+BRvcILBH8ZR+Vgih8EZpGKwsZExp0+fv+jiE3QjM7awLKG8MqmmMqmsNjynKA/SiRD282QK3rCkBQKPj0n79uTZM//yb6Bf/zbpt39oPn0G9vlJytdnGafPUM86Y696YMLAHVFxDQkZdXnV+UWNefU9SAprYu7u/MMn8lt35Ldujk7LGUIOnkFGk6m9RBKMSITTqHg+jzEwIBwd6x+XcIT9dI6AyuIBftHYfCqLR+cISGwRUzTMEo9QuCIii0/lC2kCEZHNheMpPThyL56EJFJQeBIcjUNg8DgSuQeBbYF0VdY01tS3QDvhCDQBgSZ092Lqq8pib6RUQmEoKhEJLSkPO51z6UTRxQ/zz3+SdfZE+lefpn75s+QvP0s6+WniyeMJJz/8y/D68KOjR4+eOHbk+JEjf/jXX6WmplY1taQWlySkZ1U0NpTXVsYmx2QXpkO7W+pbavMLc3KKc7KKC+Iz0iMSk8LiE8OioyPAkVHgsNjE5PTsvOLyqo7uXjgaV98CyczPD4uODggIysjIgPXCKSwGgcXuwlOroMiSFmQZFFHRgaqH4xrh2HYMCcvg4JlsIpuDZ/GIHB6Jx6OIBUShgCgU0ofHqQMTUKq4Ek4pgKCLO3ClXYSSTnwZjFjRQ25CM1uJvCYSv5HMb6H1tVL7ICRxF2WoHYtFkikkBoPO5nB4XDafx+RzaXyWaIg1MN4/JJcNT9/ijU7CKXQEiSgeG5QqZhXzt2VzN2Xzc5K5Wcn89Oi0nCLgEGkEAC/57bkBhZw3Mf4+XjAa6X9z9p5Bbedbnrfbqd3dt+fu7O7sPru1s1Mzz8y93W7bne1umwwig22cE9jGNgYDJpicM4ggoZwzKAeUJYSQyJJIJmeUMxK2u+d5+7z4Y8Z7p29Vz7q+Rcky5ZefOuf8vud7Eu/dOPPN92dOX/jH6JSf2jtAuvHIKVPIwmLYyuZfwCvKbInY2Y3ZtYDM1vD1zZCVNdCu5TfJFetwx9ptIJs1fHsrdHs72maLdrgAeMU5nCCHI97tjne7Y1zOWI87xu0KtZhBFnOCy5m454/b84F8vnj/XoJvL8kbiA/443zeZL8/2eWJNVtjLbZErzdxzx8XDCYEg4CTK2EvkBgIJu0Fk/aCwMwrfMca7/IdwiveH0gI7CfsBRP9wWRf8LI3mOraS7V5k8yuy97gFd/+h7rsDaZ6Ald8+2m+N1e9+8kOX7LNe8UVAM7N3gy8u7H39pb/7S3/W+CR8X7wXx/s/38PPW9uWzzpnv1039v7vjcPAu/u+d/cDby94Q3c8AbSXL40l++a259idSbsWFOszisO/1XnXporkOYKXHXuXbb7UqyeZIs71mpJWLekrrpi5rdBs0sgofB81otIUOqlx4/yMWiwQv3v4WVcnAfgdRBXPzdrnDaNz5rGZoyTMzNTM/MThln9mGl0Ys5oXDKYVqeMK5OG5YmppfHJxbGJhdHx16Pjr1VDhsFhk1Q5Kpbr5erxkYk5w8zK4PCUQDUkHhzhSNR4Bp9A5xNoAjSeSaQI+6l9leVVUdGgc+d/ir924/6L/PTCkocllc/r2q7lFt8uLM1v6+qhs1gqHUOggONo2Vm5P3/zY+jZb5LOffc0JCLvUlhdTDzk6nVw5jNUeSWtB9JaWZv9ODs3+1VFVRsYShAP6Q1LaxOvl4cmDXrTtFgziKaQoVgUFE1sgyJruyANUHgXnoRlcvqFUr5UTWfxPoQXkdYPwIvYLySzBvAMPpkl5EjU/UJpFxJXWtf84NmLJ3lFhRXVDR1d3TBkJxQOgaOwRBIMiQN3w5paO5vbujp74FA4pqcXBe6GVZcV30l/VN7WBSNie5ryiq+czr5wMv+Ho9nffZL1zSdPznwCkCvj9Kn00yfSTx/7XfA6evLjo0ePfnL8o4+PHPmH//536enph/Aqqqqsb23MLnh+O/16xtN7T3MyX+Q9z32VXVRRmFPy8nZmxuXbN67eTLt540rG/RsPMjPziourGxsb2lryigvTbl9PvJIckxh7/356TU0NGo/DksloKq0TQylt7i2ohxY3dzZAkQhaH5rGIPb3sYV8toDDE7B5YrFAKubJRAKlqE/EovLZLLmcIZa0kXh1KEYDpr+FwGnA9NehGPXovlokvRFJb8GzgMqrkcRrwHOaMOwOvLAdhYJgcSg8CUsk4QkkDAGPJRMxVBKDQ6AwyVQ+V6gZ4WtG4VQGjEQYUMsUmmGNfuwQXsrRYenwIInTjyVhZIMKAF6iYQ1LqWCqVAylgjqoocllPVTi5Yd3v/v+wrkzP/9jZPL3DU0xw2PhE4a/qLyAthGAV/SO+RBeMTvmw4RVQIc593E2a5zNGr69Fba1HW2zxdic0VZHjNMdb7XHWmwJdmeC3RljtQEsC93ejtrairNZ493OGLcr0uWIcXvinJ54pwfk84DcrkS3J8HuBI54xztdCR4PULLFeL3A42as2xvr9sZ5fIkuf9imOXTLDLK7Y92+WLcv1uuPcXuB4VqM0xPn9CY6vElWT9KOM2HLnuT0Jbv8yS5/insPEPDXq869a+5gmitw2epNMbuv2Hw3HIEbjkCK1Z1idafaPJetnis27zWb77rdf8Oxd9fsSVuz3LZ47jr8N23eW07/dZvnmt1zze2/5vZfcXgu291XHJ4ksz1uy5xktidb3ClWz2W774rDf8XhT7V5ky3uxF1nnM16CK/YueVYgfDC89yo2MshmY/zMWhg5gXRDB/OvAwLcwC8xk2G2YXX/2ZSnTOOzRgnpqcnTLNjk7Oa4SmFalypHMPTRTiaEEsVYCh8FImLILDheBYcz0KTeXB8PwzXhyKxcXSeeHBsZmV7Ym5FPKQXqbRc6SCewcdReAyOktYnJVHFBHJ/JwSW8eRhaNSliMSotPT0+9mFmYW1j8oab78su/my9GZeSVZVYxuOSuJLuUodGIG89zSrrKGpugXcCUVBIWhML7YPS2dyBrgCWR9b3A5B55fU5JdVg2FIrkSun54fm1vUGkxDkwbtlJEjlfVi8R298LrWnuLqpuzS6pe1TQ1QJILKZA0oJeoROotHojMJ1D6gYQTgRaIzCQwhqX8AS+OSWQMciRpOoOeX1aZn5b4sr8kvq84vrSiuqq2obSiprKlpaIbAEWgcGYkhAt0iAk2AIXEAvKpKC+5kZFS0d8OI6M76nMLUP2VfOJn7/ZHn33769OypR199kvHFJxmnP804fSrjq+MPzvw+eB37+NTRo0c/PXH04yNH/td//c/3798H4PW8oPjFq+JmcGtDe336k7sxiRFxyaB7D24/zUvPKckqqSt9WVn0ouhFdu7TjIwbD+9fvXHvzv3HDx9kPrr14E5sSmxkbERKWlJKWlJR0aveXjiZTkPi8QgSpQdPL2+FFzfB86vrmnoRdKGQLR7ginhiqZDHZ/L5fVwuWyTmi+Q8qWaAI2XTBf1chaRfLIJyFC1kXhOR00hgV6Po1Sh6A55Vi+lrRve1ETmNBDYAr3ocuwHFbMcJwBgMikJl8UViuUIilQvEEr5kgCcTi+QsMptCZDMHtGNi/RSURG1HwJhinnxQC8BLPTqiHNGrxnQynYbMZX4IrwHdEHA0G4AXXSHvZVCuP804f+HSt2cv/WN44jdVtR8O7IGZV9z2ziG8wrd3/gJeQMgXEFUI6IBiVkus1RK+vRW6uRVltUZbHVEWO8juitu1xu5YEiz2eKsdtGsBQinC1jdDl1cit7eirOYwqyXEvBtutUSabVFmW4TTHmGzgmx20K4lbG0jbH0z2mKNsdvDHY4wuz3UZgu1WEMt1nCLLcJqj7Q5Ym3ui6tbP61uRuzagMvbEXZnmNUeYneE2RwRVkeMxRlvcSWZXQlb9oR1a4LVnWB1J9o8SXbvh7pi86U59q7b966YPZd33Wlm73Wr/7rVf9XpT3PtXXcFbriDt937dzxv7nje3PW8eezav2v2PHLtP/a9e+h7m+F/d9cTvOsJ3gm8vfO+/rrpC151elOszqtO7zV38Ib3zS3/uzuBX+8Efr2998tN39vrnv0Ulytl23Fl3QN6vRM/txwrEP74LCc8Ojkk8/FLLKZLpQHghRzU/Ca8DhPrR6cn9cbxcZNpambeML04Mj47OGRQqyZVI4tK/YJC91qmnZNoZgbUJpHKKFQaBoYMfNW4VDetnpznq0cVY9Ozm7aJxU3V2JRQOTSg1jP4cgJNwBFpuYJhImUAhmHAMYTSqpLktJjQ6Auxl5NvZeQ8yW24W1D1uLzpaXXzlayXCQ+e3MsvKWuHIvv5D18V3ch/QdEMc6bmhTNrkpkNtnaOIRtnq6YgeG5BBTi3pLmsubseAiMJuFOr88bl9aGpafX4pM44rRodp/OFEDS2uaunqhGcX1abWVCaU1FbBYZACDQqZ4AnGTyE1wGzqH0AyJBkNo0np/HkJNYAnNhfUNWQkVPwqq6lugVc2dReXt9U0dBcVl2XnV/4PPdlaWUVMKE/NEkAPWNHVy8Ar8qOLhgRDa7LLkj5l+fnT7z47sjzbz99cu7Uw9OnMr74JP3LTzK+Opl+9kT62aO/C16fHDn20UcfHT154siRI//9b/725pW08trqzNKCx1kvisqqmto7W7u6qupqn73Iunw1OTT8Ylpa/O3bqffvp92/n5aefj0j48aNG0nx8WGJyWFJKeHxiaGRoAsRMecTr8Q8fn6/tLqgB4WF44kIEhFKwPUQCGAsoQrc+7yi6eHT7Ib2eq6UyhqgUFlUBA7Xi4bD8VA0AcUXsZWqAZVaLBRzmXw2TynnD2ognIHOfmErldNEYtZiGeVwUgmEUAol5rfAS7pwJV24wnZUUQe6sB31qhNbg6DVdnVB8WiZRqYYkigHxQqNTDOqUegG5cMcgZxLZfNkgwb50AyFLe7BIvulfUqtdlCvV43oB8dGVaMjyhG9bFhLE/DQBJRAKtIZxrSGcdGw5v0BISVDrexXKXoZlNvPn5799oczX33/P0NCv6oqACkHI/UjP08aLpjmIuZWI2dXL80v/by6ErKycml5OXx1LWRpOWxlNXRx6fz0TPjyys+raxfX1i+urV9a3wjZ2AzZ2Azd3Ard3ApdX4vY2ry0unJhcQH4HLaxHrq+Fr2yHbW8Fb2yHb22A9owR23sRq7vhK9u/bSwFLa2EbW1E7m1E7W9G2W2AIVeqM0WYXdE7lpjLY7oLUvI6mbkrjXS5oh0un9TyS5f9I41bGs31uFODuwnBfeBfSPA5AXMv4DdxhSnP2HHkezyJ3sCwBWP5MCbK3tvr++9u7n3y739f70X+PVe4Nebnv00q/emM5C+9+sD/y/39v/1bvDXW8FfDs2oN9/8emP/lwfeNzdt3tuuvYzAv973/3LH8/au991t3zug2QR+3t77Jc0VSLF6rjr3gBHb4WIj0KJedQeTXM5Uiztl3R23bIk0zscIBN8+fhYenXzpQUY+At2lHOwZ1PUO6VCaIZpOK58zza4uGRfngd3Gw01G47TJODs39X49e8Rk1IwaVPpp9cjc5JzduOAantxiD0xQWEMMnp7O1eFoCpJook82LR5ZH3ntHJxaF2mmNJMzo7PzCs2IQKLq44gwRDoEgWtq76lt6oAgcAgMA0fu64JBiyuL7j++HR0fGZ8Y9/TZ8/svSzKKyh+9qnxe1ZhRVJH2NPdyZk7E9XuXUm7dyCrsINCxPAmWJ8YLxM1ofBm459HLogcv8p+9KiuubWzqgXGlqunljdnVrdHpyeGpce3E1IhhTjNqYA9IYXhcU1dHTTM4v6z6aVF5blV9bTcCReeyBtQckQbYYSTSWAQqE0vpx5D7MNR+DLUfx+DjGHwKR0LlDFQ2gdOz8vNLqsrrWnqwZNGgvgdLLG1oqe3ozCkpu//8+aO8vOKaunYYAoLGwjF4OBoHgcIgUFhPD7S88MXjZ1m1XRAYAQGufZab8A/ZF47nnT+Sfe5vnn/9txlffn7nT588OP35ozN/yPzqVM43fz0S58M/n350/BBe/+3z/3Q9KbW8uiqrvOhJ7svi8urGNnBbd3cruKO2qa6k7FVufnbajdTb967fuX/j5p20G7evXr91JflyfER0SEjY9xFRF2ITwi6nJdx7dOvlq7zWzmYEHo7Ck9EEMoJIQJCISCq1l0Cp60LkVrY8epZT31bHlVJ5MkY/vx9FIPQgoJ3wdjgGxuTQJVKeUjUglgm4A3y+SsFRqmBccSed30JkNuIY1QhKcSc6u77naTX4SWV7dl13Vk3nk8r2rJrOFw2QonZUDZxa3NDQhYbLNDKlVqoeksrUEvmQXKJRHMJLqp6SD81Q2KIeLLJP0g/AS6nXAZWXQq87hBdfIhyeGv0LeNFVin6VAt5Pu5P7/JsfLnx95sf/dSn0THl+hEQeph0+PzF53jgbMbcaMXcAr/D19bC1tcjNzYi19cj1jYiV1Yvzr6PW1sO2tsO2tsO3d8K3dyJ2diN3zYCizLsxVkv49lbIxnqUeRdks0aZd6PMuwk79tgdW9yuPf59OhjIbI/esUZubsdZbIkOF7D/mOTxJro9cS5XjNcb799LcHlT3P5Emzt6xxrv9MR7/fHvT3X8hX4TXvGBwCG84veCiYH9FP9+itMft+NIcu8l+4KAoyI58CZ17821wLube7/cDf56J/DL3eCvNz37V2zem87Ag71f7/t/uf1+mfHA4fXmwDZx17efZnPfcPruBX69u/fLTd/bW/53t/zv0nxvADYBxjHAKpHq+j/gBZALCERM8bgvWz2pG574FWuU6XWMQPBN5rOQ6KQP4QXT6tFDWppOq5ifnl1dMizMTUwbAXiZ5maNszMGk9EwMztpMgJpE4fwGhydn5yzj01bBkfXRMoZrmSKLzMK5Cae1MBWz7JUM7zBBfn4hmhotl+sFap1Eq1OOTTKFcmJNFY3DNMChlY3tL2qqKtpbEcTubT+ARqTg6VgWzubM58/SkqJT0iKT3uQcT/nxeOC4qevyjIKSx69qsyqbLj3sjTh7uP4O4/u5BTeeJZ37Wn2g5fFt7Lzbj7Pza2seV5aUdrQAsWTB9TD8+s7yzu2MdPrEdPU8NTk8KRRNzkzODLFEcvgBHxTV0d9e2dZQ1NxQ2NFe2cLAo1mcJgiBWdA9dfghaRxMH18EldCYAsrmsH3nuU+LywtrWtmCGWGpQ0af6CopiGvvPJFaXnmy5c3Hz/OLi5p6oZ0I9EwNA6GwgLw6urqKSnIffz8eX0PBIGHg6sf5yf8Q875k3k/Hs0+9zdPz/zN/T+fuvOnTx6e/U+Pz36e+dWp5+f++mL2/1F5HTtx9OjRoydPfPTRR//l089TQfHllRUvKksyX+Tnl5ZXNbW0dHYC/GpsbaltqiurqapurK9tbqxurK9qqKturC+vrS4qLy0pKyopKyqvLKluqGntbOtBwBA4DIqAQ2OIcDQOikD2IBCdcGRzN6ysAZxX1vQkO6+utZYjoQgU/QKZoJ/HY3D66VwKnUUTSXhSGV+uEA5I+dwBvkCt5KrUGJ6sh8ZvxfW1YBlNKEZlN76gCZZT05VT1ZlfB8mr7cmt6S5o6C1pRdX0kFrRzPLWVgQZr9AqpGqRTCnki7kCmUA8KJcP8wRyLoXFkajGZUNGKmegB4tkDDAVQ0NqnU6hGwasEnLdsGxYyxAJAHhpJ0e0hnGgbQSsEjSlvF+lQHL6HhTlfX/h4rfnLvz9zyFfFeVESOThev0l03TI/BJoaSt2eTt8dSNsZytqZztqawu0uxu9vQ3a3ona2AxdXAJtbkVZrVFWa7TNFm2zHYYRghyOOIc9weWMtpgjdrZj7bYElzPOYY9z2JOcXiCRNcHlTXB5411ekN0VbXVEbe/GWe3JLk+i25Po9iT5fEk+X4LH8x+FV4rb/xfwig8E4gPvnx0D+8DKd4p/P8npi9txJHsCKf79lOCBPTV1703a3tsb/ne3Dl0OnuBlu/e6K3BQiAV/uRF4d33v7fW9twC/rgffXQu8veENpFidl13eW8FfbgTeXfO/vRZ4dy3w7rL/DfCICTxfJnsCcXZPost/2f/m4Ev/m6v+A3hddgeSvZ4rNu/lTW/8ijVy+nU0n3/u0ZOLkQn/Hl50/bDy9czMyuLU69lxk2HcZDDMTBtnZwwz01NGw6RpesJomJg2AvAaGjOqR2Y0Y6/HpnfVI8sDqmmhwsiTTrJEoyzRKE862SefoIrHGJIJ2ciyamxlcPy1cXlzfmNrfcc+u7iuHTUweWIsiQFF4lvA0PZuOIEqpbMVAtmgYmhIKBfCMb0vCrNSryUnpcRfvp56/e7tu08y07NfPCooeVZWm1FUnlfd8Liw9FlJ5cOXrzLyi5+XVT4rKc+pqH5ZWdvQBSUwuQrduHFxbXHDPL24rpuc0RkmdFPG4Unj8MS0ZtQgUqrxDGoHrLsN2t0M6WxFwnpIeGQfgyoUCpQqkXIQgBeJzj6EF5rSh6b09ZD74QwuliVE93Mr27rvPMu9n5P3srK2oKqhBYoqrm3MzC96nPfyUW7+k4KC9JycB1nZNW0d3Uh0Lwrbi8RAe+HQXnhnZ3fxy9xH2S8aob1IfC+4IiMv9u9zzp/M+/H487OfP/7ys7v/cvLeF589OvfHx2c/f3z646yzH/++yuv4yaPHj3104vixj47+7clP40IiysrKCmsqsl4W5pWUldTUVTc01zY31zQ11TQ0Vtc3FFfVlNU1lNc3vqquLayoKqyoKiivzCspK62seFVeVlRaVlReXlJZU1RZnVdS9rygOC+3KC+/6GVBUX5R8YuC4qz8V1kFFdmFtY+zXlQ2VPQLCTwZgyfh9fN4bCGXK2H1cRgDUr5MLpArhCIJjyXgcBUyjlKF5yugNEE7rr8N29eMYlT3EEpaUcXNiIJ66KtmRGkrqrwdU9GBrQTjarqJ9VBKZXs7nITjDHDwVDSOiIChoVgKtk/AVuiEQrmAwuKIVXqZdpLGFUGwGKqgD4CXfFir0A1LtUOyYa1cN9wvFmGIaJ5YMDSh1xrGxXotR63qVyr71SqGUtGvUqB5zIzSgu8uXPz6zI9//+PPX+Y8CZcposbGwufmwxZX49fMieuW6M2dCPNOjHk3encn3moF1rNB2zthK6ug7Z1DWoEcDiAP+iAV2uGMd7qiLdbw7R2QzR7vdMU5nHEOZ7zLG+f0gFwHI/YYtyfK6Qq32UM3d4CA/FiHO87pifP44jw+kMsT6XKBPN5YuyvJ6Y0zOyI2d0E2J5CK85tKcftjdm1hW7sgu+sQXgnBYMJeMCFw4K5ICOwn7e0nOH2xu44UbzDFv5+8/zbpA3hd878F8HR97+0VTyDZ7rnqCdwN/no3+CtgrL8WeAuYVA9ZdsXrj7c5kpzu68F3afvvruwdeMcOF5KSA29S998Ba0mxbt9BCA+AMOCh8z28Ltu9qVveuFVruHEunMs9k/H4QljsX4PX9PLC5PwMsJg9NW0yzs5MTZumjIYJo2ncMDVuMkxMGwF4DY7ODo0vqMYX+arJvoHhvoFhunCIxFES2Qoqf5Ak0uC5aiJ/iKcyirWzqtG5mZXtpR3z0vru0vru4trO6NSsQjMiH9SLFUPyQT2Tp2Pyh0QKvaOwPFAAACAASURBVEY/rhnRSQclRDq2vrXyUca1KykxcfERV29euf3o4fWMR9ceP7317EVmfkFGTm5W0StA2a/KnxWW5FfUgOEYjkQ5NrNgfL2qm5yRKLUCiUo+qOfLZSKlWqwalg+NqvWTcq2OKeKiKJhePLwH29tLwaJZFDyPQRfzuXIxRyI6hBeRxjqEF4rM6CQxIDRWL40NofbV9cAfvnx16+nzxwXFzwvLn+aXPH5RkFdalfOq9N7TrLtPnt5+nHnrUWZVS9shvGBwJAyO7OzsfvkyLzMvvx2BwOAgHSV386P/R84PJ/N/OPn87GePvjx1/8+n7n/5afpXf3jwxclHXx7/vZXXqeMnjh4/duT4seNHj/3x2Mfh318oLSouqa16kPXs3tNndx5l3kx/mHb3/tWbd67evHPt9v2rdzNupGfeSM+8dv/RlTvpV+9mpN17mHbv4Y27D27dz7iT/uhe5rP0Z9npWbkZz/PSs3LzX74qLCotKi0rrqgorKjKL6t+Wd5QUNmanplVWlPC4ONYAxRyPxmKQkFRMAi6C4LoofWRRANslVoskQtZAg5bJmHJFTievJcu7MAzW9D0qm58Xl3309LWp6Wtz8vbsys68mq6X9ZB8mt78mq682q6X1R1ljQ1dWMQdA4djoXAkF1dvWA4Dk7l9CmGxUK5gMxiihRDMu04nTcAwWLIXKZco1END38IL4Vex5KKMUQ0R8QbHBvWGsYlI8MAvJiDaqZKxVYpMUJ2RnnR1xd+/vrL7//+m/NfZGZcFInDRkdCZmdDXi/HLG3FruxErG1e3N6I3t2J3t2Js1ljzeZ4qzVm5wBe/xYp4bBHOezRTgcggGURZnPI1laU1QoES4AcDsDndbgCGeV2RzidoTZb2LY5xuaMdx08Gsb5/HE+P+Bl/e3Ky7/3m0r17B3CK2kvCBx5TAgG4/eCccF9UDAYEwjEBoKJgf14ly9m157sCwI3t5P23yYG3yQH3lz2v7nmf3s1+PZK4M21wNvL3kCizX3ZvQeg6ur+u6v779L2393Y/wVIxbkReHdj722qxwcw+mrw7ZXg29S9N6n771L33wHMOoRXnMcfZXfFun3ArmXq3oGtDPBnpLj3EjyuVJsnZdMTu2IJMc6Gstl/fpDxfUj0xfvpeXDUh/BijOiUr2dMS68n52fGjFOjhslJk9EwMz1pMk4apsYNxrGpyTHj1F/ASzO1JB+ZFWmmRJopsdYISDJsko7PSMZmZaPzmqk19eiCZmxuZmV7ZcfyemVraX13fcc+s7A2ZpgbmZwZ1E2otGMDyimhYkyumVLpppS60eHxUc3oIE/KxiLBVRV5mZn37qXfunnvVtyVlPCExOjLlxOvXUm+kXYzI/1e5tPHObl5JeU1Le0IPFWtn9RPzWpGDWLFEJMnRuOo3VA0HEVEEilYKoPcz2MJZVLNsGpEL1CKKBwqnIjowUEhZCSGTaaKObxBqUSrFColH8ILR2ViyH0oMgNJoncS6F1EBhhP68JTWpG4/KqGW0+f33r6/FFOYXpW/oNnLx5m599/9hyAV/LNW+nPc+o6OiFoLAyNg6NxCCQajkB1dfXkFBQ8KyzuwmBwmK6OgrTc8L/L+fZ47rcfZ535NPOrTx9+9dmD05/d/tOJO/989NGXx3O++X3wOnHs+JHjx46cOHby+Ik/HDn+8xfnivNeVtRUZ+blPsnPe15U/LKsoqiypqSytqy6saK2ubSmqaK+taqxvbqpo7qpo7als6G9p7ED0gjuAu4MtcMQ7TBEOxzdicJ1YwgwNB6GxkGxmF48DkYi9WCJDT2osiZI5vPcstpSOg/LGqCQ+ki9aDQci4ThIL0oKL2f/CG8uAoZf1CD4kh6aPx2ArMZQy/vxD6raHtQUJdeWJ9dCc4qb39e0ZFT1ZldCc6p6nxR3ZVdCS5uaOjBIoVyIUfUzxP293MZnAGOUClR6mQihYjEZAgVapl2lCEQQbA4IpspGxwE4KXU6wB4KUf0HLkUS8KwhVz1qFZrGJeO6g7hxVGr2SolVsx7VF3yzU8Xv/7y+3849+OXD+79JBoIGx0JnZu7NL8UubQZu7ITsbF1aWczYmc7Ymc7zmYFWcxAKk7IykrM1nak3fabAgqoSLMtdGs3ymKPc3oA/xfI5TmQxwuwKdLlCnc4QnYskTYnsDYE8vhifXvAkcffhFeCby/e7/tNAW1j6OZOjM2Z6A8cwis2EIzd348OBqMCAVAwGL8XjHX7onbtiZ69RH8wMfgmfv/NIbzS9t5eDrwBlOzdi7W7Utx+oOBK3X+buv/2SvBt2v67m29+vRn85cbe22u+/VSPL856AK+rwbepe28OXftXgu8Oww4T3P4YmyvO6U3a2wf4leLfT/EGkz2BD+GVvOmJWbWEGGcvsVl/up/+3aWon+89yIUhOxXqbvXwh5XX74GX3mg4hNfI/LpudnXItDRoWNAYF3Wzq/q5teGZFdmkSTU1p55aHDatq8fmVfrp6cXNpU3L0vru/PLm0vru3NKGaX7FNL+iHTVIlNoBtV6mnRwan9dNLGhGTSOTpolpo25Sp9MPSuRCWh+pGwKuqq98UZB7+8Gd63dv3rh7PT3zQW5hXlVdbRe0l0TrkymHZuaXp1+vqrRjlD4uBk/Dk/rQaHJnJ7y9HYrAU5EEGo7K7ufLJINapV4rVInofBoEC23t7WhBdvaQkTgunSkXClQytlhIZXCpDC6ZwSHR2QC8kCQ6gkjrJtC7sFQwmtyOxHeiCNVt3RnP864/eJyelQ/A687jrFuPMu8+eXb3ydOr9+7nl1e2wxC9WDwcOICGwsARqM7O7ucFRVklpVACjoAFd+Sm5l76z9nnjud8/fGzMx9nfnXq8dnP75/+5Mb/e/TOvxx5cvbk74XXsY+OHjl29Mjxox+fOPmHI0e/+8c/F2XnVtVUP87PySouLKmrbezqBsOQ7RBkSxeiFQzv6kV2w1A9cHQ3DNXVi+yEIg6EgHejURAsDoLFdWOx3RhcJxbXjSd0o7E9GGw3Ft1NwPZSKRAqvQGGLWjsep5XWFpTQmGjuFI6Z4DTz+PxJUK+jMMWsMQygVTGBwb2TD6bq5AJNENIgayDym3EMRpxjBoktbADmdvUW9CGLO8hFHegX4ExpV24V2BMWTe+Ekoq7cIV1dd3omDSQaliSDKolSk0MpVOJR9WK4cVALwEcqVUq+sTDkCwODyTKVWrVcPDCt2wakQP9Iyq0RGuQgbASzUyBMCLO6juVypZmkG2SsVWKQky4ZPGyh/Cwr//6vw/fX3h9N275wXCkBH9xdnZn+YXI5c2Y9fN0du7YZYdAF4xVgvIYo61WmJ2di4tL0dtbQGROIeKsNsAAY1huMV2aXs3wmoHCi6QywNQLM7pASqsWK8P6Bwvbu2G2xzRLk+0yxPt9oK8/iivL8LtiXK7Y72+OIc7yemNtzgjt8yxdlecxxfrcf+mAHiFbGxHWx0Jvr2EvQAwsI8JBEDBYNR+MDIYiA4GYwNBkMsbabbHefxxvj2go0wI7CcG9oHOMXX/bUrwTUrwTaLHH2NzJrp9QC0GBIQlB/avBN8e7An59q+5A5c9vnirPdnpvhZ4ey3wb0OuQ6c+8E2iyx9jccbZPcCuZYp/P9kXTPYFkz0BIJA6weNKtntStrygNWuoaS6Uy/lTesZ3odE/3b3/ohcBlqu6VNpewKT6Qds4ZpwaM04B8JqaNv17eGlGDcDMS2NaUBvmFRMzsjGTdNR4KPn4lGLCpJqYGzYsq0fmVPpp08LG67WdpfVd0/zK7OL6zMLa9OvVmYU1/cS0fFAv1WmVo+PDU6/1hhXdxNKIYXF8emFyem58bnbq9bxhYU4/OTqoUw9I+UQSCo+HIzEQEhXD5NBlCuno+NjYuEGnn9CPTA7INfR+PgpLweBpZDKTQGCgkEQEHI8k0GBYKprU38eTSga18mENXyHoE9GYA2wii4ZhUvA8BlXM46ikIrWKK5X8NXj14ug9aEoPmtIBxXTCcK3dyJyXJbfuP0678+j6vcwb9x/ffJB5M/1R2t0HNx5kPMnNrwd3QXEEGI4AwAuBRPfCEGBwV1bRqxcV1UgyiYRpb3ue8OKnz5+fPZZ99tST0ycen/740ZlP73156ta/HH945uPs7z7LOvf7fF4fHTkCwOvUyY8/O/LRt//7nwuf5VTVVGcVv8wpfVVaX9fY1d0BRbV2I5vAsMYOeHsXpL0LAu7p7YLCu3sRXVA4oGZIZysUAkbAO9HIbiy2E4vtxOLAGGw3BgchEnuIuA4sqoOA6yCS6hDYwpaepzn5BWUvif1wgaJfopaI5HKxUsqTskUyoUw5IJMLgMqLyWczJQP9UhlWOthO51WhyDUYah2urwpFrUbRGwnsJhyrBkGrQzEascx6dF8TjtWMZ9ci6eWtrV1ouEQtUQxJVBqJckiuGdXIh9UqnUokF5OYDIFCLtUO94vEECwe38+SqFSq4WHgtVGuG1bodYfwYgk4ALxkY/pDeLHkCpZSQVQOZLfV/RQVfeHri3/65uczd+9+w2Kf1wz+aDB8b5oNmVuJWt6K2Ni6ZN4K3946hFeczRq9ewAvIIDwQwEUA1AVZrb+vLkdbrEBC48xTve/uVidHqBJBDaHLu1aIh0ukMcX4/GBvH7QXiDGvxfl9UV7PHE+f7zTk+L2J1hdwE3GeK8/zuv5TQF3G0M2tqMsdqC7PIRX9P8Jrxi3N9JsB7m8sV4/0FTGBQ/gdS3wLuXN2+T9NynBN/FeP9DPXg68ubx3MP4/SGfde3PN/+aqJ3DV6b/q8SdaHclO943Au2uBt1f9b9LevydeC7wDpvJpe2+TnL5YizPhPbwAx/8hvBJd/nifO8XhTd32xa7bwmZeh/G4f854+H1YzIU79170Ijpkyi6VFgqYVPXDivnpvwavD2deALyA10aNaV45OS0fNyomTLIxg1g/IdZPyMeN4pERsX5MoptSj82q9LOakdmZpa3FtZ2F1W3j3PLc0sbc0sb069XZxXXD7NKYYU43MzFsMmgnZ4fGF4bHl/WTy2Om5cnZpYnlDf3cwuTi4vTywuLawuzc5LBGMj6qGJ/UTEwNDevUI6PayclJpVJNItI6wdDOHmQbuLcLgsJgKBgMBQpBgzt6O8Gwth5UExjWAcURGTyhQi3RqPgKHktCJ/RREGR8LwWP7KfgOEyGRMRXKHlS+W/CC06gwrB0CIoCR9PAPWhwD7qzB134qup+xrPYlBvX7j6++SDzyq0H1+9n3Hn05Fl+QUNHZycSjaLQYDgCDI1DYgkwOBIChXV0dD4tfpVbVYumUsiY9vas2JwfP8v+6mjWVx8//uLYwy9OpH/58Z0/n7zz5+PPvvs87/wfn3x15Pe+Nh47cfzIx8ePnTj+N8c+/vP/8/cvHj6pra7JKy5+lptbWV8PhsDauiB1zW01ja1tXVCgzgJD4GAIvBOK6OpF9sDRPXB0FxrbiUSDEahOJLoHhYVi8L0oHBSJhaNpvUgSAktEEEgwHBGCIbdD8VVN0Bf5xTkvs3EUmFQt4It5HCG3n0fhy0hCEU0k7hNJWBLlwIBaxhIP0EQDHOUgQjDY2SeuxzGrkLRqFL0O21+PY9Zi+uoQzDoUqwHDacLxmoiCZpKwiSRsIgkrO6AtCDRVKBzQKCUahWxQIVUqVGoNVyPmywdE4gGRXC4eGSFLpGA0EUtkSVQqwCqh1OsU78VXKXBkbD+3b1A/pDWMK8d0wIYQZ2iQr1IwFDKyTFza0fZzNOj0D+f/8cfz31xJCWNSYvXDFyamv52eD19fjdvaiN3cDV+1HtogQGZrrMUWs2uJ2toJX98EXhuBB0fgtfHg+hkQsmq1hpp3Q827EXYbgLa/uPAIKMrtvLi1E2G1A4OwGLcnxusFPPSxHnec1xPv8yZ4PCCHI3LXHGO1JbjcwPcH/+T3Jfh9iXv+xD3/Fbcv0e6M3NyOs9qTPN5Erzc5GEjw++IDgbhgEBQMRAX3ovcDsYFAjNsTbrGBfL64vb2EYDBxfz9x/4BN8YFAwps3ifv7wKVukM2Z6Pal7r9NefP2qn//qn8/zbef5tu/9l43vPtX3L4EmyPZ6b7qDV72Bi57g5f9b4DXgBT/fqpv/4pv/6p3/7JzL8nqSdx1HjDLF0z2BZO8gUPF+9ypTt/lXW/Cuj1yei6Syz79IP38pchL9zPzYBiwXNE9qIJph7C64b7RUdXrxZnVlamF12Mz0+Mmw9S0yTRjNJimpqYmJgyzU9MzU7PGiZkJvXFcO2EYHJ0dHFlWmebkExNspYSvHpAMy4RyoVAqEkklfBlHIBWJZINK7bRqeE4z9tq4uGVcXJtf3Z1b2Zld3jYtbBnmN6ZmNwxzm4a5TdPc5vT8lmluc3Jmfcy4MmpaGTWtjE2vjs0sGBfXTAtrpoW1uaWNyekF9fC4cnBkSGdQD00o1KMS+bBgQN3PFhMpbDSOjifR0TgyAk04FOALBSPREBwBiieT2Hy5flym11N4LBSdACHhwTh0KxbZikV3EwlkLpcjlrL5IsCeSqT1E2ksIo1FoLDxZBaezOrFUBB4OhRN7kESe5DELji+rQdV3wZ5ll/w4GnWjQcZtzIePc17WdHQ1NEL78Xi0XgSAkvowWChBAIUh+9FYeEITFtrZ87LkqKG1i4CHoNob86Iyv/+s8yvjjz4+sjjs589PvtZ+ukTd//5SMaXx55//1n2d59k/k6H/ccfHTt6/NiRk8c+Onb0Dx+d+Oe/+59Z9x/WVtcUlpU9ffGitLoaDIG1d0OrG5orahvbuqAfqqMH1glFAF0kGInuQmF6MDgojtCLJfRiCQC8oAgiFInvxRLgeCIMR4ThKZ0IYnVzb35hac7LbAwJKlbymDwWmU5DE+FYahca20UkI/pYZIFMIB5UMgfERBaHyBW0kbkN2L4qOLkSRqpGUOrQ9Do0vRZFa0AxG9GsZiynhcBrJfKbSfxmEr+JyKvsgFaBuyFEIpFFo3LpTB6rn8Vksjg0CZsjEUhkUrlGozIY+lRqGLmPwhCKlcq/gJdyRM9XKfAUXD+3T63TAPASagf75TK2Rs1TyhkKGVUhrezuDImNP/PDhX86f+FcatIFMiZWO3TJOH9+bilifRW0sRa7uRu14Xjv3rIA8AK9h9fha+Ph6dkDOZxxLhfI4Yi0WCJs1hiXE4h+jnO54t0H6In1eoAk6GiP66BAc7mjXe4opyvK7Y72eKLcbpDn/S973DF2e4TZHG2xxjsP/p94tzvB40n0ehO9XsBdkWRzAl78mF1Lgsud4PEkBfaAc5DxgQBoby96zw/a24sPBOKcniizLc7jS/DtAXuRif7Av2l/PzEQvLy3n+zyAcciL+/tJ/oDaXtvAF3zv7nmf3P9va54/Yl2Z4rLk+bbv+rfv/reIQE0hofwuuIKJNu8SWYX0CQCSnT5DxXttCVYnIkbDtCyOdw4E8FhnX6QfiEk6q/Ba3plefL1/Oi0CYDX9KzJOG0wGCZ/E15q/ZLSOCsbH2cpxKIhqdaoGzGM6CdGNLph3dTQyNSYdtw0NDon10yr9LPTy1uvN7fnV7fnVrZmljZMCxvG1+uG+Q1AprkN4+z61Nz6xMzqxMzq+Ozq5Pz61OuNifmFqYWlifmFybkF48Ly6NS0RKnhDcikCq1YphmQDookapFELRhQcgUyFlfM5oto/WwskQJH43qRGCgCDYGjemDITjQay+incPlsqVw6rOcqFLh+BopGQlFoXWhsMwLRjEJ1Eol4LpclkbFEEjyFTqAyAGM9nsLAU/px5D4siQHMzmBYchccC+5Fg3vRnTBMBxQFhsNaerrrO9obwB3tvVAIBo0gEpAkIhpPQuKIPRgsBI+HYHFQDA6FxoM7erLzi4oamrsIeDSipSk9Ov/7zzJPH3lw7kjmuT9knvtD+ukT9/905NFXJ3J+/Dzn+0+fnP19i9mH8Dpy9KNPjxz733/8rxnXb9dW15RWVz998aKovLwF3N3U3llYWpFbWFLT2NraCQHU1gVt7+4FQ+BA8dXaCwcjUN1obDca243E9KCwMDQeiSP1IkkQFAGGI8JwhF48AUGkdSJJlc3Q7PyizJzMXmzXgErAEvBIDAYCD+/FdSAx3QQyis6iCqQikUpOZnM6EKj6nt5GBKUeRqqFEmqhhLpeYl0vsRZKqIHga6GkehilAUFrRNIb0Ix6FL0WRatBUis7espa2juQcAQZiyahsSQMFo/DEwkYFqmP1ycU8sVyhWR0hCKVgdFENJ4xoFB8CC+5blg5oheolQQqnsGmq4YHtYZx1bheqB1kKuRsjZqjkvepFFS1vLYXEpWYcuaHC//0w/kzifE/oGGxGk3UzFLI0nrU5jpoYy1uywzadgOWd4Bc8VZ7rNkavb0bub4FfA9kTgCBXwfHOKw2kM0eZbWG7eyEmncj7bZopyPSYQcwF+NyApVXtMsZ7XJGuhwhO+YouzPW6wN5vEDlFeP1RnsO6AYUWQC8oqzWBJcb0IEpzONN8niTvb5kry/J5ow1W8PXN0Fma6Lbk+DxJO7547yeJI8/2RcARmAJe4GkvWCyyxe7a0/0+JO8eyn+YIo/mOwLJPsCKf5g6t5+gm8v0eNP9ewl2dwxW5Z4syPJ6Y1zuJNdPkApTl+K05f6Xgk2R8yOOdZsBYxs8Q5vossf7/CC7G6Q3R1rcyfYPYk2T4LZBdqyxayb48xOQLG7jg8VZtmJ2bLErliiFrZDp0wRHNaZjIcXw0F/DV6m5aWJ+bnRaRNglZieNZlmjAC8Jk3TkzOGQ3ipR2ZUukWlcRaovAa0srH5CcO8QT8xIlHIZUNinWFsYvb1qGFZMTytHpmZXt18vb09v7E5t74xs7o+vbJmXFwzLq4ZFlYNC+umubWpudXJ2RXD/NrU67Wp12uTC2uTC2um1VXjysrk64XJ1wum5ZXxmTnZ0DBPKhfJVEKpki+W8wZkfLFcIFEcSCpl8vlEOh1FIMCx2ENBCQQKj8eRywVqpUij7heLcP0MXD+jpb23pLo5v6qhtB3chMYg2RyaVM5UKKgcNpXDpnE5VDaXyuZSWFwyk0Nmcgj9LHwfE9/HRFPpSDIVTaVjaAw0lY5lUDB0MoZOxjIo+H4aro+KppGQFAKBRsHRKUgKAUklwsl4JAmPIxGhUGjOy6LixpZOPAYGqa+5HZr7zWdPzxx5+O2Jp9/8Tea5P2R8dTL9i6NPzp3KvfDHFz989h+E16kTALz+x6d/vJV8pba6pry2Nisvr6C0tKG1o6G1o6is8kXBq8q6pprG1tqmtkPVNbc3tIKb2rtqOzrrwV0Nnd217eDa1o5GcHcPHI0mUOA4GhxHQRBIvXgcFIeHk2idSFJ5Y9eDx89upd9q7qrjSdl8iYQjFLMEnD4+pY9D7+f3M/ls1oCAwed1ozGF1bVPXhY+Lap6Vlyd9aoG0LPi6mfF1U+Lqh4VVT8urnlSUvesrOFZeeOz8sYn5Q2ZZfXF9a0FtXXtCBiKjIPj4L0oKAzRi0aju4kwDBlDpZL72CyBRkOTSnuwRBSW9iG8AJOqckQvHFQRaQQak6oYUg0bJ1Tvd7PZGjVLKWOoFRSVrAEBi0m+fObbH//p2x9Ox4F+REDj1YNRpsWwxfXo9bWY9dXYzd2YLVf0jjl6xxyza4mz2OIstlizFTi5+CGwYu2OWLsD8HMBH0A2O3BKNtrpALldMa4DF9iHbWO0y/lh23hYeUW53ZEu12FGfpTDHmYxh2xthe3sRNtswNWiOKs93uYABCx7A/ACKq84hzPGbo9xOSNs1ugda7TFHmWxh1tskTYHyOaM2bZGLG9G71hBZnusxRFrcQAf4qzOBLsbZHfF2l3Jdk/iriNmdSd205JgcYLMdmBzM87qjLM64y0HSrA4QbuW8PXNyK2dWIsj2mKPNjtibK4oiyPSbI8026N27SCzI3bXAdqyRa7tRixvxW7bPxRoywYo3Lr7Ibwiuexzjx6HRMb9NXgZlxYn5udGTEYAXjNz06YZo9E4NT41M2E0TUxPfQgv5fCCwjCjnJriaxRSvXJsfmJydlI9PMjkchgCukI3ODY9Nzq9rNJPD05