tag:blogger.com,1999:blog-3629248936562646592024-03-20T20:18:33.720+07:00MA Darussa'adah Rowosari KendalSiap Mendidik kader bangsa menjadi manusia yang Cerdas, Berakhlaq Mulia, dan TerampilUnknownnoreply@blogger.comBlogger134125tag:blogger.com,1999:blog-362924893656264659.post-20883584264104217402021-01-11T09:15:00.001+07:002021-01-11T09:15:39.692+07:00MATERI SOSIOLOGI KELAS XII : KEARIFAN LOKAL & PEMBERDAYAAN KOMUNITAS<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLZ-KtQbwNVbmW-AzpizQObM8YkAMP1Ol9ok6iVIPQTTSOPGELz4ZtNxT2SE8zSc9FadcgQ1Qg_ZizENYddA8gCdW6tnZFJHWvJJNnzk-u4cHUFwvH3ESnZVIIvQ9-MoHLzRmytquq6yk/s615/pemberdayaan+komunitas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="419" data-original-width="615" height="272" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLZ-KtQbwNVbmW-AzpizQObM8YkAMP1Ol9ok6iVIPQTTSOPGELz4ZtNxT2SE8zSc9FadcgQ1Qg_ZizENYddA8gCdW6tnZFJHWvJJNnzk-u4cHUFwvH3ESnZVIIvQ9-MoHLzRmytquq6yk/w400-h272/pemberdayaan+komunitas.jpg" width="400" /></a></div><br /><p></p><ol><li>PEMBERDAYAAN KOMUNITAS<br />
Robinson (1994) menjelaskan bahwa pemberdayaan adalah suatu proses
pribadi dan sosial; suatu pembebasan kemampuan pribadi, kompetensi,
kreatifitas dan kebebasan bertindak.<br />
Ife (1995) mengemukakan bahwa pemberdayaan mengacu pada kata
“empowerment,” yang berarti memberi daya, memberi ”power” (kuasa),
kekuatan, kepada pihak yang kurang berdaya.<br />
<strong>1. Pengertian Pemberdayaan Komunitas</strong><br />
Pemberdayaan Komunitas: suatu proses pembangunan di mana masyarakat
berinisiatif untuk memulai proses kegiatan sosial guna memperbaiki
situasi dan kondisi diri sendiri. (Hatu, 2010)<br />
Contoh program pemberdayaan komunitas yang ada di masyarakat adalah :<br />
PNPM Mandiri<br />
LSM<br />
PLP-BK</li></ol>
<p><span id="more-100"></span></p>
<p>Pemberdayaan komunitas sejalan dengan konsep <em>Community Development</em>,
yaitu: proses pembangunan jejaring interaksi dalam rangka meningkatkan
kapasitas dari semua komunitas, mendukung pembangunan berkelanjutan, dan
pengembangan kualitas hidup masyarakat.</p>
<p>Proses pemberdayaan mengandung dua kecenderungan:<br />
Pertama, proses pemberdayaan yang menekankan pada proses memberikan atau
mengalihkan sebagian kekuatan, kekuasaan atau kemampuan kepada
masyarakat agar individu lebih berdaya.<br />
Kecenderungan pertama tersebut dapat disebut sebagai kecenderungan primer dari makna pemberdayaan.</p>
<p>Kecenderungan kedua (kecenderungan sekunder) menekankan pada proses
menstimulasi, mendorong atau memotivasi individu agar mempunyai
kemampuan atau keberdayaan untuk menentukan apa yang menjadi pilihan
hidupnya melalui proses dialog.<br />
<strong> </strong></p><p><strong>Arah Pemberdayaan Komunitas</strong><br />
Pemberdayaan komunitas diarahkan untuk meningkatkan kemampuan sumber
daya manusia, misalnya dengan peningkatan kualitas pendidikan,
kesehatan, pembukaan lapangan pekerjaan, pengentasan kemiskinan,
sehingga kesenjangan sosial dapat diminimalkan.<br />
Pemberdayaan masyarakat hanya bisa terjadi apabila warganya ikut berpartisipasi.<br />
<strong> </strong></p><p><strong>Ciri-ciri warga masyarakat berdaya: </strong><br />
Mampu memahami diri dan potensinya, mampu merencanakan (mengantisipasi kondisi perubahan ke depan)<br />
Mampu mengarahkan dirinya sendiri<br />
Memiliki kekuatan untuk berunding<br />
Memiliki bargaining power yang memadai dalam melakukan kerjasama yang saling menguntungkan<br />
Bertanggungjawab atas tindakannya.<br />
Masyarakat berdaya adalah masyarakat yang tahu, mengerti, faham,
termotivasi, berkesempatan, memanfaatkan peluang, berenergi, mampu
bekerjasama, tahu berbagai alternatif, mampu mengambil keputusan, berani
mengambil resiko, mampu mencari dan menangkap informasi dan mampu
bertindak sesuai dengan situasi.<br />
Proses pemberdayaan yang melahirkan masyarakat yang memiliki sifat
seperti yang diharapkan harus dilakukan secara berkesinambungan dengan
mengoptimalkan partisipasi masyarakat secara bertanggung jawab.<br />
<strong> </strong></p><p><strong>2. Tujuan dan Pendekatan dalam Pemberdayaan Komunitas</strong><br />
Tujuan yang ingin dicapai dari pemberdayaan masyarakat adalah: untuk membentuk individu dan masyarakat menjadi mandiri.<br />
Kemandirian tersebut meliputi kemandirian berpikir, bertindak, dan mengendalikan apa yang mereka lakukan.</p>
<p>Kemandirian masyarakat merupakan suatu kondisi yang dialami oleh
masyarakat yang ditandai dengan kemampuan memikirkan, memutuskan serta
melakukan sesuatu yang dipandang tepat demi mencapai pemecahan masalah
yang dihadapi dengan menggunakan daya/kemampuan yang dimiliki.</p>
<p>Tujuan pemberdayaan komunitas (Emmy):</p>
<ol><li>Peningkatan standar hidup</li><li>Meningkatkan percaya diri</li><li>Peningkatan kebebasan setiap orang</li></ol>
<p>Untuk melaksanakan pemberdayaan komunitas dilakukan dengan konsep Community Based Development (CBD).<br />
Ada beberapa karakter utama CBD, yaitu:<br />
CBD berbasis sumber daya masyarakat<br />
CBD berbasis partisipasi masyarakat<br />
CBD berkelanjutan<br />
Pemberdayaan komunitas dapat dilihat dari 2 sudut pandang:<br />
<em>Pendekatan Deficit Based</em><br />
Pendekatan ini terpusat pada berbagai permasalahan yang ada dan upaya-upaya pemecahan masalah tersebut<br />
<em>Pendekatan Strength Based</em><br />
Merupakan pendekatan yang terpusat pada potensi dan kemampuan yang
dimiliki oleh komunitas, individu, atau masyarakat untuk meningkatkan
kualitas hidup yang lebih baik.</p>
<p><em>Kelebihan Pemberdayaan Komunitas</em></p>
<ol><li>Memudahkan dalam koordinasi antarindividu</li><li>Antarindividu dapat saling memberi semangat dan motivasi.</li><li>Mampu meningkatkan kesejahteraan dalam jangka waktu yang panjang dan berkelanjutan.</li><li>Mampu meningkatkan dan memperbaiki kehidupan masyarakat dan kelompok baik di bidang ekonomi maupun sosial.</li><li>Penggunaan sumber daya alam dan potensi yang ada lebih efektif dan efisien.</li><li>Proses pembangunan lebih demokratis dan aspiratif karena melibatkan banyak orang.</li></ol>
<p><em>Kekurangan Pemberdayaan Komunitas</em></p>
<ol><li>Sering terjadi perbedaan pendapat antara satu orang dengan orang yang lain, sehingga muncul konflik baru.</li><li>Tingkat partisipasi setiap individu berbeda-beda, sehingga menghambat pembangunan.</li><li>Tingkat sumber daya manusia berbeda-beda</li><li>Keberhasilan pemberdayaan komunitas bergantung individu yang bergabung di dalamnya.</li><li>Kurangnya kemampuan masyarakat dalam berkreasi dan kurangnya kapasitas secara kritis dan logis.</li><li>Kegiatan pemberdayaan selama ini ditujukan pada masyarakat lokal dan permasalahan sosial saja.</li><li>Ketergantungan sumber dana dari luar.</li></ol>
<p><em>Kendala dalam Pemberdayaan Komunitas</em></p>
<ol><li>Kurangnya komitmen dari masyarakat, karena kurangnya pemahaman</li><li>Kendala perilaku masyarakat, contohnya etos masyarakat</li><li>Diversifikasi pola kehidupan masyarakat, meliputi kebudayaan, sosial, ekonomi, kondisi geografis.</li><li>Kurangnya monitoring dan data yang berkualitas</li><li>Indikator yang tidak tepat.</li><li>Kurangnya koordinasi</li><li>Sistem administrasi yang terlalu birokratis: terlalu banyak pengaturan</li></ol>
<ol><li><strong> KONSEP KEARIFAN LOKAL</strong><br />
Kearifan lokal dapat didefinisikan sebagai: suatu kekayaan budaya lokal
yang mengandung kebijakan hidup; pandangan hidup (way of life) yang
mengakomodasi kebijakan (wisdom) dan kearifan hidup.<br />
Kearifan lokal itu tidak hanya berlaku secara lokal pada budaya atau
etnik tertentu, tetapi dapat dikatakan bersifat lintas budaya atau
lintas etnik sehingga membentuk nilai budaya yang bersifat nasional.</li></ol>
<p>Contoh: hampir di setiap budaya lokal di Nusantara dikenal kearifan
lokal yang mengajarkan gotong royong, toleransi, etos kerja, dan
seterusnya.<br />
Pada umumnya etika dan nilai moral yang terkandung dalam kearifan lokal
diajarkan turun-temurun, diwariskan dari generasi ke generasi melalui
sastra lisan (antara lain dalam bentuk pepatah, semboyan, dan
peribahasa, folklore), dan manuskrip.</p>
<p>Kelangsungan kearifan lokal tercermin pada nilai-nilai yang berlaku pada sekelompok masyarakat tertentu.<br />
Nilai-nilai tersebut akan menyatu dengan kelompok masyarakat dan dapat
diamati melalui sikap dan tingkah laku mereka dalam kehidupan
sehari-hari.</p>
<p>Kearifan lokal dapat dipandang sebagai identitas bangsa, terlebih
dalam konteks Indonesia yang memungkinkan kearifan lokal bertransformasi
secara lintas budaya yang pada akhirnya melahirkan nilai budaya
nasional.<br />
Di Indonesia, kearifan lokal adalah filosofi dan pandangan hidup yang
mewujud dalam berbagai bidang kehidupan (tata nilai sosial dan ekonomi,
arsitektur, kesehatan, tata lingkungan, dan sebagainya).</p>
<p>Contoh: kearifan lokal yang bertumpu pada keselarasan alam telah
menghasilkan pendopo dalam arsitektur Jawa. Pendopo dengan konsep ruang
terbuka menjamin ventilasi dan sirkulasi udara yang lancar tanpa perlu
penyejuk udara.</p>
<p><em>Pemberdayaan Komunitas dalam Masalah Sosial berdasarkan Kearifan Lokal</em><br />
Walaupun ada upaya pewarisan kearifan lokal dari generasi ke generasi,
tidak ada jaminan bahwa kearifan lokal akan tetap kukuh menghadapi
globalisasi yang menawarkan gaya hidup yang makin pragmatis dan
konsumtif.<br />
Kearifan lokal yang sarat kebijakan dan filosofi hidup nyaris tidak terimplementasikan dalam kehidupan masyarakat.</p>
<p>Kearifan lokal dari masing-masing daerah memiliki sifat kedinamisan yang berbeda dalam menghadapi pengaruh dari luar.<br />
Banyak manfaat yang diperoleh dari luar, namun dampak buruk yang ditimbulkan juga besar.<br />
Contoh: munculnya masalah sosial seperti kenakalan remaja, perubahan
kehidupan sosial, perubahan kondisi lingkungan, dan ketimpangan sosial.</p>
<p>Masalah sosial yang ada di masyarakat dapat menimbulkan ketimpangan sosial, sehingga diperlukan upaya untuk mengatasinya.<br />
Salah satu upaya yang dapat dilakukan untuk mengatasi masalah tersebut
adalah dengan memberdayakan komunitas berbasis kearifan lokal.<br />
Hal-hal yang perlu diperhatikan dalam pemberdayaan komunitas asli:<br />
Menghormati dan menjunjung tinggi hak asasi manusia.<br />
Komitmen global terhadap pembangunan sosial masyarakat adat sesuai dengan konversi yang diselenggarakan oleh ILO<br />
Isu pelestarian lingkungan dan menghindari keterdesakan komunitas asli dari eksploitasi sumber daya alam yang berlebihan.</p>
<p>Meniadakan marginalisasi masyarakat asli dalam pembangunan nasional.<br />
Memperkuat nilai-nilai kearifan masyarakat setempat dengan cara
mengintegrasikannya dalam desain kebijakan dan program penanggulangan
permasalahan sosial.</p>