MT6+tTa8tzW2szK4vT68sm5aXTMtLxqVlw+LS1MKicWF5an5xan7RsLhsWl41LK1MLixNLixNLM+PLc6OzU+Pv54xLM1PvJ4ZmhpT6rWq0RFg60OqHZIMaSRDGql2SKodApZwBzRKoVoOSKCS8ZVSjlwqHFQI1HKeSsxRiMhcJoxEguAIdbVdeYU1z4uqils6mjB4GJNFlAzQ5DKWhA+IKRYwxYJ+kbBPKGAI+MwBEZXLYQj4VC6HxGLSeFwql0PhsMkcBoXbB4jMYZDYdAKTiu+nkPpIRCYZ00fA9hORNCyaisWRsd0QcF5xcWlrawcW1dleUXr1fPbZU1nnjmX+8OmTrz9/dObTB18eT//i6NOvP/mPwevU0ePHThw/8snJj44d/ezI8f/28R9So+Nqq2tKqqpyCgqKyssbWjvau6ENrR2VdU0t4J6isqri8upXFTXF5dXAh7Lq+oraxorm1srm1oqmltL6xtLahurmNjAEjsASkQQagkCGE0kwAh5KwMFJlE4Mqaq998aDh8k3U58VZjZ0NjaCu5rA0FZITyu0rbGztamrowHc1tTV2QKBVja3vCgpe/qyMKekKres5mVlfWF1Y3Ft86u6ltKGtrLG9qp2aA0YVteFqIegGnsxjb2Y+l5MHRRd39Nb0dwKxaPp/D4am0rvJ9Pp1L4+OoVP7+MwGHQqndkvGtZwNBokhYHB00RyuVqn+wt4iTRqMoNE6SPLNUqdaVI9MQJsCLEGVf0qGV2jJKmkjUh4TPLlL89990/ffP9ldNR5aE+sRB46YrpgfB2+uBi1tBixvB6yYg7f2Arf2Irc3I7a2one3o3a2A5f3QhZWj1YRdzek+cMRQAAIABJREFUPaTboUBma+SuOXRzK2RrK8JsjrbZImzWsJ2d8N3dUPNumMUcajGHmHdDzLsXzTvfLa38tLEVYraEmC2Xds2XLJZLFstFs/mieeeieQf4tZ82N35YXTm/vha6fbCQBOwkfai4XWvU1s7FpZWIze0Yqw1oWkN2d2K2rSCzPcpijzTboq2OOKsT9B5eMbs2kNkOKNbiiLe5/gJesevm+G1bst0Tb3MlefyAUtz+FLc/1XWgBLszZtcSZ7Unun0JLm+8y5fo2QPSruNdvkQguMLpT7Z543edcVu2FLvvQyXbvICinbZ4s+OwbYzicc49ehwaFf9/Aa9xg3HcNDk+PT5imtBOGFT6afnQvHTCqDIYRMNq+ah6bH5iam4KqLwGBkXayZGR6Vnt5KxUO6kam5hceT2xMm1Ymp5aNE28Nky8NgEamzONzBg042My7dDAoFoypJHqtPIRnXJyTGOaUpv0KqNObdQNmvQag05j0A1ODQ9OaJXjB1KMDQFSjmtVE8OiIaloSCrUSIAPwGfBoFis1QxoFXy1iK3gMKUcIocOJRA6EJjams68wprc0rrKLmg7kdTLYeIHBESJiDHAfC8WXcSkCVkUfj+F309i0zF0IoXbh2WQIDgEIBgR3YPt7cH2dmOgXWhIB6KrHd7ZBgO3wcBQHARJRSJoSDgdBaXAYSQYkghrAzfkFhWUtbV2ElDgtvJXl3/IPvtJ1tkTj7795NGZTzNOn7r/xbGML489/fqTnB8//w/MvA4G9p+c/OjY0c+Pnvwvxz+JvRReXVlVUlWVW1RUWFZW29Ta3g1tbAOX1zQ0tIKr6purG1pqGlur6psrahsrahur6ptrm9qqWttr2jrqOjrrwV2N4O42CKwXhUMTKHACFYojwAh4GAnXS8TDKFQIgdYCwzWCu8oaKsqbSmra6qqaWisbOmtbO+o7mmvaWus6wHUd4OYeSA8GC8URIFg8jEBCUmgoKh1NY2AZ/bg+JoHJJrG5FC6f2M8lMXlkFp/CFdL4A1ShmCaS0EQSApPbBoejqESBUiQflKqH5OpBuUopV44PKjQyPo/FZPdLdVq+Toui0lEoklAmU+t0qhE9EEYIWCUGhgYpfWQSnShVywF4DeiGOGoVa1DVp5bRtSq8UtKERsamXv3iq2/+6ey3X0RE/NgJjuaJLqjHvtUbfp6ZCZ2bvTS/dH5+4+LywVnssLWNiLXNsJX10IWVi3OLl1bWLn14KHttI3RtI2x9E/gZsrp+YXnlwvLKxY2NkK0tQKHb25d2ti/tbF98r592tj6EV4jZEmK1htpsIVZrmN0a7rBFOO0RdhvAr0s72xG2g4Wkf68Eiz1mxxy6ug7MvOJcrnifF+R2pbj9Kb5Aoj+Q4NtL9AdS/cEUpy9u1x7v8iZ6/EC3CCh1b/9K8G281w+0jSkOb9yuPcnmvuILJr9vMFP9wVR/8IrvQFe9wRS3N97miHe6Ug/az2Dq3ptEf/DQSX+wA+QKJNu8ibvOy+7AZXcg1bV3qBSnP8Xpj/O6ku2elG133Ko1cnouisc5+/DR/0XbODY5PW4wjhknPoSXTDMnnTAqp6aEWpVUr9QadfopvW5cr9YOSXVyzaR+aHJKPW6SaMekIyO6+YmhGZ1+Tjc8oxsyabXTw8PTI8PTIxqDTjUxxFMM0PhMXB8Z208mcuhUEZs3KFVMDEsNavGkUj6llk2qBvRS8YhMMa5UjCtFOtmAXi4eUQzo5cJhqUArEQ5LhcPSAb1cpJMJh6X8ITF/SMzTDADqFwvYcj5XxeGqWCw5k8zrQ5CpPRhqTRPkVU1raQu4BYuD9tNRfCZhgEUSs6liGlVMo4joFBGdLGQQ+TQCj4rnUhshLY2QFkwfHk5B1XY2lDZVFNQUv2ooK2+tqGirrGyvqmyvqmirLGspL20uK2kq7UC0Qgk9UGovjA6HUnsRFBiK1NvaVf88P6e8vQVCwfV0VpdePZ9z7tMnp4/f++pE+pcfP/jiJACvJ+dOZX33adY3H/9eeJ06evyjY0ePnDrx0bGjfzx+6m+Pfhz2/YXy0rKKuroXhYV5xcVV9U0t4O6K2oacl8UllbXA4bbWTggAsrLqeqDyKq6tL2toqmppa+zqAcOQvVgClkTDUxhIMhWKw0MJOASFACUToCRSL5nWjaNhaHQUFQvBQ7rQECiW1ItlwAlUNI0EIZIQZCqMSIYRyUCDjaHQCQwmjsU6FJ7NJnA4RC6XyOX2cfh0Lp/O5TN4AoZA2C8a6BeLmRIJlSdq6e2FEdECGV+uEQ9plUMapVqlkOilcpWYz+5n9NPFWs2AXofvY2JxZIFU+iG8ZMNaAF40JpVAxUtUMv30lHpiBNgQYqqVjEEZbVhNVMvaCbjEtBtfnvn2H8988+eQ0B/a26M5wovq8R9GTSGzs2Hzc6ELKz8vbgOh9eHrm5HrW1Eb21Grm+FLayGvl4Gy699XXqBdC8hsjd4xR2xuh21tR5ktAFwOXxtj319vBF4bL6xvhpmt/z9n7xkd5Z2l+xokgT0dPLcn9D1zpqeD2zaYbBuboFS5SqUAOGIwQQERJJEkkokC5VIFVa5S5ZxzzsqJYJugWDm+VSVwz9x1vt4Pr6ym7facnmY9S6tUrIX96bf23v9nP3v1ENHqayMsl0HmAFQ+i8wBsFSyNBqBJuIoIIPKAj8WEshUJdLoaLx8fhEVjVcC2cpcrvq7F9jlfCWQr8wuo3N55OoxtEQGEYwhUpmXZ/bY/PPK5RdVz7/7wcAemwRq8i+w+ZW5WGV2uSq7XJVdrgFWVJHOgPFkldllLJDHAssVueeY7PLqa2MN8LwmvVwVz2LCKdRibHVCDx5SAoVOACggVZUAqoMZ9GysfPoB+Nr4dwzsR8ZnRiYmR6bGRqZHhqbHfONTdv+02fXAOjFjGx/XeuzmgN055ra4LXqLQaXTinQSjd1o9vtdY1PmoVFjwOua9tsnbd4Zl3vK4Zq0u6dc3hmPZ9rrnHDZRu0Gt1lmVHJVQq5KyNGIhEa51mt2TQes007juNU0YbOM2/RDRuOwyTRi1gcMxhGrccRqGLboAia1V690a5VurcqjW5XSrVW4NKuSW7RKm0btVKicEqlFyFEKyFw+jsbHMQVdNDaOz6NrlCyDgmOSCUwyoV4kNAlACYxCvkHA1Qo4Gv6gmner//aNvpt0CYMuYXSQO2/ibl24ffHindazN1rO3Tx7/ta5i3cutN1tbbvb2tp+sbX9Yh+tY0CAJ4tJAxISUYCniIgMAbGbcOvUuVPX+jpIQlZ/79W2fR+c2vKz+neKDm4sOvx20eG3i77cWHh8U1HDttdO7HjtxLZ1DVuL/taZ1ytrXgEH9q8Xvvr6K0W7t77bdrH1env7qbNnz5w/f6O9owtHuPTVzRNnzrZdu9nZR7jX03+7o+fy9dtN59vqTzXXNp6pbTxzvKml4ez5M22X227duduHJ9BZ9EE+iydiiiQDg5wB7iBNyCXyWP1sNoHDJ3AlRBabIWIPcAcILAqdL6FxFQNsIYXLIXIFNLGMJpbRvh8N0rgCllDCkIlBsRRSjlrB06r4OjVPq5KoVBKVSqxUClVKoUop0qjFWo1Ur+MqVB0EIpXL1Nt0FpfB4TQ7HRaH3WzwGKwOo04ll8jEerdd6/UwhGI6g/NX4WX0ukF4Ge3mwMyEa3zYGPCqXE6Z0y5ymkV+F89tw/G5+z45uHnLu29s3vHWnr0fdHWjNEaIb3rv1DeQb7+FPv4WNrsIWUjAlkKwpRBiKYwKRVGhKHopAp9bgj5bAFOhwUE+MvLSKCoax8QSyEgMFgxDQmFELI5KJMElIXBgD08lYd8Lkkrsml8EXxtXwgVzOVQ+j8zloNk0yC9ENgNNJkoi4fJ4DJlJw3KZHwiaTUOz6cp4Cpx5wYJh8L+IzgLITLoyu+K2B58aMflldDIDD8XAKGr08jJolQCF/e470CqBzT/HpABoOIZKpCtyy+hc/s8F2l8WXxXpDLgeBMILk13G5l9gsstgIv4qvCpjACqYQC5EscByRSb/sjDpHCadQ2aS2FgarLzKpu6XKWQbDh1+f3fZ/9QqAcJreHL0x/CyT0wY/C7nuNc75Tc6jFKVjCPgD8q5MqPa4PG4x6etI6PGgNs943Ped/gfur33nZ4Zh3fG5X/g8T/weabdjnG7wWNSWFRgpyY0ygQGqcKhNY06LDN27ahBN2IwjJkMIwbjqNEwYlC6FAqvRunTKrwamVsldshFdpnEqZC6lIMGPs8sEtllUpdS5lbJ3CqpSyl1KZU2vcwil5gFUgtXYhYItBKmWEpiS+7RWPcYzH4Rn6aXsU1SvkUqt8pkZhHfxOObeDwjj2vgcnS8QS2XpR5kqtgMKb2H3s2SM1lyJlkwQJfQ8IP9+MF+HKuvl9HTQ+/uoXf3Mnr6mL2g+lndFBGRLCYRRQQcp5fA7SMN9rX3XG1pa7lJ6CEJWT2dbeewOxo3vdawad3hza+C8Dq6aV3dlvWr8Dqx7a9l2L98bBb8Zu0rawrXFqwtLChav66wsPDnr7624Te/v3zm7LXbt8+cP3/64oVLN2/f6cNd7+xquXLtyt2ODjLlwu07tc1nj55uOnHuwunWS6dbL52+0Hb6QmtD89na000nm8+1Xr1+r7uPQKYN0JgMvojGFVAGeeChkdVfV45T8gSgVg7tcvk0vpDGF67UXEIxUyQBPwzKFGypnC2VD8oUHLkS7BkFaq1UaxCptEK1VqIziLV6gVor0uplRjNboe4eIOMpAzwxhytgieQCloDFFHIYPLrapFYYNQKlTG21GVwevkJLZAuUer0rEHAODzmGAs6RYdAqYfZ7RVolnc/RmAzDk5O+iXGTzyezWSUOm8zhEVvtEouZLOR9Ulf3xtZ3/7Dp/Y07irddv1RiNex8+HDng8fwb+egs8/K5hehCxF4OAQKEQkjImFocKlsYX7vs6flsTAkHoHHo7BYDBaJrs68kfEYJhFHRSLQxWD5whIkHIOm0+VABpVIo5MZVDIDrmcjUhlwSF+yMF8WWoLHo4h0CpFJwzIZSCYDyWTgQBosqVBZAJlJl0bC5eFwBQDA8wA8DyCyGTgAIDIAEljJvK9IZ9HJDDjJqgTy2OcvEM+XoS+WMVkwVzqPSWcrgXxVdhmTAhDhOFjHVeRzmFwWnctWLOcxz/OofBb5PAfPA2AINSQeg8fj2Gy2Kpur+r7m+oEqUxlUNI6JpyuBPDadxwLLVbkXldnvqrLL1Zl8ZSqLjWcq45mqaLoylMQGEx+nlj9KL1elcxXpLDoFYFIA+HaJjiT3R4Dq2Rj062dl01NlasWbh77csQe25/CR83RWr9Wxuh4kHRmyPJiafPL1yMPpkYnxianxmZmp6fsT4zNjw/dHxyfuj01NT9yfnLg/PjI15h+ddPimLc4HhtFH1okJndtk8pgdHq9CbRApFAqTUqqXyw1atcVp8U0YfaOGgN9xf8jxwOd56HDOWD0zDt99t3fG45/xO0YdKpuGOUhmcClsEYMtYTHEDKaMJTCINR69fsJlnHIbJqy6EYNpzGQZs6rsWo6czxCx6UIWhUcnc2lkLo3KZ9CFLKZ4EMck9NL78WwSS8ZRWNV6j0nj1MvMSqFKTh5kEhhU8iB9YJDSTyf0Uvo6iV0dFEI7CUcWcsQmtcioklhUCodOZFIIDGKBQfx92ygEKy+Ohj+o4bwslopNlzOoUhpNyqRKGBQJlSql0WR0qpRCFg+QhMQBEYkkJJKERKpogMTDD/DwAzz8jd6rda1NtwkUKps90NN08cDbTXt+3bjjX07s/OcjW189vLnwy+3r6nf9rH73L4/t/FntB//UWPxvfxO8CtasLSooXFtYULiuaO3ata8VrXvj//33c/Unr9y8CcKr7cate3hCB4F47V7nrV5ca/vdM5eu1J8933ihteXKtXPXrp+9fK257cqZtkunzl9saD5bd6b5VMv5tms3Onv7SVQGlcOnDPJAeNG4AhpXAH5D5vBAeL2MKrDUArUKL1CDMsWqQHjxlGqeUi1SaQUKtUClEWv1Yq1eqNEJNTqpwcRV63rIFNwAkcVjDFDxRCq+A9fRSegdYJIkaolEqxCq5DqH0+ILCFV6Aosv12pBh7094Hd8b7I3+Tyr8BqamFiFl9huldrdYqtdarVQxYLPGhre3P7um1s/3LKz/N1rlyAW4+6Hj/Y8fIp+soiYm4MsLEDnwuBiNiwUBBEGwqt49ll5LAyLRWCxCAgvWOSH8IIthUB4QVKp8vT3DvtEGplIw5NpeDINnkQrWZiHhIIgvODpFAgvKABAgBQcSMOBNCKbgadTxeFQSTiEAjKwXAb8HpbJwNMZRCaLTGdRmRw6mUHHUtClCCwYrUhnK5afw/I56PM8GsiB7gdMOovN5CqBPFh5wWIxZCaNyWXRWQCVBTD5HHo5h8wB4E9MPofOArBYDBGL1wC5/bk/94nVmXx1Jg+O7StTWXBgj4zEMCkAncyAA3tMOlcJ5CtTWWwSqEwAVQkAhFfFUvyT9POP0svVqVxFOgsGXoN0w0RTB6LZffMJxON56IP7UJ1649Hj75cg93559AKD/TK8ZKPD1ofT/z28xmcmxmfGRqbGfCMTdu+UxfnANP6NbXJS6zJobFq92cIXyRlcLlPEYghZHKlIrNUbXCMG74je73PNDNnve31fu1wzDvd95yq8nGNujUMnlHNFCp5EI5ToxEKtUKATyixyrddgnHCbpzymCZt+1GgcNRqHTSq7lqcWMcWDIL+ofAZNwATJxZJwiBwyYXCAxKWw5Vy5RaX3mPQek9qhY4q5PRRce39HJ6mnc6D7LqHjVt+ta53X7pFxHZR+ipglMMgEBikotor738OLo+WCH9jqQVBUCYMqYVClNIqEShZTVplFEhKJAgJRQKCKBojc/gEensTtv95zpf5i0x08hcpmD3SdOV/9x9M7/6lh2z/Vv/erY1tfO7Kl6Pj29Y27fn567+sNu14/seufm0r//W+CV1FB4brCooKiwoKiwjVr1qwvKPzNr/71xBdHQHidONty/upXHQRiH5V2s7v3eldP0+Wrp1ovnbzY1nTpytmrX7Vcunr6QtvJcxebL19puXK1ue3yiZZzdSfPnGw+d+XG7T7CAJHBHmBxQHhRBnlkNndFfwmvVWCtfgZ/BcnF+n5I/zK8OHIlR64EDSl8pVqk0Ul0BpFWL9LqxToDT6Pvo9L6ySSBlMcVsNh8JoVNYQo5AjlfY9bIDWqxRmlwuW2BYZHagGfypGq1zeOx+X02v8/+/Xqj0euW6NV0Pkdl0AXGx73jY6vwElvtYqtVarXQJMJDpxvffvf9t7Z9sGM3/INLbRCdetf49O7xr1GPZpFPn8Lm5uFzYcjSImRpERpc+iG8wkFoNAyLRUCfPSQcg0XiiFgSFosg4zFULApbCkEWg9BIHJpMQVIpWDSxenAIvMoBjSchsUTp4gIkFITFIivtZCYDBwBYNluWSUKy6XIgBc2mIUAKfHz8HlspWCa1cqA7BSBSADKdRSXSqGgSMh+CLoTBFW5YNluez6KBHDiDR6eAl+EFjUZRqVQFAKCzADoLgNvdSCCDXc6js0BlLleRziAjMUwscSC3/Onyd38OI8z/6ePcdx9lXxwAnu/PLFenAVQ0joknqzN5bCYHxoRhgeWK9IovrDqVq0nlauJAVTiFDSY+T7/4OPN8X2YZm8lhUkBFIlMRS2NjabDy2jefQD5ZgD64DzdoNx2v+6AMXXzkGAiv1d1G2eiw7dHMD+A1NTMOwmtsfGZ0cgqE1/Dk6Cq8dMMPzGNjWpdB59DbXE6D2aE1G7V2ncam01hNWrvT6hsz+0YNPp/7/rDnoc/3jdd93+m+73Lfd3mm3b77fte4R+82KvRypUGhNqmUZpXMpJAYZDKzUu3Qqf0Ww6jDOG41jBiMwwbTiNngNavsOpVNo7JplFa1wqJSWFRKqxr8Ru3UKGxKqVkms8hVDrXGpVU51HKrQmiU0KRMsojGkLPpMhZdzmAqWQwFkyxi0KTMQTWPrxcJTSKxRSK2iIQmwU/Bi6PlguRiKJggpygSKl3OIItoZBFtQEQm8Ik4Tn8/FzcgItFkVJKQSODjCXw8RUgicvtJ3H4iB3et61LdhTPtBCqNxSbcO9mE+W3D9l/WvvN63Y5/bNj2i9rN6+q3rT/1wc+adv+y8YNfNO78x9O7/uVvhdf6onUgvNauXbtubcH/+uWvjhz4FBzY15453XLpSjuuvx3Xf+H6zdNtl4+ebjp6uqm2qaXh7PlT51ubWi+fvXzt4pXrLVeuXrh+48L1Gy2XrpxoOVd/qqnl4qU7nT19ZBqBziKzuVQOn8zmrpjvmYMULp/M4a1qtYtcLcFWKy+WWMqWyJgiyaBUzpEpwONLfKWap1BxZAqBQi1QqEF4ibV68ff84mn0OBq9n0xSG5Rmm97iNOltepvfZfVY7D77atto9vrFGiOBxRcrlVa3GwwjBOEFVl5Sg4bO5yj1Wt/oqHd8zOz3y+22l+BlYsjER5pPb3z/gze37tyxB7bzXEuZTLrD7dvhGi0fnYE9fAR9OoucC0MWFiALC9DFRXgwCEYSls/Plzx7VhZagkRC0GgYhNdqljwkHkEkYqhYFB4MQxaDsEgcGk9CEklIPLYanoNIJMB1IlgsBllahISC8GgEkUjAU8nVDaHSbKosly4HUpBsGgKkdkdDuyJBRHal7EJk0vA0mA6WRaaz6FQWE0+ionHIwhJkYakikcLksrBcBrIMgG0jWHmBbePL8MJmsyC8KvI5TD6HygJV+XwFAFQCWfBqETaW/DT7/ODynw5/938Of/d/wDDog8v/9Xn+P8FLQvuzWWwiUZlM78vm92Wf1+Rf7Fv+rjr7AjRV1ADL+4Hn4Ar3vhhQFU4dyv7n59k/Hci+qAGWsZkcNglg45mqaBoVTlQHU9WzMcTj+bLpKYhW9c6x2veKEavw6rN7wN3GVXgNP5gaHh9bhdfY9OiP4eUdHrd5Js2O+yrfhH44oLRpVBalxWG3Oj02j8viM9t9NrvXbfUG3KMztqEx05DP/WDI/cDreeR23ne4Zpzu+x7XtNd/f9g7HTD5bSqLelUKk1JmUshMCoVFpfaYDMM206jFMKTXB3TGYZNp2G4I2Iw+yw9k8JoNXrNxyKLzGTUevdqtA6VyaZVOjcytENrEYodU6pILbVKBVSJxKmRulcgikdrlYptYYBYIzAKhRQBOu34KXgIdn6/lDSrZFCG5j9nbRe3soXfjWH1d1O5OSte9gbu38bdu4m60E2/1MbvJAiJRQCDw8XheP1lABOFFGOy70tHacOFMB5HGYLLxtxtOwv7X8U2vHXv757VbfnFyyy/qN66v21zUuKPo1Hvr67cV1W5eV7v5r6VK/DfwKlxXVFBQ8Gph0a9//o+fYWtAq0Rd05nmtsttt26fabt05OTpLxoaP6+t/7y2/mBdw+H6xtrTzU3n2y5euX75+u3mq1fPfvVV8+UrTZcunzp/8fipMw3NZ6/cuN1FGMBR6CTmIEguAp1FoLOIDDbIrIFBLigyhwcOv1b7RJZYCmJrUCoflMqZIglHpuApVFy5kqdQCdVaoVrLU6iESg048xKqtSKNTqwzgBLojP10Rg+hX21Qurw2d8BpcVvsAbcz4LB5bTK9iieXKM0Wk8cn1ZkHOCKRQmF1u+0Bv2MoALaN9qGAJeCTm3R0PkeuVXuGhz1joy/ByyqxW6VWE0shrj3ftHHnzt+/s23LB2U7GhuL+dwddvd2x3D58DT0wUPo06f/HbyWFiEhsPiKlceiZbF4WSxelkiUxcPQRBQejUCXQtDFIDwUg8eS0HhydX97xbAaT4CCLC3C/hJeiAyAyGYh2TQ0l4HmMvA8AM2mi6PhvZEQMgcggQwoMLYQnHZj0jlsMo2JJaDzf4YXMgfAl7MVuWXwrbAik6vKLlfnnleks8hIAhGLV6QzlbncynbRch5cJ6rM5UB4YZNpZDhaEU18AiwfXF45evZp9rtVfQK8+AR4sT8DYGKxini8JpOtzmRrgOXq3HNsJge+SO7Pvfg4/6dP8n/6BHhxIJGriWYO5/7rYO4/P8n/aX/uRQ2wXJ3KVSezNXEAE02twqt0ahKiVW06Xvd+CfL/Cq/xybHp6cn/K7x0wzP64YDEJOUreSKZlCeS8iQClpjJk3LFSqnKZLEHxuyBMUvA55zy2SdtzvsO+7TdMeNwzbhd017fw5HAg1H7qNsacNiGnNaAw+Kzmb1Wi89m9dutfrs5YLeNOO1jNuOwQevTaH06nc+s81n0XoPBZwSl9xr0XoPOo9e6dQqnEpTSpXpZcq9C5BCLnRKpS863iLkmIc8s4RhFfBNfaBEKzAK+iScw8wVmPs84yDMO/hS8+FoeX8vjqAYpQnIvo6eDfK+L2tnL6Lk30HFvoOMuqf0O4fZt/K27pNu9jC4it58oIOB5/f1c3Cq88OzeS3cvNF5o6iLSGUx231fH60v++chbRUffeO3Ypp81vPPzug3r6jYWNGwrOLF9bf3Wtcc2rTn6zl87wPFjeBWuLVhXWLS2sKCgqLCwsPC1onX//Nov9sHRLa2tLa2tdU1n6ptajp9p+vjI0ZqDh6o+/6Li408rPv608uPP9h88fKSu8fTZi+cvXbt46aumK1dOtrYea2o6fqaptqn5cP2JIydOnrtyraOf2DtABY9TEhlsPI0JwovIGiSxOSC2Xp7cvzwFAym2OgsDKy+QaHylmq9UD0rlXKlCqNSItXqRRifS6MCeUawzCPUmIovd0dcjVYltTpPDazM5TSa3zewymV1mpUkr02v0TpfVPyTTW0iDQoFMZnG5wFSJl+GlMOvpfI5UrXQPDXnGRi2BgNxuE9ksEptNYrdKbYZBlbTx0vnNu3b9dsOWje/u3nzsSDGX84EnsHtoCj1YrxXOAAAgAElEQVTzNeLxN9DZZ4j5IGxhEbawCF9cQgZDyGAIvrgEmZsvffoM8j28IPFYeTxWlkiUJBKlyWRZIgJJRmGxCGQxCFlYgodiiFgSHktCUjFoOg5LxxHpBCqVQCXimEQcHY9BFhZgoSAyGll5lExlEBkACWSh2TT41AgCqyQSLo2E0dkVeKGzANgMggOmilSuKpWqiMfB/9uKZKIyByBzacQLYBVeWCD/Y3hVZXOVuVxlLrcKL0wuiwIyFQCASaXhoQg6Gt8H5D7OPT8APD8A1lDZFx9lX6zuNh7IZipiEWwsXpPJ7ANyNUBuXzZfmcpWAvkaYHlf9vnKIvf3ldfB9ItPMy8OAM/3A8+rM/nqVK4qAdTEAWw8Ux1M1czFQXjB9JrtJ07uglT8VNs48fjRj+E1NDPyU22jcey+YcSvtKuUFpnaoJGp1HKtUqIXyrVipV6tM9vsvlGrf8jkczkmvfZJm3Xabp60OqZdzhmva9rvfzTmezjqGPNpXUa9x2xwm7UOg85hMDqMZpfZ5DRZAw7bsMM6ZDb6dSC8tH6zzm/V+YwvS+s1aDx6jUev8mhAKd1qhUslcygkNpnYKlX6VRKXVOqSK7wamVsjdWolDi3frBDapFyTkGsSCqwinlnANfP4VoHQLvopePFUHIGGx1dz2TImmUfCs3AEdj+JQ+hn9vcz+8FfiYP4AR6ezCdQhSSSkPgDePWzetraz5+60NxDZDAYrJ4rR+p2/z9H3ig49ofXjm38h+NvvXpsw/raTYUnthc2vld44t2Cuu0Ftdv+msP+p+C1pmDt2sKCgoKC9QWFrxe+ii4uP9vWdrat7bNjR7EffVLx8SfoAx/Bq/d9CIVv/mDXlp27tn24Zy8M+fHBL0+1XGi9fL318vXGtrbalpbP6uo+r68/cvLUJ0ePfX6strntckc/sZtI7qcywJprFV79dCboPgX7RyJrsJ/O7KXQesjUPiod/FsCk41nsPrpTByNQWIOUjl8KodPZLCJDDb4GfySK1WAPeMqvERavVBvInO47d2dLB5DIhdIVWKRUiRSy/gynkQtkeqUCqPO6PZY/UNSnZnA4nPFYpPDAeZ5rbaNloBPaTHQeIMSlcLp94PwUjjsILykDovUZuBpZS03rmwv3vPbDVs27Ni18diXJQJe8fBY6eQj7DdPkc8ely88gy4GEUsr+jG8wIoJmohDEvHSZLIklSxJJUuSEUgqBo2GyxeWyucX4UtRVDSJjKfK0rGydAyajsNTcWQyjknEMbEYJhYrn5+HB4Oo2MrSNfgKicgAiO+3slFABp1Ol4fD5cFQRToDT6dWgiUyWUw6i0nnQJ9UZTJZEY1B5xeg8wsV8Tg2m0Hm0sjnwE8N7JGRGDaZXtmLzGZBhK3Ua0AalQUQ6RS4DV6VBmqAHEiiFW9q7sVKyET+u49yQEUsUhGLVKfTNZlMDZCrAXLYZBqTArBJANyFrE5mq2MZbDCBXojuD6f3RzLVsQw2nsHGMxWxdGUkVRVOYaIp7EK88mkE9s1s8cQ4TK9579SZYkT1Tw3sfwCvyekxEF4/NbDXDU8ZRvzmIZNvyj06NTY0Nj42MzH29fD4/eHhiSHP8LBndMLiCxg8DveUxzXjtE7bLVMO+323677POeP3PRz13h+zjHhMww7nuNc96XeNeZ0jbu+o1zfi9Q57LD6b2WsxeHQGr8bo1xmGjPohqz5g0/p0Wp9O49VqvFq1R6Nyq0GpvVq1V/sDhClcKoVTLrNLZXa5wCCliFn9g1Qcm9bDoHYPEu8yevAiCtck5pqEbD2PY+RxjD/ZNoLwEmr5HAWbKiDjWbg+ek8fvaeH2tM50HmP2N45cA/H6CVx+8l8AplPWIUXRUgCXxv7WT2td841XzyLIzIZNGZP2+HaD14/+oeC2j+8duzt1w6/uf7oxvV1W9c1vFvUuLOwYWdh/fuFde/9NZ/XT702rilYu6Zg7dq1a4vWrP35miLYh3vbvvqqpbUVvX/fe3tL9sAR8OqaEhTm95u3/sdbG//3G2/9+x/f3rT9fSS2prbhdPO5tqazrfUXLhxpavq0tvZgQ8ORk6c+PnL04yNHz1xsA+GFo9BBbK22jX1UOp7BIrE5ILl6yNQ7ff3Xv7fpt+Pw9/DEe3ji3X7Cnb7+27048B/pI9Pu4Qh3+/DdRHIPiXIPR8DTmEyBWKjW/gBeYqOFxhfcvNfeS+ju7e/s6L3b3tPe3td5r+8ujoyjcpk8uURlsRpcHonWRGDxB4VCo90OJqnaAn6z12P1+8x+r8pqpPEGxUq50+93j478GV52KwgvgV5x4c7198tLf/fO5g07dm2qPVom5u8dHS+Z+hr19WPYk29K559CFleYhQyGUKEwKhQG4QUeWwThBUsmIKkECK/iTKokHf0xvFCJdEk6WpaOQVIxEF7oeAwTi2Ei0fL5edjSEggvdDq96qJAJpPodBqVSmFSaXQyBV0KQRaD2GQaXO1GZtKYdBaT/t7hGc9UJpOYSBQ2Nw+Zm8fEYhVAGplNIZYzqEwWDeQw6Sw6BVSks9hMDpVIw4JRRDhakUiBq92r0RSYTAaWy0CAFPjEWRoJQyIRdDqNzQDg3RBQFensqvYlE4jgIiK4WBGNVcTj2ESqIpFChKPIeAodS6FjKUw0hYkkMcE4aj4CfxbEzkexCzFMMI4KJ1DhBDqcwATjmMUYIhhDPg2hvl4se/B418gwVKd+/3RTMaL6p6wSP4bX6NTIKrx+bJXQBCZ0Q17riGX00dDkg6mhsfHRmdHRR0PTX4+Pz4z5x8a8Y5MWX8DgtjsnXK4pm23GYZ12Oh543A/8zhm/+/6we3rENOQyDbkcEwHfzKhvasQ7PuQfGwqMDfmHfK4hl81rNX4PL33AoPWblV6TYchoGDLqAwadXw+CDJTap1Z6lAq3Qu6Sy5wymVMmdUilDqncKlPY5FKzjDBIPnPl/CfHj3509OjHR4/vqYaVfYQ+ca2FJGFyTWKeWSKwyjjGnxzYg/ASaHhsGZPEIXQO3LvVd+OrrqsdpI4bPTcu32272nH5LuEOnt1LEw0wJJQBEYnAx/8AXhdvn21pPQfCq+viF8d3/vLYG4UgvA69tf7oO6/WbVtf915R3Xtrj7+35vh7a469u+ZvMqmuW1O09pWConWvrilYW7R+3do1r6x75ZWdm7ecO9/UfOXCh2jobzZvLIEi4IiKje9++G+bt76z5d0/vr35d29seHPDll17y6v3f3r4aP2xupPHT5w6Unfiy9qGYw0nDx2trT7wyReHjrZdugZGgBEoDBKNtRKSQ2USqcx+OhPPYBGYbBKbQ2Cyeym0dhz+emd3ez/5Zg/held/ex+xl8zAM1g4Cr2bSO7qJREGmBQ6l0QbJFBYBNogicElMbg0vpAjUwjVWpHaINYYZXqbVGcVqU1irZ6nUPaRqb1EIolK6Sfg+gm9RBKum4TDU4g0NpXFY4oUEoPLrbC6+wbFbAFHZzE4hjz2gNc25AU3YM1+r9pupgk4AqXMPeT3DAcsfrfO6xBZ9WKnjWcySOxWnk575d6990pK39i0ZePWHZu/+KKcy907NLZ77CHiwWP406ewhSBqIYF5toCdD6KDIXgwCA+HEKEQbGGx/OkzyMICmGqPiITh4RA8GkHGY6hEHJVIIsJRxFIYMR+Ezy2hwzFMPAkNR1CxKCoSWVEojAqF0cEQOhhCLMyXzT6FLSxiIlFkOAzeo0WEo6D/ABGKIMNhdDgCW1iEzM+ig0vgUdsfqzyyCAkvls3NlT2bRYXCyMjKeiO40lgejZdFI9BwBBkOoxeDyCdzxY+fQBYWEKEQIhSBBcPwUAw8o7u6BQkJx/bMLe6dX4JG4vBYEjysCw3H4KEYPBRDhROYaKoilq5MxCDzs5D5WVQkgo5GQb8uMhKDRuLQSBweTYCL3KhQHL4Ygc0GV46//aVQoTgiHMcsxtFPQpBHT0vGx6Fq5dajdbuKUXsP111kDuJtDoLLSfG6mS6ncmTY+eDh9OOvR+5PDU2MjUyNgagamx6dmBodmQKTCCfGZiaGJ8d9IxNO76TNOWkYHjX4fGafa2gyMHF/bPLB+PQ30/7JkcmHo5MPJobGp9zDkyaPz+xzeaa9zgmbZdpqnrLYZhyOBz77jN/5YNQxM6YbclvcFv+4f3RmdGR6ZHhiyDvs8QXcI2MBi89s9pqMXqPBZ9T7TbqASes3Kn16oUetGjKqA3qNV6vx6BUeg8xtkgXsyiGj1KuV+3Rip0bi0EqdOoFFLXcYxC6VyKJQWbV4ykBd/cnPPz926FDDp5/Xl2ArN+z68NC5RrqOx7WJOWYh3yjkaPhio0Bk4Av1PKGeB34Q6Lh8LUdmFnJVTJaMypbTaaIBHKO3h9qFZ+FwrP5uWlc3rauL2tlBbsexeshCwoAATxUNgNgicQgEdj+FP0BkES5cP3+p7UYXg4hndd5t/qT2vV/Xbvp5wzs/P/mHVw+9tf7Yptdqd7zW8O76hh1rG7cWnNmyruVvPMDxV+H17sZ3zpw51XL5wu4K+L9tfGtPKQSJwm7fU/z79957a+PWjZt3bNi0/Y9vb96yfSccVfn5oWPH6k4eP3Wm/lTT0frGzw4frfno04rq/YcOH2ttuwpmfuHJdAKFsSoilUlkDb4ssEPE0RgEFr+fwe1nDBKZXNCzyuCL6DwBkyseFMhYAhmdK6bzJWyxgifX8JRarlwBOlQlOoNUZ5bqzBKtRaQ2CdVajkyOo9AoLJZCo9bqNVq9Sm9QK4wapV6t0itlaqlcqzR5vCq7F8eRvAwva8CzCi+Nw0ITcPgKqSvg844MrcJL5LDyzUYQXtc6O98vLQPh9c6nn5Wx2Lu9wx8GpssnH5Y+elT8+EnZ4wXoo8ewx88gz2ZLnj0rnn1WMje798mTDx8++vDrr/c+eVI6O7v32dPdTx7vfvZ079zs3rnZ0sWl4mdzJU9mi79+sufht6VP58oXlvbMzpXOz5XOz5XNzZXNzZXPrgg6O1c2+3Tv42/Kns3Cg0Ho4mL5whJYZK1+gC4uwpaWyp7Nljx9DFucL11c+KuCRJdgocXS2dnSp88QoRAyEiuLRsrjMXgsCU+mYYkUNBGHx+OYWAwbiqDnFiELC6hIBJtIVMST6FgCvMmGTmaQiTQ8lkQlM4h4qmQxVBaMIOIpVDID1lkr5oZEpiqZrU7l9mWW92VSYOWFTSSqUilsMl2ZymCTadCOi0mtdI6V8Qw6nEAtRitBzypo/koAVQkA/AYVTWKDyYpnEdg3s6UTEzCNauvx+g9K/gJeZI+L6XIqhocc9x/8T+FlHBkzDw3ZhryBCb932G33WD0jHseQx+m3+kd9gbFJz8iUyeMD20bHlH0VXvb7Xtu0z/lg1D49qhtyO4ZdzoDT4rZY3Bab22q0GYxmndNtcwzbbQGryWcygLMtv1EXMGmHzTKvVh3Qyx0KvlbAUfLZKgFdKWZopDQNh20UKr1Glc+kcOoVTr3YopJatCKnkm+UyoxKPGWg8WTTkSMnjtc3H61r2X+0dk8Fpv7qOZZRLHDKeFax0CwVGMRCveBlCXR8nobLVXPYchpHyRBoOWIDn6/msqQMmpBCFVB7GX0DfDJTxqCJqVTRwKCSyZTRehgd9wbu4Fg9A3wCVUAmDuJJHAKO1nf2aktr6/VuOrGf2dHe9HHdjn+t3fTz2o0/a/jD+u8rr1cb3i1q2F7YuLXg9Lb1LX/j0dn1a9cVrCksLFq/Cq/1a9Zs+eObJxsbzl1t3VuJ/PUbv333gw/hCMyO3Xv/99bNb2zYtGn7exu37vjdmxvefGdLMQR+4LMvDh45/vmx2rozzcdPnfno80OY6v37Pv7sZNPZ9s4esL/rHaD2kWm9A9TeASqOQu+nMgjMlZk9OLYHOUUXiKh8KU0goQulTKGMKZKwJTKuVM6XKwUqDWiPAH1ePI1WqDcI9QaxVifSaMVavVRvlOrMEq1JpDaINWap3sCRybtJRDKTbrAaXR67021zua3OYa/d67Q4zWqDSqZRGN0erStAEiqZPLbGpLMH3KvwAtf9tU4rXcjlySVOv9c7MmQNeEB4Ce0WvtkoddgEBv317u4PyiEr8ProkzImc7cn8IF/qnT8/t77Mx8+fLT30bOyB9+UfvO4+PGT3U8e73r6ZPezp7sef/ve/fsffv118dOnZXNzxbPP9jx9smf22Sq8SucWymcXyh7P7n30uPTpHHQpVLKwWLq4UL64ALrGYEtL4BVIxFIQtrhSeaEiEWQ4DP++8kKEo6hoHBGOghUNfHEJMj+LCgfBK5A/VkUmUZGMwYNB+OISNpHAZgAkkEHls8g0gAZySCALphtWplPV8UTlUhgRCmETiZpMpjqTrUoDoIuiKruMzeQq0tlKIF+RzkLDMVgkDjabNfkX1bnnoG8eNEAcyL74KPfdfiCNDC2hQuGqVOr7B8dcdSaPBfJYIA+O7WvS+epktiKaQi/FqpPZmlSuJpXbl87vS+fBz9XJLCqRro5kqubj8G/nSqcmYRrVlmN1L8ML73QMuJ0Mp+Pvg5dpdNw8NGQNeFxDTrVByRGyxSqxVKdUG+U2r803Mu4dnTa6vTqXzTHptk/aLNNW06TZOm23zXisU17H/REQXgaXSaKTMUVsloDFl/G5Ig5HOChRim0Bq9VvMfvNBnAq7zNo/UbNkEntU2u8WraMfbv3Ttuty+evXzl9tbXxcmvD5TOXe24wVTyRST6oFgi0EoFWwlOLWAYBXcHhq0T9ZNKp5nNHa08db2g5euLcZw0noQcO1F+9QNXwuFbpoEnE1Qt5OjFfyxPo+CKDECTXKryIHBxdTGbL6SwpgyGm0YQ0Cp9C4pBu4m5103qIXBKO1ddN6yJy+wf4hG5ax/Xeq13Ue0RuP01IIXEIA1wijtbXcqX54sWvuulEPP3e3VMH6rb/y/F3fnZ0w2vHf190+O31Rzetq9+2vmF7YcO2gsatBae2vXZmx8//VngVri0C4VW4rgiE11u/+Y+GuvoLX12B7MP++o3fbnvvXRQKs7O05N83b/zD2+/8cePm37+18Xdvbtjy7k4YGnvgsy8++eLLIydOHjt5+tMjxypqDlTu//jQsbqLl6919eG7CAMgvHoHqD0kyp9BRqH105ngzAsU+M5I5YvpQilTvBKBxpZIORIZVyoHYyQ4KjVXreFoNFytlqfTcXQ6iU4vUKkFKrVEZ5DqjSK1QajSS7QmlcUqUCm7iAQ8ZUBt0NgcZqvD6HCarT6n2Wk1O0wqvVKikhlcbr1nmCLR0DlMtVFr87tsfs/L8NK5bAwRjyMV2b1u3+iwbcir9djFNoPAZhZYTDKnXWg03MbhdsPgK/Dat7+cwSzxDu8dmYFPPyz7+tHeJ09KHi8gni7A55bKF5ZKlpaKQ8GyUKh4fmHXt0/K5ubgwSAqEgGdq5BQEBYJQ8MhRCyOjMQwkTh6KQJ9tgBfDGHiyZcDv1CJJCaerEiksIkUNpFChYPQxXlUJFKZTFYkE5h4siKdARMHsRkAm0xjU8mqVAodjSLDwcpEDIwh/LEq0wlMIgpdXCyfn0fHYxUAgMhm4MtZdC6PyS+jl5eROQCdBaqyQHUyVRWJrcArC1RnstgMUJVdBlMJq3PPK4E8+BPM8Kr8/pmyKrtcCeRBh/2+zPJ+4Pl+4HlNKg1fXEIsBSuT6eo0UJXOgf77VXiBT4p/rrwSABhn+LIqEwA6mamKZirn4/An86VTk+Ua5aYjx9/bAwfh1W+19zvsq/D6O9pG/dAI2Da6hpwqvYLFY/BlfIlWobWqHH6HZ3TcMzZtdHu1Tqtt3Gkdt5inLKZJs2XKZp12WyY99plh29SINuDSO41yo3JQyuWIORK1RKKWSFUSlV5pcOmNbgPYNmq9BrVXr/LoFF6d2iVX2WVEOqH5Qktd48m6k2e+bDx5qLGx+ugnjZebSQI6Xcbppvb10HB99P4uck87vfsuuZs0SOnG45ovtJ04c76hqbWh5fLBE01VX3558sYViprHtyu5ZpnAJBMa5Vw1R6Djg+Tia3lg/cXX8tgyJlvGZIhpFD6FKqAyxCyWdJApYePZpH42nsgl9bPxoGGim9bRz+7tZXThB/uI3H4yjwRWXj3k7lMXT54/f7WbTuyntN+qq6rd/KsjG1/7csOrR94oOrJxfe3mdQ1b15/cVti4taBxS9GJra+d2P43w6uoYF1B4ToQXgVrX1m/Zs1//Mu/fnnocNtXV7FffPLbd97atmM7EgmHouHbIbvf3LLtdxve+d2Gd9559/09UDh634F9n3/x8eEjh0801hz8ogyFgWGrDtU1XLh87ebdzs4+fAeB1EUi95Cp4EsieBith0ztIVNxNAaRNbjq81oxqYpkDJGEKZYyRRKGUEQXCOl8Hp3Po/D5NKGQLpGw5HK2SjmoVvF0Wp5RL9FphWqVSKOVGYwyg0mk0QnVWonWJDcaRBp1H4VEopPVBpXJqjNatHaHQe8w661Gq8uiM2ularnB5TZ4R6hSLZVNV+rVFq/D6nOvwsvk8+jddqaYzxYLLC6Hb3TYPuxbhZfQapY6bCKTsYNEKkGh39i0ZcOW7W9hsKUUaqk3UDL2APXgG9iTb8rnZ6ELYfRSBBmOwiLRsmgETAcsjYT3zM+Xzc0hQiF0NIqMRuDhECwShkcjsEgYHo0hI7GKaOKH8HrpKi3IMjBKELa0UDb3DB4MYhJxVCy6eqcWnVwZ1WMS8YpkAhkOw5YW0NHwn/Om/1JVmWRFPApZWCifn0fGY+gsAM8DsBc5dC6PXl5GLi/D8wA6l63MAVWpVGU0Bg+HKpKJmixQCWSxGQAL5MHQCNB+tT/3ojqTB6MHwVKrEsiDWs3zqknna9L56mQKvrgEXwxhE6mqZLYyla1K56rS+YpMruL7/K9VeCEXIth4pjIBrCIM/IyNZ5CJNAgv2OO5vVMTpSr5218e3bYLUvxl/Q/g9ffNvHSBYZ3HY/G7R6aHfSMes8PoGnJ5xgKeUWdgIuAdm3CNTOpdHo3bZhl3GEYM5imLccJknrRaplzmCbdtegiEl8Vvd4y4rX670W22BRzuYbcz4HT4HSaP0eQxGr1GvdcAwkvt1St9erVLrLLL8FT8qeaW+saWUy2tDWfPN5w//8WZugt3v2KpBFytuIeJ76H34lj9PfTeDnpPB7WXNEi519/bfKHtRPPFhnOX6s9frT17+UjzueY7t/qEDLpOSNcIuDqJQK/gafhCvUioF/G1Ar5WIDZKxEaJUC8S6UQcBYchZjAlbI6Cx1UIuAoBTynkqYVsOZej5A8qOSTeQBe1897A3TuE20RuP1lAHOATSBxCH72nl9bdjrtT23S8peVSD43QT7x140v0sQ2vf7nh1YMb1h96a92xra/Vb321cUvR6c0FjZvX1m9ZV7t1/bG/HV7rCtevLSgC1xsL1r7y6tq1v/7l6x/XfHTx6tXP64+9s3PHlm2bS4p3QdCQvZXQnaUlO/bsfq94bwkSgaypxn780b6Dn3969Ej15wcrP/2s5uAXx0+duXrnbkdvfxeOgCNRXoYXyC/wM47GAGf2YPNI5vDAtpHM5Q9weATWYC+F2kEgdhDwPQOkfhq1j0rrJJLu4QldZDKexSILBEyZjKtWgzESMoNeYTLLjSZwPVuiM4i1GrFOhadTiLQBiVIslvE5fLpIPCjVKRU6ldlh0pm1YqVU73QZfaNUqZbMpMq1SrPH/gN4GTwOlkTAEvFNDpt/bMQx4n8ZXhK7VWw29dJoEGzlG5u2vLVp6+/LoXtx/cUOT8nIFOrBN/Cn35YvzsGXooilKCwYLQ9FSyLR0ni8PJksDkc+mJ0vfvoUuriIDIcRkTAsFFyFFzQcgYci6HAMuRAqfzIHnV9CRePwaAzcB4LGk7BoAhqJr0zHwzHo4nzJ3FNocAkdj8GjEUQsvhpBgU6nUYmVZUlYKFi+OIeKhEAo/Fj7gDQ2EYMtLEIXFzGpZMVyHv5dHvZfy8hcDrm8DF/Ow/IAMgdgcpnKdAoTiSIiYWwqWZ3LVmVz2GwWDPbC5p/vyz4HXRHVmTyYswoWU2CYxGoYzr7MMgiv/ZkcMhhBBiNVyWxNOl+Vzldnlqszy1ggX5HJgZVXTTpflQAwkSR6KQb6J34gbBJAxFOVkXTFfKz88eyeyfFipeytw0e2flhecqShlcXB2xwgvMCBvevho79j5mXw+WxD3slHEzNfT43PjM58OzP5zf2xR6Njjya8E5OOoXG9y6P12C3jDv2w3jRpNowbTRMW86TTNO6yTgWsk8MgvAIzI8MPxnyTAf/U0Mj0SGAi4BnxOEcctoDV6DXqPHqNR6/xGTQ+g8pv0PgkWpcCRyWebr7QeKrt5Nmr9c0Xas+dP9bWchnXwTMppU4dWyMY1PJ5BoHQJOLoBFyVgCPn38X1nGg5d/z02WPNF4+fu9zy1b0LdzovdnXeoODusoidg0SKhDOokvK1AhBeXDUPhJfIIOaqeSzpIF3EpIuYLAmHJeGQuQwcndRDwXdTcd3UPhyTgGeTiFwSWUDpZfRc7boCto0EDm6AS+yhdnUO3Lvde6u+pe50c2s3Fd+Hu37tM9iXb/zs8NvrP9u4/ouNrx7f/mr9tvUntxSc2VxwatPa+i3rjm197fD2X/yt8Fpf9OoP4PWr1/6hEoU933bpePOpUgyspHR3edneEnjxLnRJCQpZikZBK7HoA/trDn7+2fFjR0+dbDjbcqyp6czly5fvtLfj+ntI5I5+QnsvrgdP6iQOgKUWSC7wvNDqUyP42jgwyCWxOeDY/h6BdBdPvNnbe/HGzdOtF5svX7rZ1dlPI3fhCFdv3mlqvXTuyrXrnV1dpAEcjY5jMGgCDkcmlei0MoNeqjdI9Qap3ijVG8VajUSvxlGJuAE8X8Ib5DEodDx7kCJUScVKqcGq1xjVAplIa3eY/GN0uc/IagIAACAASURBVJ5EJ8s0ih/Dy+h1sqVCppBnsFlW4SWxG4V2i9BqFtssYrMJz2Ihava9sWnLHzdu/o/i0t09vcU2d8nQJPL+I+jjr0vnn5YvLMEWI+XBSHEwvCccLo7HSxKJPeHw+7Nz4AE0EF7gayMiFoVHI/BoDBGOgvCCPJ2HL4bQsQQ8GoMkkqBAhIF7jvBYEhpcKFuYhYWC6GQCGY8hEgnQIQGe2EClUuhkAp1MICJhaHABFQsj08BfFTYRQ0dCZc9mS2dnEYkYMgeULWeKn2fguRx8OQ99ngfN+phcBpNKoqNRaDiETiYqgQw2m60AACyQBw9w/BheYDFV/YMwnMwKvw4AeTAs6GV4VaXzoJMDm8mtwqsimsIE49gkAGoVW6DgsSQmnKqYj0GezIHwevPLI1s+LC89eqKNzV2deTFdTtXoiOfrb/6n8DKPTZgCAWvAMzI9PHF/bGx6ZOrrqeGZ8dGHI6MPx70Tk46RCa3bo/bYLOMO3YgBhJdx3GyacBjHnKvwsg47/fdHhh+M+aeHh++PDs2M+CYD/nG/e8z1MrxUHp3MoRJYZSIbW2QWdJL6Tp69fPrczZZLdxpbr526evX4tdbLpO5Bk0LmMwrtKp5VzDZy+RYhXy8S6iRcheB6R/uxk6ePnm6pPX+ptu2r1tu4dhLjGr6/Ddd5hdBxi9JHFnM5agVfIxLppUKdhKsS8DUisUHGVQmoQgaBTaLw6DQBkzRI6RrA3eq9d/Xe7bbb18/fbDt3o7X1zuVrXTfaiXfxgwQil9RJ6Wi6duqrniu9jC6w8uqmdN7pu13XXHuq6WI3Fd/bffXy/tLDv3v10FvrPtv06sEt/3Bs27r6LYUn31lz5p21ZzYXNGx59eiOXxx67x//B/Bas7YQNNmD8Hp93Xo0DNNy4eLJ1nOfHDl48ItPPvm4BlUF240p/qC8bC8CDsFWYD46cLCutulS29W77Te7u27jcO14/O3evls9vZ14YheB1NFP6CKQugYoXQOUbjIV/NlDoeHoTAJrcNUnAQ688AxWF4l8p6//6r3Oqx0dF2/dajh77mBdbW3TmRudd2m8wZ5+fOuVq3WNJxubm6/cvHmnt+d2T/f1jntdA3gyl8VTyMHmUao3yI0mmcEkNWgkenUfhYCn4hVamVonV6hFJosSfG0E20a+VKix2UF4EWkDUrXc5LZZvK6X4WXyudhSIUPABeHlHA1o3DaJ3ShyWIVWs8hqFptNxMFB1P4Df9y89Y0Nm35XXLant6/E4SodnkLefwR5/KB49nHp3AI8FIOGYyWR6J5otCSVLMuk90SjOxcWdn/7LTj2godDL1desEgUHooggxHEfLD8yRxsIYiKxmGRaHk8AQqEFyKeAgVZWqm8kPEYIhaFx+OoVApsMNHpNDKZBB0YYOWFiATBraAfqyadrIhFoPMLkIUFTCaF/m4Z+l2u9D9zq/Aqz2fgeQCdX4FX2dIiMh6rSKdAVoJ2MFQm+3Lb+FPwAmfwNel8dSoHVl6IJXCYlcMms5WpXEU8B742opMZbBJ4+bURDJvGxNPgqyX4GR1LwRKpikh6BV7TEyUqOQivsmONbWwuwe7EOx1kj4vldqnHRv8OeBlHxox+v9nn8o15h8b9wxOBiYcT/skR36R3aGbkZXiZJ536UeMqvIzjdsOowzLpt0wMafxOo89qHXbahpyOEbd3wu8e8zqGXZ5xn9VvMXtNBo9B7zXofEa5U83VCykKFk2Lpytp17vv1TW1nTx760zbnboLV09cuXbk6oWL+C6KTip064QeLdssICooFA2dreIKtGK2lHv59o2DdfWfnzj1RdO5L5ovnrhw8waO3NbTe6b9ekvHjSv99/A8JkMmXoUXTy0UaMVCnYQl4/SziLf77vbR8Dg64UZ3e8vVi81XWs9eu3T22qWz1y+eutTcfO18W/uVtvYrVzqvthPv9tB7L945dxP3VTetgziIB30V1zu/Olj3+ckzF7oo/d2dl1ur9x76zbov3iz6dNOrX2z7+ZEta2s3rT258ZWmja80bSpq3PYPx997/fAHv/oLeK39/s8PfKpFBYWFawtWVVSwkjOB3FnSdvHSmbbWL07Un2xqPnvuQvPFi4dON37y5bGPDh05cuJUy6Wrl2+1X7/Xdbu772Znz+2+/lu9uNt9/e39BLB66iAO9FBo4JC+m0juIgyAw/t+KoPEXPFGgD0jnsHqJA603bpzpu3yqdZLrTdvt9681Xj+wvFTZ1ouX+rE4ahsdh+FfP7a1S9PNDSePX+rq6ePTO3Ek2529lxr77h+r6uPTBsUywQKtUSjVxjMUq1BYjIJDVoSm9VF7JeqJC6vzWTW2u16pcemdVo9PrdeqxMJZQa7X+2doqgcJBaTr1TonQ7Qm2ryeYwBrzHgNXgcfIWUzmHbHHb/UMA7MmRyO+RmvdRsllutMotFYbEMcLkffXnkre073nl/5/aq/Yj2uxVm866hkT3fPNv17Wzx/NKHz55BFpYgi8GypWBpMFgajRQnoh9GgjsWZqGzzxAL88jFBdjiPCK4iI6G0dEwMhyEhiPQpRAqFMUsRWDPFuCzi6hQFBmOFkfDpfFoeTJeloiVxqPgZ0gqUbo0u3f+SXloHpWMIJJhRDKMyETh6Qg0EYXEQ9BEGJGMQGNLpUuzJUtPykLP4C+dfXxZiEgYHY2Wz87t+eZb6OIiJpNC5dLQbBKTy2LyOVQ+C65zYzKZikQKFVqBFyaVRCRiiEQMnU2js2l4Ko5OJ7GZdCWQAcs9RCRcEY/XZDKVmWVQYGFVlV6Jbz6QzlSEYoilMDae2Qf8qTLzJ0zqRUX2/0MmsuhUHpNexqafY5J5ZAxAhFLQxTg8FkLFwuh4BJOIYhMxbCJWmYhVJmLIRLg6FK+ZS5Y/mC+eflhu0v7m8Mebi3dDjjVcYXMIDnu/y0H0OGket3xk1P7omwePvxm/Pz00MTY8OTo6PT4yPfL/k/beX41dW6KufVxVdnefvh1u94mdz7ErUFQg5xwLisqJnEESQTlnhCQkJCEUUEI555wFiAyVXckVgCoq2af7j3g/bDft9nGfd+97e3xjj7m3hAQ/8I255p5rreWt5eWt5fXNjbWtzY07m5t3t9Zuby2tbUUXtwKxjfDycmRlJbS4kNpcTW9vLK6lV7dWVjaX01sLa3fWlja34yubnnjSmQiH12P+Nb9/M+Db8LtXvMH1qG8l4k/HE9trsc2V5NZyYjOd3EgvbK2kt9eWtlYXN1dS6+n03cXoatibdLvjTk/C5YzaDR6dwiyTWfl6q2JigtbTPzqCn+jH0oYxZDiONkzEk2a5Kq/JEnMYgsZ5h0qgFHDneDOmWYlFLtLOwUi4llttN4fGrgyM34Cg28bxrWOoDhi0EzEyTIRRRGyxdV7pNGp8OrVXq/HpgD5VS9Cu95iEavGkZJbE4yDoFAgeM4JFj2DREAwKgkKC0ehBOHwEiwahEGA0HEEhYCYodAGbIWXTxUyOgsdX8ThSNlfKJLIw3cO3BvGEadG0kAGDXjjTeuJI6+8/6T5xpP/0X/Vlftp34pO+45/0nfik79TPes/+WVf2/2rP+ZufkNdn//0A5PVDfx3Iq/RkzvgoFIJCdkFAMBSaQqVPcrlYFoPIYKFIVEBbpEk2mTlFYXGIDBZtmk+b5gMKA6BN8+k8AUswC3RLAArjzEqAqUKAuYCca4InQJKpfaPjrf2DgzAEjECCE0kD49DuYfA4FsMXi/VWq1AhR5KIPWDQOAY3yRNwZsUTXD5pkj2OwY8gMRgKnSuSKvQms9vnDEZsvqDe6zV4PKJ5FWuGZ7CZUovxaCyQTEV86QVvIhJLJT0ej95gcYdS9sSa2BnlikXzZpM7GgktLgDyCiymfEspQF5SlSIcjSymlxZWl4OpuC3k+6G8RBrNta7uo2ezTuTkFp6/WkegNLncxYvp0nuPCu88Kn/8ovzZC2DrjcpXu6U7O2VvXpftvync2zn74lnZ4ycV3zyvfvmq6sXL6p2dutevgcp91f5+5d7rhtdvG3beVD19UfXsZf3ePtAyWrW/D6wkASxEAez8WLe7V/n8Rc2rnYb9/fo3b+rf7p/78L7x/bvGdx8a3r5vfP+u6f37hv3XNTuAJV8e1Pvr3r0/2GytZv/tuf335/c/1L3YrXj8Tf2r1y3f/gFYMaLx4x/Offcf9d/9O9C73/ThD+f2Pza83K98udP49v35j999v/nQd39o+u4PDR8+Xnj37eWP/3712/+4+O7b87tvm3f2L+1/vPHhPxq+/dD43cfv+fih8eMH4Pdsfr9fvfui8uXz+rf75779rv7DdzUfvq379t+rP7yv/vD9Y4ra9++r3+yX7+yWvHgJbHZZ+/77PwHoaK1787b23V7T3tum5+/L7j0v2rxT7nL+rvVGTkl5VU8/TqU+kJcsmbSursXvf33v8dfrd7bTG2s/Ka/12xsbdzYBeUUWNv3R9fjmZmJjI7y8lNpcXdpaX1xLr2wuL2+kFzeSy1vLS5vbCxt3AgtL7lQ0vB7zrfp8G37vug+Ql3c57F2MhteWvItx30LIvxgOLISDi5HgQjiQCvmTwWAi6F/w+lIeb9LtSbhcMYc9bDX7jQaPTuuVGu0qGo3S3TcyTmKCyawRAh2Bp4PJRLJoWuU1maN2Y8ik9+pkZrnMqJgxzYrNslmNdJyAOX+z9XLPcENrf0P7UPmV9sbOvg4YdJxBIs+yBAaZymvSeM1qr1blVs97dBqPXuczW4J2jVPPUwgxLCaMRh0hEsBY7AgeDyUSoUTiOIEAyGsMjx3FYSAYxBgePYpDwcl4Ao9G5tNYcxy+SjAt43ClbMIEsr3/2hCOMC2a5tPGIOcybh3/rOPop70nvxg8878GTn7an/HJwIlPBjM/GThzqD/n5735f9dd+Ksfy+uPzXUgrwN/HVwC8oLicT2jkDE4gkSmTnK5pOkpxrSAzJwiM6eobC4gLyqbS2FxiKwp8hQXUBh5ikvhTDOAMeN/ygvoluCKpECf14xCyZuTsWdF7FnRBI+PolC7wZALt1rbh0BgJBpOJEFQ6GEoHEUmzUilBptNpFJiaVQwAo6jTXBmxVNCEW1qmsLiwHCEURQGRaIw+TNilVprtVs8PqvXb/T7TT6fWD1P40xJlHK33+fxuf1Bn29x0REKBqMRh9Ot0hr0Dv+8O8o3+pgCvlyvc4VDwI5S/oXkfxLXO6xSlSIQCqYWFwB52cP+H8pLotO19g9k5OadyMk9XdFQBIHW6I1licWqu49Lbj+qefS8/uVOxbPdquevK1+8Ln+xV/7qTcXe26JXeznfvCh8+LTs6cvKF3uVL/YqXu5V7byp2Xtbubdfvv+mcu913ev9upd7ZY+elT75pnpnr2bvTfXu25q9d7Wv39e+fl+z9w6I6958aHj1+nvHvXpd82qvbvdNw+u3da/36/fe1e2+rd97d27vbcPOm5oXL6ufPa99/rL5/b8DNL37w7m33517+13j/reN+982vvnQ/OZjzbPdyofP656/bn73XdOHPwB9p43f/jsgr/oP/yWvqhc75/bft3z7h6b3HxvffWj++F3zx+8aPnw8v/v24psPl998vLD77tyz3canOy0v96+9/nju3feJ0vkP75rfvz3/dr95/03z/puW1zv1z59Wf/O0YffV+bf75/bfNr7ZP/fu3bl3+03v9oFpj837bxr3dmufP696+rThzUeAxtcfG19/PLf3oXH3fcPOu4q9lzWv9qq/2Su896RgZb3Cajt2s72wpLa2d5AwrxHGYoJkbDYZn0vE7KtriXtf33308EfyWtleWd5a3tjaPJDX6vbm4uomIK9AOu1OJs1+rz3kcwR9No/D4XfY3FZ32OGL+vzxZGRpzZdccCUjobWof80PyMu17AmsRbzLYc9CxLeUsIR9KotG6zAY3GaDy6RzGPQ2PYA9bHXHnYDC3HGnI2JzRGyumMMcVpkc80QivqMbBKOwoQwejMpCEiZGaRSqhK/ymgxRmyFkMgSNWrdO7zHJ3Uq5Y16knRvBIptv3Grp6K+80lF6qb3w/NXGzh4wmchSicRWldylU3mN826jyq1WujRKlwaQl9FnkZlUTBFnhEgA43EgHBaQ1ziBMIbHj2CxEAxmAAYDo9FgNHIIAYNgECNY5DgBA8aPj5LgBDZ5UsSckkxxpWw8HdXae20Ih+PNcjkkcH/1728c/bQ747OBzD8fOP2XAxmfDZ382XDmZ8OnDw1lfdGf/9f9Jb/qK//H/yavn5iSDcjr8OHDhw8D8Q9fyv63E8ODoHEctnsEPDwyisUR6Gw2aXqKwuKQJtnAGUmkwHBEJJGCIJDhRDKSTCWxpujTfCydASOQsHQGfZr/w8zrR/LiiCX0aR5LOMuVSGnc6XEcvm1g8Epnd/8YFEEio6k0NJlKnGSw+XyBRMIRzRIYE0gSkcKamhKKWALhBJfPmBaQmWwqmzMlFM0qVHManUJv1FhsRqfb5PNZAgGZ3kBkMIkMJkcwS2ezyfQJJIUGxxNpzKkJFptAZdC5syyJdlJunORy57QaRzAQTCUDqaQ/mfClEoC8jC67RCn3+n3JhVRqJR1MxR2RgCkQsIbD5mDQFgrJjMZuMOR0YdHx7Jx/zirI6Owp1WiLkgvl9x6X3n1S/uhZxTfPK5/uVH+zV/3NXsWz3Yrne1Uv35Q93y18/Dz/3pOyJ6+qXr6pevmm8sXryldvqnb2q3b2y968rtjdq9l9XfN8p+Thk6Kvn1S+3Kna2St/9aZiZ/+Pqdt9W/7sVcXz3bq9/9qCrGb/wHFv61+/r919W/Vip+Kbl1UvdgD9HRgQoHr3beXefu3u27KnL4sfPK16tlO7+7b29bvvV0D88G31x28rPnyofP+h7t3Hur13Nc/3Sp89r917A6wCBuybW/v2XfXbtw3775refzz/8bumtx/qdt/Uvdw7t/f2wrtvW/beXXj9HvDa5TcfL+99uLT7/uLOu0uv3jQ/e3XuyYvzL95c3Hl3cefdhVdvL+68a3m5f/7Fm+bnry+8eHPhxZvz3+w1fv2i7v6zxuf75168bX7xrvnFu5aX71tevj//4t35F+/Kd1+Uv3xR8uRF3oOvi9Y3Ki22jPaevLLG+r4holorisdm4lFRMiqLxxwrK4n7D34kr7U7ayvbKyvbKwfyWr+9sbK1sbCyEU5t+CJr3oUFWySiddpNXqc14LF4HQ6/w+qx2v0Wh9/hDIb9iSVXNG6PBYOrkcB6wLvu86x5nWm3byUEyMu7GDf4XQrTvMFtdobdzrDbHnQ6/A6H3+EMON1xpyvmcMUcjojNFrJYAiaTz2D06vV+mdYsQ6ORN9v6x0nM8YlpKIUJx9FGJ6jUOYHKbzZEbfqgUefXq50arcsw79conGqhWjKMhF5q77w+MHK+C9TUBb7QB26DIggzXKlTO+8zyd0auVujcutVbq3SpVE41fMuvdZr0jgNfOUsnkXux6D6MaghDHoYiwFjsQAQDGYcT4SgsYDFBuHQIQRsGAkdQoz3wIZ64cMjOChmAkefnpgSMrFUVGv39WE8ni+ansIP9JT9042jn/ZnHhnI/KIn488GTxwezjwMOnUIdPrzgbN/1pP7191Fv+gq+z+T15EjR37or4Pj5G9/19vdhyAR+6FjoNExHJ5IZ7MpfC6FxaGyuRNcPpHBGkPjQDDkKAo7hsb1QEZ7R8bgRDKZzYHiib0jY6MYHGWKe1DtAgpeB/KaEok5YskEj8+eFU2JxPRpHonFhhNJt/oHB8ZhMAIRQ6MTJiYJjAkinY6nUvETdBydhp+gA7aic6aBKd+TPMG0WCqZ16iMZqXBJFVrpWqt0mDSOVwWX0BttZPZnDE0DgzD3OwaaLx4vb7lem3z5ZsdPZ19gze7+/rGkAgahyZUT0xNzc3PuwKBQDLhT8R9ibg/mQgupPwLcZPbIVHKXR53IpVMraQDyZgzGjQFArZIBJCX0mIZhMKyS8uOZ+f8Jjv/y56eUrM+N5XIv3uv8OHjwkePch8/qPr6Rc3jV1VPXlU8elH5+GXVk1cVT16WPHxWcPdR+eMXNc/3Kp/vVnyzU/l8t/LFXsXz3YrdncqdVzWvdmqfvyx/8Kjs68eVz19UvXpVsvu6ZPd18c4ewEFc9M3z3EePC599U7a7C1D6eq94d6ds53XJy93Sl7vlO7sVL3dKnj0vevqk5OnTit03FbtvKvf2f0TF69dVr9+UffOi9Oun1d+8qnm1V7WzV/X6TcXuXuWbN+X7b0pf71W8fl2z96b65W7V0xelT55WvXhZt7sHTEsCWv8rd14V7bwo2XtV+nqndOdl4fNnhc+elrx4Xr7zqurZLiDx2m9e137zuv7Z67qne3VP9+qfvKl+uFN5/3nN16/qHu/WPd6tf7xb/3gHiOse7dQ/3m18tFv/8FXt3edV20/L7j8uf/Ck4v6TygdPq+4/rbr/tOb+0+p7T6oePSi9ezdvczN/bb04Ea9Qq7+82fZVUWVj7yB5XiOORoXxsCgekcfCzvRy8t6DO18/WLu99UN5AckXIK+17fW17fXlzfXU8nooue6LrHkWF2yxqN7ndsfD8bX0wsb3XQ4L64mFtYVYeiWytOaKxm3RQGAl7F/zA/JyLLk86YAnHfItxQLLKVPQY3AZfQl/amNheSu9tLG4tLG4vLG0vLEUSgecUbvOpVHbVVqnWuOYlxmlMyq+3CaQa4Qw2PiV610gDBUYNkIxFAiNTJHyVX6zPmKd9+sUTpXIIBUb5WKbdNYo5coEg/CxtsHhASShG07sRlK6UfghIokmFcrcOqVXN+dUKjxqrd8479EpXTq5Q6Ny6uZdBqlBQeOzxgjILhisGw7vQSAGUKhBNBqEwUJw+BE8AYREQwkkGJE8hsdDMJhhJLwfOtYJHu6BgnrGhrpHBwdhIBgBQZwgwNDjNzuuQwj4GRGHientKvmH1uOfDp4+MpBxpPOrz4YyPgef/Hw483B/5qGuU0fazvzlzbz/faPg1z8hrx8Z6vDhw0e++Pzw50cOHfl+JegDjv/qX7o6utFUyiAcOgiGoNBYIp2OY08eDBVxNMYoCjuCxECxhHEMfhAK7xsdB+Q1jiP0j0HhRPKkQAjIi8kXMvlCoOY1LZ6bFs/Rp7k0LgdFIRMmGTQuhzLFnhTwicxJEBINQWFG0JhxHB5BIKHIJBSBAMdixzBoJImIoVLQZCqKRMHTGXQOjz0j4ohmZ+Qy8bxqTqsRz6u4YhFTwJ+aFWrtTpPHp3d4GbzZERRxGIZvHxi73Nbf2Tt6s32ge2i0cxh8rbu3AwyFkpgTQhVlgiFWKBw+XyiRCCQTvngMkJcvFTN7nBKl3Ol2JVJJoGD/Q3lZg0G13T6CxuRXVh3PzvmngsKverrKTPqceCxnc7vgwaOix48LHj8su/uw4v6jygePy+99XX7v64r7jyrufV16+37x9r2K+4+qv35a+fWTioePyx89KX/0pOzrxxUvXlQ++6b26fO6x99U3Pu64v6j6sfPKp88K3vxvPT5NyXffD9BEoiLnz3Nv/8g+/adggcPS589K37ypPDJ4+JnT4uePil7+rz40dPiR4/Lnj6rePqk5OuHxffvFz+4V/b4yU9S+ujrisePy+7dL9u6U333QfW9h+V371c8eFh5/0HVg4cVXz8se3C//P79mgcP6+8+qNm8U3v7Tv3dew337tfdu1d792713btVd+5U3r5d+ehB1eOHlY8eVH59v/zB3Yr7dysf3Kt6eL/ywePKB4+rHjyuevC49sETgLr7T+oevKi+96Tq9qPaO1/X3X1Uf+dh3e0HdXfu191+UH/nYf2dh/W3H9Rt369dv1O9ul21slV3e7t2e6t2e6t+a6tuc7Nmfb1mda16ZbVlYakxlqryB+v8wQarpV44m9nacby2saFngKxSiyKhmUhQHA0qomHX8srCvXuAvJbWV5c3Vw/ktXp7dXN7C5DX6tZaemMtmV4LJde94VVXKmmNRgx+j38hnr6zuXp/a/3B5tL28uaDte2H28vbd+Irm85IzBrxB1bC3hWvZ83rWfPaF53uJb97KRhYToRWF60Rv86h9yX8S9vptTurq7dX1m+vbtxZW7+9urCd9CbdOpdm3qYEFtKaM0h4cq7UPC1R8kZHIS2XWvvhhAEcfRhDHkUSBykEknha4TdpIxalVzNnkws0szNayYxpdkYv5imEw0ho3xgUgqf1o6l9GHo/jgihUehzM1KnRuZSiW3SOadS5Var3HqlSyezq+U2jcKu5SvFKDqhHwbugEE74bBuOLwbDu+BwfoQiEE0GoLDw0k0Ok+AnZgEozBDCMQADNY7NtIBGuoADbQP99/q77zWeaujr2t4dGgA3N/afmOURJwRcSaR3V3Fv27P+Gz41JG+4591fvXZ8PEvho8fGTh+qDfjUEfGkRun/+Jq9t9eyvvVj+X1x+YC5PWT/vrHn//d1cvXoHhc79hI39AwGoMjMxik6Smg0kRlc4kMFpJIgWIJYDiqawgMQaD7IGNgOAqKJQyMQgdGoWgyjc7hMfnCSd7MJG+GyRf+cJ4QjcvBMyYGxsdACDiMgEeQiCQWE02ljOOJoxjcCBozgsaMobHjWAwMg4Gi0aNo1CgaNYZBj6GxY2gsDEfA0yfpHN60RCxUyIUKOU8qYc0IiJMMAmOCwZtWm21ai0tn97Bm5sawtFEMDYKiDcLJw2Bcd/94PwTRDRm9NTTcPYoYwdEILBEaT+DPimweTyiRCKaS/kQ8kEwEUklPImLxuiRKucPlBOTlT0SBYeOBvLROJ4xALKqpPZaV/WVWwbFrN6vn54uCoaL0WvH67eKtu6V37xVtbZTc3iq5vVWyuVG8sV62uVm2uVm8tla8tlG2uV22fbt0a7toc6tk+3bx1nbB5mbRvXtF27fLtu5UbN8tW9sq3dgu375bD+d4pgAAIABJREFUtLldsb1dvrVVurEBfAIQl6yvV25slq2uVW1v1969W7a5WbK+Xr61VX57u2rrbsX6VsX6VvXWndqt25VrG5UrK5UrK3Xbd+q279Ru3a7Z3K7e2Kpa36xc26hc22jY3Greut28stGSXr+yun1xZfPc0mrT8vrl5fXLKxsXlteaF5dbFleuptevL65diy9fT61eS65cTSxfTqQvJ9IX4kstscXz0YWWSOp8ONkUjDcF482BeHMgft4fb/bF6l2eOqe73uGqd7ga7K5zTk+Ty9vi8jU5A412X6PV3Wh2NJltTWZLk8ncZDBWq7Q187patb5aqSmfU5bOzpUIpaWzc0U8EUAxd7aIIyxkCwpY/HwmrwjPLMAyshGkQhSlEALP7x78fWXt70vKGrp7SXKFKBQUhnziSEAZDbuX00v37v9pea1ura1sri6trybTa8HEmje86lleciTippDfn06m726l76ynNhb9yWByNbZ2Z215+05kac0eitiigdBa1LPscS673Ksex5ILkJc/HQ+vLVkjfr1TF0h4lzZTy9uL6Y3Uytbi+tbS6sbCwnYylA44IjZLwGQLWWwhi8GjU9tV8y6RXCMcGQE3X7jZB8MP4OhDaBIEjh8g4/Firtxn1ITNSq9G7lCKTHNzFtWcUy61KoRqCQgFG4DCwThqH4rSi6b14/CjE9QJmUDiVM055SKbWGSVSKwSuUOjcGqllvk5y7zUpGaJeWMEZBdkqHVsvB0K64DBO8ZhbaPjnaPQPjhqCI1jzUrVNhdTKBpGoAZhiAEYDKB3bASEhA5AR250d1y6ceV6243O7raOrlYomSyYnaLBWjuLftWV8dlQ5uG+458NZBwZ+urIwFeH+45+1nP8UOepP7+V/VfX8n55ufC3f0peh//z+BPyunLpKoyA7xsf7R8GYXEEGotFFUzTpqaBzGuCy6eyuYQJJhiOutbR3XTlenVTS8PFKy3Xb1282dYLHiVMMOkcHmNawJgWTPJmWIJZoOY1JRSzBLP0aS6VMwVCwPvHRrtAw20D/aMY9CgGDUZhRtDYMSwOiifAcIQxDHoMiRxFIKA47DAMOjA2OgyFg+FICAIFx5NIk2zWjECokM8qFWzhDIk5iSQRCYwJ/pxUpFTLNCaN1cMVz49h6YNwcs8ooQOE6eocu3Zr4FYvqHUAdGNgsB082glBDELxY3DEFI9vcTjDyWQklQokEwCeRMTqcx/Ia3FtBZCX0e8/kJfO5UKQyCV19ceysk9nFmQ0X2mQKmp84YrESnEknRdKFiSX8tbSBRsrResrBavpgpWlktXlktXl4vRScXq5ZHW1eGWlMJ3OT6cLV1byV5Zz00tZyytnFpbyF5YLF1YKkumC1HLB4kpWaqkysVAeS5ZFE2XRRHksCcQl4VhZMFrsD5eFYuXheJ43kO3y5gdChaFIgSeU5/Dn2n2FnkCJJ1jo9ORbnflWZ47FmW12ZJnsZwzWUzrzSY0xQ204Ma/PVGiylLqsOU2ORF0k1eWJ1VkziiyRKpc3l8ubO8OTZHJmz3BEudPSoilpIUtcwJzNnRCcpU2foXJPUbmnqNyT5KnjJFY2lnUGxTiFoJ9BTJxFMrJRk2cRE6dhtALIWD54NHcYkjMEzhuC5A+PFEPGS0aghSBEAQiaNwDJ6xvO7xss6Okr6O4u6OzKaevO7+zL7+zLudV16sqtjJarJ85fyWi5mnu5N/dyb96VvvzLfXmXevMv9eZd7Mm72HOyoTOzsfNkfWv2udYzVRfPVDYdzSs9WVbR2NlDlMnFwcBM0CuOBBSRgCedXrp3//bD+wfyWr+z+T/JK7G0CsjLnV60JmLGoM+fTi7d2VzYWomkY/agM5j0LW8tL2/fiabX7aGIIx4Kr8fcabd9yeFacTvT7gN5hVYXzSGv3q7xRl2JlWh8ORJbDCWXo4vLsdRSJJQOBBZ9QKuEM2o/wBxWzRskIyPgppYbAwjiMHEShKWAYbhBCgEv5sq8BnXIpPRqlF6N0qXR+s1K77zMrhKqJYPwsQEoHIKnDeMZIBK7D4sbnaAy5DMSp0rmUkidc1LnnNQmnbPNy+1aiVklMSnFBhVDyIFgEJ3gwYv9A1eHQTcgI60jY60jY11jsEEUFoInUTh8rcMzJZZB0FgYkYym03GTk0Q2Gzc5wZwR0Ke5w7CxK7duXLx2qbX9Vk9fN4xKEgiZlPGb7QW/AOQ1cPwQ+MxfDPz+SP/vPuv58tOe44e6z/y8s+DvbpX8w7Wyf/5v8jp8+PNDh4589tlhgEOHjhw+/PmRI18cOnTkgINXP/vs8D99/lfnauqgBMwAEtbZ349E4egTLDKTTWZOERksoEMC6PACwZBNV663XLpe23A+t6C0tKL2/MVr3X3DZBqTyxcBA0bmzCywRCprVjzBn6HzBBOzAubsDI3LQRAJ/WBwZ2/fMAiCRKKRKDwKTUBhSQgsEYYGNlXDQFAYIOEaQaKHofChcRgYjoThCFgqnT3Nm54R8kQizswMa0bAFYv4sjmBXCaQy2YUcrnBKNboiCwujMxA0qagpEkEgQTHE9FkKpHBJDPZQDmfzGTTWKzp2Vmz0+mPRoPxeHRhIRCLecNhTzJkDbgkyrl5vTqaiqVWFgMLUXvEawx5zBGfKehzREJmrwdPZ9Q1tZzJyf99UW3G+Rt5EEQZm1smlhSIhbkz3PwZTv7cdK6EkyOeyhNN5Ys5BSJO/uxUnpBdOMMuELDyeJPZHPpZNvXUJOnkBCGDji/Aow/IwyKzUbCziPHTsNGC/tHiIWgZGFE5gqqAIMuHYGWD0NKB8fyBvty+nqzuztMdbZlttzLbbp1qbz3d0Zbf2ZHb3pbdeiunrTW3vS2nrfX09WsZly/lX7mRe+lazsWrORev5l66lnf5et7l67mXrmU3X8lqunz23KWc81cLLt0svHwr/+KNnPNXSy/cKj5/o+Dc1byGy3kNlwvOXS0+f6Ok5WZ+w+XsmpbTFefOVDbl1F4oaLxS0Hglr/5SQW1Lfs15gILaloLalrzq5tyqpjNVzWerz2fVtGTVtGTXXsiuvQDEp6obcs9dyG44f6K85mhJ5emaxpzGluyG8yfLq39IRlnVseLyLwtKTheVnSkuzy6pzC2rziutziutzi2pyiuuzMsuys8pLswrLcovy80qPJOZcyYzJ/tMft3NVrp0Tu7zyQN+RTCgDAScS+nE3fsbj+4v391Kr62ubaxubW1sbK2ubC4vbS+nt7dWt7fXttfXN9eWVldiC2lvbMkeWXQuL5ljIUvYE1uLLd9Npe8kU1sJR8wZXY4sbC4t37nrT6W1bo8l6g+sReyLTvei0512WVN225LXvhTwryTi68vuWEjnMNiDznnjvFKvNNoMGqNabZjX6ud1FrknYndF7bag2RVz2SJ2rddkCFiNfqXOKB8eHDp/8VYHBN2NpPQhiWAEcYCIJomnlT6TJmhSOFVSs5w3L+IpRJMK1pxeLBHPgMAjvaOwQRwVRJiCoNkDODyIRGApZ6V29axFKrHMSSxyqVUldM7zzTKeYU5sUoqNCtbs9AgKequr7XJv14Wu9ks93deGB2+AQDfBI50w1BCeDCYRIAQ8kkqlczlcoXCSzyVNTeLYE5gJGoJOIXBYk2IBmk5u7W6/du3KQH8vlkYVCRhUyMX+0r8bPPOz4YxP+o99NpjxF4PHPhk+8WnvsZ91Hf+sP+evewr/vq3479vKf/P/S16/PfTzuoqqMRxqEAXv7O+HIzBU2iRpkkVhcSgsDm1qms7h0aamqWwugkDuGgJ3D4Bau/party4equjs29oeBRGoDLoLC7wTJDBnwHmCbFmxQyBkMrl0Xg8tlg8JRITmaxRFGZoHDaGQKPwJDieBMN9vxfkCBIzisICDzTHMTgoFj+OwY2iMGA4EgxHjqGxcDyRSKXRmaxJLpfF403NCgWyOaFSIVQqOGLRtFSiMJp0TrfCZJObnfN2v8zkkmlMIoUWWMtQqbcaHT6zK2Cwe8UKhVSlsnk8vkjEH42Gk8lgPB6Mx72p8I/kFVyM2SNeQ9BtDnkNfpc16De6XaRJVvOlq9kFxcdO5B3LKjlW0Xzs/PUvL9761+Yrv2u4+FXj+WP1zUfrmo7VNh2rbTpe03Sitvl4TVNGTdPJ6qaT1U0ZVedOVDYeK68/Wlb3VWntV6W1/1pTB/Av1bX/XFXzjxVVvy2r+E1p+b+W1f2uouFYdfPxmvMnqpqPVzYdLz93rKzx38oq/6Wk/J+KSv+xsATgn4vL/qWkPLO2PqO69kRVzYmqmpM1dRnVtV+VVfyuuDSjtPJEScXx4nKAEyUVAJkl1SeLq04WV50qrcmqbMiuajxbUX+6rDa7tC67tC6rpPZMUfXpwqrThVVniqrPFteczC07nlV87GzRsbNFJ3PLTuVXnC6oPJVfcSK/9HheyfG8khP5pScLyzOLKk4WlmcUlJ0u+m+cKizNLCjJLCj5MqvoRH55RkHFV9nFX2YVHc8ryyyqyiyqyiwoyywoO1VYfrqo4kxx5ZniylOF5SfzSzMKS04WlZ4qKc8qrcwpr86vqC2orCuorDtdWHy6sPhscWlWSdmZopJTBUVnikryKqo6xmFcjVbh98sD/vlIWB0O/3+Qly284EwvWxMxWzQQSkdCi0FvwhVYDLji3kDK708Gw0tpfyptDoZs8aB3OWhN2T1LLs+y27bgAOTlW47H1tLOSEBhVJm9VpVBJdPI1IZ5pVah1CpUarnGIjO5tGqbUmmRG3xGrVsnMSnEZoXSNqtUiwb7By5cbusaxfagqL0IwjAMP0BEE0VTco9e6dVJLHOzeglHIeDKBAw5U6oTzYr4wyBI1yi0D0MewEwOwiYGcHgwmTg1L5Y5tWKbbM4ml1oVUqtK5JgXWOQ8w9yMbm5GK52c5Y5gYDe62y72tDW332rpbLs6NHATDL4JHmkdhfUgsYM4zDiFTOZwpmaFU7NCGoeFmaDAqAQklTxOJmCYExOzPDqfgyZiQaChnu5ONIU8y58gg1r6i/524PSnoJOfDB0/NHDszwaPfTKY8VnP0U+7Mg715/1tb8kv20t+8WN5/dBQQPCn5fXLT76oKCqBoOHDGGTXwMA4FEki04kMJpHBIjJYQNpFYXEAheFoDDyDiaUz4EQymkrHM5hEJps+zZ/gCZh8IUswOykQTvAEEzzB5MwsnSfAT7LI7Ckad5o0NYWgUCAYDASDGSUQxkmkETxhDEcYweBG0N/LC44hoPBkOJ6IJJJRJAqCQBrH4EaQaAgCNYJEw9EYLJFEZjAmuVygeC+Qy6alEvaskD0rlGi0Oqdb7/Lp3MF5u1+oNk+LlEyehMoS0NgzPLFKZXDobT6txaM1m5U6ncXl8kUigVgsGI8HYrFIKuVNhe0hz9y8fF6vjiSjqZXF0FLcGfMb/A5L2Gf2uy0Bj9HtmpjmXrzZmlVUcjw763fZ2f+UnffbnILfZBf8w+ncf8vM/vJk1u8zzn55MuurzOxjmdnHMrOPn8w+kZmTcSr39On8H3LmTAHAiVP5J07lH8/MO3Yy92hGzlcnsr88nvXl8awvT+UeO1uQkVOcmVNyMrv4VFZx5tmiU1nFvz915oAvT5/96kzWsaycY1k5J3PyMrJzT2TlZGTnZubmn8zJO342+6tTZ07m5ANkZOcBnMzJz8wtOHk2P+NMXsaZvMysgjO5xVn5pWfzSk7nFB1cZuWXnsktPp1TdDqn6Exu8ZnsorM5xWdzirNyS3Lyy3ILyvMKK/IKK86UlZ8uLTtdWna2vCK7siq3uia3uianqrqspqqspqq8tvoA4E5hRUNJdVN5XUtF/QXgXNV4qabpSnVDS3VDS03jhfrmy40tV89duNbYcrW++XL1tWvV167V3rjReOtWc3v7xc6uKz291/r6Lw72XxjouzjYf3l48Apo6Cp4+Nb4aDcaSZ2ZUTid8wGfMujTxSP6aNi1uJi6e/f/Vl7u9IZzYckZDXtiPrPLJDcotA6D0Wc1uPQKo0prd9iCUXMwZI0F3Et+24LDs+Tyrnjsi0572gfIK7q65IwETB5zaDEcSgb9MV80FY6mwrGFSGIh4o3a7H6T0iybM0jUTo3ULJ+S8yfnuBLDtEQpGOwfuHS1oxtG6EJRu2G4QShumIIjS7hKn1Ed0MsdSrlNJTLIJHr5tEGgMM3NiviDQ6DOkfEeFLEXSe8bo/ag0EMEHEs5O+fQAPKasymlVtWMVTFjlk/rpRy1aFo1yxRNjxNRrQNdF3vazrVdO9d640Jv95WBgauDwzcgI50wVC8aiZpksMXiaYl4ks8jMOkICmGUiIES8SMELIpBowunRRqlxqTj86fBoCEUgTAzTSMPNvfk/1X/qU/AmZ8Onzjc99XnQ8d/1n/8065jn3ad/ry/6G/7Kn7VVf6r9opf/7S8DswF8D/J6+8+OVyYnTuMGIfgMT1DQ6NjcAKRSmQw6RwekcHC0RhY6gSSSEGRqFjqBIpERVHpABg6AzsxiaZNoGkTSAoNkB2RycYzmCTWFGtWzJHM0ab5UyIxYZIJRqN7x8a6x8Z6YNBeOKwLDu2Fw/sQiAEEchiBgqAwUCwBQ6QSKQwMhYal0nG0CQyFBscTgfwLBENAkSgkFoenUiempqZmhdMSMXNGQOVMESYZJBZzWjqnNFt1Tq/a4ZPo7UyRkjIpJNB4OAqXMinkCuelKqvG5DM5IhqTSaJU6q1WXyQSSiSC8bg3HA7G476FiCPslakVKt18OBFJrSyG0wlXPGDyOxxRnz3sd4T91oCHKxG3Dw4U19acLDx9rODU7/PP/j4/92h+fkZu3unsrLNnT/8u59Tvc08fzTt7NO/s8dyzx3PPZuRnZxbknMg9eyL3bEZeVkZe1sn87MyCnMyCnFOFuXk5hbnZBTlZ+TlZ+dln8w44lZNzNjcvO78gt7AoL78wL7+woKCosLC4oKS0sLSsqKy8uLyitLKqrKq6vLqmvLqmoq6uvLa2rKamvLa2sr6+sr6+vLa2tLq6prml9vyFupaLtecvVDedr246D1w2XLwMcO7y1fPXbrRcv9ly/eb5azearl2/cKv1amfXta5uYIOC6909N3v7bvT0tvYPtA8OdQwNdw6DOodBXSBwNxjSOTbaMTrSPgLpHBvtho73wmF9CHgvHDYMh4EQcAgKOYJGjWExY1jMOA47jsOO4UhjOBKMSEVRGSgqA0GmIykT2AkWlsbE0pg4OovAmCKzpilsHoXNI7Om8TN8glBAnhVSxSK6VMKUyVhyOVuhYKtVrHklW63i6jTTei3PoJu1muUel8rpNEej+mhYHQnq4hFdJORIpRbv/4+Z19LW5srW1tr2+trG6g/l5VnedKeWndGoLx5y+B1ai9boNtuCbpPHqDTNq602sy9k8PnNEZ97ye9YcgGZl33R6Vj2O9LBwGoyvr7sigY1Nm1wIbSwlkqtJtPriyub6ZXN9NpmOrESdMccWse82q4yBcxar0FqVUmtKpllRqaeHRoaunKjuwdO7ERSOmHYgXHsIAlFlnBVfpMubNL4NVqfTuXUaZwGqUuutqtmRfzewaF28Gg3ktCDpPfD6J1wxCAeOymfEVtVQrPkQF48g5RvnONoxSzlzJRihinhoxik7vHhS73tTe3XG29dP9fRdr67s6W7+zoY0o1EDeAwWO4UWyplzwopbBaOQUXQSWMUHASDGiFg0ZN0pmTG6HWu3d4IBv1EAg6Jxws5VHxvQ0f2Xwyc/GQk82fDJw73fnlk+NihvqM/6zzxWVf2z/vL/76/+jddVb/qrPxxq8ThPzbXn5ZXdubp/nHIGAnfBwKNjMLwBAppkoWnT44gMUPjcBAMOTQOBwIQDDkERw4jUGAUBozCgJBo4AxCoqFYAhRLgOKJ4zgCFE8kMNlULg9DZxCYbBAS3TY43DY43AUeaQdD2sGQrtGxvjFo/zhsEAofhMJBMOQ4EovCk/EkOp7OIExM4ukMDIWGIJDG0FgIAgXIC4ZCowgEyuQkU8BnzQionCk8YwKKx6GpFOaMUGYwaR2eebtXqDZPzMjGkNQ+EKp3GInATU5MSQB/GWwhtdEokss1JpMnFALk5QmFArGYNxV2RnwytUKpVQVjodTKYmQ56U4ErQGXOxZwxwLuWMgdC6msRgJrsnsE3Nt2pav1avvNa603b7W1dbS3trXfvNZ67dLFW1cvt12/2nHzevvN6+03b7TfvNXZ2tbd3jXQA9A92Ns92Nsz1Pc9o5A/pndspA8K6oeBBxEjw4jRIfgICD4KRoyNoKAgFAyMhgONzqM41CgONYZHj+HR42QcAJSCh1EJAFAKHsVmoKcmMRwmemoSyZpAsiaAS9LMNABZyKOKBHSJEIAmFTLkYva8bEotZ8/L2PMyrlbJN6hZahlHp+QZ1XyThm/SAMGMRSc1GyQmvdioExt1UrNBZjUBiC0uidUttXlkDp/c6Ve4AgByj0vqtM+5HEqfR+nzzLkcco9rPuBTeT1Kj1vpcc/7vJqAXxsMaAJ+td+n8nvmA15NyK8PB78nFNCHAuZgyOgPmAJBazhii0St4Yg9GvOkFpzxuHshZU3GjfEIsIS3IxFffvDgT8trdWttbWN1cWU5mloC5OVaWncmFhyhYGwxsbyxtLCWWtxKL26vLmymIulYeCntTSwC8vKkA0DN60BezuVQcC2V2Fhxx0IGlz60GFy9k169k167nV67nV7eXFhZT6U2o8FFnzVotoTM9rjLEnMYw3Zj1KnzytVGGQgEAuTVjiR3wrBDMHw/AUEUsxQ+nSaoU3lUSqdKbJybMypEdqnCLOPPcHsHh9ohY50oQg+S3gelAfKamOMLDHMcDX9GPys0SPhaMVst5OrEHLWIqRCwlDNMhZDImxwlo6/0t7d03WjuuNHc1dbU2d7U0XFlaLgLgRwk4nDTHJZEwuDziMxJYMwIJqBAKAQEj8GyGNNKaXAp+Wp/d319dZJBxxJJAjYZ01XbfubP+jM+GT31Gej44f4vj4COH+k5+rPOk5/3FP1NX82vemt/3VPzq+7qP5LXQanrJ831x/LKPHq8Czw4TiYMQCCQESgOTyZNsqhsLgxHHEPj0GQakHNhKHQcjYGhTWBoE4RJFhAQmWwik03lTH8/upzm07g8wiSLxOaQ2Bw4iXJraPhyd8/ljq7r3b1X27suXL158crN67c6r99ob2vv6esHDYHHR8aRYwgMFIWDYwhYKh1LpWMoNCSRDMMRAHmB4chRGHwEChtHofBU6sQ0d5LPo3E5ZDaLyJykTLE5YolUZ1BZHFKDjSVWYSd5w+OYy7d6mq+09YJgeNoUkyeZlet0Vq/Rbp+bn9eaza5AABg2AimYNxV2Rf1yjVKhUfojgeTyAiAvZ9jtAZY2TIT8C3F3PDzvtPDnFRKlUKSY5c/NciVi7pxkWinjKkRsuYCrkvJUcwK1XKCWz6oVs2qFRKuS6uaFWuVPwjao2AbVlHF+yjjPMak5JjXXrOGaNQKzdsaim7XohWad0KwTmfVii0FqM825zXNus8xjkXkscq8VQOaxyL12AIXPofQ7D5gP+9WRwHzYPx/2q0I+VcgH3FFFvAfMR33qmF8TD2gTQeCsS4Z0yZAmHgAu9amwOubXJoKGhQiAPhU2LESMi1HnYsqeSlgTMWsiZkvGHQtJAEMybUimjanlA4A7+sW4JhlRJ8LaVFSbis7HQ+pEWL8YV0dD85GgKhyYjwTV0RCAKhzQhPy6UEAfDhoiIWMkpA8F9H6fzue1B8NWf9AWCDlCEUcoYguEbIGQMxx1J5OuVNK5tGBdSJiTMUMk5EjEVx4+/D+Xlye6aA2lnAtL9mjU4LZ7I570RmplK7W8vZhcT6U2kgubS0vbt4OLK3qvD5CXbcHhTNldS07bgsOe9gGZF1Dz0jm0jpA9vhyJL0cS6UhyORpbDC2ko5Flv3/B64zabRGrJWI3hCxqv1kTsOgCSpVxbnB46OKNrm44sRNN7ULgh1EkMA1DlXFVAYM6oJU55sQmEVfJn5YLmBrOjFowxWX2DA11jIx3IPEdUHLHKOnmyGg3Ek4SspkKPlXCmJxjMaRsinCSLuWwlAK2SshSzjBVM0zlLEXMxUxPtI8OXB/qutzXcbGv60Jvd3NXx8X+vpsjkC4UHM5kTAiFEwIekTmJopEgRHQvahyCQY0ScVgWgz8vC6VTj54/icUiZBKBRKML2GRka2Xb6S8GMz4ZPfkz0PHDg0e/AB/7ouerQ51n/7yv4he99b/pqft1b+2v+2p+8f8irx+Z60fy+t+fHDr6r7+71d89RsIPQCAg8BgGSyQymBQWB+hKxVDocDxpcAzWBxkbGIX2DY/0g0YhUOQgZHwQMj6OxMLQeAyRCsUSYDgikcmmcXkY2sQ4nghColsHhpo7u1s6us/fbK9pulRSUpOfU1qUVVqWU158urA6v7K59vz1K609vUOgMTgUS0CSqXA8EY4nwnAEKBYPPHYEho3gsfEhyAhofBxFIFDYLKaAz5wRsIQzHLGIPSvkSqRijU5jdyut7mm5jswVjSLx1zv6zl9t7R4axVGZLL5YpNBqLS691To3P6+zWJx+vy8SAeQVjMc9yRAgL7la4Q35EukUIC9/zB+IBwKpUGAhGliKeRfjjnjIFPbOhS2KsF0edM15XTKvVxnyqyJeWdgpD3oAlEGvKuTThPwAyrDvp/E7VQGXOuTRhL3aiO+A+XBAHQmqI0FNKKAO+rXBgD4cMkYj6ojvR2iifg2w7tgPMMTChljYGI9YEnFzPGaKRQHM8RiAMR4BOHinKRE1J2PmePQAYzRsjIYNkZAhEjp4D8BBbEskLLGYKRIxRSLmaNQaj9sSCVsicfCNAMZoxBAJ68MhQzyoi/q1EZ8u6gcCIDZEQvpwUBv0a4Pf20oXCmiDfkM4aIyETNGwJRK2RMKWUMgcDJqLYxE5AAAgAElEQVSDQWs4Yg6GzMGQNRz5YeyOx+3xmGtpwZFecKQXHAtJ90Jq9f8m8wLkZU8lrBH/nF4hVQs1ZqnWMqexyGQGidKkMLhMnljcHUvpPF5T2Ote8luSNkfS5lx0WJI266LHuuBzL0YCiwmzzzUlZjKFE4I5Dl86JZBMiRV8iVKgNchMfp3ZbzQHTcaQyRCyaIImuUs3a1XK7LOzCl5nd9f5q+29SHIPbqIXTQJjKCMTOLpiej6oB+QlMYv5GsGMWsjScmfUAtY0s3tw8CZ45AYUdWMU3wrGXxka7oRDSUI2SymgzzFZ8imGlE2eYZBnmXQph6WcYc0LJ5WCCZmAOscjS7jjVHQ3DHSlv/1Cbzvgr5bensuDA5eG+gfxWAKXQ53mYBl0GAkHJqAGsPBxAg5BpxC57CmZSG03273OuTkJGoWYYLFnWGT4zfL2018MnfxkJONT8LHD4ON/AT765z1fHenO+auBut/0NP62o/4XPXW/7K/95Y8mZh/64UPG/xN5/e4f//lad/sIAdsPBg+DRtEYAmFikjDBHEPjoFgCjsYYQ+Pa+4dudPW29g60dfZ19gwOgcf7BiEDw6MwJA6JIRLIE2A4agSJIbGmJgVCJJnaNwa91t1bc+FSXWtbQ2t7ZfPFM7nFJ46eyT6eU5pZVHKioPx4XsmJvOJTBWX55fV1zTdau4ZgCASZOoJEjyDRoyjMKAoDVOtBMMQwFA4aHRsAgQdHRuBYLIk5OcnnccQi3pyUNydlCWcYfAFPplBZHCqbR6Ay0vhSDIU2NA7rAUFGURgKa2paLJVp9QaHS6nTieRyrdkMyCuUSPgiEV8kciAv2bzcE/QeyCsUD4aSoUg6FllO+hejjnjAHPEZQx6N32kM+qyBkM0VdrgjHk/E4w05XT69L6j3BnQev94bsPjD1kDE6gtbvCG9L/hDDP4QgNrp1Lrdeq/X6PebAgEAo9+vC8e+JxjVBiK6QMQQipkiiT+W1PcaCkd/hCkSM0fjznjKHk1YwzFrOGaPJhyxpD2asEXi1njcEotZYjFzNAqoxxKLWeNxVzTuisbdsYQnnvTEk+5YwhWNOyMxWyRqj8YAbJHoAZZYwhyNH3yjJZawxpO2RMoR9TljfmfM74oHfogl4LMG/QC2UADAEvBZg0FLIGDy+Uw+n9nvtwQClkDA7PcbAl4AY8BrCvoOfsoQi2jDQW04qI+GDbGIPhrWR8OmRMwZDZvDAddS0rW64N1I+1aXvEup5Xt3/oS8ljc3/1he1kTEEvbMqGbobDydiaIwkTQOjsTGUDkUjnhaY7PbglFg2Ohc8JriFkBe5oTVnHKZEm57IuBJRHROq0AxPcGnTvKoVDaBMomb5FLYfLpUzjd4NWa/0Rq2mMJmXcCk8Gj5eilFwuZpWOyZiRu3bjZdbu1HU/vIrH4sZQRHGyQhiGKmzDOv9Knm7FKZbU5sksjM8lmHdM4k5QimOvv7rwwMXYZAr4IxrWD8dTCkD4NiKoQii3LGJJZaZWKzjKcRkQQTVDGbqRAA8qLO8SjSaYqcTxdNgfDQy31t5zputPR0XOzrudDXe7G/r7r9Ztv4KGKCTmBNIiikEQJ6hIQZoxFgJAKOPUmb4U3M8iYEXCqTjsdjUUj4FGd6hkWGXi9tP/3FcOankBOfgI4eGsn4S/DRn/ce/bwn/28GGv6h+9xv2+v+vqf+F/21f5R5AdoCzPWDnon/On44//HzTz75x1/+8vr1q2g8rn8U3A0aRuLxOBKZyhLAsGQYjoAkEcksJpZKx1GZUAwFQ2Cg8RNY4iSKyMDTpihsAYnJI7P4GBqVO82nTrMRImYPEnqhqvli7ZWq6x0Ng/3V1U15vz9z6ncZ+WdzLxRV9lSdG2poGStr6Sqsu1ZQ2nI2rykz92Z183DvCAiJhxIowwjMwDgMBEOOIzFQJGZsHAECjwxAIF0DA70QMBSHJUwyWMKZaamEOTvDEs4y+AIGf4YvU8ybHQanT2GwC2QamkiCZ3PxNBZzakYoVkpUepnZpnJ7VRaXUKae15v8wUAoEvRHw4FEyhmJBWIRh88zb9CJFTJfJBRfWogvLQTjUV88ElpIxJYXo+kFfyLqDPltfo/N7zH7XN/j9Zi9nv9c3NWn97n1fo/e7zEEvLqgVx/y6cI+XdinDXgAdEHvAfqQTxcI6AIBfTCoDwYNoZAhFDKGw8Zw+ODyhzeN4f/6R9VFQrpICIgNsQhweQBwXx8NW+PxHwKkRQcANw8sZo5Ggfgn+cnPcaRS9mQS+Kj/9rZEzJqIWeLRH2KORf4nbNGQNRIEsIQDlnDAHPKbQ35HJOSIhOzhoD0cdERCzmjYFYu441FnNPyTuONRTyLmTca9ybh/IRlZSae2Npbv3bn98O7a7Y30xsry5urq9vrK1try5urK1trKZnplczm9sZJaX4mtrPpTi65o0hpKOBNL9mhMZtFL9HKZUSbVSuRa2Zx6Tq4TK4xKg9Ni9nqMXrc55LXF/eaIyxvxuqNed8Jvi3utMY9rIeiMeTV2/ZxBLjcpFUalTC+Xa2Vq07zBqtNbtEa/weDTG/0GU9hsjlg0Pp3IJOGopgXzDJGEfeVCS039xT4UpYfIGsAxRrAMEBFPmuFILEq1Tz3vVsps0jmrVG6Ryk08iVbA5E3e6uy5dLP7ejf4xjD8BghxaRDUhUKwVBKZUys0SGZ0whmtaFYjocywmXMCjlLEVAjpUh5dyqPP8WlSHvX/Ye2tguM610ZNx7GdxCHvnb0DO2DHjCEnTsxMsmxJJkmWLKaWWkwtdauZmZmZmZlBLGOS85+quT5TNTVVM1dzcc5cLLvTW473/0/tcT0X3/p6NVm1nnrf93u/1RIilDkHgnTeab5+o+7i7cbb91rba5q7brfcvXL7Wn1X0yhqehQ92wcb74VNdsyMjsHHkBQcicMlMGl4Jm4WPd0/PDYJIcCZTCJ2YPTW/o69W/v2v997aEvP4U39R7Y9/H7Twx/f7j73UX/V533XPwdVfdF//aueV2te/1/l9Y+//a2urmZyBtI9NNDa1zs6PT0zB4dhKGMziBHI7OjszOjsTO/w6CQMPTaDGh2FgochI+MwCBQLQ5ImZ9DDU3AkgYGiUPF44hgU8nAafPluzekfTtRcv3ezo/dYbc03R376fvuhS8fPN99pGKpvnbjbOnKvGXqjaaK6vv967cNTF2sPH6s5eraxpqGzdwQ8PgMamQKWCMCjE4Njk32DI50gUCcIBMhraHoKgkZhaFQsnQYl4KZR6FksDkNjcGQKldmhtbnlBrtAaaCIpDg6B0dmMhgCoVApUeoVRpvG5ZWbHByxUqrSOlxOt9fl9HtdoYg1EPKGgzaPS65Vc8VCh88TjEdDiZgvEvLFI/5E1J+IeqIhe8Br9jgBeemcVoB18gIuOYPfYwh4DQGvPuQzhP2GsF/nc1ei9boAXicvQCWvCgVI+iozsvJMOSUEMETChsifO8scjVay7tF151hiMUss9rrn2mIxazRqjUYtkYglEjGHw8DAEgmXMYdD/yllc5mCvkpsoUAlgJv+NcBtQjyJmC+VCOeziYVSZmVp8dFyfrGYKeWy8/ncQiFdzCbz6WQ+ncjGkrlEqpBJFHPhbM4TT9qCUb0nZAknbJGo2mXVe8zOqNMTc4eSwXAqHEh4g4lAIBmxBwNap13ndVkjXnPE5fS7bX6XNeQ2hlymsNuRDDpjfq3DpHMZHBFXMB0KpkPBRCCUDEaSoUgy5IjZLSGz3qtTezQar1bl0UjtcoFJJNQzOAJSbc3Ni9dudU0iumD4nlkcaBLVMzM9RcJQ5WyBScQ3cOkKKllCIksoLAWRISZjyJgHrR11DR01jd01D/tutoJudnTWD/bPsSlsvZit5XO0XJaKy1bwYDQMlkehSNlEKQsnomOFNIyIhhJQ4Hw8io+D02YHJtrvPKi6fPPC5dqqGw/q69vbrtTWXK6rudPe3gwe6JgcB0GhvdBZKAGKY5IJLCaagsfQkVPIyZ6BodEJDIrFIqL7x6r3dezdCjrwQe+hLd2H3uw9+G7HT+92nvhg4Mpnw7e+Hqj+ClT11X8ir3KGuGnTltfJ6+0NG/7+4YfXr18dn57qHRl82NM9OD4Ogc3NYamTMPTA+GTP8NCd5qbTl68+aO990A46dfLiqZMXr1+rffCgo6Ojv7rm/uVrNSDwOBSDa2/vPHfp4k8XTh787pujh4/euHHn/P3Gb8+e/enQj9d+ONta0whu7YE09802do3eb4XfeACra4LUNoxcvtXx49k7R07cPlPV1NDe0zMEBk/0D471DAx3Dw73jIy2Dw429/W0dHW1dnd3Dw2Ozs7AiQQyl0PisOdIhGkUegaDxTFYfKVaabIrjDapzirRWpgiOYUtpNB5bLZYKFSKpBqpxqS2OJUWF1eiEivUVrvN6XY4fB5nMGwNhNxBv83jUug0HJHA6nYGYpFoOhlKxALJmC8ecYUDQMxldNkNTpvRZX9hrorIy+ByG1xug8dl8LjK/jIGfS/8VRFN6Lwundel9Ti1Hqfe7wMwBPzGYADAFAqWWX+RvwxngIAFGJfr5WXMsQiANfpP2GJRAHs8VokjEQcoHzqTCWcy4Uol3emUO53yZNJlvNlMGX82W4kvk/FlMt50+tXJf40/l/bn0oF8JpDPBAvZYCEbKuZCxVy0mI8W87FSIT5fLLPusJLEQimxUEouzqeWFtLLi9nV5cLjtflnT+ZXFwFnAfLKlHKAvJK5eLqQypRyqflCNF/wxJMWf1jrCuh9YXMwpPXY7RF3rBRLL6byS7nsQra0li+tFtMLRVckrHE4jF63LeozhRx2r9vkdhi9Tn3AZQp7XemoOx42uO1qu9YV88QK8UQpmcjHY9loIhtL5RO+jNcetem9OqVLpXKrVR6NyqNRutUKq5jJJ9+sqT516WoTeLxnFjMwR+iHYPpmZ8fxaLyYITCJ+CY+VUbB8fF4AYEuI1MEFBQB96C1+/b9jpr6rpqH/TWt4GstzXV9HaP4OYyAguHhMBw8nI6BkRAzZCSGS6ZI2RQFlyhl4cWMl/IiYkVksoSEYcJ6xlqu3T13uur4+ZpzVXfvX627c6mm7nLt7St379W1t3eOj4+h0QgaHM8h45kMBBmLoSMnkWOd4IHRSRSazSagQKM39nbue7f/4Ie9R97qPPxm5/6324+9231q28D1z4drd4JufgWq+gp07cveS680qVZWu/5TeW3d8MaH77xz7tyZ4fEx0NhwU1cnaHh4GgqDosnTcGz/2ETf6EhNQ/1Pp8+2dA90gEYvnr566viFi+eu1999ONA/dv/ew+PHz9fWNoCGxs6eu7Rr1679B/cdPnzwzKmztXfrT9+4dfT7H6//cKrzYu3Q3daRu22Ie53Yht6p++3YW83o2mbYzXvw63dmT1e3Hjxx/cAv149felDfBuoZHgCPdvaBO/rBncPDDwfBDX3dzR0d7b29vSPD4zAoikKmCwU0AR9Np6KpNCSZQmBxeAqVTG+RaE0SrUVhdPAlKg5fxuJK+Hy5UKgUiFVShV6ltwLyEslVFpvV5XE6fB5HIGQLhp1+r93rVhl0HJHA4nIE49FkPpvIZQLJWGXMZfY4AUxep8nrNPtcZq/H4vNafH6Lz2/1B8xeTznBsYQD1kjQGg1ZoyFbBdZIsIwjFgNwxuPOeNyVSFTiTiYr8aRS7nTKlUq6UsmyXMp+WacYwDKBXK5MMJ9fR6hQCBUK4WIxUioBhItF4DA6Px9bWIgvLsYXFxNLS6mVlUrSq6sA2UePso8e5R4/LpN99CiztpZ/8qRyEphfd2YlpaeP5589KbPw/CnA4rOnS8+fLf/6fOW3X1d++3X51+fLvz5fev4MOHwdwDmLz54uPH2y+Ozp4rOn+cViqpBJ5FKpQgbIGYEUMlNMZUuZTCmXKOZCmawrGjf7QlpXwBpJ2qMxvc/pTvjTy+n0Yiqei3kj3nQxni6l49m03R/U2Owmn8ca8eu8NqvbqXdYtU6rzu80R3yudNQVC+mcVo1DZ/ZbTR6z2qpRGZVqk8po0zu8NnvUZgoYtW6N0qVSulRKtxq4x6nCIqMJqLWNd09cuVTX1tk9NTeOpQ4hSP1wxDAGheJReWaJxCajK5lEIYUkohJFJIqQjiKT6ps7btY9vHGnrep+x9V7befr79YP9cxxCCQ5gyAikcU0goCK55ChVDSWR6HJuVQljyRjEyRMrJiOFlKxYjqKR8IJCFQJEcWc6ZloutF49kz1D+err1Tdq6mur7t8+8aZGxeOXzl9+fb1B70tY8hhBBWNYVBQVCyeg55Gj3UPDUzC8Fg2GwfvGrm2u3v/u/0HP+g9srn98IbWfVuavtvcdvyDviufDVR/1Vv1VdfVz3uufNl75cvXyqty5fF18nr3jY3vbt78yy/HBoaHBiZGm7o6uwcGpmahsyjSDBIPnpgamYE0d3edv35jaBI6CcPWVNWdO33p5C9nb1yrGR+DgAdGf/7l9Pc//Hy9uu7bo8f27t/33eFD33176Oz5M7fv3Ku+erP222NdP56DXr2LudeGqXtIu95Cu9WOvN1Kvt2KrW6EX6rFX6ghnL4FPnDy1vbvLx/4ufr67Y7WPlD/cHtPfztooGNoqBk80Ajqaenq6h4YGJgYn5iDIUhEAouJZzKQVDKBxUZTaXgmm6dQyQ1WhdGmNDm1Nq9SY5arjFKVQaoyyNRGmdqo0lp0RofC7ORKVEKZ0my1eHxuV8AHyMsV8Dn9Xo3JwBEJTA5bIBZJ5rPJfDaUTvgTUXck6Az5XeGAOxJ0R4KucMATDwN44zFfIu5LJP3JlD+ZCqaSgVQymE4F06lgNh3KvYgjwvlsOJ+NFP4IJYDwYZ1Eyh4pW6NMcnk5ubycWVnJrKykl5fLADPryK6uApTtkH/ypJKyR/JPnhSePi0+e1Z89qz0/Hnh6VPgsPT8+fyvvy789tvi778v/v77/K+/VrLw228AS7/9tvz778u//77y3/4bwPLvvy/99tvqf/zH6n/8R3kSmF/+/Xdg/lWWf/916bfnZRZ/fQZQaa6ylYDJ11HW1vyTx8VHa4W11fzqSmGplCpkoul4LJOIZ5MAQOSVyMaj6XgwFffE4vZQxOwL6T0hRzxjj8Z0Xocz5k0tpeLFmDfi0Vl1wZg/nokB8lJb7Uav1xULWSNeu9drcDr0bqcp5Hckop5M0hWLaO02o9ds8JjEWgmZS6GwyXQejSfmyDVSo9+g9+o0LjUgL7lTKbHJRBaJxCBjK3g9U+Dqpvu329p6JqanCPQRNHUAgRxAwCE0PF3N55kldCUbL6QSxXQkG43nU+aI2Np7TVeq7l2rabxc03Dias1P1Zdap8BMvUhglbC1XJFJKjBIuSoxgoUjiul0JZeq5BKlTIKEgRXTMCIqXkxHcAgwFhonxJFlBDQb0j/TXN996dq9i9funb9Ye+rS7ZOXbp88fvnI0XN7z1b/0NhfP4yYQFBxaAaOyMNMYUa7h0CzKBKBxcbOtg9e2d61byvowPtdRza1HdnwcN+bD77b0n7iw+5Ln/Rc/7Lr+hcdlz/vvPiPnstfrN/bWO6Q+C/K6+2NG7///tvegX7w5Fhzd1cnCDQ+DYGiybMoAiCv1r7eM1eudYPHRiHIa1dvnj1z6czpi5ev3AAPjg0MjZ84feHosZM//3z20E/HDnx75NC+3QcP7Pn5zM+3rlU1n7o+cuQY6ug53tV7ivpO8fUHjO+u0X66walr5dzvJtyoR529QTxxjfTdpYmdvzzYfrRu/y8XLlQ1NXV29w229/R39IM7B4da+vtb+vu6+vsHx8fHYdBZDBpJJqEoZBSFjGXS8UwWjsGk8oUijU5ldqjMDqXJqTQ5tQa72mCTG6wyo1VmtMoNVo3Rrjc55SYHV6LiS+QGk9HtdTl8HqvXb/YF3EG/O+jXWUxsId9gs3jDwVgmFU0no7l0OJMMpuLBVDyUToQzyXAmGUonIvl0JJ+OFjKxQj5eLMSLpURpPlGaTxQLiWIhWSomSsXkfCk5/yKLSbycSS3MpxcXMkuL2eWl7PISkOAAOU56eTGzsgSQW1sByD9aLVN4vDb/5HHp8aPS40fFR2vFR2vAGLhKy4flyfknj0tPX1AZ18w/e1J88qj45FH5oRdhzq/PyoHPC3f89nz591/XmQWYAQAio1dtsvLb7yu//b7862+VLD3/FZh/FeBFgChp4ekTQD1/SuV3fJWyrfKrK4W1VWCcW1meX11MF7ORVCyUiIQSkUAs5I8Gg/FwIOrzR3y+SMAVDjhCYYs/aPIG9Z6QNZK0hiNql9UWdsVKsWg+4o14jA5jOOZP5dO50rwvHFebbXqny5uMh/Npbyhq8fjMfr89HvPlsoFC3pNI6BxOvdtoCdi0dp1ULwMiL5VeobdoLSGz0W/QujUKp1LhVMocCqldLrHJpDqlwChHC6lg5GQbuK9nZGwcTRpEkUdwRDASNUHCEmQsjkFCV/MpMhZVxsFLiHgheQIxc+7ytaO/nPr51IUfz5w7+NPP+88dbRztpGm5HCOPoWJxtQKmkk8VsdFcIlnKZKh4ZXnhJHSsmIYTkNB8MpxLgHMJGCGBJMHhODMIMrhnqunhQN2djsv3Oi7Vd1+qrv/p4s2DV+u+qe2oHoAOQSkoNBNDFKDHkeB2cBcUSyIwWOip5sGLX3bte7t337vthze2fLOhef+b7T+/333u494rn3df+6K7anv7lc9bL/yj69KX/0peGzdu+k/l9dYbbxw5cqiztwc8OdbS29MJAo1OTkEQhFkUYXByenBqsqW358SFSw2t3YMTsKobNecuXb1SdfP6zdrWrt6Wzp6TFy9framrq224dr/+x4tn9u3deeDg7h/PHKs+dbb3m/Nzn+2h7fpeevSC6nyN7Icr7E+OCvadtd3vVbQP0Wse4E9dJ357HrP957GPv23+5HD1598cP3flblN7OwjcDgL3goe7+wfbuvs6QaCB0dFJKHQOj8NQKSgKeQaDnsGgMQwals4gc3lcuVKqNyqMNrnBKtVZpTqrSm+VG6wio0VgsghMFrHJKjdYgbSRJ1VzhBKNTmt32sxOu97uNLi9dq8bSBvpXLbWbPSEAtF0MpyMR3PpSDYFOKsMIK9oIVOWV6I0n5xfSM4vpAoFAMBi8ZfE8rlYPhcv5AG1JUvF1HwpNV9KLy4ALivrLLeynFtZrhwDABdkcW21uLZaWF0ps24GOCwDPKvyYi5f0pWTgPvWUSkFQCtlVZVZfPqkzNKzp0vPni4/f7b8/Nnys18Blp4+L7P45I/5dfzxgi/f6MXbPXsKvPjCk8eVzD9+9KeUHq0VVlfyK8v5leXi2mrp0Vrp0VpxbbW4PJ8qZABt+SIBd9Dr9Ludfrc35PaFvf5o0BePuKMxWzBs8ga1roA9lnbGEwa/yxZ2+dN+X8Lrj/ncIXcg5I3EwpFE0ukLqc02vdPtjceC2WQgmrR4/Cav3x6P+3K5YLHoiSd1DpfBY3LHvc6wy+y1OAMOZ8Dh8Nr8Ea8tYjUHTTqPVulSAfICUBh1fLOKaZHipYwByHA7aGAIihrEkifJjCEMdoyAxggZbKOEZ5JxDFKOQc6z8egq+gwedv32zbOXL5+9fPn0lYvHL50533ijY7afqKAxtCymhsnTCZlKPkMiQHFwJAmNoeJQVWySnEGU0QlyOl5GIwiJeAkVI6EjRHSUiEoUUxlSMkuCoYgxeO4cnDoOwYHG4W29I3VtvVfaei+3jT2YJkJQLDyKjSYJUWMocBu4A4oj4Bl01HjjwPnPOve+1bn3rdaDG1q+2dB86M2uE3/tu/hZz+V/dF77svPG9o4rX7Vd/Lz78lfr5VUueG3cuAmQ15Ytb/8LeW3ZsOHQoQPt3V3gybE2UF8nCDQyMTkNxwPy6h0Zrm9r/fbn41dv3e0Ajd66c//E2QtnL129WlPXDhroAA9W3b3XPgAeHZ7th8GqHtbvP7jn673bDxw9ePbA4Z4vjhL/+hX3k330T/dTPj/E/ewb4fsHFTtOum61SVsGCJfrEEfPYfcdR//j++m/f9P28ZGqv+/7+cKVuua2VtBAR/8gaGi0p3+wo7O3pxc0Oj0NRaHQFDKOToPhcQOTE31jo5MoBJJMofD4fKVaojOINUaJ1iTT25Qmp0JvlRmtApOFZ7bwLVaRxSYzWuU6i9rm4cs0bIFYoVKaLEa91aw2WzV2p95qNtqtUrWSwmJoTAYg8oqkEqF0IpROBJIxYM2xvPjoT8UC6Xgwkwhl0uFsJpLLR3L5aL6QzheS+TwAIKxoPhfN5+KFPAAgtTJALAaEY2WLZZYWK4VVaZn51dX51dXSykoZYKaShbW1Mn/qpnLgVmmo10U6AEA0VC4hlUW28uvzF7Z6/mz5+bOVX5+v/vbr2u+/rf76++qvv688/60MIKnKmUoqX/mfQrnnzwB/VZpr8emTfy2v7NJidmkxt7wEWCy3vJSdz8cyCSDg8ob9roDH7nXavc5A1BdOhGKZBNAq4YrGTd6gyu41h+KOWFzndWicBq1Tq7aqjA6D1WO1Ocwmi9FgserMdrXJYXR7HaGgLeTzheMml1fndJvDYXc67cvlXNG41u40es22kENpVjFETJaQyZNyFVqZy++whi2mgFHv1anc6srIS2U2sfQyhl3ONApHoOPNHR2gKdgYiTFGoA4gMWA0As4hM/VikU0ttmvEdh3fzmUZ2HQpDYKencMg4FgkDA+HExGTNARSSGQZuWwDl6Pn8HRCmozDkAiQbCxRTGWoODQ1h6JkkRVMooJBkNMpUjJBSsNJ2ViZgCDnU6RsmojC4OOZcgZLTmNJKQwhjsqdIzMgaPzgzFzHFHmUICQShTQsD0cRYyaxgx1DXTA8kUCjIUbrB85+2rFnS/vuzS0HNrR8t6H58Ka249u6z33cfuHj1kufdQaBqUoAACAASURBVFR91XHlq/ZLX/Re3bGu5vXnktr0+n9b39i0/7Ov2huaJmcgbaCe9u6uqbFxOIYAQ+FGp2Z7h8cGxqfAU5D+ian+iamByQmAMdjcDAY7AUeMQudmsXgIkThLJDX39Zy+dumHo9+c+OKr5r9+Df/rQd57BxnvHyD95SD5H9/Rd/3M3XdKsOcUf+dx8pGfGT+cZh0+Rd3xM/zjbzv+svviZ7t+PnTk/I2bdU0PW/pA3cMjPSOjbf2g9oF+8NTkHIGIolBxDCaWzpgjECcRyFEobAw2h2dw2RKlRGsSagx8lU6oN0lMVpHBLDbYZEarRKMTyxUCiVQsVyn0VrnBrrTYpAYTQyLhyhUKk1lhMqrMJqXJKNcq5Volncsk0slStdzpd/ujwWg6HkjGygDJYzmFBLLISDYVyaaiuXQsn4nlM7FiFiBeygEDIECLl3JlEvP5MsmFQnKhkFosphaL6aVSeqmUWZ7PLM9nVxb+lNzqIkB+bamSwqPlSoqPVwAKq0tlimvLpUcrC0/WFp6sve5ZpUcrpUcr849XX2jiybOFx08XHj+tNNQ6W/0pr4vUXlurevmCSxXRFhDNlSOvsp5Kj9aAzwlQXFsuk1teAsyVX1ksri0X1xbzK/PZpWJpoRiNR7whnyfoNTksnpAvEAsxeCyagKG26H3xUDiTDCQTrlDE5PJqLHZTIGkMxLVuny0S0bktIr3UGjRbggZnxKN32bROu8blltvtap9L43fyLApTIKB1u9VOp87rssfCwULanYoqHWaj22sLBFVWI0fO56kEIq1UaTG4ImFbwmUIWbR+o9ZvVHl0cqda7lQrXBqh3Sqw6nhWMUNHn6VNt460dQz1z+IIgyjyCJYyRiBP04kEBVvokoo8YqaZIbLIhGZpJSKLTGSRCXR8gVHIMQpYRj7LyGcb+EwViyIiA2kjSyNgqbg0GZMupTFkdKacQVdQK6HJKQAUIYEiJFBFRKqESJOSSBIcXojG8BAkIY4owOJ5SLIAg+eghqHDfaPgGTQKw8Ah+hu7jn7UdPCNht0b2nZs6ti1qfv7rQNntvdf2N5/ZSe4ag+4es/gjT2DVTuHr+/8t+S1cePGdza8ufeTL1ruNUxAplv7e9q6OidGRqdhSMgcCvi1xAkYYhaLh+IIcwQSFIeF4rAzGDQMT0CSKVAcHoLGwonkOQoFQSG1gfvO37r88y/fnf96Z9enu3Gffsv75FvpD1f4Vfcpdx+wW7t0HQO66w2cvcdpXx6hff09aedPuO0/Tnxy+M4HO05+uv3YkW9OXbl2t6Wtc3Coe3gEND4xPAOZgM/NYjEoChVJpqCpNByDiaHR4UTSHIGIIJEpXBFXphZrjHyVDpCX2GgR6k1yk40lkSEw2LGJ8enpaQKRLJKq5DqL1GASafVMqVSi05s8XoPLqbaYpTotS8ARK6V4KnF6boYr5nvD/nAyGkpE/oW8gBSy0lzxQnadnoBDwGWVzvpPtVWWFMC/sNirIqtk3bUN+Kv06IXaSk9Wy8w/XZt/ulY+Z/7xo4UnjwFzzT968jp5rcvm/uBlpLaO10V2ZVu9mhj+kfqtrZZTwvzKYpnc8kKZinOAh0rZpWJmsZArZGOJqNPn0pp0EpXM6ra7g14KlwHDwzlSgT3gjmRT4UzaFYoYnR6NxW4Ppsy+iNrm8MSiwUzEk/DEiuFgxhPNx/2JsDceswQCUrNZ7XbY4n5DxGmLhoA+W3PIa48FvZmoNeIVm9R6pyuUTYZzMWfU7Y67vUm/PxWKlzLurN8Usam9epVHp/LoFC6NzKGS2pUim5Vv0XJNQraRheTMdYx3tg+CoHjiDJUNoTAmSUQIjYgV0zlmscAu5lr5PIMIgG8UAwhMEoFJItDx+QYB28BnGnhleVHFFBSHQJYy2Vo+R8NnqbhsJYutZLEUTI6WxdYw2RomS81gKGk0OYUqI1NlZLaCzpRR6RIyRUwgCXEEEQYvROMEKKIAW5YXjo0cmh3qGwXPYtBoOnau5277d9ua9m1o2L2h/evNHbs2dX77duexT7qOf9Z1+ovO8190XPii/exn7Sc/bvvlb/+uvN7esHHH3z5trL0zNjXZNtDb2tkxOjg0A0dPI9BDUzM9Q6N9YxOg8cme0fGe0XHgJicDkxPgqekhyMzgNAQ8BRmegQ5MjfVPjt5oqPn+zI+Hvtl14svP2j76ErFtF/vro/bmPjedKRPzlApxSCT29Iyw9x7jb93D+vsR0vafZnb80PrxvnPvffbD51+fOHHi2u27DR1dnYNDfWPjI7PQGQwaSSbhGHQUhQpBY6ZRaASJDBTp8UwWhcdniRUCpU6kNvCUWp5SK9AZRQYzX2vgSGRjEEhN3a3Tp345feqXmlvV4xNTfLFMojcKNTqWTCY3mkwer8ygpwv4SBIRTcQy+ewZBLSjrwtFwNg8jlAi4o8GXySJL6kUWWXwFc2lAcphVxlgplwje1EpqwjQXnVZarGYWZ4HjJZeKgEzwAmVmvvXMVp2ZSGzPA/EXMAVnl2azyyWMoul7NKfKPKF71YWX8Zoa6VHa6W1xwCvldRrWFe6KsvrdYX2ygS5stIHFODLRbo/HqoQFvDVAHLLSwDAl00v5DOLhcxiIRQP+8J+k93MlwqJdDKVx2SKuLMY+CRiGkXGidQyR9DnT8QBealMVp3dIzeaWSKJxmqKpCPxfCRdDEfS7ngmGktHw8m4xeuR6nVap9UV99njHmcibIv6bFGfJewxhRzGoF1u19BkbJZUaPHbfSmfM2Z1xW2ehAtQmDlq1wfNgLk0PkM5+OKbjVyTkqUX8IxckpjQO9nX2NM6BJkZgkOH4NBRNAxKxZLETK5eLLYqJTYFEHkJTBK+UcwziLh6IQAgL5aex9BzmQYe28Bnqdl0KQ3DI1HlL+TF1nD4Wh5fy+GqX5gLkBdTRWeq6IDCGFIKXUKmiogvQi0hmiDCEMXYSnlhWYjBmcG+UTAMh0VRkLDOmoeH33uwd0Pjng3tu99q3/1Wy+G3Gg9/2Hhk2/1vt935/oM7339w+7t37xx5586ht/8teb3x5sYtGzZ+se1vdTdujkxNdA71t3Z3Dg6AIUjMDAo7NjvXPzE1MDndPzndOzbROzbRMzIMGh/rnxjvn5gcmJwCT00PTs8MTs8MTAx3DfVcrrv63Zlvv/txz/m929v/8dXMtu3kzw/bmnqDNK6Gx1MwmC402Xy7jfnZEemGPfyPfsDsPNb39ffXPt753V8+++HAN1du3Lrf1tHU3dszMjqFRCHJFBSFjKFRiWwWnEgamYUOTE5No9AYGh3PZJE4XIZIzJNrhCq9SG0AIi+BzijQGblqHRKPvd9Uf/bM8TMnfzxz/OjxY9/X1txEolFinUGsM3AUCqneIDMYCSzmOAzaPTQ4OD48BYP0DfXXP2wcGB3kS4WugAeo45b5U5Gti8LCuVQ4l6pUFbAuWbbVOrUBSno1BAPUU1ZYWWplo71OYZWTmeX5l9dwMTVfSJbyZV6Xw6YXiumFYmaxBNSMcksruaWV7OIykIu9CnD+qwCFvNTCPLDk+mLhtVSMVyxiVBLOZsLZTCiTXkcglSzjTyYAfIl4uQRZxhsLe2NhVzjkjoS9sag3FvZEQ754KJiKhjNxT9Br9zh0FoNQLsaQcOOw6Yk5yMQcBIaHTyOhODpJbTF6Y1FXKKIyWVkiqUiuYvKEUBQKQ8RyRWyehMUX0dl8olDCFsv4EqVUKJcKVXKD2+qKecxBizXiNYfclojLFHJovSa12yCxKOlyFo5N4mtEEpNQoOeIjBypRSg1ixQ2pdKtVXv1SrdW4dIo3VqpXQlETGyDkmtUMHV8rp7P1nAmMVPNve1tA70PeltawZ2Ds6NIGpYu4bIVQq5KzFNLWBoeU82lK9k0BYuuZLM0PI5OwDOIBDo+T89n6rh0HYeh57INfLaGQ5fSCCIKXclma/ksNZulZgt0XKGex9Ow+Tq20MAV6Dk8LYunZfF1bK6GyVRQaWISXUJmSCk0KYkqIZIkOKIYSxRjCXwMIC8SH41hwsEQcN8oGE7Ao8lzkNYbzQffebB3w4O9b3Tu3dq+552mQ2/V7Xz71s63qnZtubpz89Xdm6r2bqnZ/1bd/n9PXm9u3vTWG29+8t62qktXhibGukbAbT1d4P6BCRhiFo2bRmEm4MhpNHYWR4DgCVASeRaLAe7/B8MTZrE4KA4/RyDB8EQ4AT0BnbjbdOds1alzl36q/uXbzkMHR/6xC/HRLs53F8RX7jMv3qOdquH/dJ2/4xfq2zt4b+whf/QtePu31z/f8+NnO775ev/JE2dv1jc2dHR1gIdGoTAgK0SSSVg6jcRho6m0Mdjc4DRkBoMFzEXlC9hSGU+uESh1QpVeoNYLNQaBzsjT6FkKNYqAa+lsrau9cbeu6s6ta5fOn6q6fnViapKv0oi0eq5SKdJomWLJJALePTT4sKe7/mHj/eaGB23Nja1NzR0tMwioTKOwuu32gLcSR9AHUD50hvyVLWDOSMAVDbqiQXcsVAkwWaY874mHvYmINxHxJaO+ZNSfir0K8BBAub/sRZdZIvKv8URDnmgI+GxlPNGQMxIoU/nByt/lxU+TRGIvePlLJetY98plXJFwGWc49F+n8onrnusIBf/g5R+i/Ld4id8RDLjCL76yNxYMJCPhTDwYD9s8Do1Jx5bwEUTMOGx6AjEzR0TD8PBx2DSKjFNbjP5E3BOJyfUmIpODwBJgKCx4bAw8MjwOmRiZHB6bHJqYHhqbHJqCjMPRKCKdzlfIzT6XJ+63hhzmkNsUdFkjXmvUbQo5zGGHKWRXufRyi0pmkQv1PL6OKTJyREae2ChQ2ORAwig0Szk6gcAk4egEJAkNLyQjuRSskIbiELBcAl3KwDBw4OnhrsG+nrEe0CRoAjmFpuGIHAqeRcHQyTgmdY6BAkCysTgBiaZgcfVCkUXG1/IAedG07HXyYqg4XD2fq+NxdRyRgS/Qc5gKqkDPKcuLq2HydWy2ik6VEOkSMk1MoolJFDGBLMITRBgAPA9N4GPwPCSRh0LRYf1T/aCxQSSJiCFBp5uvPty/pfnAhqZ9G7v2f9C27737+7fc/PKtG19uufbV5ss7Nl/dufn67rdu7Xnn9t53/720ccvmLRvf/Otb754/fQY0Ntw9OtjS2wUCgUZmYRA0dhqFGYcjJ5HoCTRmAo2ZwuKAghcUh4XhCTMY7CwWhyRTMTQGnIwfn5lueHDvatXFS1dOVp071nz8p46Dh2b/sR/+973YD3aTt37NfOtr5lu7qFu+Jm/egXx3//Cnh25+tf/7r3Z8d/Dw6ZPnqm7evdPc3tYPHp9DwPAE8NR0W//A4PQUkkzCMxlkLg9BIsPwBDyTxRCJmWIJWyoTqNRcmZqv0AqUOkBefK2Bq9axlRoyh40h4WDwmZ6elrt3q29UXbl9t24aCuPIlQK1lqNQsKUyDI3eNTTY0N7W0N5WV3+n+vat+oeN7b2dLV1tA6ODBBpJKBcrjDqFUac06cuozAaV2VCeVJkNaotRbTFqrCaN1aSyGtU2k8Zu1joslahtpjIau7kM8Ogfm41cNoPbbnDb/9j4/c8YPQ4AoMW/ErPPBWDxu8tYfW6rz23xuixeFzC2+T32gNca8NiC3kqAuy2WjewKh1zhkCsUAXidvHzx0J+TiJcDpcro6UX77isEMqlAJhXMpsuEcplQLgP09L5KvJAt82Kp5EXZMf+y1Q6IMbNA5hhNx+1ep1QtR5KwIzMTE4gZCGZuFoeYQkLGYdMEJkXvsHpjUV8s4QxGdDanweUxe/1mt8/s9tq9Xqvb6fC4gfDN6fW4/CFXKOqOxgOZTCiX8mVjwULWl00F8plAPuVJx7yZqC8bcyaC/nzUGnVpvFqVW6HxqlRuhdKl0nj0Gp9B5lBRZAy8kMzW8rl6IUlCw/KJ0xTEHAMzS0VCKUgSn8qScUgc8hwBjmURUHQsio7FsggYJgFJwyJpWAyTAGeiAVAcHF5IBuQlNEvL8gIiL5aex1SxaBIqhodjqFhCs1hsEUmsYrlNzNexSUIcnoMiC3AUIZ4swNHERJacypCSiTwMmgFHUKEwEgRKnobTZlGcOZwARRBhcFxUWV4I6ixoEgQaG0RTyBjC1NSDS4C8GvdtbN//fsve92/v2XLr87erv3yneud7N/e8d2Pve9W7t1bvfKd6x1v/Xtq4edPmNza+98bm4z8d6xrs7xgFP+zp7O3tHYLMTiHR02jsOBw5jkIDTGFxkwg4cEvfUShscBoyMguF4ggYGmMCixmZmmpuaKy6cvHc+eMXLvxy9+qZpgunxw4fG/9yL/zDTxlvfyzY8glry2fErTswH+wf2v7Dw4NHL373w7Fffj577WrN7frG5u7WnqExGBxNpWNo9N7RsbstrT0jw0DNiyYQkrk8MpfHFEu4cgUAIC/AX0DayFXruGodT6OniUQijVqhVcKR0D5QV2d3R0//AJpM5SnVIq2eo1CwJFI4kfSwt+d204M7zU33mxvuNdU3tjZ1grqHJ0ehqDkykyqQieQGLQBgsXW8Kq+yucoyAvjDJgHPOird4Qj7AV6o5OVMOUSqjMIqI7Xy+EUDRzYZyibDuRSwGFrOasvLC+tKb+VkNjVfSM0X0gvFzOJCdmkxu7icXVzOLCy9Lm1Mzef+nJdpY7kjt7KS9SqVDbrZ1WWA3NpKeXIdr5bqX5a9FrNLi5nFBaC0l1kspBfyqflcJBWz+pxqi57ApIzNTc9g4TASGkpEwYlINAUP1LzckXAgkUoWF1KlxVhxOVZcTi0+Si+sJopLidJCsrgQz5cyC0uZheX0wqPUwpNoaS1YWAyVSuGlheTySnR+IbawGFtYCORywCZNbyYZKmbc6aApZNX5tRqvWuPVqt06tdsAVLiYai5FxhCapVK7kqsXcnQCupLNUPGYSj5DymHLeBK9XGaQc+UchlJIlXHIEhZJzCRJGGQpnSJj0JXsMgwVh6nmsjQ8tpbP0QkAeZVrXiw9j6FkUkRkLB/PVLNFVpHEKpY7pGqXXGTkUcQEOGUGw4RjWQgsC0HiY5kyCl1CwnNQMBJkGjs+gRqZxI5CydPr5EXgowhcJJwy0zfRBxobxFApaNzEZP3Zh/vefLh/w/3dG1p2v9e0672bOzfWfvlezVfv1+z88ObuD27s+aB697s3d7xzc/u/WfPavGnThjfe2vDGj999397f2z4y0NTV3t3dPQSZhaCxM1j8FAozicECTBMIMxj04PRU/8T4wOQU0M0wPoeYI5BGMZjRqdm2By03L109eeLYidM/VldfuHfrUu/xU4NHvpn94gvCXz4kb30X985H0A+3Qz451P3DyQenz1fduHKlvq6utbWxraeje2hwFDZHIBFYHDKXN4vFgaemIWgUgcUEbjdI5QuYYglHJufKFWypjC2VcWRyjlQF+Iur0HAVGo5Ky9PoBTojW6niKpVsiXAWAZ2cnZpDIWfRWI5MIdLqpQYTX63mKZQ4BhOIvBo72usfNjZ3tNxvbmjpakPi0QKZSKlXW912IFopY/N7ACrTRlc4UE4by9ncuhwwkI6XCWYSr1LWDcA/CajcEPuy8eJV9QCHQA0LqKC9qIstll4UoV5a6cXh64poLyv6L5qkllfzy6u5pZX0wvyf8jp5AZWsVzcVAO1sr/KqtgBe1RZwwutWG190dS0t5pYX8iuL+ZX5zGIhNZ8LpqLOkDeQjJjcNrqIQ+TQKEIWWyGkC5l8hdgR9MQL2UAy4Y8n4/lSPF9KrjwLFVdi84/iC49jxeX00uPM4uNYfilenI/mFiO55fj8s9jCM39h2VdYCC4uhPKL/mwhmC+FiwuBXD6Qy4cKBX82680k3amwNerSePQKp1Lt1mm9JrXbKLUr9UGz2quX2pUqj07p1oqt8pdrjmqVyyAza1hSPlvK5cp5DAGVLBNQFSKGRszWS3hmicAq4VuEXBOfqxeWlxp5BhFHJ2BpeAwVB5AX28Avy4uuYJAERKKYzNZyhRahyCyU2SVaj1JuE7OUFKqIwJRRmDIKTUxkSMkcJZ0hJeM5KCIPi2EiEFQokgHDcVHAaiOWj8RykGV5zZEhveO9oLFBLI2KxIyM3zvdtOeN5n0b7u7c0Lxza8POrde2v3H7q201X31Yvf29a9vfvb5j642d79Xu+uD27vdfK69XRfYnMxvf3LTxzXc2bzmwe39HW+foJKSxs6uhp6d/agqCxU6h0ZMI5AwGC0FjZjDYKSRqhkCYxGCG5+bGEYhJFGp4ZnZwGgJBY6Aw+AwCCp4ZbgA1Xm24crn23M3ay/fvVD+su9x640L72dOdP//S9u3R23v2V+3de/uHo0eunz5z++r5GxduVF962NLQP9o/gYFDqGQEgwGn0wEQDAaSycTxeCSRiCEQs8UynkzJEsopXBFdIOdINVyZliGWE9h8PIvHEMtfBF8KDV+lE6j1XIWGLpIR2HwMnU1g81lSpVhnEmv1cqNJoFKzpTK+UkFkswYhE639PU1drfdaGhs7Hk7MQbgyodKk1VgNZo/dGw56QgFnKOgMBR2hsCMUdoYjzkisXJRxRyP/xMtKVllhgMUqU6c/TaOA+jRQtw5nM6FMFiCczZWJ5PKRXCGaL0bzxVihVEk0X4jmC7FCESBeLAGkSgsAyeJ8JeWZRKEEHKbnFzMLS8AAGANhF1CzTy8VUov59FIBGCQXcon5bHIhl1laTC8uAIX5RMWmKEBtL8K3ygL/4nJ6cTmztFJJdnk1uzafWS1lVhZyq4tAV21p7XFx9dH840eARotrq/mV5dKjtfnHjzKLC0AnamZxIbe8BCyM5paX0hWxHkD5s0VyMV8iEM5Gk/PpQCpkDzqtfrvFZ3MEPYFkDEg/Q+lUIJmIZHLJ4nx6fik9v5QqLSaLC4nCfJl48Q9e/s8Xo/liJJMDdllE84VwPh8tFsPFoj+bDefT7oRf5zMqXCqZWyHzquU+ndSr17i0Coda4lSJXCqJRyP1amVujdypVjr1UqtaalXztDIclwanEeE0IoyCh5BhE/gpnIDA1fOFFqHALGDrWBw9m2/i8018npHHMwi4ej5XzwdWG9laLkfH4+h45QFdySSKyVghjWOQiCwyhU2usIo1DonZK5VoqCodXakgy8QEKQ8jYCLZDDibhWBxMWQejsjBkLhYihDPkJIZUiJFiCVwkXDuHIIFxbBm8YxZJGGyo695cGIQQyVRoQMD1795eGBj09cbHuzZcmf3tlvbP7z99bbaXdtqdn54c8f71du3Vm/fWr397Zs73rn19dZ/S16b39y0aeObWza+uXv7rodNLcPjU42dXfXd3aDxiWkUehKBnEQgp1HoKSQKUNg0BoWgkOYI+OEZSNcguKmr80FnR0dfX3dPX+8gCDQ50D3e1QJuauy6+7DtXltbw/0H1c0NN1trr7devdxw6uSlw4dPHth35ui3P14+e+b6xV+OHz174scHt2uGh8AzCMQ4AjECgQK/5Dg6A4Ni8Dgak8jkEBhsOoMFRaBBgyP9w2NIIoUrV/LkGppQiqQwZnEkKJ6MY3LpIhlDLGdKFGyZiqvQ8JRarkLDlCioAgldJOMptVKDRaIzyI1mgUotVGu0dptUr0NTKRMIaM8wuH98ZBo5x5YIDU6b3mFVmQ06u8Ud9LsCAUcw4AgG7MGQPRiyB8P2UOTV6vK/kJcvGX21+vOn8qr01zoiuWwkly1LqqyneLEUKxRjhTxAOeQBADYhAQDbkgCAdn9gD0Dl1qXy3sxkxXPTC/Plvop1fWTA+mbleigQzWUWFwDKeRygs+zySiWZpWWA3NpSbm0pu7qYXXkRoxVXHy08fjr/+BGw56mwupJemM8tLxXXVl8mhn+QXphPloqJYqFyu0KlVUPpmDviD6aiQAksWcomS9lEMRPLZ5KlfHqhmCzlw5l0MJWMZHLxfBHQFkCqtAiQLC4A2kqUFhKlheT8YnJ+MbWwlFpYiueLiUIpXixF84VIoRApFML5vD+bDWaTrrivLC+5Ry31aMROjcqhlttVYodS6FQKnUqxSyVxqqR2pdptUDi0MptaaJTTZByKmEOVcIkCJklCw/AIdCWTZxDwjDyBWcA38UVWIUvLYmqYDDWDrmTSlUymmg2kjVw9H9AZW8tla7ksDYcqp+MEBJyILjDJ5HaV2qnSuZVam1hrFajNHIWcJJPgZXyshI3iUmAU7AQGOYxCjMygxhDkWRwTSWCjSHwsRYjF85BIxmxZXjj6zBx2rLW7EZAXETrQe/1I44E3mnduaN63uX7fttqd797f9cGdvR/d2fuX23u23d6z7faeD+7s/fDOvg/u7v/w35LXlk2b33xj45sbNnz56Rf19xoGRycaO7vudXb2jYxNwBETcATgr3EEAoLFzuBwM+i5KRikdxDU0PLgbuO9+031LW0Pe/q6+0ADXaDuDnBn10hHz2g7aLh9cLhrbKy/ZaK3Z2pgaHJwdATc39PZ2HC/5m7t7ab7Lb1dbR2tl8+fObLr68M7dpz/5fiDhqa2zr72dlBbW19bW19v7/Dk5BwUihkZgbS29l4+f+Gbg4f+9teP9uzd39rdTeHwOAoFXSxGUZkwAmWOSCWw+QyxnCVVsmUqQFsCtV6g1nPkarpIVpaXSKMTaXRsqVygUps8XqvfJ9XrWBIxQ8jjysRyg9bqc7vCAYPTpjTp9Q6r0+93+v32gN/uD9oCQVsgZAuErIEXK1+vLpNVyuvV1cB1hapAOv5qGfuFxSpSyEoqE8bKPrLXtWKsa5ctPwWYefWJ5daNdbyaYL4U1osoLDGfjZcywCAxny3HPpXhT3K+tK6lo/yCiYVSenkxt7aSX13JLi9llhZzy0tAuykgr/zKcmq+BIRagK2AZo7M4kKlZCvd/WJXaSEfK+T9iagj6HOFA5FsKlnKJ4q5eCEL7LoHbpMbDbGmmwAAIABJREFUSCYCyUQwmQ6lMpFMLpYrRrOFSCYfzRbi+VIsV4xk8sFkJpotAPPhdC6czoVS2VAqG0xmwulsIJHyx5PBdCaczQWzWV8q5U0mg5mEI+ox+IxKl0rhVsjcKrFLJbSr1Ha10qmRuTUSt1rsVkvcaqlLrXBplC6V0qlROjVyu0psVojNCoFBRpdzWRoeRcbg6oUCk4hnEAjMAo6ew9axeUYe18Dl6DlAkMXWclkaHkvDY6rZLA2HqWYzVCxg/FJeNL5RLLPLFTapwa1SmvgyHdMX1j9eixbSdp9VYpRSNQKSlINlkmexqLHRadD4zMA0YgROgmBZCCIPhechsRz4HAeGZMOwbCiGOg1BDDa13wOPgzFUEmZ2oO3KofsHNjbt3tC8/836/Vtv73rr/q4tt3a8c2vHOzVfb63dubV259a6Xe/W7Xqnbtc7///I67O/fVpXcxs8Mt7U3XOnvR00NDoOnZucQ0whURNI5BgcPoXFTmIwU9DJtu7W2ts3b9XeqL19s7au+t79urb25tbOrs6+rv7hvpGp/jFI/zR0EI2dodFwMxziHJuCYdOIHAaeQYcTCRA8foZERFMpSDy2p6fr3Knju3dsP7j/wK2aO23dA/UtXc2doPa+oW7wGGhkqq138Py1WzsPfPvptg8+ev/9D7a+s2/fns7eHjKHyZSKGXIJXSQj80QUvpgpUQB9qjylFlh5FGoMPKUWyByJHAFLqhRpjWKNUajWMsVStlSusdltgaDZ6zG6XVbfi1V2dyTsDAW1NqvSZDS6nIC8HIGQMxh2hCL2YNgWCFkDkT9SyApckWhlCumJRf8gHgTwJkK+ZBjAn4r4k6lAKv0qQMGrTFlekXwykk9GC6loIRUrpmPFNDCurIWtq4tVHgJNZ5F8ulJ8lSe82l4LAOSDiVIRCO6AcTSfi82nAKKlZCXlzZ4AkVz+ReabT0byyXAusY5AJhPMZiMFIKgsxAr5WD4XzWXDmXQ4k45kM+FMOpROhdKpYCrpT8SDqSQw9sainmjEF48B9vnT1gp7MOCLR4C+Cm8sDDSIAbc28sWBbpKILx4LpTLRbD6SyYdSWV8s6YnEXaGoKxR1h2POYMTi8Rscbqs3YPUGLB7/Omxun9Hptnr9/ngS+MrBbDaQyQTScUfYrfcaFE6l3CWXuVVSl1rkUEuNUrlVIXeqZV6t1KORejQKl0bl0sodCpVbrfFqNR69xqNXOnU8nZggoJLFDCyXQJezWCouW8MRGIV8A4+n51bA5+n5HC2XqeTQ5Sy2hsPWcIBmLo6Wy9XxGEomQUgkiCgcHU9oEgl1XJVVKlQx+TJKpuD/X//zf/w//9f/9t/XUiGr1CimaQQkERvNIEExhJkJSP/AaOckfBBJmcUwYVgOHC9Ez3FgCBYUy4aiKVPjs30NLbfB42A0hYiA9DVdPHBn34amvRsa92+4u29Lzc437+zcCCSJtbveq9sDsLV29zs1u15fsP+vp42bNrzx8V/+Xl11c2B4rLmnt661tQ88PDEDm5xDTKPQE0jkGBI5jkEPQGfbO1uqb10/d+H05Svnq25cuXnr+oPGe6C+rvbuHtBQ//jU8BRkEAYbIRJhfCFNoRRytSqGXEIXChgCEZ0vpPAEJA4Px2QjOSwEgwrBIvvGB2/er7tQfeNOS1tTD/h+H7h1dLIHAuudmeuYgNzt6T92rfrzI98f3rf77MkTN6urOrs7cCQiWyJkiIRMqZgtUzElCiBV5MjVbJkKGAjUer5Kx5GrKXwxjskFimICtV6qM0t1Zr5Cy5LIhGqtwmTW2Ox6p0tlsqjNVrXZqrM5dDaHVKvny5USjc5gdRhtToPDZXC49U633uHV2T0au/uP+z47XX/cRtXlNricRrcLwORxmzxus9dj9npe181g9QfWAdzX0B4MAFSGeK5I+LV9ZP/cHvUqr22YCgWBN7IF/LbAH+9bOWkL+O3BkCMUtgdDVn/AGY74EslAKu2NJzzJkCcZ8qbC63BHY+5ozBOLe+OJSsqffF2DWzBT8Kdy3kTKn0wF05lAKumNhR1Bn9XnNTgdOrvN7HG7wiFPNOKNRQPJRDCVBMwFlCOBvg1nKLjOWWX8ibg/EQ8kE+FMGnBiJJuJF/KRbAZwYjSbTxRK8XwpmMy4wzGDw621OtRmm9ps01jsKpNVqjUIFGqJUitV6eQag0pv1ppseovDZHebHR61wazSmwxWhycSi+UK0XwhmM74k6lAMuYIu3UundKukDtkCpdK5tZIHBqOjM3XCkQWmdilkno0Upda7lQrHGrAXGq3TuFQy+0aoVFGlbJQLAJNxiYIqDQZmyKh4/kkipTKUrNFZjFHy2apmQwlnaFkMlUsporFULDL8gJm2BoOR8ulyek4Pp4koXB1HLFRINByZDo+g0dgcLDJtPf//D9++1//83/83//775mAQc7GsogzdCKERoYymVgkenJsqm94qmcSOQyjTCFYUBRnDsaGwpmzWDYUSZoYme6+31wLyAs+1tVwZs+dfRseHtxQf2Bz3f6tN/e+U7vvnVt7PqzZu61231/qDmyrO7CtZt/7t/a+V73736t5AQX7zW9s/OiDv16+eAU0OPKwt6+2paW3Dzw+PQuZQ04jUJMo1DgGPYiENwyAzl0+f+zkzz8e/+ni5Qv3G+6Bwf1zc1A0GgnHYuHIOejsJAY5rZKx41FnNOo2mdVKrU4gkbL5AhZPyOAKGFwhjc0n0lgwJmOWRpljUmeo+IdDfVUPGu939TZ0Dz4YHuuYnu2FIbpn5zqmZ1snphsGR2q7+8anp7BEAo3DYguFQpVSoFCxRBKORMaSKgHYMhVLqmRKFMAYUBhHrmZJlTShlC6SAUYTKA1ijVGg1NEFUiKbS2BxgH5XGk9I4wkpHD6NJ2QKJWQ2D0djklhcJk/I4osYAjFDIKYLpABUgYwuFAEwROJKmGIJUyxhSaQvFkNl8nJjx6twZHKeQrluBoCnUPEUKr5SLVBpRBqdWKuX6AwSnUGi00t0/y9r7xUjyXXme5LNprQzI43c3JEhJZqm2PSkRNtssr2t6vLe+6yq9D4jI31kmIzIiMjwGeldeddlury37T0paebOvty9uLPA7mKBBe4+70OQNYRmBNxdLfBD4qRBPfTDr//f951zYkg5HnBIcmj422+HE4PD8YGhQ2LfQS4MfpfYv/s2mh/4s9/8248Lg4d/Mz8xNbW0Mre+ObO6PrO1PrO1Pru9Mbu9MbezObezqawXdnaUMLW8v7+8v79ycKAslnZ2lSmEkssOm3dbdx9v3X28fe/R7v2HW3fuzm9uDF2fiBeyYYGHKRKmSD6ZKEyMD09fv760uH6wv3vv7sHDB3v3723eurlx80BpeK3s7iipbe3byzz+jb2DrVt3lEGEMj/dv//w9uOnSuGpTCcOHjzevftgbe/mwvru5PzSYcJSFiPTc0NTMxMz85OzC1NzizMLK3NLawurm4trW0vr2/PLa7OLKzeW11a3djcObm0c3Fra2Z3f3FrYXLu+PDM4M5iZTKemksmpdGIyEx3PRGI0n+Gjw/HEdC51YyA9N5CdLuSu55WelzSUoNMCEWdQkQ5yYVSk6QSHCUQkydEJFuFRhEcJGVcO90RSJCbCgYjfT/sgJhBk4SALB1lIARUQMh5m0pFwjIC5IJEIiUNCYlSOD4pCkgpgziDmHBlL7e5M/s//+eCfnmzNjsoi6SGCFjRoDqEOFAZwzOULWA12lQ7oBXFrgPd4GNDFgp6IM8iCvpBFb+uqbS7X2/QBAvNqWxtOvFz7+pG2t4/WvPH9ojd+dOn1n1x986dXX//p1dd/WnT8Z8Vv/LTo+E+uHv/7y7/9waXX/vIm1f8ReR155lklef393/zwy5Onuvs0Lb19ZS0tPd39FisAuH02j8/q91vhoMrpuFBf++4nH7/30UenL15s7uw02x2eABSAYJfbG8AwNITgaCApUg9urv/f/9e//pf/8qfZ+QlJjnICz0lRIR6PRGOMHOeicZIVEUYI0gzKMSCO1nV1FNfUdfabNAawy+xQ2cA+h7vH6uyxOjWgz4GG/REB4iIhOUrIcjgapaIxNpaUErloMs8ms3w6L2QK341dYnbgsGev9L+UdTQ/JKYHo9lhMV0geNkbIpQD5y4ERUgOIblAiA6E6CDB+DHKi4SDBBNA8QBKeFHci+IeNOxBw16M9oRoHx5W8BPkd4FIKkjRMB1RTl+GOB7nBZwXcC6Gc7EQK4dYGWOiGBNFIxIakTCWx1geZTgFJMIqoBEZY2IhNk7wSVJMU1ImIucico6NZ9h4hktk+WROgUtkuUSWieUPUX5JR7N0NEvLuUOoaPaQSCzPxAtsYoBLDnLJQTYxwCYGlE8UlM/51JCCnBuKF0aUS4eGrt9Y2NzbvHV/4+a9rQePtx8+2Xn0dPfxVwo7j57uPHq6++DR3sPHew8f7z96oqC83b33ePfe4737T/YfPD14+NXBw69uPvr65qOv9x/+6fbTf7n7h3+5+ejrpZ3d3PgYwTNuxK+2mHv0Oo3VEiBwOioRPMfE5KHrU4tbmzt379x6/EgZMipt+81v69nDbtdhC2znzv39+4/27j3cvfvg5sMnBw8e79y5v3v3we7d+zt37m3duqP05jcObq/t3l7eOlja2l3c3FnY2FaYX9+6sbY5t7qxurH7H7K2tbu8vjW/sn5jeW1xc3tt72Bt72B5d+/G+srU0vTgzGB2Ip2eSMTG4sKQHMmJpBSm4zSbE4TRuDyZTk5lU5PZ1HhaHEhF0lGIJRxowBxwG31uEEfJhBygEaPHaoMAKIKEJJyQw5gYCscIJk2FJMRLugDUYYdtDsTuQAAHAoAhpwsHXTjop30hCaMSJCHjQRZCozCXo6UCK2QiMOkx29ROlzFMQUIMGhhi8jlK5v0S44/QbhSzYWEQ89txBIRhwOnRW7w6Z8ji49w+0etiQRflUOSls3bWt1Ya7AY/jgb7m5s+ebHhtSMtbx4tfuV/OvHiDz584Uef/OanX77841Ov/OjUKz86/eqPTx/7+1Ov/vDLV/7ui5f/uuSlyOu5Z5752+f/5tOPP+vo6VOSV2eHymxx2EGPxeWx+HxWONhhs3xaUvTup5+9f+Lza9W1WqvdArjUBrPWZLU4QKPdDqNBikDkSGhzYfJ/+6///C//8mR6bgzBYJTAKYlnkjIpS+GoSEpRjOUoSsRJFqdZNwTVNTWXldd0d+p6241qk0tjdmvM7j6Ds1cP6Kxed5Ai2ASSTuCZFJnNRNI5NpmVUoPx1JAUy7PJ7OFgUYlgisuUbRNSbvBQXsrPEgPjiYFxKTMUFmJ+nPZguCIgLxKG8EiQYBCSC0VEhOSCBBOKiMEQCWFhH0b4UNKLkV6M9oUiPoKBSPqQIBU5BGVYjOVCHE8IIilFqaj8TTr7ViiUlCHFNCmmw0IqLKTCYlSBECQFnBdxXiS4VJhPk0KGlnKMXODig0JyWEyNyLmRWH40lh+NF8YOieVHo5kxBSk9KqVHxdTIN2RGFYT0yCF8aphPDQvpETEzKmXHorlxKTsmZccO30Zz43J+IlaYjBUm4wNT8YGpxMBoamg8OTiWGhofmVlY3bu9d//J3v0nu4/+sPf4j/tP/nTw9J9ufvXPN7/654On/3Tw9J9uPf361tOvb3/1h9tf/eHW069vPvnq4PHTg8dP9+5/pbD/4OvvcuvJv9x68p93H3w1t7YdHxj0E7jeYe7R96st5n6zyeJ2hViG4Dm7z2vzesICnx8fm99YV0aZynj0m31n344XD09NKs373bsP9u8/Ugx18+GT/fuPNg5ur+3dnF5amVpYGp2ZG5qaKYxPFcamC2PTA+MzAxPXC+NT+bHJ7Mh4emg0OTCskMoOHpLMDBwST+fkZEaQE1w0nsgWRqZnZ5ZX51bXb6wsTS5eH5oezE1mUuNxaThKZVgsRqF0EGZgRAxhSYrMcWxB5PIinxMQIeKlCJPf02u3dBqNnUajJQDRyVRYjqgs6ub+dh1oDNAwJoZcuNsK2Zg0RcZxTIQRHsZENCRhmBhCBQwTUVRAlA+pBMmkI4SMQ0zAz7mJGEzGMFyAbS5dd2+zxaYGXRbA3wfjZpJ2RiUon4vEE3hE8PPxUIwLkSFPMOgIYoAn5LAjRgdh9YlekHGCpB1inEryamirMjqMvhCC9Ta2/f6FhmPPNr525MzPn33rR0df/uH3jv34b9/68bNv/fjZt39y5J2fPvvuz468+w/PvPsPz7zzs2f+h+T17x89q/Dsc0eee+65Z5955vtHvvfOW++2d/So9MZrtXXtHU0andoMesyeoMmLWgNYS3//x2e++Oyzd85f/LymvqK3v1ur71f3d2t6W019bU6bVuLw2etDs9dHslk5nZLTKZnlSANgc0I+nIuw8RgpiYQghqNRXBTDEYagIxQruHxQfVN7WWVdc1t3d6++R21UG2z9emufzqIzAzbQ74MJnBYiiQSTTLKpFJ/JCNmskM2KuZyYy5GZBFPI8YU8m8lyqZyYHoymR6TUsFIzfrNzNZ0/LCqFTCE+OCoXhsNS3I2FHRDqxsIBkoHCXJDkEVrEmKgSjmBKgMJckBUghveRnIdg3HjEFWLcOOshuCAl+Qneh3PeMOun+AAjQqwQ5EQvI8C8HIomcTlByAlCjjGJFJ/OiumCkBpgk/lIPEvGckQ0g0sZTEzjQjzEx0J8DONkBeUtSicoMcvGBmgpR0ezXGJA0ZaUHY0PTCaHrscHJmOFCeVVzIzEBoai+W9ippgd+obMyKG7/+xfQ0wXxHRBTA8KmUEhM8hlhhWEwth3EQfGo0OT0aFJeXA8PjwZH55MjEwNzS0v7t3ZfvDV9oOvlDx188lXd7/+w92v/3DryeM7T5/c/8PXd796fOfpI2Vb1t2vnt558tXNh493795Xktr2wydbDx5v3Hu4ce/h1oPHO4+e7jx6vHH77vTqOpdMu9GQwwdZALcN9Np8AbPbC0BBhIpgEdaPok6fz+nzYSwXHxhc3N65+fjJ7v0Hyh3cawc3D3dgrR3cWt2/qbB2cGvl4GDr3p29B/d3793evrm7urUyOjUsJwQ/5rOCRsBldoJmjxfww0Gr22cCfYDTa7WBVhsIOL0OwGO2AAajzWiya002ndmuM9u0JqvGaFEbjRqTSWs2661WrdncbzAoj+lzBQLJfH7qxo3ZtdXJlbnc1EB6IhUfj3EFFk+EQdLrwV1+0huIQAiPkkmWyUuYTAO4zwiaNXZzt9ncabWrALDf5dKCoM7psDmsBpNeq+/v1/eaHDp/yBXA3San2ku6qAQpD0WlvETHmUic4xISExOotMzkYpEcT6XJcBKnkng4FgpJmAdzQ2QgGPb7EFe/tquxpbpH1dqjatVZ6nyIBqHstBiU00x+NDcxNzEyNSanpADsMRj7OjrqVH1NoNfgCzm8YYeXAdw0AIRtIOVsN7VVtZZb7DoE8Zg1ZY2f/brx1b+re/XHH/78B//4o+//w4+//9JP/+bFn/74hZ/86IWf/OhXP/77X/7oh7/4+x/8/Id/9/Mf/o+VjX9JXkeOPnf06NFnn3nme88+/8brbza3dKj0xvLGppbWhl6N2uR0WbywyQvrXN6Gnp5TVy9euvRFWfmVppb6Xm2f0WwwGDU6dZehr92k7xkbTv/p63s7OyuSRBNhBEH9On1fr05jdNqhcIiSxLAoKPIKCQLJcWGWpXjeAyEtnT2VdU1N7d2tXb2tPRplzmiwuwEf4kPJUEQUErnD84xKn0jMZKVsTsrmqGySL+T5Qp5JZ5hEhkvkuViBlb8pIb+Lkssi8bTS48c4yYtTyjYLT4j0YrQfZ6Awp/jrEIjhAxFOkZcrRCvycuOsD+e8IdYbYj0E4yM5H837I5w/wnkpLsCIqCiHpBgmSrgghSWZisW+Ke4SOSaRU+QVElMon1SEhbJRhJEQRkLZqALOJpXkRYlZJpYXUkNielBMD0azo4mBydTQ9eTgVGJgUnmNZkej+QExm/9WUoNCZpBPD7CJAaUJqMw0lLVisb8kLzY7zOVG+Pwonx899Jc4MK7IKzY0ER+eVOS1df/p1v2n2/ce7Nx/ePPJVw/+9E/fXEX/h68f/umPD/741f0/PL339RPliq5bj57s3r2/efO2IqzN+4827j1cv/tg/e6DzfuPth8+2X3waGZtIzE0EghTFo/P6vaZnG6r2+cMInY/5AhAXjTkw3AwCIF+vxuCPFiIEMSBqeur+wfbd+/t3n+w9+Dh5u07f0leG3furN++ubK3u7a/s7y5mi6kfLDHAVqsTrPRolar21tba5ubaptbW6obmstqm6vrmitrGqtqm2rqW6pqm8qr6sur6qvrmovLq8trGsqq60oqa8qq66obG+tbW5s6Onq1fT7Yj9OEO+BRaXob25pMdnM8kxi5MTu6cD07WUhMJOPjMWlU4gYEVCaUUo5Js2xOEAfj/GAsKBAmCOg19XcbNB0GQ4fF1ut0aTwevdttcDm1Jp3WpNNZdWqTus/cb/VaAqQ3QPkgJhBJ0dJANJJgQ3w4xIdDLAmFUURi8DhHpplwkiASISqJUwmCjIcJiSClMM6HUDqos/RX1lyrqr5WV1/e0HFVZ2txwQaCh/gUlxnNXV9ZmFtfi+ayMBHSG3UlpVdOnvzdhUsnGjvKbF4NSFpdlMNBWIGwo93UVttRZXcaYdht7Lla+cF/qnrp+w1v/erc28feevO3rx9/9b3jrxx/87Xjb772+hvHfnv81ddef+XYb18+9tuXX33tpb9KXs89f/T5559/7tkjzz9z9NWXj1XXNHRr9ZXNLQ0NdX1ajcnpMrp8Jh9kAN0NXZ3niq/U1JQ0NtU0tTd39qk0JoPOoFX3d+vUXQZtTzzKrKzM5nNJt8cRhH0IBnWrOhrbW3s0/a6AT4n9hCBSUZmUooTI4gJDSqIPD3XrDfWdXU09qqae3k6dQetw2vyQjyARhvPiYTeGwxH2PyzHaDmGSjwui3g0GuJFOMJ/006iokGa+zPgCK+AMEKQ5nwE7QmRbiwMIrjND9t9MBBAwWDIg4b9OA1THBoRQqwUiHB+mvWGWTceUeT1DQjtRiPeEOvGI2484iFZL8V4yIiX4nw066UYT5h24YQbw33hMETTYSFGSYmInGISuUg8S0QzmJBEuLiiLTgiwhExSAvKAo6IYT4dYhJYJE6KaTZeYOM5OpoOCwlSTDKxLJ8siOlBOTeSGBiPF8bk3IiQyfHp7LemLrDJPJPI0XKOjmXoWCYS/8abTCLHJvN8euDbllmBSxW4VIFJDSqw2WEmM8Rmhw/lpfhLHhyXB8ejA2OxoYnB2aXFvTub955s3H28dff+xu27m3fv7j14uP/wwc69uzt37+zeu7197+Dftondub1x65sNE6u3763evrd25/7anfvKYv3ug417Dzdu382OT6Isb/H6jaDb4vEpr0AQccIoCCPOIAxCsBMKgEHIEwwqd2HyqfTU0vLGrds79+5v3r6zsrf/H8prdf/m2q1bysU7c2vLmcEc6HOarLpQGJ6eGZ+YGMBRT09HfV1laWlJcVFx2ZXiylNXik5dKTpTdO3ctdJz10rPFpecKbp2pujamSvFF0vKL5aUnS8uOV9ccrbo6tXKiqbuLiKM7O1vPv3qwdT1USKM6A39On0fFoKSI0ODs+PZyUJsLB4bk2MTsfhEkskLsIiEkySXF6WhmDyS4guyN4KoXaa2/o42tapNp+uw2PpAt9brNXg8Rjeod1gNgM3ktmsdhm5Tr8ap9ZI+IhEm42E2w4VjpJfwO2G3Gwt40CAY9DsJOMARoThJJHA8joXjGBnHyXg4kohQMSosEqSA272W8tprF6+cLiq5UNV2VWVutfj1ftKLsjgVE9NjY7mJqfTkDbkwGk1mHU7gwvlT7777yhdfvtvYUmSE1ABhdRBWW8jaZmxtUtWDHmsw6LJ0Xip79yd1b/5Ee+XzvsaGlk5VfWd3S0d7bWdrbWdrTUdLTUdLdXtzVVtTZWtjZWvjX5u8nn/++aNHnnv+maO/+sULRcVlraq+iqbm6po6td5gcrq0AGD2eg1OoK6l6cuzZ059eeL8+bOXi6+V1zc2d6u6+vvVBo0TtCGwDw56sRBkd5hVfV0eH4iGkO7+nvLa6qaONovTgdAUzrGkICnDODoh0AmBS8epmOjBMUcw4ESCAAx7wmGY40KSRMbjeDQKoKje7bbDMESGYZpCIjTGMjjPEQIfFoWwKBASh4s8LvIQTYMwCgZDLjgMBEIWL2T2BA6xeCGrL2jzww4IdcIhIIjZA4iC2RPQAW6dw2lwukwuj9XrdwSCLgRTbssIkIw/HPERjCdEuzHKjUYUQJhyoxEPxoAYBWKUi4i4w7SLoLwU48JJK4ToXG6NHdA5nVavzxmEg2EapXiClykpQccylJwOiSmUTxzKK0gL34XgUigdw5gYKaZJMYlGJD9OezHSBeNejAySbIiV6GiST+aUuxiFTI5LZb5NWDkmkaNjGSqapeJZIpoKy+lIMs9lBtn0ABXPkrGMkgS5RJ5N5tlkPpIcUOByI0xmiMkMcbmRQ3lJgxPRgbHowJiYH4kOjA3MLC7s3t64+3j9zqOte/eW9/dvbG3Nb24sbm8tbK8vbq0v72wu7a7Pb/3bHt259bX5zY2lne3lm3dWbt095NBf85vbfCrjCRE2P2TzQ/ZA0OjyGDxemx8CEcxLEB4s5EJQD4q4EdgJBQJh0ocTpBQdmp5Z3t1bv3lreXdvcXvnz8y1snegLBa3d9YO9tf290avT0JYsF+j8gbA0bGB//7f/4//83//X1bmxomgy6zpqauqLC4qu3K19Iui4i+Lr526VqJwuqT0y+JrJ68WXauuu1pRfbGk7HJZxeWyirNFV0vrarU2ayYTffr07h//+HB2diyVEgkCAgCj02lDvt9qAAAgAElEQVTiM6nc9Gh6qiCPxqRRKToWjU4kIgNigA/iiTCTF4QhWRpK0GkeJPw9Nk2zqrWlr1uRlwoA1W633u02eVxmr1vndGgBaz9gUtm1faAeILyhOMlleTIW8YYDFq/dAFq1DovGatHZbTov4CQgWArh8RAmI7iM4FE0JGGEHMajBMZjOB/yoq6GjtrTF0+ePneipPFSm7ZRC2rsQacd8XtJMhxPEbGkg5A9YTkzMhOLZ5oa6z/84PjHH75+8cLv282NZljvJO1WzNKib27pa/QGAAgCbc2nrh7/u8r3/lFdeam/t6/L6GzVWTu0+g6drl2rbddq2zSaNo2mVa1uVatb+vv/f+h5fe/o888/c/RnP/mHM2cv1rd3ltY3VFQ39Kh1Riegd9r6rcaGzpbzVy58euKzD3/3+y++PF1e09CpMeoANwDBlCQWRodFicVCQa/fpTOo27rbHW4ggMCdfaristK6pkaj3YqSZJhlSUHiEyk5mxfzMamQTIzkkqP5aCETLWQSw4OJ4cHYyGBibJjPZ6hkDJdFF4E50CAqcrF8Ll7IJwcHUkODmZHh7OiIQnp4ID6Yi+ayhCACEGxxB6weyAD6jS6f0eUzgF4D6DW6fCa3X1GYye1XLGb2BJRvdYC73wqorTblblgj6DK53MqJTg8W8hG0F6e8eESRlwuhD/FgjAdjACQMIGEQp10E5QyFARS3BCAt6Oo1W3tMJrXVZgSddr/PDWNeFIcICmNEUoyT0VRYSuJC/LBm/DN/YUwMjcghNo5zMSjMOfyICfSZXX6lmAL8QS+Kw2SE4EQ2lpTSOSlX4NNZJpGhYyklatGxDC3nyFgO4eJBRiaiGTY9xGWGqXg+LGeVqSUb/yaO0YmCApMZIhN5MpFXwheXG1GqSDE/IhW+eS1ML9zYvrl+59Ha7Ycbd+4s7OxMr63Mra99c+x8e2Nxa3VxZ21he3VxZ215b2the31mbWlmdWV+c2P55h2FQ3mt3r63cuvu+PwiIUhuNAQimC0IWwKQzuMx+Hxmf8CJhfwk6SUIbwj34SEvhoJByIOFPFgoxPG58YnF7R0l1q3fvPXNScP9myt7B8u7+worewdLO7uLW5s31tdimZTWpFP1dcGIL54QHz269fTRzZmxbJRBccit6mwrKSm7crX0akNDfV9ft9XaY7N1ms1dFkuPzaay2/UAqLbam1W9JXX150tKz5dcq+tot3jcOO6Lx5lUipdlWpJIDPPY7Vq7XUvEpPTkUGoyL43I0qjEj4jCqEwXBLLAsiOSMKqcpo4R8YgVBjv0PY3dzc29Xa1abbvZ2uNw9rtcBo/H4vPoQVBltXaZDb12U5/T1A8arSEPEqOYFI9wOIC4rT6n3mlrVvWU1zdWN7d2mLXGgNPPwaEYhslIKApjIowKCBYlsCiBChjMwH7C12voPld0+sMT758pOVnbVakG+q0BwOgDARQNx1NkInu5sb+iw0iJ2UR6sKOj4+TJD7/48v3TZz6o6ikxBDQuGrDjthZ9c2t/kw9yBoMuV8vZkg9+2njmuK6jRtWv7zCAzWpLm06vUusUevq1Pf3a7j6Nwl8rryNHjijy+tEPf3zyizN1bR1lDY0V1S2tXb1au00HmGva6z/58pMPfv/+qS9PXrpYVFffYgL8HoxxwKSf4mMDQ0PTMyxP4+GQ0wu2dbc3tra4IT9Kkp19fRevXqmqqzVaLShJEgwTYjg2lpCzeTEXFbOylItJuZiYjUu5hFzIyIVMYriQnRiR8mlSFgiJ84UxD47QcUm5PEu5eWZgcmxwalyhMDqcHxnKjAxzibgzCJvdXosXMoDe78auw/ClxDGrL2jxQnqnR21zKvRbAY3NqnPYjaDT5AKVV6vX4wj4vRjpxUgPSnlQyo2QboR2I7QLplwI7Q2xbjTigAkHTIA47QyFLRCiBV1ah1Ntc/TbbFq7wwg67T6vEwqAPsjhgwB/0IcRaEQgxfihvBR/HVaOCjAloREZjUgBgnX4EZ3dpbYAWjtgBt02j88ZCLph1INg/hCBRdhINCZm84q8IvG0UipScpqUMoiQ8JC8O8whQoJODdCpATKRD8dzf0leuJzBpFQ4nhMKY/LwFJ8fpVMDVLLAZQbF/Igir9zUjZmNvdVbD9ZuP9y4c2thZ2tmfXVhe31lf3txZ21mZX5ifnpscWpqdXZxb33j7t7arb25zdXptaW5zfXlm3eWDm4vHdw+9NfSwe3F/VsDE9cRinEGEQcEG70+vder8Xj0UMAWhJ1YyIXjIIo6EcSNIm4UcQYhZxB2oxgSYRKDQ7Nr68qusc3bd76rraWdvUNWd/cXNjdurKwwAt/S1tza3uT1ORHUzwl4KsUKHBoJ+8mQT6ftq6isvlZeVdPV7cKJ3PXpydW14fmFgdm54fmF0cWliYWlGxtbhckpI+g6X1J6puhqY3eXEXRqtN0er53liHQmmkgKITxgs+sNxj5cFhMTA7HxjDgcFcei/IjIjUYjQxI/ERMm48J4ghuW2UI0JFMWv6O5v72mra6+q61ZrW4zWbpsjl6n0+DxWP1es8enA8A+q7XXbulzmFUOgwkCEIlk0yLKEw7YY3IDaqulqqX1wrWyosqaZl2v1mPzMhAmo3gcI2IoHkUxEYWlUFDEgjzqpwN+0m/zWataKk9dOvnJufeKai50GTpsAYcBtJq9XjqWSA6PG3ykJUDGCxNyItvW1nb6zOdnL5y4VPRFVU+JEdJ6GNBB2NuMrR3a1gDsgiDQVPbR5Xd+1FT8e01/S0e/ttMAdGiNKoNaqzYcounXH/LXlo3PPvvs888dPfrMcz/42x9+fvJ0Y2d3bXtHaWVrQ7uqz2zq0HafvnrqjXdf/+TT31eUXKusqOtS6VwwZfJiNSp9h9kJ4qQdRiAs6A54NAZ9ZX1tY3u7F0NdcPBade3Z8+cqqiqNVkuIpEI0jRAUyQpcPCkkeD7OsTLDRJmIFImILC0wFB/hk7H08ICcS1MSHxZYLwY7/B6EDjOSwEZFTpY4WeJj0UOiSTmeTmUGC3wy4QzCRpfH6gvq3T6T2/9nKFlM8ZcOcKtMtm6DRWWy9ZrtKpNNbbXoHHaTCzS5QIMT+PbOMlDZ2/WtuUgXTCk4g6QbjbgQ2h7EleRlDaIa0NNnsfVZbH1Wq8ZmNzgBm9fjhAIuOAD6IBvoMTnddm8gEKJDrETwcoiV/yx5QRSvECR5mBL8OOPwI3qHW2N1Ks8KsLvdoN/vQ5AAhnmCQdDv96NoiKa5VIZNppWyUYldYSkZ4hIekveQPCIkmMwQnx8lE/lQNI3Lmb8kL5iPo2KSy43kphcHb6wmxmbo1EAommZSBSE3rMgrMzF7fW1n5eb9tdsPN+/eXtjZml5bmd9aW97burG5PDY3lR8fyk4ODM2NzW4urN/ZXbu9o8jrxtaaoqqFvZuL+7eU9fzuwdz2XnZkPICTjkDQ6gto3W6Nx6P1+/QwZIcRO4zYgkErBNkhyBbwWb0es9ulFONK22tycek7l3AcKNpa3N79Lsvbu4tbmwtra4zANzTVV1WXWax6OOglGDiWisQTFEn5AgFHn7qnuKLsSnllm1obluTFnb3dB49WD24tbO8qTC4uz65tDM/MAlDwckXl2eKi2va2Tq2mrrnGApjEOD92fWRgNB+iULPDaLDqmGwqMz0ij6WFUTk2leDHJG40yo/FqTEpMhaNDEfpQZHJSyGZMnltDd3NFU1VdZ2tzWp1q9HcYbF12WxqANCDgAX0a62ODo2uWdXb3Kdq7uvuteqcoQAV53EpAqKQEXRq7Y7WPnVNS3tLt7rLqjdBoJ+D/0xefhH1MhAkoF464KP8ftKvtWsauuq/vPjBlxd+X9F4VWvt7TH0tverXAjKJlKJkalodlBKZOygq6Ts2uenT5y+eqqsqazN1GDDTO6I00HYOy0dKlNXEPX4/YC5/NPST36lartoBdR9RovO6tYY9AZTt8Fk/PfojYa/tmGvyOu5Z4783d/84POTp1tVfc2q3uKypqZOtcqkq2ytfv/zd9776K2iqxfbGxtbmruNFncwLPU7oIu17c06G0DQaqdbpent12m7+nubO9vVFnOQDGut9o9OnT755Rel5WVGqwWnaIyi/EgIDdM0L4kJVozzYpyXEoKcisbSciwdj6XjQlzKjwwkcimKj4RZyo9CTp8LCWOKvA79xcmS8laQ+GhSzg0ORFMpEEYMoNvs8WlBj1IqftdcBtCrd3oUc/UYra39uja1vktv7jZYOrTGXrNeYzcbQLvR5dABVuV5IlqHxY0QboRQzHUoLzBIOgIECFMgTNmDuBMlQZw2+YPdFnu/1d5rsajM5j6zRWu3mV0gEPC64IA7AFudboPVYXK6PUhImQagEUGZLR6aK0ByCjAlBEneBYcNgKff7NDaAZPLY/H4bC4X6PcHMCyI424IUlwWxPFIPBmJJ7+dLeYoOY0LcSQiO0MRiJX5/Gj2+kJyfJZM5INcDGLlvySvIBfD5Ux8dPr6xv7czu2BuRU2O4xJqUgyL+SGpcKoVBhNj89MrmwtH9xT5DW/vTm1sjC3sbK0u76wvTq1ODs8Mzo0Nza6MDm7ubB6a3tpf2N6feH66uLCzoZirvndg/ndA2Uxu7U7vbGdGRjxYYQjEFQKRl3ArwsG9DBkhiCzP2D2+y2BgNXvN3lcOoe932LWOQCz2+MIQGFRGrsxv7K3r/S8Ds21sLXzXebXNxfW1maXlvio1NHVXlZerOpp97gdISYYy7D5oWiY8jldxh51V1FV+ZXKqrPXStvUWgcE2/yQxg4o/yf1GM1qm6O+q6eqra20sfFcaenFirKypoZr9bVltWWtPa0+1Dc0OTQ2MwbhkAkw4QweHxsemJ+MT2TFsVhiOiWMR7nRqDCeiEzIkQmZHY2xI7IwFCfiEYPbUtNer8irRaNpM1nazdY2k6nLZOq1mHq15uaO3qLKmoslZUXVVWWNtY09HRrA5KdQjI/4wpgj4HcGYYvHp7OCZqdP5wUAPABLoVAMC8VQXEaUvWBwjHCzEBLFAyzso/wwAwMwoAd0jW1Xz13+3YXiEx29DY1t9ZeuXaltbtYYLY4A5IKDBou1urbmSsnV8yUXL1Rcru9r0Xh6QNKulI099u5+qwrGvF6v3VTyaemJ32h6SwGvUWdzOECf1aK3mdt0dpPWZvz3/Jm8/mNJ/UWlPXPkuWeeOXrkueeee/7Z57/31u8/aupR1XV0FtVW1nW1tWt6ymoqPvz49x9+9H5x0aWmuuoWVZfKoPeiOBxmHX7EhWAADLWqVbX1NS1tza3tLTqDNhD092v6zl04++mJTz488Wm7SuVHQhjJIATtQ5AgjggJIZaOyikpnpGTuXgqn0hkY/GMnMjG5HQ8M5iLZ5MES+B0yAO5KAaXYlwyHYslJIVoTIgno5lcMpWJ0zzJy2xqICXn0oEwYfdDSg/eBPqsHtgA+Ayg3+SCTS7Y7AvpwKDZ7e3SmxtU+tpuXYva0qWzt6m0XSqN2mCxAG6Dw6m12k0uUGM3dxs0/TaT3Yc6IVwxlxPCHX7MCeEuOGxHSAAjLRAGIGFbELUHkC69sV2j69Ibe02WPrNVbbWrzbYATgqxlMPtN7s9JpdbbbX1W+0OCPbTbJAVYE6EKB6OiAgjQRHRT/EekvVSnI/mPbTo54Rep7PDpO+2mvoAwA5jOhCy+yFlnuANES4Es/kCjkDQg+FhUYrE4mwiqViMjKfwaBzmRAAK+wleSA8PzCwnR2dgPu4heUxKkbFcWM6G5SwZ+8ZcygYOmJZhWo7mxseXtscWt2LD0+FYPsjGcSnJZQaVtn1qbHp8aWNp/+76nUeL+wezW9vjy8uj8zNji1OTy9enVqamViYmF6+Pz09OLszMrX1z+Hl2dWl+Y31h7+aNnX0lec3vHizu37qxsz++vMbEE8rNJUa3W+92a5xOncdtCUK2YNCFYV6CCIQJKEwEMAxwu3QmY3dfb69GbQYAjIxkhsfm17dW924vbd9a2dxd3dpb2dlf3T1Y2TtY2tlb2Nq5sbk9s729sLc/v71dmBh3etylpddqKkrdDqub9Ak5ZmQiwUQ8OnVTZ1ttTV3ltfKKi+WVF0rLLxWXXi4uvXKt5GJx8akrl09ePn/u8vmzl86dvXTuYtGlorLi4vJrl4ovn7107tz5i1XVtRqtnuO4iYmJeDxOEEQqlRpbvpGfGUuMZ2PjCXlcFkZlYSQpjqbp8Rg5LLGjMWY4SuY4KsO6wt76vqaK1mvlHRW16o5Ws7HNZGrXattVnW3tTedLiz784sSxN4+//NqxN955+5PTX5Q01LTq+iywFY1iIQnzhT1A0AYEbQHc7UOcAAHCEhqUggEhgCdDoQQGiT5EhvA44aY8nogPEmA37QUot5P2WEIOm9/QqKo8V/rZ+WufXqs5V1p96ULRmc9Pnyi7WlJWVF5yrbKopPJKeWVRbWV1d0OrsV2Nq0HO7ItYLbC1w25SOW2eoMMDdPdc+G1zyWdqQ5854DWBNgdgBB1mq8Vkc5gPsdpNFpvRbDWYLH9eNv5/kdfzzx09evR7zz7/vTff+11DR1djd09RbWV1e3Nzb1dxRckHH//u5Bef1tZUtLY0tPV0tfX1GgGXO4g7IQyEUbXdWlxXdbX4Sn1jXWt7S1tHa2Nzw6kzX7759hvvffBuWU2V3mqFMAIhaBinPMGgJ+gjeZKVImEGJyIhmidpngwzOM2TUkLgElIil5LTcZzBYTzo9DooBo/GeVZiaJ5ixAgXZVmJkRJiupBKF1KsFOFlLplPR7MpiAzbA0F7ANG7fSbQZ/VAeodX7/SZXLDRg1j8IR0Y7DdZypvaKlq7G3qN1R3qkvrW8pqmlo5undlud/mMAKg2W/st5k6tplnV06lXW32IPYA5YQII4vYAZvOj9gAGBHELhAMYafIjDpiwQoja5mxS9fVb7fZAsFtvrG5tr+/s7jNaUJqVUzlvEFPmAFo7oHU4nXAoyAqoEA2JCWV7hCKvAC34aN5H8/6IAOCMDcNbjcZWvabLYtQ4QU+YBrGIwemy+yE3GnIhGADBNl/A7ocACCYEkZZjTDxJxxJ0LEXGU4ScQPkYCFMuhMbYOJMaxKW0A6VscNhHi2Qso0DFs3QidwjOp5BIjE0MpsdvJEdn6eQgwicDEZmMZbjMoJAbFnLDydHr40sbi3t3Vm89WDq4Ob+7N7m6OjgzmRzNy4WEPBCPD8VTw5lYPhUvpHNjg6Oz1ycX5qYWF6aXlw7ldbiY294bW1rFeN7odrswzOz3G71erdul93rMUMCpmIuighSJRugQTUIoAno9vdq+tq7ObrXahyCpweGZ5bXFrf2l7YOF1c2F1c359a2Fje35zW0ldt3Y3J7d2Znd2p7b3JxcmOckUaPpr6utbmmoNXutjExNTOViUcJs7G5qri6pKL9UWn6uvOJCWcXlssqissri8qqrFVWXKsvPVZReKrt2oaToQknRlYrS4uqKq5VlZ65e+uzsqY9PnTh54fTVyhKj0xovpFNDOTmXHJ2dHF2ay8+MJcbT8lj8u/KKjMWIQYEekuhBkcgwVIb1scEeW9+1hitX6osrVS3NRn2TTteh0zV3tl8puvzG7z545fjxF156+YUXf/Pir1869uabJ86fK21p1HhMsIBHkhwVZ0ICgTIYJZA4E0LEEBGnwkkSjxNEIkwkcDweQqMIJoYwMYRHCUQM+SIQQLgBwg2S3gDpBoLmLkPDtdpTZ4p+f6n0RHnd5drm8rqqyrqa2pqauvLqmqrmhlZNZ7e1t9vRrSX0TsbiZ+xWxNZmNaicNi8MuOzt3Rff6Kw5Z7DrzQGv0Wl1gmbQYbbbLP+hvMzWPy8b/9/J6/lnjxx95tlv5HXk6LHjb9U2tbaq+orramramzvUvWU1Ve9/9MEXp042Nde1tTe1dre3dHV19qo7+w2tPZr6zq5rtTWfXzx94erFKyVXL1y9+NmXJ9753bvH33nj0y8+K6+p0NktYBDyh4gATgZw0gkFgIAbplEwAJqdZhNgAnwAGAABHwDhEBNlmJgkpGQxHSMY0gN7rE4LyRJSQgiGIA/kVnD5QRgPshITTUqMSDNRJpZJSJlkkKIdEGwJwDrQb3R6zS6/DnDrnT69K2D0IGYf1ufwNnZ2X6msLmvurGhVfX657P3PTn9y8vT5y0WNbZ29WkOf0azSG3sMxrZ+dUtvX4/JZIEwG4w70LAdIazBkDUYsiMEgJHWIOEiIkryMvmg5l5NdVuH0eVxY3hte+cnZ86dOH+xuKq2W2twuP1qg0VjsxucLp3DaQDdLpSAGB7hZEyIQxSvdOgDtOAjOS/FKcnLSbB9oLuqq6tR3dth1HUaTXq3T+fwN/X09pmtZrdXweYLABAMQHBYlGg5HoklKDlOyUkqkSZjGVxKBsKCsqXDT4kegrMjJIgziJD4rrYOF5FknormkEgsxCXpxAAZy8NcIsjGg2w8kszz2SE+O8RlBhMjU+NLGwu7t5f27y7uH9zY2Z1aWxuanU6NDsYG0rGBZGIonRjKitm4kEkkhwvDM9PXl5dm11Zn19aVwKXIa25778bO/uzW7sjCspcgtACgyEvncmndLlPAb0cRH0VBNA3RJExTIZYOsxGcImEcsTptLR3ttc2NVhCUs/mx2fnJhdXp5Y2F1c35lY251Y251Y259c35ze3F7d3Fnb253d3r6xuzGxvzm1vjMzOsKFgspoaGut7+bgjxDgym4gneAVraVZ217W11Par6XnVzr6ZFpWnr7mvt6m3p7WvTaFp02ja9pk2vaTdoO4y6DqOuRdtf39td3dVe0VFb1Fh2qba4Vd8V4EJUWhAGE8NLU6NLc7mZ4fhYSrn+VBiV+ZGYOJrixuLhAh8u8GSBx9MRIsOgMmHDnDU99Zdqi0ta6xt1miaNprVfU1nX+MFHH7/48rHfvHTs1Vdef/WV13/1y9/84sWX3vvsRElDg8FvJ5OcNJSMD6eTw5lYIZEsJFMDqcRQWszK8aFkfCjJJBkhK0QLIhULM3E2MZgUshIhkeEoBUUQJ+r2hgMgCvhIly2ore8pPlX8/qkr75Y1nGnrr+hTt/WrO9u6W+ta69o1XQ4E8EY8QNhmoqwgbfHTDivsaDFqex1WPwo6LS3tl95Wt5baPXaLz2UBLW632QVYHA7Hn8nr0F9/rbyee/bIobx+/ZtXy6pqu3rVxTXVFU2NPXpNU3fHl+fPXi0tMtpMHp+7V9ev0qq7+7Wtqv7Gzp6qppaS+uprdRWnLpz73acf//btN185/tvj77598uzpxvZWM2B3I5AXQz0I5sMIH0YAAb8T8qBMCAyANrfN7rG7IJcH9ngRbygSEpMiE5O4hCxlkiRHuwIeo8MYZggpIVIcGaKwEIXhdAgNIyQbllPRzECa5ElapOVcUs7nYDrigFCLH9W7AjoANIBercOlc3l1oF/vCujcwVadtby+saGrp7XfcKak5uV3P37pjfd/+9Z7b7713mdfnrlWUd3U1dOp1vYYTJ1afZfOoLED5iBhgcNWhLTAYXOQMAcJG0o5QhE7QjpDlA3GHTDRawNK6ptLG5q6DaaK5tYPPv/il8d+++vjb77+3u8+OXW2vKahtau3x2DSOZxG0G32BNxY2E/xfooPfDtbhCjeR3LeMOsOMx6S9ZCslxLa9KbipqaGvp7GflVJU3NRTcPpq5WnrxZfq61v7FZ16Qz9FpvF43MhmA8Ph8Xot/JKUnJSkREZy5BSJkhJLoR2wKQDJh0o5aPFUDSNCXEimvquv75Zyznl5BMUifop0UsJQS6GSSkqnj1MXomRqdGFtfmdW0v7dxf29mc2t8aXl8cWFsYWbowvzI7Nz4zemB65MT04M1m4Pjk8N3N9dfXG1pZyycShvJRu19z23vTG9tCNRQCGu0wmKwRpnM5uq6XfCVhQ2EkSAYYKRqhghEIYEmMoPEKFKBwNY8EQrNL0VjXU9RsMkWisMD6Vn5jKj08Pjk0Njk0VxqeUJwAp/fX5rZ2Zrd3r61tzG1vzm1uzqytTN2YT2aQP9re1Nup1/SQV4kUOJYlAmAiyLJlOo6IciaeFVF6Mp7logoknmGSSTqeEgYI0NCgNDfKFPJ1OhRNxKpVkshlGxgOk1+oz2QI2F+52ou4Ai8XHsiOL09npofhYSrn7lB8RuWFZGEnyY/FwngvnObLAhzIRPB3BkpRfRC2Is6q78XJ9eWVHc1NvT1OP6kp55dsffPjCi6+8+MIrr770+rGXj//yF7/52S9efOeTz0qbW8AwIg5lmUycTcXyk6Pp4YHEQG5kamJgckTOJXPjhcLkIJ8S5XwsM5qlorSYFPOjeS7GwTQqpKVInHOhXjfmc2KgCwc8YavR11mnuni27J1T196+VP1hY0dZc1dVfXtVdWtVl6HDhQNB0edhATvnclJWb9hhCVgbdf19gA0OgTZDXeOFd9VdVWAAtPhcNtDi91hBpxUAgO/K6zB8Wf7Kntdzzx755lac57//7LPP/eN/+tWVy9dUPeryhvprNdVtfb2dmr7L5SXFFWX9Bo3Faevs7epU9bR193ao1F192sbO7sqm+vKG6gslRV9cPPfFxXMXS4srGus61L0GwGb1gG4s6EJgF4J6Q4QbDdl8XiDoQVmcjnJMTGDjYkTmlbWYjsXyqUhMZhJRKZMMCywY9OqtRozGWJmlBIpgiYgUERICK7OszMoZOZFP0CLNSFxiIJcYHIAjrCUAm/yI3gNr7IAOANWAU+fyakGPBvT12l2VHariioo+o7nHaP3o9MVfHHvz5ePvHjv+1rHXXn/1jTdOnD5dWlvf0tPXqdV3aowqg1Xv9BkDoe9ignDFZQ6UUoKYxY/Wq/rPFJddqaq5Vtfw9ief/fLYb3/265d+8eprv3j52IuvHf/0izP1LR1t/RqN1WlxB4Ag5g+zAVrwkQtedVMAACAASURBVIKPFDBOVkaNis6U5OWlOAdKVXX2XKmtq+/tLm1p/OTs+bc/+fzYu5+89dEnH3z+xemrxRVNLe1qrc7hdAaRIBUhBIkU45SUCEvxsJQkYxllPxcTL2Bs3I1GzD7M6EFMfkwJX54wDTE8Ho3TyUwklaWTGSqRphLpsJj24ZwLoV0hBkAoAKN9tBjkYggnR5J5ZbdEfHhy+MbK3NaBIq+57Z2ptfXrq6vTa2vKNV7TK6vXN1anN9dmNjenNzZmNjdnt7bnd/cW9va/K6+ZzZ3Zrd3r61uDcwsmn6+xr08NAN1WS5tB3wPYrRjioklFXghLhfhIWGBJjiYiYZwmcDpktJlqm+s7+1QhlsmNjmfHJlLDo3IqF0vn5WwhNTiSn5gan1+cW99c2N69vrE9vbE9u7V9fXV1aml5bn1tcmEumk3pNarunnaDxQwGIYimw7EYm8vGRkdGbyzc2Nhc39lfXt+aXVicunFjYnFufHFucm15fGVxeGGuMHs9MzWemhhNjo8kx0emxtJJmSIJLwy7HaBFa9K4IW8ynx5euJ6dHoyNxaVRURoVuWGBG5b4kRg/EqPyPJXnqQEBzzJYmsbSNJIksURE57MUN5WfLb1Y3lTT2NV+tbLidydOvvjrV3/x81//6ue/efGFV375q5d+8fKxD8+eq+nt9TBEdCQP8ZSXCqXHhuKDOS4hD06NZ0cH+GQ0PZItTA5ySUGRF84TtEgn8gmcwT2YT8rKYlb2EZAn5HeFvS4SDDBOiLM50J5Oc2lV59mS5pNFdV+WN1+q76noMrYZvTowDHgZEKQtLiEAhgE3Zjd6LI26fq0LgEOgWV1Vde6D7vYam9dp9TkBlzngs4BOqwMArXbTv/eX1W766+T13HNHjx49cuTI945+/7lnj/747392+stz3Z29ta3tRZXVjV2d/WZTXXvL5fKS86VFJy+dKam8VllX1dDS2tqlau/pa+1VtfZ2tqs7OzTqLp2232I2OAGz22X1egAoAMJBEAk4g5AiLxBGLR63PeDyh4NhIcLGRT4ZZWJCROa5hMQno2xcDIsCFZXYRBznIm4E0lkMASwYZqkgEXQH3V7EC+GQH/NDOBTmwlyMi8g8KTJCJiFmsgGSNnlhow/VuYP9Nlu/A+h3ADqXW+10a0BPl815tanty/Pn69o6Kpva3/jwhCKvl469fvz4m796+Tfvf/zxxZKy2taO1l5tt86qtXktHtQSICwBwgqFrVDYFiRtQdKB0A6EdoYiSglp9iFVHd1fXC4uqqk7e630jQ8/fvH1N158/Y1fH3/zl6+89g8vvnT8nQ+KyqqauvvVFsDug10oGaQFJddAkWiIjynTxgAtQBExwIgQKwUYUeuCrtQ2XKyqrunuOF9W8saHH7/+/kfHPzhx7N33j737/nuffX6xrKKxW9Vvsdl8AR8eVs4zYYz4zRlJPqEcP8L5JMrEfDhngwiLP2RHSACjHSgFoLiXjKBClEqkFXl90yZjo26MAoK4AyYsftQCYQ40DGCkh2AwIa5s05cHx4fmlue2Dhb37szv7ikPy1nY3r2xuX1jY2tha2d55+bs1tbC3t7SwYFitxs7+4fVorK+sbM/s7kzs7kztbY5MDtv8HjK29vaDPp2o6HVZFA5HRYMAUgCYmmEpXCRZRJRPhnlYyIXZbkoG6Iwh9ve2t3e2adCaCo7MpafmMyMjmcGRjIDI6nBkczwWG58cnhmbmJhaWp5dXJla3pje3pje3x5ZWxhYWJpIT81xiRlrb6rsq68orGmQ6cBUJSMx4VsOlrILG1vPP76q//2v/7rv/63//qnP369f3Nnbml28Prw9aW58RvXx+amZlbm1/a3tu/sb9zcWdpe21uZHs1IHA7BPpfDbnY4HBGGG5u6Prw4mbk+II/GxBFBHBHYYY4dErlhWXnMD10QqDxP5Fg0TaNpGklRaJr28lCjpuHzy5+cKzld215X2lB18vLFV18//sKLv/n5L371wksv/+b46298+tH5+qo2wByMkuJo+v+h7b5+G8vyfbFLYs5JFIOYKWYq50qqUqgcupIqK2cx55xzjqKonFW5qit1zj0959yL+3IBw/4H/OQXww82YBiwH7aKU9NT5xjGeIgPhLU3tyhBFL/8rcW11/Zkw55MaOvF3urBRnatsPN8b+PJdmGztP5kc+fl3tLO0urh6uaz9WQ5nl3NrB+upVfTwWywsFXIbua8aZ837bMnne6c25u3u3MmX87oyxntcY3eOzdjujdvHdV5FfaoxZV2OlMOZ9rqzlptOZ8tbrX49Sqrdlyr0XrsgZBFOXP5+lD3/ftfqMw6o9tsc6i9Tq3NajDZnJXwMln0Jou+kl//P4RXdXU1EF5oGKa349jEo8l7I+OXbw0/mJzW2qwKk/Hh7OSlOzd7h870HOs83d934crVL27duXn3wcjU1KJWqbZq1Xar3u3Uu51apx1g9LodkZAt6LX4vLZA0BGKWP1Bo9tl9NisAYc14LKHPM6IzxnxuaJ+TzzoTYS8iZA3GQ/lMtF8zpeMOkP+Bb3K7LEHYqFwNuoIuWwBhzPsdoRc7qg3Xkzm14uRbMIR9LkiYW8yafAFlQ6v0uGftbjnTKY5k2nOZF602+ct9gWHa8Ziu/hwrL276/TQ+RNnzzc0dzIEcrZIyuY0NDQ00DkseVvbwKUrwyPjY/OqWY1VZfLqnWGdI6R3hg2uiNEdNXliZm8cYAzEgcpLZffeGJvs7j97/ubt/ivXZF09bImsXiCi8QWMBhGjQSRpart47ebD6YVFg9XkDlkDMVck64hm7ZGMK17wJfOeeNYVTQMneAPh5csuLVo8Z67dOH312s3RR6cunhe1totbu+SdpwTNrYLmVllnd9+FS3cnphaNZuADR3sgCqw15ggnneGMM5ZzxnK2cMafXIrkVqP5NV+65E0tBQuroeKaP1f2pNL+bC5aWk6urqXW1mPL5WC+4E1nvIkc8OmEORAzeMN6X9gUjBkDUUsw7k7kAtlSdGmtuPP48N23b376y7tf/gqE19d//PWb3//tq1//+PqXf/v2t//ywx//7d3vv3/1179+/W//9v73v7777Y+v/vivX/3xX9///u/ArK53v/4F6DBWwkvv9128f294ZvqeYuGRRjVjsxijYVsqEV7KxpZy6dXS0vZqeWd9eXO5tLa0vF5KZGPekGdeMz+rnPcnouWd7dX9g43HT7YPnm7tP1nff7y6ewBcr6C8u1/eO3jy4ftX3//66oefn33z7bNvvjn88HblyUF6o7xomLx050L/jfPXJkYWXY5QMZcpF4orhQ/fvPkf/6f//n/+H//b//1//e//6//yP/8P//3fv/rm5d7h2u7e2sZmaWU1v76xtLO7uru3tr6xtFRKJ0MOm0mpU88ZjBqbyxnPF3eev3z17Y8HH55vvNwtPV4qPi4UDrPZw1xmP5c7XM7tFHN7S9ndYmI7F93KhDfTgc2Ubz3hXg0GV0N63+K1BwMDl7sv3xq6cu/a4M3Lnce7Za2NQrlY2t7UcebY6duXh3UzCwlXbCufP1wNraQSG7m159ulvZXC1tLq4Xr5yVphr7T8pLzybHXpsFR+urzyrJzaTBZ2smtPy8XdXHwtltpMxtZjvqLPV/T5SoHgcsC35HRmTa6MyV90BvIeT8rtyRtdGZMrY/Nk3a602xa32+JWR9JmTnqsMZvJq1dZtXMWsyXs8/qNs2Nnh68O3Lx1dUarNHksdrvaa1fbrAaz3fWn8Krk1z8VXsCtqqoKCoZBqyFICKqzqXP8/viDscnrw/eGR8bmtBql2bRgMkxpFPemx+/cu3Vr+Obte/cfjE5MzC6ojUaj3aw2qdV2q87l0DhsWqfd7PdaAj6Dx2XyeSwBj8nnMfv9tmDYGgiZfB6jz270WS1+p8Ft1bssJq/d7HMY3Fajx2YNuGyhkDcZ9ycTznDIGfLP69Q6u8kZ8vqTQVvA4Qi5/MmgLxHwxHzBdDiSizmCngW9ZlarUVqtCxb7vMU5b/NOGZ1zJtOs0ThjMi7YbPNWq8Llmbc7r4yOd/R0d5882dM/KO3s5UqbhbJmfoOQzWazBfyWro7zX9x4ODU7pTTMaqwLOue83j2vdSzonIt6l9LoUZm8arNPbfapTN4Fq0fp8C7a3NM6y5UHI409J/ouXh64+kXbyb6GppZ6gYjM5jIaRDxpY3NHz7Vbd0dmFUqT0+gKGj0hkyeq90R07ojJnzhKCl/E5I/awklnIgt82qhzh09fvX7y/MVrD+6dunhe2tElaukUNHWL2zok7Z1NPcdOnb94b3Jaa3eavX6dw2Vw+syesMUbMXnDJk/U5I8bfXGdOxJIlVLL27m1fWAmBDBdPlLaSKysJlZWgeSKl1eC+YIznjAHQ65o2uyLWPxRWzhpCcbNobgtmrKEE8BcXHsk5U0V8lsHj99/9+anv3z54+8ffv/93a+/vfn5l3c//fbhl79+/cu/ffXzv7//8a/v/vjj3R9/vPn991e//Pblb395/9f/+u6P//L61z+AEfq3v/z+p/CyxaIX7t29Njpya3b6gUoxY7OY41F3PptYXUqtLOU2l8t7Gyu7G6WN0tJqsbS2VFzJxzMxvU2vMmi8sXB6uZRdXVve2d3af7K593ht73B192B5Z6+0vVva3i1u7Ry8/ebV97++/vGX599//+KH7x9//dXmq+cbL5/ltqKL1rlrk3fOPbx9ZezhvenxeyN37967PjY2bDEq4gFHxG2y6+YNykm1cmxRMaJenFDOj81PP5wauzNy//qDO1fv3b587/bl8cm7M7OjBqsulI6Vdrcff/31i59+23n/3cGH5xsvt0uPlwqH+cJhNnOQzeznsgfF7HYhv7uU2SnENjORzXRkKxPcSns3Ep61oH/V689blOaHl271nr7Qce722csPb1x/eOvirctnvzh/YfjKjcl7j8wL6rTHsZtN7uWSO9noRjK7m8/u5JKriex6OruePrr6xk46tZ1K76Ry+9nMbjK6FoqthRIbkehaKLwSiKwGQ2vBwIrft+z1LfudeYcrZ/UtOQNLHk/W7Up5femQp2hy5y3unMOd9bqzflfK60g67QmbPuq0Rx0ml1Zl1apcTlcs5PbqJx70Pbhz+dr1yxPKeYvbYneo3NZFm9VgdniATuL/a3j9hxXWZ2/gGhCouqa6qgpUVQUDgeE1YG498+Hw3TujEzcfjAyPTYwvKme0+lmjad5qXbTbZy2aObNuzqybt+gVFpPKZtHY7BqbXeOwAcmlczn0bqfB4zJ4XEavG7hsh97rNfh8pkDAHAyag0FTIGDy+k1ev9kXOFo2IBh2hKPOSKyy2IMzkrCHYnqXb0ZrHJlXjk4tHJlRjM+pJhY10yr9jNowr9DPKfUzSv20Sj+pNUzpTRMm85TFOqc3LxitcybrgsWucnrULu+8xf5IrT128aK0p7e17/Sp8xebu4/xRLIGkbxBJJd29524cP3G6OzIov7hvPbutPLutPLBnGZ8QT+xaJhUGCcWDWPzOsD4gn5Ka53SWqcN9jmz6/685tilGy1nzvd9cefUucvdp4dkHb08WQtf3tp2/PSFG3ceTM0vWjwaZ1DrCims3nmTa8HsVli9CqtX4w4t2rzzFrfS4TcFE65kwZdd9mWXTYHwjbHJExevDH1x6/zNO92nh4TNHQ2NbQ3N7fLukz0DFy7efjClMtsCSVckZ/LEzL6IPZQAzsG0BmJmXwTIIE8hFyyXouur0fXV8Go5WC4Fy6XQynK0vBxZLkWWS7GVcmylHFoqulJJSyTsiEcc8YgzEXUlY+5U3JNO+LIpfy7tTxWCmUIwU4jkS8Wtncdv37/58cc3P/747qff3v302/uff6/48MtfPvzyl69++S+f9fq3v7769Y9Xv/zl5c+/v/7p91c//vb8u5+fff1jvLB6f3Lh7PXbN0fGbk9OTuk17lQ0vrZU3CkXNku59WJuvVjYWCpsLBXXivmVfGp7PVQumqJBSzya3NooHh4WDw83Xr/eev16//37nTdvyk+eLB0crL94sf/+/cGHD29/+OnN9z+++f7HL7/74cvvfnj97feAV+/fbx8eJnI5q9up1GunF2fHZiYeTY5Ojk+MPHz08P6DibFJjUrrdvoioXgilg5HI16/z+awm60Wq93m8rj9wUAgFAwVCqm1tfLh4f6XXz798OH5118fXZHg7ePdFzsrByvF3aXc3lL2oJQ+PJpYn9wrJPcKid18bDsb285GtzLRrUyqHE0uR+JLoWDSZXAox2bu3rh78eqts9eGr165c/X6o5uPFkeUbq094/aVw4H1WGo1llqNJVaiidVIbDUSWwvF18Px9XB6JQY8VHI5ArQTpXB8KZRcDidKoVgxEMn7wjkvIJL3BdJuf8rlT7l8SSfQCKTdwYzHmXI4Uw5H0m5P2BwxqyNmdcaszpjVEjYYor5ZT2DB7guFAvmgzbX4cOp6/8TYrbt3Lz96dNNsVjtdFrNFb3fajGaD1WE0WrQGs8ZiN1gdRrNNb7RozTb9PxVeoOoaUHVNTVU1EF6wahCjjnrj8tVHEzP3J6bvjU+NzC3MaPVzJvO81apwOFROS8VRYNkdWrtD43BonU6t06lzufRut8HjMXq9Rq8XCC9AJbzMwaAtGAZqsQpgjyMcB7iiSXcsZQtG1TbXtMYwPqMYn1GMzihGZxRjs8qxedX4gnpiUbOgNMyrDHNq45zWNGMwzxgtUybLpNmyYLQummyLJtu82aa0u1ROz4LVMaU33ZycPH7hYvup0939g519ZzpO9J04M3Rq4Fzf5RtXH4yPKnQzeuuU1jyq0I0qdGNK/ZjONK43TxgsEwbLuN4MtCeNVoXVrbJ71Q6fxh2YMzuujE52X7jSPnSh/9IX/Ze+OH3h6vHBC8cGzg9dvXlvYnZeZzZ4w8Ap3EZfROcOGrxhkz9q9EVMwZjeF9a4A3pf2BpJulN5b6bozRTdycyIQn3m2o3Tl66dvX574PL1E0MXe/vPtRzvO3724oVb9+9PL6qtPmBNMaM7ag3EHOGkK5p2hJNmX0TvCuicfp3THyptRFe2kxv7qc2DxPpedGU7troTX9utzFBNruyk1/ZSq7vAKj2h8nqovB5e2QBEVjeja1vRta3w8lZ0ZSe6shNd2c7vPdt7//3Ln39/9ctfvvzt77z5/Q/Al7/99bPe/PLHlz//5fVPv7/56S9vf/7j/c9/vP3x9zc//Fbe3Z/TGS7duXNxePjS/TvjmkVvJppaX8qsFzKr+cxqPrtWyK8X8+vF/Eo+u5zNbK6l1lcC+UyoUCjs7Czt7Rd2dteePnv89v3hm3ebT5/nN7Zy65ubT58//+qbL7//8d2PP7/78ee3P/z0pxR7+duPj3/4euv96+UXB/nH28mdcmS9EChnEqtL0eV8pJRLrpVLB7vbr14dvn//5Kuv9j+83n7zfPX5Qfnp3urzg41XT7a+fLb15bOtt1/uffX+8XffPP/+u+fff/f0668ff/hw+P793uu99Wcbxf3l7G4xtV9MHSwlDpfiB8X8diG3lc9u5jIb2fR6JrWWTq6mkqupWCkUXw4nV6LJ5Ygv6TQ4lPPaiWnlyP3ZR48WxiZ0s0qnxhp3evN+71LQUwxEi9FIIQQIFwPhYiBUCoRKgXA+GM4HQ7kAIJj1+9NeX8rjTTk9SYcn6XAn7J9yxRzOqN0ZtTsiNkfEZg9bbSGLLWQxhc3GkMkUMBr9BpPPYPIZzH6jJWCyBY06v3PREzT5o4loIGFT6EcujVzuGRm5cffu5fv3v9Bo5x1Os9VucrjsFpvZ6jAazBq9SW2y6qwOo8VuAFLsnwqv6urqSn7BQGBIdQ0ZRzhz/OTY1Ozk3OKjiem7YxOj8wtTGs2UTrdgsSxYDYs2o8JuUtutartVbbWpLFal2fKP4XWUXx+T608RZg9FKvll8QcBn5ZgzkjME0964kmjxzenN07Nqyfm1ZMLmqlF7aRCO6XUTap0E0rtnFI/qzLMaU1zevOs0TJtME8azRMG07zBApx0PWu0LFjsizbnos05Z7bNGIxXHz7qHTzbdrKvs+/MscGz/RevnLt24+bYzMN59ZzRrrR5FFb3gtm5aHEpbZ4Zl2fW7Z33+isW/UFFIGTxR62hhCUYt4YSlnBiweq6OjZ1/Mr10xeuDl65cf768KVb9764N/JwekFpslt9YUc07Yr/bV0wZywDbHrSBVcyB8yQ8KQLvuySP1fy50rB/JLG5b01MX32+u2BqzfOfXH7/PXhc1/cHrx28/rDsUmVTuvwuaLpUKbsSxRtgaQ9FKuUq2ZfCDiFU+/yhXJb0eJuYvkgWT6Ml/ajxd1ocTe2tBfP7QCShb1UcT+9dACIrO1/VmztcWLjcXz9MLZ2kN17tvX222c//v7yl7+++OXnF7/8/PLXXype/fbrq99+ffXbL5/17qff3v7465sffnn3w6/vf/ztww+/vfvulzff/PT03VtPLHp/enzoxqX+a2cfLI67Uv74aia1mgOSq7BZWtpaXtpaXlpfKqwWSjsbawf7K3u7q/t7W0+fre4flLZ3Nx4/ffb2/bO37w9evt48fLJ5+OTx6zevv/72y2++e/Pt94Avv/nu9dffAl599c3BN+8Pv/3w+LuvHn/3/vF37/e/eb3z4cXm26eHX7/Z//B6993LnTevdt++3n//bv/9u713b59+8+7ww5e7b17svnmx/+7VwfvX++9e7b55sfP8xe6LlzvPX2w/ebZx8Hhj92B9Z399Z7+8USqu5DOldLKUSpbTqdVsfDUTXU1nl9KZYipdSCZz8UQ2VhHI+YP5QGQpHC9Fw/mgN+GyhyzWgEnhM6n9FkPEaU963dmgJ+N3Jj32qMPhd9gCDqvfbvXbLAGbNWi1hm3WsM3gtRh9VpPfBjD6rABzwGYO2Ex+q8lvNfoseo9J5zZqXQa1Q1+hsusUVs2iRb1gViltWoVVozCrF00qhUmlMKlUFo3GrHG4DQaX0xyIhRPpuM9qGr/86FzzrQHJgwfX7t27cufOlbn5cbvDZHda7E6b3Wmzu8wmq05vUhstWiC5AP9UeFVVVdXU1IDB4KPZXlXVaDiiSSobnZxR6YzzKu3I5MzY3ML4omJcqVwwmebMugWrQWWzaBw2ncOpczj1dpfO5jxqO116p+vTq9WafD6z328JBMx+v8nnM/l8lkDAFgrZAiGrP1jx8UIYYUcoAlzYAlhd3htPmjy+Wa1+fE41Ma+eWtROKXUzasO05gjQYZxRG4BTrKf1pim9aVJnnNeZF/RH+TVvti1Y7ItWx4LVobE75w2mOxNTF24NX7g1fPH2nWv3HtwZn5xUGeb0VpXVrXX4NHavxu7VOf0Gd1DlDap9IW0gog1ENP6wNhDRBaP6UMzij1oDMZM/ag7E7JGUORSfMzvuz6su33lwafj+peH7Nx6Nj8wrlRaHxR92RZPOWAZYSNrxcWzek8y7Ezlfugjwpgqf8mcLznhK5XA/mFm4NHz/3Be3L9y4c+nWvVuj4+MKjc7pdUYSgXQxnFsOpEruaM6byFQWXPQls95ExpvI+JLZcHolml1LFDYThc14fiOWWwfEs+uJ3MankvnNZH4zXFiLFNf/UXx5A1gILF5ey2xsrz97/vjDVy+++/7ZN99+6vm33x357uvPevnV9y/effv87TfP337z8u03z7/86tnL90+ev3385cvkUnZGuzh47VzP0PHhqTuOpDO1mU6t5rJrhfzGUhFIro/hlS+XVrc3N/d3dx4/Pnj+fO/J8+2DJwfPXu49fnb47OXhs5f7T54fPH3x5MXrg6cvtvcfbz1+CgBCbePg8ZGd3Y+2N3a213c2AOXN9fLm+vLG2vLGRml9vbS2CVhZWVleXl5aWlpaWlpeXgbahUIhny8WcsVCrpjL5HPJbC6ZLaRyxXQ+FvRFAt6Qzx0MeEJhXyQaCEcDoYg/GAsEon5/xOcNeQC+sNcf8dkjLkvQbvJbzRVei9lrUQXt6pBDG7YbgnZj0A7sN3nMWqNBazRoTAa1Uas0aVUWjdqqVVm1SotBbTPpnFa9y6Z32Qxuu9HjMPtcBrcVGF8GAOPOOqfZ5LUDo89Ao3Kvxe+2+o7YvW671+30epxeTzjg9vmD/kgq4PPrp+8OnxZf6qHfHBTduXPp3oOrw3evjE/ct9gNTrfNZDdbXTaX12axGyrFF5Bc/2y3saq6qqamBgKB1NTUgGtANVXV0BoQk0a/eu3mwqJaYzDPKtSTi8qRmbn7U9Pji4pJtXJaq57VaxcMxkWjSWEwL+pNi3qTwmQBKM1WpdmqstgAarsdKMo0Dofablfb7VqnU+92V+aIA/ROt8HlMbg8eqfL5PGaPF6gYfH51VbbhEJ5f3z2/vjsg6n5h9MLD2cXH80p7s8t3p9bHJtXjS6ogLOsRxdU4wrNmEo7ptJOKXXTKv2sxjinN8/pzTMG84zBPGu0zOmNaptj3mAaXVCMLigeLiw+XFic1Orm9OZKsTanN8/qTMAepcGmMtrVJofa5FAZ7UBbY3YqLQ6F2a60OI7mkVkdQHE3pdaPLaofzi6OLqhmtEbgVHC9y6f3BnQev87j13sDBl/Q6A+ZAmFzMGIKhCuM/pDBFwTuNQcj1nDM6A8pzPYHMws3Hoxdvz9669HEg5m5aY1OY3d+XFjxaLz/T0WrMxJzRePuWMIRCjvDEXc0BnBFogB3OOqJxDyRmDca90Ri7nAU4AkEvcGQLxT2hyOfCoZD4WgkHA0Fw4FILJzJJYHTS9fWtyvWN3YqVtfXPqu4vlVY28yvbhTK64XyeqG0li2U07lSLJ9yR/xjCxNd/T3CNuHA9X6NSx0vR5Ir2fRKLrtWyK0X8+vF3FohV85ll7OxTCJdzAMn5+fL5dzycrpQyhSXs8XlbHE5Uyil80vZ4nJuqZwplBKZXXB0bQAAIABJREFUfCydA0RT2WgqG0lmIslMOJGOJlORRDIUiwciYX845I8EAtFgMBYKxaLheCwcj4XjiXA8EUmko8lMLJVNJBLRaDQcDkcikVgsFo/Hgc1QIhFOJsPJZDieCEZjoXA0HIlFY4lANOiPBPzRYDAeDiejkVQsnImH0rFgLh7MxQPZWEUwFw/lE9FCIpSN+pJBb9zvSwQCqVAoGQomgo501JGOujMRfyYaSIejmWgiG0/lk/FEKp5IxeJJ4LcNJSKhRCScjHqiEV88FkwlQ+lUMJUMppLhTDqSzfgT0UAyFkonItlUNJeO5TOAUDoRSieCqXgwFQ8kY/5E1BeP+OKRQCwWiMX80ag/HPEGQ15fwOX2Ol0er9VkNlqUKv3Yg7tXjjeelhLPdzPvXOm4fvPs/YfX7t6/9mjsjsGssbmtBqvR4rTaPVazw6i3aHVmjdGmtzhNNrfF6jL/s+FVDaoBQyHV1dXAEFh1VRUOg21v77x9+45CqVZqdQsazfjC/MPpqUezMw/nZh7Nz47MzY/OL4zNLY7OLozOLoxNL47MLQBG5xcrxhYUEwrlpFI1qVRNKJSAKZV6Wq2ZVmunVJoplWZSqZ5QqACTSvX4omJKpZ5SqSeVqhmNdl5vmFZrHs7M3hmbBgyPT98em7oxNnljbPL66MStienh8SN3JmbuTc09mFl4OLt4NDo2r5pUaCeU2rFF9diielSpGZlbmFZrJ5TqkfnFMZV6VK1+sLj4UKEYnVOOzasAo3NKYHN8QT27oJ1b1M0r9PMK/dyiDmgvKA2zGuOM2jBvsCjM9kmtYUShntIZ5y12ICJnDOZpvWlSa5jUGqZ0xhmDec5knTVaZo2WebNt3mwDPklQ2Jwq62eobUeBCBywYLTOqA1AHE9rtfMGk9JiU1ntHw/2aOxejd2psTu1DpfW4dI53TqnW+/y6F0ek9dp9rksfvefmLxOk9dp8butAY8t6LUFvRa/2+xzuTxOt9fl9Xt8Aa8/6PMFvL6A1+v3BIP+UCgQDHn9AXcg6AlHfMlUJJONp5K5T6VTeUA2+3nRfDGSK0SzhWi2kMgWE9liLJ2PJXPhZDyQjM3rlCfP9QlaRd0D3SOKUVfCGV9Op1dyufViYbNU2FjKruazy9lMKZNcymZXitmVYqpUSJUKyaVivJCP5XP5chnIsny5XFxdLa2vF1dXgXZxdbWwslJYWakck1tejq8ux1ZKsZVSdKUQXSlEV3LRlVyknM1tr320kd1az25u5ra2cltby3tbxe31/OZqfnO1uL2+tLNR2FrLrpfjOyuJ3dX03np6bz29s5baXk3vrOV218MbS5HNUmSzFNtcjm+VE9srgPRG+VOp9eXU+nJyrVRaL5fWy8XVUqFcLK4sLa+USuWlfDGXXi6ll0tHS0ItF3KlfL6Yyxcz+WwhlytkMpl0Op1MJ5LpRDyTiGdi8UQqkUwnkmkg2iLReDgSC0dioUgYEAyHAqFgIBT0BwO+gN8f9AFPt9fv8fjcLo/T4bLbnTaTzW6wWHV6o0KpnpmZGx0dv3fvwfCtO5eH+gb6Th/rOd7dKOtuqOuTki+elH5x5cTlq2fuPLjyYOTmg5HbCu2CxWnWW40Wl83qMltdZrPDaLIbLE6Ty+/whtzekPufC6+aaiC8gP4jBASurqqCQ2H1NEZPV+/t23cmp2ZmFhZnFIoZhWJapRxbWASMzysAk3OqyTnVyPRixejHkfXRGcWEQjm+qDj6lkVFJcImF1UTC8qJBWXlcYDNiQXFxIJiclE5rVTPqrXzWv2cRjetVE8pdVNK3YRSO67QjCjUjxZVgAfziocLykeLqrFF9YRSC3QhZzXGBa15Tm2c15gURpvCaJs3WI4qKbNVZbEtmizARxCzVuuk0Thm0E8oVFMqzZzOMK83AhaNZqCQVFlsGpujAqgTgavamL1+ayCkd3lUDqfW7dF5vGqnR+Pyat0+jcurdnoqmzqPFzjA4PPrPF6Ny63zeM3BkD0UqQz/2YJhYNMRjpqDEYAtGHVGEu5I0hVOOIIxezjsiEQ+1lZJgDuW8afT/nTal0r50+lAJhPIZILZbDCbDReXwsWlyFIpslSKlpYBQLuyM15eSaysxpbL4eJSslxOrawA12rKrK2lV1dTKyvJchlY876wsZVf3/x4Wdytpa1N4GIon14SBbCyt/9Zy3t7y3t7pd3d8u7eyt7+ys5eeXu3tLm9trOzub8fziQfzYz3XThz4lzfzdHbSqvakwyEstHkcia7Vsiu5pOldDwXj2aiyeVcYbO8sr+5erCzerCz8fhw+9nT7WdPNw4PNh8fbj99svv82f7LF7vPn20/fbL5+HD/ydP9J0/3Hj/Ze/xk9/Dx7uHjnYPDnYNDYIr86tPD1af7688P157trTzZWT7cAh527XB34/Hh1tMnW0+fAdaf7K8c7CzvbS3vbZX3t0u7m4WttczacnKtlFpfzm2s5DZWsmvLgPxaOb62lFhdiq8UY+VCvJSPLeVixWysmI1n04BYJhVJJUKJmD8a9kVCHp/X6/f5fD632+1xub1uj9vpclptHrvXbXPZrQ6r2WY0GnU6nVqrUqoV6kWFYmFxYX52fm5mZnZiemZ8cnpscmb04YN7D+7fvXd3+M7wreHbN2/e+OKLa1euXb188cK5C+fPnjs7ODTY33+m78zpU32nTvSdOnHyRE/fqWP9Z04O9J8a6D915vSJUyd7Txzv7jnW3dnd0draLJdLRcIGHpfNZjHY9fQGJplJozLoTCGD3sGjDrU1XBroGTrXf+7SyVt3L46MD995dHNqfsLoMBrtZofP5fDbXUGnK+i0+2wOv90b8QQTgWAi8M+FF6imBgwCQyGV/mN1VRUEBK6uqiERapuaWgYGz165fuPuw0ej09MTc3Mjc/NA2QXEzfSCZmZRO6vQKfTWz9LY7MCIvtJsUVttwLwKtdWmMJgBSqNFZbJqLHat1aGzOfUOu85u0zvsRpfT5HaZ3C6zx23xekzugNHlB1ZD1bp9QP9L5w2onB6N26f3Bsy+kC0YBZbfcgZivmjaFYw7AzFPNOWNpV3RpDOScMdS7nDMHY27YwlnPGGPxy2xmCkWNUYjtkDIGY56YglvPOmJJVyRmCsSc0fj1njcnkw602lXJuPKZNzZrDef9xeL0XwxmM5GcoVYsRTJFxOlcry8Esjl4+W1cHHZny34s4VwcTleXkusrMfLa7Hl8p9iIrZcTq9v5NY3M6vrqfJqqryaXlnLrK4f2dgu7OwXdw+A6x4V1nfya9uZ8kZ2fT27vp7b2Chsbpd29pZ3D0s7B6Wdg9LuLmB5b2/l4GD18HDt8eP1J0+WD14Byoevy4evVx5/ufL4y/Lh680XH9aevgU2156+XX/2buXxl6X9l0vPXpeef7n84s3yizel518uPXtdePIy//hF8cm74pN3pWcflp+/L7/4sPz87fLzt+UX75ZfPakov35asfTs+WetPX26+uRJ+fBwFbB/sLyzu7S1vbq1u33wJLO0tKDXXbz5Re/gqb6L/TdHhtUOvcVv9yYC4VwsnI36k0F3yO3wO3zpUKKcK+6sFrZX0qulzNpyfnM9v7meXV3JrJTT5WVAsrQESGSygHg6A1x2D5BIpiPReCAYBmY8+IM+r9/j8jgDLk/A5fE73X6n1+fwuC1uu8Fu0VqMeoNeq9OqNVq1RqNSqxTKuZnZqYnJhdEjsw/Hpu89mhi+P3nr3tTt+3dvDN+5fvvutVvDl67fPH/1+uClLwYuXu+/cK7/7Ln+s2fPDA2dHuw/eeZU78ljnb097d1dHd1dHd3trR0tsuYmSWOrrLlN3tIsaWwXNrfw5TKOUMDm89kcLpvDZrNZHCaXyeAw6ll0Cp1GplKIdRQCuQ5fS8YwKZR6MplGIlGJRAqBQMbhiGg0DoFAw8AoKAgJqQGgoCA0DIyGgbEIEAkLp9ViWTQSp57MptcyKARaLZZEIhCJeCIRTyLi68gkBpXCYdTzWEy5mMnjMnkcrozL6RGwznXKLp3tH7xweejC8RvD50fGh4cf3hideqS36S0umyfk88d8oWQwlAx6Ix53yOWLeoOJQCgZ/Lvw+o9C6v/rraYKVFMFgkHgRDyJQWc28ARN8uauju7e3uOnTp0eGBg6f/7ipUtXrl27fvv2nXv3Hgzfv3f34YP7I48ejo0+Gh8Dvo5MjE9PznxqZmp2dnpubmZ+ZmYOMDs7Pzs7Pze3AFCqVQqVclGpWFQqFCqlSqNWazVavU6t16l0WpVOr9LpVTqjWm9S601qnXnBavrUos0MsFidn2W1uWx2t8Pptbt9drfP5vJanB6zw20xO+w2t9vl97gDLqfP6fC6XX6fN+T2+Co8Xr/PHwwEw8FQJBDwBYP+YDAYCoXC4XAkEotG4/+JowGRjyKpVDSdjmUyn74DxzKpaDp5pJCJFjKRfDqcS4VzqVA2Gcomg5mjoYrKaEU0l45kU+FMEnhNxtOZeDoVT6cS2SQgnot/VjgbieSi0Xwsmo9FctFwNhJMh/zJQCoaqkiEA7GgL+L3hH3ueMifCAcqYkFfNOCN+D0RjzPsdoZcjqDTHrA7AnZHwO4K2F0uq8llNTktRofZYDfprQatRa8x69RG3aJeM69VzaoVs6qFWcXc9Pz01OzkxPzY+PzY+Nj9+1fOnetqaRFwOXw2S8Tn9RzvuHjl7PjUI41eYTBr5hXTw/duDJ0/c/PShYobF89fv3Dui/Nnr50bujYwcOXMmav9/UDjwsmT50+cuNTXN9jTM9Ddfaaz83RHV19756m2rpOtnSdaOnokTd3ixk6hrFMo6xLJOwTSVp6oid0gZnJFDI6wnl3BpzK4dXQumcIlUzi1dZzaOhaxloEn1uMINAyOjsXTsXgaBkdFY+uQaDICVQtH1sKRZATiU7VwOAkGI8FgeDiUiIQTEDAsFIyFggkIGAEBw8OhWDj8U3gkkoBCEdFoAhqB/wiHReKwSAwWgcEicDgMDofB4zA4LBqPRuBQcAwSgkVA8Cg4AY0A4FFwLAIKZBYCAoaB/nY6MxgCA0MQIDAcBoEj4Sg0EkUm1bJZDEY9jUohMxlUGoVKp9IADHo9l80RCYRyqUwgauDw2Fw+i8tncRuYLe3S/qFj5y+d7hvouDF8fmxq+MHIzYejwwazJhwNBMO+aCociPo8QZc74PSG3P6INxD1BaK+f0l4QUBQUDUYVA2GgKBQMAwCgsIgcDQSg0ZjcTgCkVhbW1tHJlPq6qh0OoPBYDXUswQMtpDJEbN5YjZPwuEDBHyhgC9s4AkqBHyhsEEkFIpFIglALJb+jVQilkokMqlULpM1yita21ta2lqbW1uaWpobm1oam1qamtubmtt7m9oqjjW3V3R2dn9WV1cPoLu7t6u7t6u7t6Ont6Ont7f72IljJ0+d6Os7efrk8VNA+0xf/6lPbn19fadPn+7v7x8YGBgc6BscODM02D802H92cOjs4NC5ofPnhs6fGzr7eQODnzo/OHRh6OyFobPnB4cqO8/2D1TcPj54+/jgrWMDgJu9/YAvOk/9ybWOk9c6Tl5qPn6ppfej7sutPZdbuy63dp1v7PisQVnzoKx5SN4yJG8ZlDUPSJvOiOWnRbIWuaxFLmttlLfIZc0yaZNUIheLZCIhQC4WAWQioVQokAgapAKepIEr5vHEPJ6Iy/9IwKJSK4AqgF5bSyOR6BQilYyvI+LIBCyZgCcT8CQclojFEdHYWiyejCPg0RgkFAYDgeFQGAqBRECrSXgUq75OwGMK+Swem04l47EoKBIM/hQCBAKgakDI6hpkdQ0aBEbVgOBVVYiqagwYgoHBMDAYGgpFQ+FoKBwFQaAgCCQYjoehsRAkBozAgBFYCBJoo2pgGBgKDUUCh6GhSKCNBMOxcGQFBobAwBDAAwLtyl04BOojBODPqYRGEbEYAgaNQyFxKCQRiyFiMXg0iojFEbE4Eg5PJhA/RSIQSQQiHrgRCQQSkUSuJdaR8bVkIolMJJEJJCKBQMDj8UCQEfEEAg5PwOHxWBwWjcGg0CgEEoVAwqEwKBgCrgGBQCAwGAqBwqEwFASKRCLRWCyeQCDRaDQ+n8/nc7lctkDA5wsaGoSCCoFIKJKIxVIJX9DA5rI4PDavgc0TsBpbRKfOdJ272HdmqOv67XMjE7eA8NKb1KGIPxTxR5KhQNTnDjhdfocn6PJHvIB/SXiBayCgajC4BgKkWHVVDagaDIPAIRAYFAqHwRAVcDgSDkciq8GoGggADYJiIXAsBI4Bw+BQBAwCh4Cg4BoIAAKCQkDQ6mpQdTWopgZcAQJBQCAICAKGwKAwBByBQiLRKAQKCUPAoXAYFFINAVeBQdWgmipgYhrwaKQqCKkKUlsFrSBXwchVMCT08xAQKAIChUGgUDAECoVCoVAYDAZDwMFV1dAaEAwEhtaAgDXOoDUgBAQKAYE/BQVDYBAoDAKFgao+qoGBamAgMAAOhnwWugoMQFWBgAamGoKtgaKqqiuQVVUVVeD/AKT6yJ82//YLVVfBqqtgVUegNZ8Hq6mC1VRBq6ug1VWQqirI0ePXVB3N+wOm/tVUVVdXVVVXVQHtyhokwIkZoOoaaA0I+ItBqsAAaDUMWg1DguGfQoBg8BoovAaKgsCQYCgCBEGAIEgwFGjDa8AIMBwAg8BhEDgUCodAYBAIDFZVhaoBYcAQVA0IgKyugVVVAT8XeMo+BQVDgGcK9vFZRsIRWDQGgkBCkSg4GoPA4BEYPBx1BI+pxaFJGCQBgyTg0CQ8ppaAJROwZDSGiMYQUWgCCk3AYEl/gyZUYDFEHJaEw5LwuFokAotEYFFIHBqFr9yLxRBxOAIWi6/A4Qg4HAGPJ+LwxKPQIdYSiLW1ZEotmUIg1qLxJCyRjK+lEOtoAHwtBUeqq6UwiGQ6nkTFEOtwtVQ8tb6WwaaweVS2iMoWUFgNNFYDlcml0Nl1dCaZxqDXs2l0FoXKINfRa8k0Ui0VgMXiUSgMDIYAzhqEQGBQGAIKQ8DRGByplkShUurpXEGDuFEiaZJKmqTiJvmnhHIpXyLiigQNQgGby+Hw2HwBhydgiWW87mOtg+dODJ7vvTF8/uHYjQcjN0fG7+qMqkDIG4kFQ/GgP+JzB1wuv9MTdPvCXsC/pttYSRMQBGhDoXAkEo1E4SpQaDwAicKBMWgwBg1Co2pQSDAGDcPjoDgsCI1CItFwOBIKhf957fyPDw4CQf7ugiA1NSAQCAKBwGAwOBwOg8EgEAgIBKq8YIEGtAYEhMJnUwMBgf5HIQKrBsGqj/7vgf9yMBgMgUAq75/AqwsJhqIgMAwMgYLBPwsYMkCAq4E3fHgNGAC8LP8RpgaKroagqyGoKjDQwNRAMTVQLBiCAYH/EQQCqoBCwRUwGAQGg/xpDxwOrYbBqmGwahikGgaphoE+JlQVCIb8rEo6/Ol5gULhgE/fn2AwBASMgIARUAgSBkXBoCg4DA1AItEIOOYjLBKBQyGJKCQRCUEjIWgUFIOGYQEoKAYFxWDgOAAWgcMicBg4FgVFI8BIBAwNh6KgH38EUA6AwHAMCovHEvBYAgaFRSMxWDQOh8FjUFggLCo/GthEIrBwBAYCRUKgSCgMBYWhYHA0Co0nEOsQtXWoOiqGSsfRWVgaE0tjY6gsDJWFr2Xia5k4EgNfyySQWcQ6NonCIVE4uDoWnsLGU9gEKodI4xJpXAKVg6ewCVQWnsKsINLYJDqntp5LZvAAtfXc2nouic4BkJl/p47FpbB5FDavjsWlcRvoPAHwFTiHn8ZtoPPF9Q0SplDGFjeyxY0skZwplDEEUipXSuFIyCwRiSmsZYmoPBld1MyUtnEbezmNXTx5F0/exZV1cCRtbHEzS9TEFbdwRM1sYRNL0Mjgy+p5UjpXQudKqDRmLZmGwRJhcDTw7APlCAiOQhNq8XV1JBqNweOIGmXythZpi1ze2SHraJe2twHErS0NjXKuVAIUX7wGboOQC/Qcm9skp870nL14HAivh6O3xibv64wqf9ATjYdC8aAv7HX5nZ+Glzfk+ZeE15+SCwZDYDA4PJ5IINb9IzyBjKwlIWtJCBIRTiSgyLU4GhVDqYMR8BgMDolEV8Kr8mr5NLyAnwKorq4G8uvTzxlqaoDqpgYOBgHZhIQgkBAECooEIRCfAiORABT08+AgGAIMR0GRSDgKCUchECg4HAmDIYAHRIDhcBAMVgOF1UDhIBgSggAKgQooGAZAwaBIKOSomgPD4SAYHASDgxCVCuJPQGAoUNVVAHsgsM8jVEEJVVBiNexPCFVQfBUEXwXBVYHxVRDgGFINnAjFE2E4AhRLgGIJUDQegsJDEHgIAl+D+ywSCEsCYYk1mD8Bw1EACAINQaChSAwMhYWhsFAEHgBDEuAoIgJNQmJqkZhaJIaIxBCBNgpLQeOoaBwVg6vHYeh4bD0BxyDimf+IRGDVEpkkIh2Po6BRBDgMA4OioTA0DI6BwTEwJA6JIQIlBoxYh6bUY2lMDJUBNID0IdUxiWQGobYeT6LjiDQckYYn0fEkOppAQWBrYWhiBZpAIVKY5AYJRSijS1rokhaaqIUqbKYKm6nC1npBM0PYwhS1ssRtLHEbU9QKYMk6OI1dvOYefksvv6WX29TNlneyZB31giZ6QyO9oZHGlwONekETQ9jc0NTd0NTNb+ziyTu5sg6OtJ0taWNL2jjSdgBX1sGVdfDknQB+Y5ewpVfUegz4Kmk/IWk/IWzplXb3Sbv7ZD2n/0TQfFzQfJzXdIzXdIzffFzQfkrUeVrS3S/qGBR19os6+0XtZ4RtpwStJ4UtxwTNvcLmHmFzj6ilV9jcI2jq5ss7OZI2triVyRNTmXxCLQ2FxkNhKAgEBoPBEDB4NRSBwBKwpDocmVzHYDRIxfK2FmlLU9uJ4y3Hehu7uxq7u+RdnbLODnFbq7ClWdrULJTK+CIhT8Rn8Zn1HJpAxu083jp46fiNuxcfjN98MH57Ym5EZ9Z4gu5wIhSIBr0hn8vvdvpc7oDHG/J5gl534F8TXtU14MprDI5AEUlkGp3BYLLZfCGAxRMwOPx6No/O4tJZXAadzazn1NNY9TQWh8UX8MVcdgONwsATSGgMDgZHQqBwoECFwhAQKPzTDmNNDRjoRVZXgyodtKMxxY+bQB8WCkbAoSg4FAWHoGFgFAyMgsNwFQg4/hPYz4JD0HAYBonAoZB4FJqAROGhCCwEjkGjCGgUAYXEo5B4JAJ3dAASj0QSkUgiCkUCIJFEBIKAQBAwaAIahUej8B+/i4hEEP4TECwJjCGC0AQQmlCDwgMNEJoAxuI/BcERADAc8bPgxFoAgkRGkMjI2joUmYIiUyBEOoRIhxCpYAIFTCSDCLUgAhFEIEJxdZ8FJ9HgJBqill4B7MEQqRVYEg1XS8eT6wl1DGIdGwAUJrVULpnGq6PzSXQeic4j0RsAtXQhuV5UxxDTGDIaQ0ZnyutZjQx2UwWd2UJnNtWzmhnspnq2lMoQEOvYWBINjqoFQBBECIIIxZBRRDqujoXjiUlCeZ2kuVbUWCtqrJM00+RtNHlbpaCgccRUtojKFtE4YhpHTGMK6+h8EoVDrGMTyCwCmUWm8erZ4npxK1PSyZH3sGXdTEk3Q9zFEPcwJb1s+Qlu0ylecx+/5TSvuY/TeBLAbTrFbzktaOsXtg8I2vr5Lae5Tae4TaeEbacFrX2AhpZTlba4ox8gaj8DELadFradbmg5IWg9KWg9KWw7BQA2Ra0npR2nZZ1nJO19kvY+eVe/vKtf2nG6sfecvOestGtQ0jkg6RyQdg3Ke8429p6Tdw7KOgaAnZLuQWnPkKz3rPTYOVH3WUnXWXHnkLhrQNzRL2w7JWo9KWw5IWzpBWJR1HpM0NzDb+wC8pTBl1HZIhKVhcbVwhEYGAyBhCPQSBQYhkagCVgiGUskkyhUnlAkb2mVNTc1d/c2d/c2dfU0dnbLO7qkbR2i5lZBY7OsuUXa1CyUShokAo6AzeDWcwQseau0/0Lv7QdXRqaGH03emVFMmOwGT9AdiPqB5LJ7HHaPw+lzufxul9/t8Dr/Nd3GTwoEJApDrqPS65n1DBaLK+TwxRy+mMUV1rP4dCaPzuQx2A0sJo/N4gMEDRKZtFkokNbT2UB4QWEIMAQGgcJhcGDcCQ79BNB/OSrKPg6p/EkNCA6BYBAIAgZDxuFoeDwdh6vHYulELJOEY32qFs+uxbNxBOZnYfEMLJ6BIzBxJBa+lo0jsTC1LDSJia9lE8icP8HXsnFkLo7MxdfxCBQ+gcLH1/GO9tQyP8HG17JxJDaOxMYSWZ+Fr+MB34ut5fwdMhtLZuPqOAA8hQsgUXgAYh2XWMf9269E4RKoPCKNfxQW9QJAHUNex5DXMaTkekktXVhLF5JoAhK9gUITfhaBzifWN5AYglqmEEBiCIj1DRSWsI4pAFBYQiAU6FwJhSmhMCV1DHEdQ0xhSqgsKY0to3PkVK6UypFR2FIKW0phy6mcRhqnhcZpoQu76kXdQED8HcExpuAYU9DDEnWxxB0MYQuNL6/jioh1XHwtG0tkoklMTC0LT+PVMoV1bHFdQ3O9pIMp66KL26nCVrq4nSnrYsm7uZIOjridJWxlCloYDc1MQQtL2MoWtbG5TfVMKa1eTKWL6qiCOqqAzpBweM1sYRdP0tsgO8mXnuCKj3NEx7ji43xJH6fxFK/5NL/lDL/lDLepD8BvOcNrPt3Q2i9oGxC2Dza09lfagtYzAGFbPwDYFLUPfBZwpKh9QNI5JO4YBPY0tJwWtZyRtA2IW/uFzaeFzafFrf2StgFRy5nG3gvynvPSrrOSziFJ55C066ys+5y853xT5xCQX9L2flH7GXFHv7hrQNw1IOk6K+k6Cjtpx2lJe5+47YS45biopRdQqby40naOpK1e0ETlSok0LgpfB4OjoVA4AgbHIOAIOBZRnMmNAAAOQ0lEQVSFxOOwtQQ8mUSkcDg8ubxJLm9qkMjFjS2NbZ2tXb0tnT3y1g5xY4tA2iiSN8taWyXNzQKZpEEqZAvZLAGzQcbvO989PHJtbO7eyMy9Oc201WPxhD2esMfpc9ncdrPDYnZYrC6bzW23umwWp/VfWHmBwFAoDEEg1jJZHB5fwOU1MDkCNk/EbZBw+GImR8BgNzA5Ag5fTOJyyXw+gCGV8lpaGFIpgc3GE0goNBYChYPA0E/D69Oe46fF16dDwpWB4Zqq6qpqJAiKQ6AoeCKLTGmg0kVUuohCE3+KSpdUkGmC/wSpol5IqhfWMkQAMlNcx5IAyExxLUNEZkrJTCmFLQdemRS2vI4lq2PJKBwJhSOpvGgpbDmF1URhNQHH/yNGvYxRL6unS+k0yafq6VIAcACTIQfQ2I00diOVJacwZRSmDEglcr2kjiU7yghuE53XDKBxm1j8bha/m8nrZPI6Gby2em5rPbeVzmmqp4s/i8yW1HGkVJ6cxm8EULiyOo6UyhVTuWIKRwSg8SR0vrS+QUbnNdJ5jTSunMqR0bhyOq+xnt/EaGimNzTRG5roDS00fjON10rnt9H5bfUNnWRBR52wkyLqooq7/07DCQq/l9LQTRV00kQddHErTdxMFck5Dc10rqyOKapjimg8GUPQxBA21wuamPx2nrhHIDvOE/ewBZ1sQSdH2MURdgFdvHpBM4AhbGGJ29iSdiZbTqsXU2jCOqqATGkA/lVYnEaeoKdBdEwoPikQneALTvAFJwSiU2LpALfpDK+5n98ywGvu5zad4TadaWgdFLaf5TWe4Tf1A4C2sHVI0nGe19jHbzrd0HxG2DoAELT0C1r6/7QJaGg+ijlxxyAQRqL2gYaW07ymU7K2wcaOs/L2IUlLv6SlX9Y2KG8fkrUNyjvOyTvOydrPStuGALL2s7L2s629Z5u7Bxs7+48SquO0pPOMtKtf3nMW0Ng9IO/ql3f0SdtOSlpPSFt7JS09oqYuYWOnQN7RIGvnS9v40jamqJXGl5PoPDSBAoWhQCAIBFyDgIBRcBwShsWiiHgsiYCrZdCZEpFUKpYxuQ0Cibylo7vnRF/Pib6OnuPN7V2y5ja+WCZtbpO2tIgaZeImKV/KZwmYHBH75NnOu2PXJxcfjs7eX9DNOvx2b8TrCrqsLpvZYTFYjQar0WQ3mx0Wk91ssP79qhI1H2+VGPrPJ6n+R5NaoVAoGAyuqqqCwZFUWj2Dw6cxOUxuA5crYXHFTI6IwRbWc4T1HCGNI6RzRUyekM7ms/ginkjGFUo5AgmTJyTTWcCgElBeVUaF/3Gc+G8+fih5FF7AfA1QdVU1CAxBYLHUOqqAzpBRaOJaKp9Ma6ijCwFkmgBoUOpFlHoR0HkBigWgEgE2a6kNwDF1NDGZKiJTJRS6jMZopNWL6QwJjSmhs6RAWUHlyKgcGZXV9JGcypLT2LKjioMnp7CldSwJhS2nsRuprCZqvZxCl5HrZeR6WaUIqmOIqSwpnSNncdvqWc3AMRS6jFovr6NJyVRJLV1IYUpobBmN3UhhyuoYchq7mcFrozOb6MwmCrORwmwkM+R1zMY6ZiOZ1UhlyemcpnpuM53TAtxLZ7cxeZ31DZ0MQRdT2M0SdDMbuup5HTRWK4XRXM9ootHlVJqM+v+0c2c/bht3HMBTZ72Hj12vdyWRnIOc4ZAzPIe3KO2uRFKHnRToQ5s+NOhLiiaFER/xer1wfCUF8of3YbTq1omdBC0KBNgffk/SSIJePvj+fiSoB7oRAhhDJCGSlwUEdqIE1KzIsBLdlOr/6mZkWCGkMWYJdnPIUmAngGaIFYgV0C4Nkut2qNFAo6FGQ43Gui0BywHLDWeos0pnFWRD5NTYqREbAloiNkRsiJ0h5jXmFRQVFBXguRONqT80eYGcDLu5yQvVFh9b4ggHRyAY616l8wKwHDmZ2uCYIkU8QTyBXgq9FPmZTTPLlDrwexo/0HkfBwaViOcgGJvhsR1MWDBhfmMHDYlbkiysZGrKiSmnVtLQdG5nC5rOSbIg8XQVvpKOydaNWy47L507QWsHDYmnVtrSorPzjmVTW54ExYwnU1dO1LRopxM7nfCy86u5KDr1okpMq4myaHneeknjJ02QtkHWqXnQGzbesPOqpVfd84f3w9En0dEyPl7kR/flaBGUrZtNnHzCyqlbd2I8d6qGlVNeNivOisZLJ1we+9mUy2Muj730mMsx8XNTpMTPeVBZTBrIPTyEt27ub27sbFy7vrOxvbm5ubW1c+vmnbsH2sGhvt/rAwuKiFPBbM8RsR8XWT4a5qNRXBSelLEsoqQMk1yEkofSk9IOA8zdYpz84bP7f/37n7948Pnjbx+8/OHVtz+8Pf/+u7OXL09fvHjy/Lnqb87PVf8MXh+uD9yRr3bnN2/tGgAhwhBhpu1allB4IYsDy4WEG4QrvIDFTCZsEVqOh22uY3qnp6sbKba2dt7x69fi9btrG5tbN/f29IHu6sAf6KKnswFYUbUmbI2XGnD6UPQA71227OLAwPAGxkouA8UG9H6Ml07C9+HVM1fprIf8PvQ1HOsw0kCo5BogJZGv8NLNwECrAxoIV7+IYh1GPcAVXhchK9JwbFjJZbyUXAMc9834Ml66KXVTAitXeK38YtWKFZwOoFS/orjUYQSwVK3wUnIpvJRfhpVcfHNkWDEgEaQxsqXJC+zmyMmgnUM7BzQzSK5bmW7LVdPUsDPAcuhU0KmAWyu/LuMF7QqxIXZq060xr02hdk8VFIXtj4mosVMiVmCnNN1K9Tt4GaKEToHd3OSZarVoh96qKctNkhgo7AGvh/wBiYCTQlHA8IjEEy47P517cuHGMyo7S85J2ljJ1EoakrYKLztb0HT5Prxsb0r9qRVNzKShRceKmWLIzzuRNjyZqqUYy6ZO3ohq5pWzNVjrdRjPW/VWmM+ifBYX86iYB8NFMFq6xYmoWn94Lxx9Go1/H44+CUZzv27jaqaWYjyfusWU150Yz/3jJa87/2gRH9+Lx0uvbEU28dJJkDd+NhXJiUhORHLE5Xi9sLd5hmmkQ6fXQ7u3D7au37j+8abCa3Nz++aNvTv7/f27gzuHPR0bjs+oYITbhNu2x0UcBmkaZlmYZVGch7IIZOZFCQ+lG4aWJ5DrMI9OF0d/+eKzfzz52+MXj87enj97+/L09ZvTFy++OT9/fHb26Nmzx2dna8U+NDb+rGXvw+vatWsfffTR9vb2wWHfAAhaNqYOIgxjF5quwgtRscYLEgcSh/LA8WOTCR3TAw3e2Du4fLl97dc7t0f8EryufXx9a/vW/j5QePU13jccA3s68jQo3iFsALjKXJflUr0+rwFfh4FaHgMsDegB5BvYBxc86ST8AF4DEgA7NmjUQ34PeBqOVbBScqnzAxSoVZGG/bVZaz5WiKh3sa++/+KzK9oUXmog1UypkeTCFAlpplqNigovwEpol4AWupXpONVQMsBx/yK7aabUrUQzpWbKy7Fr7ZdOYjVvApICIgGRgESqkZOtmhWAZoBmgBaAFus5EToVcmrk1GqrBflI+aXwMt2R8gs7tcLLFCNTDJGn1ucFEUemO7rIZbXpjtRHTHe0xsvwh8CrMK9MXqx1w7xaJzgoKtPJkZ3qJO5bYY9EAycBXgGjIY5PqJyKZOancxHP13jRrCVpQ9KWZp2dLVi+ZPnSzu69Dy837FjYknhqJg3J2zVePJl6Wevn3WqRr+Qazi+DtQ5fXjnjZafwiou5LBdxuQiGC79e8HKyxiscfRrU9/16JqppkDdqtS+KRlStwss7WojRbI1XMJwFZRvkTVi0Qd4EuUphYzceOfGQ+DlyJSKhgT0dOppm3d0f3Ni+vbmxtbOh7kna2tm+vbt3uHent3v3oGf0TYb9JOSRZ3sO4Q4VrhuGQZrGRRFGmRemfpwGMuOhJJxDh0GHYdvM6+xPn//x0dnDs7fPz797/fy775+9/qdi6+unT79++vTh6aki7PHZTz3P67/HS/m1u7urG9AAyMAEEWZggpC6kZ5jIhAViApAxRovW4RuILHN+8DcO9Q2b+79r/D6eGNze+f23btQM7jCawBcaAUG9tce/Uf++tHAqCwDZqDO6zAAOIJmAs0EYAmQ/2O8DBq9Dy/EUzuoiFdoVtQDnm5KaCYKLw3HKrloOFR4DZBnoBiaCbJSZKUASxWsDBRfyLXCS8OrtKXD6DJeyh2dpmoXpvDCrMCswHZ1GS9AC4PkmplqKNFQ0sOR6r4ZayRRPbBWeAE7gSxV86AKX4CkFywmkCZrvP592M5VI1aZbg3sCtgVcmrsHl30CXKOkRi/g5fCaOURH13GC3ml6RxhNkb2CNkj0zmy3GP1yhovGB4pvEwxtESJnaHprhEcQVFDUQM+VOOtbss+jftMDkQGwgrGNUkbO2mcqGHBRKUnKjuaLu28o1mr8GL50inuOcU9lt9/H15+shTJwk5aM2msrKFZy7Kpk06d+MTPu7CcO+nUlidu0aprgu9Oi1kjis6v5iybulnjp22YdVE+C/OZKDpedn7d+vXMq5aiXIpy6VVLv54Foy7Im9XVybIVVesOW2fYOsOW151TNU4+8co2Gi2S8TKuZn42DYs2Kjs/m7rxyI1HPBnRoAAsMrCnQa4Bpuvk8EC/dWNv6/r2zsb29vb29etbW5s3b92+u7t3eOvO/oF2CAlQeFHBMKOQWpgxwjnz/SBMRZD4cRomuRvEmDGdEsBsAyPmObNPZ189+ur01fnZm9enr98+On/z8PT066dPHzx58uDJk7Vfj5791PO8rvC6wusKryu8/v946QjagnWfdF8+/PKbb8+evX719NWbh89f/yK8ruqqruqqflt1hddVXdVV/SbrXzHHCvvEuzD5AAAAAElFTkSuQmCC" width="400" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 0cm 0cm 0cm;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Foto
Oscilloscope : </span><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Wikipedia</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
</tbody></table>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Osiloskop biasanya digunakan untuk mengamati bentuk
gelombang yang tepat dari sinyal listrik. Selain amplitudo sinyal, osiloskop
dapat menunjukkan distorsi, waktu antara dua peristiwa (seperti lebar pulsa,
periode, atau waktu naik) dan waktu relatif dari dua sinyal terkait<br />
<br />
<b>Arus dan Tegangan DC (Searah)</b><br />
Arus searah (Direct current/ DC) mempunyai polaritas tetap yaitu positif (+),
nol (0), dan negatif (-). Arus DC tidak memiliki <i>phase</i> dan selalu
mengalir dari polaritas yang lebih tinggi ke polaritas yang lebih rendah. <br />
<br />
Di dalam sistem perkabelan elektronika warna kabel merah biasanya menandai
polaritas positif (+) dan warna hitam adalah polaritas negatif (-).</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<img alt="" src="data:image/png;base64,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" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Contoh Sumber Tegangan DC:</span></div>
<div style="text-align: justify;">
</div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ACCU (Accumulator)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Battery </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solar Cell</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output DC Adaptor (</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Power Supply</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">)</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh perangkat yang menggunakan </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">sumber tegangan DC</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> di antaranya:</span></div>
<div style="text-align: justify;">
</div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">MP3/ MP4 Player</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Handphone (Telpon seluler)</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu Senter</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu Emergenc </span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kalkulator</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Remote Control Televisi</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mainan Anak</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Arus dan Tegangan AC (Bolak-balik)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Arus bolak-balik (Alternate Cuttent/ AC) mempunyai dua polaritas yang selalu
berubah dari negatif ke positif dan sebaliknya diukur dari titik Neutral (N).
Berbeda dengan DC, Arus AC memiliki frekuensi misalnya 50 Hz dan 60 Hz
(menghasilkan gelombang listrik sinus sebanyak 50-60 per detik).<br />
<br />
Arus AC satu <i>phase</i> terdiri dari <i>Phase</i>, <i>Neutral, dan Ground</i>,
sedangkan arus AC tiga phase terdiri dari <i>Phase R, Phase S, Phase T,
Neutral, dan Ground</i>. Pada perkabelan PLN warna kabel hitam adalah phase,
kuning adalah ground, dan biru adalah neutral.</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
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<div style="text-align: justify;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Contoh Sumber Tegangan AC</span></div>
<div style="text-align: justify;">
</div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tegangan dari Perusahaan Listrik Negara (PLN) sebesar
220V AC – 240 VAC, 60 Hz</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output Transformator</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Output motor generator.</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Contoh perangkat yang menggunakan </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">sumber tegangan AC</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> di antaranya:</span></div>
<div style="text-align: justify;">
</div>
<ol start="1" style="text-align: justify;" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Televisi</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lemari Pendingin</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Komputer</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">UPS</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Stabilizer</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu perumahan, lampu taman, dan lampu jalan</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Traffic Light</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bor listrik</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Gergaji Mesin</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mesin Bubut</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Mesin fotokopi</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Printer</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Monitor CRT</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Radio</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Amplifier</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setrika</span></li>
</ol>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-54054835452663912722013-05-10T07:39:00.005-07:002013-05-10T07:39:49.872-07:00Komponen Dasar Elektronika<!--[if !mso]>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><span style="color: black;">Komponen Dasar Elektronika</span> </span></b></div>
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" width="400" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Berdasarkan cara kerjanya, komponen </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">elektronika</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
diklasifikasikan menjadi dua bagian yaitu komponen pasif dan komponen aktif.
Komponen pasif adalah <b>komponen elektronika</b> yang dapat beroperasi tanpa
memerlukan arus atau tegangan listrik tambahan saat bekerja, sedangkan komponen
aktif adalah komponen elektronika yang memerlukan arus atau tegangan internal
(sumber tambahan) untuk dapat beroperasi. Komponen aktif ini dapat menguatkan
dan menyearahkan arus listrik, komponen aktif juga dapat mengubah bentuk energi
menjadi energi lain. Dari kedua jenis komponen tersebut, berdasarkan fungsinya
komponen elektronika dapat dibagi menjadi tranducer, sensor, dan
actuator. <br />
<br />
<b>Komponen Pasif:</b></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Resistor (tahanan)</span></li>
<ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Resistor tetap yang memiliki nilai tahanan
(resistansi) tetap.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Resistor Variable yang memiliki nilai tahanan
bervariasi.</span></li>
</ul>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kapasitor (Condensator)</span></li>
<ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kapasitor tetap yang memiliki nilai kapasitansi tetap.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level2 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Kapasitor Variable (Varco) yang memiliki nilai
kapasitansi bervariasi.</span></li>
</ul>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Inductor (kumparan)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Trafo (Transformator)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Relay</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Saklar (switch)</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Komponen Aktif:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda</span></li>
<ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Bridge</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Photo Dioda</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Zener</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Pemancar Cahaya (LED)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dioda Scottky </span></li>
</ul>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor </span></li>
<ul type="circle">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor Efek Medan</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor Bipolar</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor IGBT</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Transistor Darlington</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Photo Transistor</span></li>
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<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IC (Integrated Circuit)</span></li>
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<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IC Analog</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level2 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 72.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IC Digital</span></li>
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<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">LDR (Light Dependent Resistance)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solarcell </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NTC (Negative Temperature Coeffisient) </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">PTC (Positive Temperature Corfficient) </span></li>
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<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Bimetal</span></li>
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<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">LDR (Light Dependent Resistance) : Resistansi berubah
karena pengaruh perubahan intensitas cahaya</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Solarcell : Tegangan dihasilkan karena cahaya.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NTC (Negative Temperature Coeffisient) : Resistansi
mengecil jika temperature meninggi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">PTC (Positive Temperature Corfficient) : Resistansi
membesar jika temperature mengecil.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Microfon (Mic) : Tegangan berubah karena pengarus
perubahan suara. </span></li>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Actuator:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Speaker</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">LED</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Lampu </span></li>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Setiap komponen elektronika
mempunyai sifat dan karakteristik masing-masing sehingga jika disusun dalam
suatu sistem yang benar dapat menghasilkan sebuah perangkat elektronik yang
bermanfaat. Komponen-komponen tersebut ditulis dengan simbol internasional
untuk membantu pemahaman saat menelusuri cara kerja sistem atau pada saat
perancangan sebuah <b>rangkaian elektronika</b> melalui <b>skema elektronika</b>
dalam bentuk gambar. </span></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com1tag:blogger.com,1999:blog-8702302562195071775.post-80732565721866079052013-05-10T07:30:00.000-07:002013-05-10T07:30:15.196-07:00Pengertian Logic 1 dan Logic 0<!--[if !mso]>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><span style="color: black;">Pengertian Logic 1 dan Logic 0</span> </span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
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" width="400" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Dalam ilmu </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Elektronika Digital</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dikenal dengan istilah Logic 1 dan Logic 0 dimana
angka-angka tersebut merupakan bilangan Biner (Binary) yang mempunyai dua
kondisi yaitu 1 dan 0. Bilangan Biner tersebut dapat dikonversi menjadi
bilangan Desimal, bilangan Oktal, dan bilangan Heksadesimal. Contoh, 1010
(Biner) - 10 (Desimal) - A (Heksadesimal).<br />
<br />
</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">Elektronika Analog</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> memiliki nilai linier seperti 0 s/d 5 Volt, 0 s/d 15 Volt,
atau -15 Volt s/d 0 Volt. Sampai dengan (s/d) artinya terdapat nilai linier di
antara keduanya sedangkan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Elektronika Digital</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> tidak memiliki nilai linier. Contoh, 0 dan 5 Volt, 0 dan 12
Volt, atau 0 dan 15 Volt.<br />
<br />
Singkatnya, logic 1 adalah nilai Vcc (Tegangan </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">sumber</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> positif) sedangkan logic 0 adalah 0 Volt (ground). Istilah
lain logic 1 adalah High (H), +Vcc, dan True; sedangkan istilah lain dari logic
0 adalah Low (L), 0 Volt (Gnd), atau False.<br />
<br />
Idealnya, logic 1 untuk IC jenis TTL (Transistor Transisotr Logic) adalah
5V +/- 10%, sedangkan logic 1 untuk IC jenis CMOS (Complementary Metal Oxide
Semi Conductor) adalah V</span><span style="font-family: "Times New Roman","serif"; font-size: 7.5pt; mso-fareast-font-family: "Times New Roman";">DD</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">/2
sampai V</span><span style="font-family: "Times New Roman","serif"; font-size: 7.5pt; mso-fareast-font-family: "Times New Roman";">DD.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
Kedua jenis IC tersebut memiliki logic 0 sama yaitu 0 Volt.</span></div>
<div align="center">
<table border="1" cellpadding="0" cellspacing="5" class="MsoNormalTable" style="mso-cellspacing: 3.7pt; mso-padding-alt: 3.75pt 3.75pt 3.75pt 3.75pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IC</span></b></div>
</td>
<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Logic
0</span></b></div>
</td>
<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Logic
1</span></b></div>
</td>
<td style="background: yellow; padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Keterangan</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">CMOS</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">0 V to V<sub>DD</sub>/2</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">V<sub>DD</sub>/2 to V<sub>DD</sub></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">V<sub>DD</sub> = supply voltage</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">TTL</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">0 V to 0.8 V</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2 V to V<sub>CC</sub></span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">V<sub>CC</sub> = 5 V ±10%</span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">ECL</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">V<sub>EE</sub> to −1.4 V</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">−1.2 V to 0 V</span></div>
</td>
<td style="padding: 3.75pt 3.75pt 3.75pt 3.75pt;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">V<sub>EE</sub> is about
−5.2 V; V<sub>CC</sub>=Ground</span></div>
</td>
</tr>
</tbody></table>
</div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="data:image/png;base64,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" 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" width="400" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Level tegangan ideal IC TTL untuk logic 1 adalah +5 Volt sedangkan logic 0
adalah 0 Volt (Vcc)</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<img alt="" height="162" 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qrxvNM5/+M5sSvTR0LgmLYBxzSXd8cOohVXx7x+v9rr08Of3ymFiTtmaw7IZkcQTagZEhFyjl0mruNP+JDRMe+HN+dF3/+8fZ1d2j9G9r0a3BlwdYxjPCQViT12OW/VEM9KGrscvNx4EemCszeb5aPJfK0MjiF298X2vvIDx/DF1lVFE7nGS4V9ZaFa3ossHGBvNqx8O7uH5Ei+OZjBRML1YELESnkc4/dtzgdv6zt39x/9eE1jlz1i+mquqokk3ghDkJNhkzwUFU/MTAQZHGNoYr9ToBRwDE8MTVGUxjmmnFqAj/v6Ys0HzvMq5WOszzHyEncMfZdmaGi9NAk4hhN+e17VtGa1Y6CWSnBe9CxTmuAYmpOOsXU1qpjIGcI7DsAp4BhO2IZhe83rKwPlcZ5Xb+u7LGfCMTQnHWNoiqqqZDaGOIUSEKgdOIYvYh1jWdZgMJhMJlh6uS4Of37v9WnGk3/+/Hl5eYmll0k+HOP3M0dQddv/RgUaOWZmgm9ZXYrZvr6N7p7/nW8mK0OSn8fnnfjPgYlgxxzc9/njHx4f6fLXn4P7LuyNZEWgY1zXvby8VBTl4uLin3/+EfKaIIJr/bHv1Yydjcvl0t+RodvtQjMBp/MxBB+pmaNb2Ip5eXn5xY3D4eB53j93z9RU5Pp/drYUOxQJdsz977/8PtJf/716nvf+/r5er/n9USXB3t9QoGN0Xfcd43NzczOqms1mk/jylYzdyniRt91yc7A3m8jApOhz/bHURdblLIG9unm3/2Y8+erqKqisq6uryitrPB7HX7J8HeVZQzNaR4zdBJh1VMgxnmdoqm6wWzGHw8Hig20fX+3f+YZfXCv882dXcGGoahHsmPnjH34f6c+n49d7v99z+qNK4e2NVaECHbPdbgPHdDodgwNpXXACxwfbG3P95pmPsXG36/hI3Efbj3RCCuUd/j7vH6mwnsxoNPIr6+Li4u7urvLK2u2ozpL66ihhNwFGHZ1yjKGFIzXJdouh1ThbZrIygqaDc3Dr/bl7MOGYwWRtbO2qPtJf/73GHCMRYvMxP3/+vLi46PV6NfS9CI1fkftffyLO+NGMtWOWW898TFgZhQPWcphl0dLwfMu6ublRFOX79+/8ShWhtjpiryzArKPT82OIKZgx+dQ2oAyOSQGO4cv5jCvLtE9idBkr/+DjLrLob2RRsmMLlTlZL8De2nZ6Afjzvn+1lsO8z7IEjysrX0eFKoi9QloCjVxLBo5JAY5pGfI5hliFN1xgJjzot0Iox0T3HcmWpKnRMc5/929Pub9H0jgmcx0VqyA4Bo4R9nJwDG+kcwwzvkTWhGdFq/QdYnIVQAj7n7fM1WLSkcUx2euoWAXBMXCMsJeDY3gjnWMiwei4TG90ad4D3VdGrd1bogBCyDWiLEAWx2Svo2IVBMfAMcJeDo7hjXSOOY92jKVdF9hCVBbH8G7HJOT8mcAxcEwp4BjeSOeYavIxGYaH1eqY19llgWfJ4pgK8jEnKihh7DIDOAaOKQUcw5taHROZrhROrDsxZslk3+RmH7YUng/HpFK+jopXEHM3AQZwDBxTCjiGNw1cE/NEB30jaIZjiiOujuAYOKYUcAxvmuEYsneF3DGzsbTQMTXVERwDx5QCjuFNMxwT2SWz8Y0Yr5WOqamO4Bg4phRwDG+a4piW0UrH1AIcA8eUAo7hDRxTC3BMVcAxcEwp4BjewDG1AMdUBRwDx5QCjuENHFMLcExVwDFwTCngGN7AMbUAx1QFHAPHlAKO4Q0cUwtwTFXAMXBMKeAY3sAxtQDHVAUcA8eUAo7hiuM4X758mU6naZsiAw4Uc8x6ve52u4xNkc8YOAaOKQUcw4/dbvfp06cvX74Mh8PPnz87jlN3ic6IAo6ZzWbX19ej0ajX6z0+PvIoVROBY9rjmN1uZxjGZDKZTCaGYYjZAR6O4cdoNJpMJsvlcrlc/vvvv9PptO4SnRF5HWOa5vX1tV9Zi8Xi06dPlmVxKluzgGPa4xhd1xUCMa0ZOIYf3W5X0zQ/bE2n05ubm7pLdEbkdczDw8PNzc3yg+vra7Pxa7ZVAxzTHsc4jtPpdALHiOkUhmP4MZ1OVVX1Y9bXr1+Xy2XdJToj8jrGsqxPnz7N5/PlcjmbzZD5D4Bj2uMYz/NUVfUFMxgMxLwiHMMPx3FGo1G/37+6ukJHmWAK5GMeHh46nc7l5WWn0xHTU90I4JhWOSboLhOW9odjCuO67mq1enp6Sj9tu92iZ188BRxjWZb/7RuNRjyK1FDgmFY5JuguEzZ6Eo4pzGq1UhTl4uICQ10lBI6pCjimVY7xPE9VVWEdZR4cU4LFYuGHpPl8XndZQBw4pirgmLY5Rtd1zI9pBLvdzg9JV1dXdZcFxIFjqgKOaZtjHMcR2fcCx5Th5ubGj0qGYVR9bVtXiZHsWobr27qa5byMpzUcsY7JX1leY+rrpGOCNy/RXxUcIw/n5Jjqvwv39/f+FSsfNmZoZDFtXc1T6vSoVHfMEoNIx5SqLE/2+jrhmODNRz+FmoFj5OF8HMPju7Df7/0xGhcXF5WuSGZoiqrbxIFcgUbumCUGgY4pV1knz6+7vtIdQ7z5ugtKAsfIw9k4htd3IZjSVOniysx7YaLc5OPBOzs+bmjHLhvy/RK9OP5pH2fJEhSqRqBjkhouheorVlle/fWV6pjId8nQFFU3ySO1aQeOkYdzcQz9XbBTz8/Mer0+RghVreaKR4LQE8aV8E0YmqqqQaQ6vpng4fibjUYrP4p9XKetlhGbj2FUllekvqjK8j6sU1995XSMHVVrZV+0fMAx8gDHlMR13W6364eX/X5fzUUjEHewH99ZQ1N1Q1fDVonneQmOod+rratSdm9US03jyqLNjbz1xfzDrLu+8jom8r5qUgwcIxFwTHmm06kfWFarVWUXjXEMNMGdot/HEvwbnBN3DBmgvNhpHhwTobKxy+GHnq++GJXl1V9fuR3z4Zasirn//dePFzx+pHLMmf/wcIzgn//dG+/veb4LFWEYhh+bhsNhRVeku0TCzntNJ+6O9TBk5WnHwDEMCjomubL8B3PUV2I7RlrHJOQ5jw23DN+y93fv8/Q3p4jwefr7zXHd9/d6f36st7XHdxl+drZT1UdqbO0a30Wu70JV9Pt9PzxVtJairasKGW7IO+NIz75KfI8jMSs4HOviV3UDjmFTKufPrCwvb31RlWXL7piE8ZqGpihZb+Qen3eTlcHj5/FZilWe3g7u958vnN5jU35W64pXmV3++iP+XSx//UkpEtdx/PP53A9PFa4rQ+SRia9rbIRSPLYFeYDYwCRqXFn8KW1DcF8Zu7K8/PWVNK4s/hRxnJyDGbx3smREnyAA5wLzu1ANWFdGNrCWTFU0ci0ZANpHsK7MZrOpuywAjqkMOAYAKeC3rgwoABxTFXAMAFKw3+/9CFX1ujKgCHBMVcAxAMgCn3VlQBHgmKqAYwCQhWBdGQSp2oFjqgKOAUAWXNf1l2FWql1XJrI7CUaEZkKoY8gKIuuHy1DjimcQnwSOAUAiql9XxtAigSs2xwIkUNM8/+gazHAMAKBagnVlBoNBFddjRCn2qlYgiijHUDN6uS9hCccAcN70ej0/VFWwrgwzSIVRzNZVVdeZU0upCae2riqa/tGp03pJCXJM+qIR8Sn61GcfLg9AVghrsnB4TINjADhrgnVl7u7uyl6Lfc8aBLb41iL0/XPER8EJ7d02JkCcY1ICPnNjmPC/xJPD/7LqjnhOfHE0/sAxAMhFsK5Mr9cre60MjmF0/ictuH4G28YEyOUY9rLfLNUzz4y8CvrKADh7hsOhH63KrivDlkF8t17WYRIplu8VjFx9ZREvxLZeiPaLseoumoGDYwA4e4J1Zcbjcbkrpef8s7RjWFeCY1hUk/NP3C85dfsidtPUYz0DjgHg7AnWlel0OmXXlUkbu5yUYzm1ATMcw6LY2OVogoT+LTkfQzZPogkXalV/5GMAAFEqXVeG3J2EmuOnaayhYsFTWDkYOIZF8TmYqfVTYlxZbLMZ/5COdgwAwNN1vWDAysEZuKIoWEumKuAYAGSEXFfGsiw+LwLHJALHVAUcA4Ck+OvKXFxcDIfD3Y7HzuJwTBznRXeeV87z6nV26f/HecnaV/n6+uo75vr6mmshmwUcA4CkLJfLbrd7e3t7e3vb7/f5aAZEeFvfvc4uyZ+3p0XG5w6Hw69fv3779u3z58/YaC4AjgFAUgaDwWw2Wy6Xy+VyPB6rqlp3idqP+/oSc4xr/cnyxKenp+FwuPyg3+9XsBRQK4BjAJCUXq93d3fnx6zJZIJefjFY2nUgGGuedWVSXde/fPkSOKbX66Hd6QPHACApDw8Pw+Hw+/fvk8lkMBg8PT3VXaKzgOwuy95R5rpuv98fj8d3d3dfv35FozMAjgFAXn78+NHtdgeDQdlFZUBmyO6yjB1lPpZljUajTqejaZrjOPxK2CzgGACkZjqdVjENE+TA7y7L3lEWPtGy+v0+jyI1FzgGAKmBY8Tjd5dl7ygLgGNo4BgApAaOEY/fXZaro8wHjqGBYwCQGjimFuwfRUbxwTE0cAwAUgPH1ML7/rXAs+AYGjgGAKmBYxoEHEMDxwAgNXBMg4BjaOAYAKQGjmkQcAwNHAOA1MAxDQKOoYFjAJAaOKZBwDE0cAwAUgPHNAg4hgaOAUBq4JgGAcfQwDEASA0c0yDgGBo4BgCpgWMaBBxDA8cAIDVwTIOAY2jgGACkBo5pEHAMDRwDgNTAMQ0CjqGBYwCQGjimQcAxNHAMAFIDxzQIOIYGjgFAaupwjK2riqIoiqIZeZ6j6jZxwNCUkOhD/DA0/6VsXc1R9sqAY2jgGACkRrxjDO0ol+A/2Z5EnGrrauSphiZIMx+OiRdIEHAMDRwDgNQId0wYpj1bV7MF6mgjxtZVyiiZL1UOovDEf4UBx9DAMQBIjWjHRGRgaIqqm+QRpitoxSTrxNZVVdNUoiMu6Jljui34v62riqZ/nBvRR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width="400" /><br /><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Kombinasi antara </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">resistor (R)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> dan <i>Switch</i> (Saklar) akan menghasilkan logic 0 dan
logic 1. Jika <i>switch</i> ditekan (diutup) makan akan menghasilkan logic 0,
dan sebaliknya jika <i>switch</i> dibuka maka akan menghasilkan logic 1.
Demikian juga dengan IC CMOS, yang berbeda hanya pada </span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;">tegangan sumber.</span></div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-42410257183293836532013-05-09T10:12:00.002-07:002013-05-09T10:21:44.877-07:00Sejarah Teknik Elekrto<span style="font-size: small;"><br />
</span><div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=8702302562195071775" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a><a href="https://www.blogger.com/blogger.g?blogID=8702302562195071775" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=8702302562195071775" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=8702302562195071775" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Teknik
elektro adalah bidang displin ilmu yang sangat luas dan memiliki
tingkat pengembangan yang paling cepat pada beberapa dakade ini apabila
dibandingkan dengan disiplin ilmu lainnya. Hal ini disebabkan karena
semakin tinnginya jumblah permintaan pasar terhadap hasil hasil
pengembangan teknilogi dari bidang ini yang berdampak pada semakin
ditingkatkannya berbagai penelitian penelitian dibidang elektro serta
didukung pula oleh pertumbuhan industri elektro dan kebutuhan dalam
beberapa dekade ini.</span></span></div>
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<span style="font-size: small;">
</span><h4 style="text-align: center;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Hans Christian Orsted</span></span></h4>
<span style="font-size: small;">
</span><div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif-d2JxAIuGLvxFG64H2CIYuWilk7nUnwo-Sh1r0P7ez6rPbnxXZpYbmJIgZuMD7SEZwpaSL_brWnYmjTq0UichGmjX6gEZOsqxWUzF8uWt2AzPocnUnhqe3h90GqCgJLd-HzHm0xSzVlf/s1600/oersted-1-sized.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif-d2JxAIuGLvxFG64H2CIYuWilk7nUnwo-Sh1r0P7ez6rPbnxXZpYbmJIgZuMD7SEZwpaSL_brWnYmjTq0UichGmjX6gEZOsqxWUzF8uWt2AzPocnUnhqe3h90GqCgJLd-HzHm0xSzVlf/s1600/oersted-1-sized.jpg" width="243" /></a></span></div>
<span style="font-size: small;">
</span><div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><br /></span></div>
<span style="font-size: small;">
</span><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Pengembangan ilmu pengetahuan tentang elektro dimulai sejak ditemukannya hubungan antar medan magnet dan energi listrik oleh </span><span style="font-family: 'Trebuchet MS',sans-serif;">Hans
Christian Orsted pada tahun 1820 bahwa kawat yang dialiri arus listrik
dapat menolak jarum magnet kompas. Namun, Osrted tidak menawarkan
penjelasan yang memeuaskan untuk fenomena ini. Ia pun tidak mencoba
menghadirkan fenomena tersebut dalam kerangka magnetis.</span></span></div>
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<span style="font-size: small;"><span style="font-family: 'Trebuchet MS',sans-serif;"> </span></span></div>
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</span><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Sebulan
setelah temuan Orsted ini menyebarkan di Paris, dua orang ilmuan
Prancis Jean Baptise Biot dan Felix Savart berhasil menentukan bentuk
medan magnet yangg ditimbulkan oleh arus listrik yang stabil. Percobaan
tersebut kemudian dikenal dengan hukum Biot-Savart.</span></span></div>
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<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;"><br /></span></span></div>
<span style="font-size: small;">
</span><h4 style="text-align: center;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Michael Faraday Bapak Penemu Listrik</span></span></h4>
<span style="font-size: small;">
</span><div class="separator" style="clear: both; text-align: center;">
<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJWLDJBU8i8MggKId7gWfXLzV8uXRJRSzTjFsADnUndoZYHBkRj2Mmi8H1pX2JQ0ejerGqk1hRG-5npt0xPnkbk74psA3Muvr9Kb9Sr5M0GqIwUsi7C08WE_OV2BoY0z1HnbC5EqyQxBFn/s1600/Faraday+%281%29.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJWLDJBU8i8MggKId7gWfXLzV8uXRJRSzTjFsADnUndoZYHBkRj2Mmi8H1pX2JQ0ejerGqk1hRG-5npt0xPnkbk74psA3Muvr9Kb9Sr5M0GqIwUsi7C08WE_OV2BoY0z1HnbC5EqyQxBFn/s1600/Faraday+%281%29.jpg" width="312" /></a></span></div>
<span style="font-size: small;">
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<span style="font-size: small;"><br /></span></div>
<span style="font-size: small;">
</span><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Penemuan
dibidang elektromagnetik tersebut kemudian berlanjut pada penelitian
MIchael Faraday yang menemukan Gaya Gerak Listrik (GGL) berdasarkan ini
penelitiannya tentang efek dari perubahan medan magnet di dalam kumparan
yang menyebabkan munculnya beda potensial pada ujung kumparan. Michael
Faraday menemukan efek induksi magnet ini pada tahun 1831. Meskipun
penemuannya hampir bersamaan dengan penemuan dari Joseph Henry, namun
banyak dari para ilmuan dan pelajar dibidang elektro mengakui Michael
Faraday sebagai Bapak Penemu Listrik.</span></span></div>
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</span><div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Trebuchet MS,sans-serif;">Pada
dasarnya Michael Faraday telah menemukan teknik pembangkit energi
listrik dan motor listrik pertama melalui hasil percobaannya tersebut.
Pada percobaanya tersebut ia menngunakan sebatang magnet yang digerakkan
keluar masuk melalui kumparan sehingga menghasilkan beda potensial
listrik di ujung-ujung kumparannya.</span></span></div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-70682436413220809562013-04-29T01:38:00.001-07:002013-04-29T01:38:39.456-07:00Cara Menghilangkan Tanda Silang di Baterai Pada Windows 7<div style="text-align: justify;">
<span style="text-decoration: underline;"><strong>Cara Menghilangkan Tanda Silang di Baterai Pada Windows 7</strong></span></div>
<div style="text-align: justify;">
Bagi pengguna laptop yang sistem
operasinya Windows 7 mungkin perna atau dan akan mengelami masalah pada
tanda baterai yang di silang merah oleh sistem dengan pesan tambahan
selain persentase baterai juga tulisan “<em>consider replacing your battery</em>” di bawahnya.</div>
<div style="text-align: justify;">
<span id="more-718"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://juansyah.files.wordpress.com/2012/07/baterai_silang.png?w=232&h=300" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="aligncenter size-medium wp-image-719" height="400" src="http://juansyah.files.wordpress.com/2012/07/baterai_silang.png?w=232&h=300" title="baterai_silang" width="309" /></a></div>
<div style="text-align: justify;">
Perlu diketahui bahwa notifikasi ini
muncul ketika Windows 7 mendeteksi bahwa kapasitas baterai laptop Anda
sudah kurang dari 40% kapasitas seharusnya, dan karenanya sudah
selayaknya diganti. Namun demikian, sudah banyak laporan dari pengguna
Windows 7 di berbagai pelosok dunia yang menyatakan bahwa kadangkala
Windows 7 salah dalam mendeteksi kapasitas baterai laptop. Bahkan pernah
ada seorang pengguna yang sudah mengganti baterai laptopnya dengan yang
baru namun masih tetap mendapatkan notifikasi ini.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Terlepas dari akurat tidaknya Windows 7
dalam mendeteksi kapasitas baterai laptop, rasanya kita sepakat bahwa
baterai laptop adalah barang yang mahal. Jadi selama masih bisa
digunakan dengan baik (walaupun sudah kurang dari 40% kapasitas ideal),
ya tidak perlu diganti. Saya pribadi beranggapan bahwa selama baterai
laptop masih bisa bertahan di atas 30 menit maka belum saatnya diganti.</div>
<div style="text-align: justify;">
Apabila Anda mengalami masalah “<em>consider replacing your battery</em>”
seperti di atas, Anda tidak perlu panik ataupun buru-buru merogoh kocek
dalam-dalam untuk membeli baterai laptop baru. Ada suatu cara sederhana
untuk menghilangkan notifikasi yang mengganggu tersebut. Berikut
langkah-langkahnya:</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://juansyah.files.wordpress.com/2012/07/booting_safamode.jpg?w=300&h=182" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="aligncenter size-medium wp-image-720" height="242" src="http://juansyah.files.wordpress.com/2012/07/booting_safamode.jpg?w=300&h=182" title="booting_safamode" width="400" /></a></div>
<ul style="text-align: justify;">
<li><em>Charge</em> baterai anda sampai full (99% – 100%), setelah itu matikan laptop Anda. Sampai tahap ini jangan dulu cabut <em>charger</em>-nya.</li>
<li>Hidupkan laptop Anda lalu tekan F8 berulang-ulang sampai muncul menu <em>Advanced Boot Options</em>. Pilih <em>Safe Mode</em>.</li>
</ul>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li>Setelah sudah masuk ke dalam Windows <em>Safe Mode</em>, barulah cabut <em>charger </em>baterai laptop Anda.</li>
</ul>
<div style="text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<img alt="" class="aligncenter size-medium wp-image-721" height="300" src="http://juansyah.files.wordpress.com/2012/07/safe-mode.png?w=300&h=225" title="safe-mode" width="400" /></div>
<ul style="text-align: justify;">
<li>Biarkan saja laptop menyala sampai mati sendiri karena baterainya
benar-benar habis. Sangat disarankan untuk tidak mengoperasikan laptop
Anda selama proses ini. Biarkan saja sampai laptop mati sendiri.</li>
<li>Setelah mati, pasang kembali <em>charger </em>laptop Anda, lalu
nyalakan kembali laptop Anda dengan normal. Hasilnya…semua kembali
normal! Notifikasi “consider replacing your battery” dan tanda silang
merah di icon baterai tidak muncul lagi.</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://juansyah.files.wordpress.com/2012/07/sehat.png?w=257&h=300" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="aligncenter size-medium wp-image-722" height="400" src="http://juansyah.files.wordpress.com/2012/07/sehat.png?w=257&h=300" title="sehat" width="342" /></a></div>
<div style="text-align: justify;">
Teknik
di atas pada dasarnya adalah suatu cara untuk mengkalibrasi kapasitas
baterai laptop Anda. Dengan menjalankan laptop mulai dari kondisi awal
baterai penuh (kapasitas 100%) sampai benar-benar habis (kapasitas 0%),
maka Windows 7 jadi “tahu” kapasitas sebenarnya (<em>real capacity</em>) dari baterai laptop, dan secara otomatis men-<em>setting</em> ulang parameter-parameter yang berkaitan dengan baterai laptop tersebut.</div>
<div style="text-align: justify;">
Cara ini sudah dicoba ke 2 laptop
berbeda, yaitu HP dan Acer, dan terbukti keduanya berhasil dengan
sukses. Jadi, Anda sekarang tidak perlu bingung lagi apabila mendapat
notifikasi “<em>consider replacing your battery</em>” di laptop Anda.</div>
<div style="text-align: justify;">
<strong>Catatan</strong></div>
<div style="text-align: justify;">
Berdasarkan penjelasan <em>engineer</em> Windows 7 dalam salah satu rilis resmi di <em>website</em> <strong>Microsoft</strong>,
dijelaskan bahwa sebenarnya notifikasi ini awalnya diniatkan untuk
menjadi salah satu fitur andalan di Windows 7 (hal ini tidak ada di <strong>Windows XP</strong> ataupun <strong>Windows Vista</strong>), yang tujuannya adalah untuk memberi tahu pengguna bahwa baterai laptopnya sudah aus dan karenanya sudah waktunya diganti.</div>
<div style="text-align: justify;">
Namun pada kenyataannya, banyak
pengguna Windows 7 yang merasa terganggu dengan munculnya notifikasi
ini. Sebagian ada yang memperdebatkan bahwa batas (<em>threshold</em>)
40% dinilai terlalu besar mengingat pada kapasitas 30%-an dari kapasitas
ideal pun baterai laptop umumnya masih sanggup bertahan sekitar 1 jam,
dan ini dirasa masih cukup memadai bagi pengguna laptop. Selain itu
harga baterai laptop yang lumayan mahal membuat banyak pengguna enggan
mengganti baterai laptopnya kecuali kalau sudah benar-benar rusak.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Namun tak sedikit pula yang menganggap “fitur” ini sebagai <em>bug</em>,
mengingat banyaknya kasus dimana Windows 7 terbukti salah dalam
mendeteksi kapasitas sebenarnya dari baterai laptop. Saya pribadi
termasuk yang menganggap hal ini sebagai bug! Mengapa? Karena ketika
laptop HP saya mendapat notifkasi ini saya melakukan pengujian dengan
men-<em>charge</em> baterai sampai penuh kemudian masuk ke Windows normal (bukan <em>Safe Mode</em>) lalu memilih option <em>Power Saver</em> dan mendiamkannya.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Hasilnya, hanya dalam waktu 48 menit
laptop saya sudah mati (baterai habis). Ketika sudah saya kalibrasi dan
notifikasinya sudah hilang, saya lakukan hal yang sama. Saya <em>charge</em> sampai penuh kemudian masuk Windows normal lalu memilih <em>Power Saver</em> dan
mendiamkannya. Hasilnya sungguh berbeda! Butuh waktuh 1 jam 24 menit
sebelum akhirnya laptop saya mati karena daya di baterai habis. Jadi ada
beda sekitar 40 menit disini, dan menurut saya selisih 40 menit ini
sungguh sangat signifikan.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Kesimpulannya: Microsoft nampaknya memang masih harus banyak kerja keras untuk memperbaiki <em>bug</em> “<em>consider replacing your battery</em>” ini.</div>
<pre>Sumber : <a href="http://www.kampusti.info/">http://www.kampusti.info</a></pre>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-91959255734354835302013-04-29T01:14:00.000-07:002013-04-29T01:14:03.282-07:00Mengatasi Masalah Komputer Hang <h3 style="text-align: justify;">
Mengatasi Masalah Komputer Hang </h3>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAxMid5lL68fzH1vA9p3lEzdUKF-fMFyForh6FS38nxP54v84D3x9cRlrK7fo08PDUfyseStMLwP-VRGlsWyv1Xph6FAYi3N6fG0pFRe2jBjhguh-cI5T5xi1RZx-0PSu2yj_G37Bekis/s1600/900.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAxMid5lL68fzH1vA9p3lEzdUKF-fMFyForh6FS38nxP54v84D3x9cRlrK7fo08PDUfyseStMLwP-VRGlsWyv1Xph6FAYi3N6fG0pFRe2jBjhguh-cI5T5xi1RZx-0PSu2yj_G37Bekis/s1600/900.jpg" height="332" width="400" /></a></div>
<h3 style="text-align: justify;">
<br /></h3>
<div style="text-align: justify;">
Pernahkah mengalami kejadian tiba-tiba komputer hang, tidak ada
respond dan kita hanya bisa menggerakkan mouse tanpa bisa menjalankan
aplikasi lain ? Bahkan kadang jurus pamungkas “Task Manager” (
Ctrl+Alt+Del ) pun tidak berdaya menghadapi kondisi semacam ini.
Sehingga mungkin ujung-ujungnya kita hanya menekan tombol Reset.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Meskipun tombol reset bisa mengatasi, tetapi kadang bisa beresiko
kehilangan data, ada fie yang rusak dan sebagainya. Alternatifnya, kita
bisa mencoba menggunakan software gratis AntiFreeze.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
AntiFreeze mungkin memberikan alternatif terakhir untuk mengatasi
kejadian seperti diatas. Kejadian seperti itu bisa disebabkan oleh
penggunaan CPU yang berlebihan (hampir 100%) atau penggunaan Memory yang
terlalu besar, sehingga kita sama sekali tidak bisa membuka, berpindah
atau menutup aplikasi apapun.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span id="more-358"></span></div>
<div style="text-align: justify;">
Setelah software ini di install, maka untuk mengaktifkan, kita tinggal menggunakan kombinasi tombol keyboard <strong>Ctrl+Alt+Win+Home</strong>
( Memang kombinasi yang cukup banyak, sampai 4 tombol ). Setelah itu
AntiFreeze akan tampil fullscreen (satu layar penuh) dan hampir semua
aplikasi lainnya akan di hentikan sementara (sleep) untuk menurunkan
penggunaan CPU/Memory.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ketika AntiFreeze tampil, kita tinggal mematikan process (End
Process) aplikasi yang menggunakan CPU sangat besar ( indikasinya
terlihat di kolom CPU Time) atau bisa juga penggunaan memory yang
berlebihan (Mem Usage). Karena tampilannya menunya mirip Task Manager,
seharusnya kita tidak akan kesulitan menggunakan software ini.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Keadaan-keadaan dimana AntiFreeze bisa digunakan, yaitu :</div>
<ol style="text-align: justify;">
<li>Ada satu atau lebih aplikasi yang berjalan sangat intensif,
menggunakan hampir seluruh proses CPU, sehingga sistem tidak responsif.</li>
<li>ADa satu atau lebih aplikasi yang menggunakan Memory sangat besar (berlebihan) termasuk swaping file, sehingga membebani sistem.</li>
<li>Ada Aplikasi yang dijalankan dengan prioritas sangat tinggi, sehingga menggunakan semua proses CPU (processor)</li>
<li>Banyak program yang berjalan bersama-sama dan masing-masing ingin mendapatkan “perhatian/jatah” dari Processor.</li>
</ol>
<div style="text-align: justify;">
Meskipun Demikian, terkadang AntiFreeze tidak berhasil atau tidak
berjalan untuk kondisi-kondisi tertentu. Misalnya Komputer hang karena
masalah hardware, seperti Memory(RAM) yang rusak, bad sector pada
Hardisk dan sejenisnya (dan biasanya ditandai dengan Mouse Cursor yang
tidak aktif /tidak bisa digerakkann ). Selain itu AntiFreeze juga
mungkin tidak akan berhasil jika Aplikasi mempunyai prioritas yang lebih
tinggi dari AntiFreeze.</div>
Anonymoushttp://www.blogger.com/profile/04449896886952680715noreply@blogger.com0tag:blogger.com,1999:blog-8702302562195071775.post-86481305135289501052013-04-29T01:07:00.000-07:002013-04-29T01:07:19.933-07:00Sebab Kenapa Komputer ‘Hang’<div style="text-align: justify;">
<strong>Sebab Kenapa Komputer ‘Hang’</strong></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Kemungkinan selepas setahun kita
menggunakan komputer, kita akan dapati terdapat beberapa perubahan yang
ketara terhadap prestasi komputer kita misalnya selalu ‘hang’ ataupun
operasi yang semakin lambat. Jika kita pengguna yang hardcore pula,
masalah ini pasti berlaku lebih awal lagi. Berikut disenaraikan sepuluh
perkara yang dirasakan menjadi punca kepada terjejasnya prestasi
komputer kita.</div>
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<strong> Mikropemproses mengalami kepanasan melampau</strong>.</div>
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Kepanasan melampau ini terjadi apabila
motor kipas yang menjadi penyejuk kepada mikropemproses tidak dapat
berfungsi dengan baik. Ini disebabkan habuk yang terdapat di sekeliling
kipas yang menyekat putaran kipas tersebut. Selain daripada itu, mungkin
bearing kipas menjadi longgar yang menyebabkan gegaran berlaku pada
mikropemproses. Kesannya ialah mikropemproses tidak dapat bekerja dengan
baik.</div>
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<strong> Masalah RAM</strong></div>
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Terdapat juga RAM yang dari jenis murah
yang tidak memenuhi spesifikasi serta mempunyai masalah komposisi
cip-cip yang siap terbina. Akibat dari masalah ini, ialah RAM mudah
mengalami kepanasan melampau yang menjejaskan keupayaan komputer. Selain
daripada itu, masalah ëBlue Screení juga akan lebih kerap berlaku.</div>
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<strong> Cakera keras</strong></div>
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Bagi cakera keras pula, masalah-masalah
yang menyebabkan terjejasnya prestasi komputer ialah seperti
bertambahnya sektor-sektor rosak (bad sector) ketika melakukan proses
chkdsk dan scandisk, kerosakan dalaman (intermittent) yang mengakibatkan
kegagalan proses boot dan capaian putaran per masa yang rendah yang
mungkin tidak sesuai dengan spesifikasi komputer yang digunakan.</div>
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<strong> Konfigurasi BIOS</strong></div>
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Pengguna komputer seharusnya tidak
terlalu bergantung kepada konfigurasi BIOS ‘kilang’ sebaliknya perlu
mengetahui konfigurasi sistem yang optimum. Ini adalah kerana
konfigurasi BIOS yang tidak tepat turut mempengaruhi keupayaan komputer.</div>
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<strong>Pengawal Cakera</strong></div>
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Kabel pengawal yang digunakan perlu
menepati spesifikasi pengawal cakera yang dipasang. Begitu juga dengan
papan ibu (motherboard) yang harus mampu menyokong pengawal cakera.
Sebagai contoh pengawal cakera UDMA-66 memerlukan kad khusus untuk
dipasang pada papan ibu yang hanya menyokong pengawal cakera UDMA-33.
Jika tidak dipasang, ia pasti akan mengundang masalah kepada prestasi
komputer.</div>
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<strong> Sistem Operasi</strong></div>
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Sistem operasi seperti Windows XP dan
Windows 2000 biasanya mempunyai banyak servis yang dijalankan.
Servis-servis yang dijalankan jika terlampau banyak akan merencatkan
prestasi komputer. Servis yang jarang diguna sepatutnya diberhentikan
kerana ia banyak menggunakan sumber tenaga komputer.</div>
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<strong>Proses dan Aplikasi</strong></div>
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Proses dan Aplikasi (.exe) yang
terlampau banyak digunakan akan menyebabkan komputer menjadi perlahan.
Untuk melihat proses dan aplikasi yang sedang dilarikan, pengguna
bolehlah klik pada bahagian Windows Task Manager.</div>
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<strong> Fragmentasi Cakera</strong></div>
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Fragmentasi cakera berlaku apabila
terlalu kerap fail-fail disimpan, dipadam dan ditukar. Ini menyebabkan
kandungan fail bertaburan didalam sektor. Fragmentasi juga berlaku
apabila kandungan cakera penuh. Seharusnya ruang kosong sebanyak 20%
sehingga 25% perlu disediakan bagi mengurangkan masalah fragmentasi ini.</div>
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<strong>Aplikasi latar belakang</strong></div>
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Ramai pengguna yang suka melarikan
aplikasi latar belakang secara automatik selepas proses boot ataupun
permulaan sistem operasi. Aplikasi yang terlalu banyak dilarikan pada
satu-satu masa akan menyebabkan komputer menjadi perlahan dan adakalanya
menyebabkan ‘hang’. Aplikasi-aplikasi yang digunakan ini boleh dilihat
pada folder Startup.</div>
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<strong>Sistem fail</strong></div>
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Dalam sistem operasi Windows terutamanya
NT dan 2000, pemilihan sistem fail iaitu NTFS dan FAT adalah sangat
penting. Ini adalah kerana sistem fail ini merujuk kepada saiz dan
bilangan kelompok dalam sesuatu cakera. Saiz kelompok yang besar akan
meningkatkan prestasi komputer. Kebiasaanya, sistem fail NTFS mempunyai
saiz kelompok yang lebih besar berbanding FAT.</div>
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Sumber : http://www.wazy84.com </div>
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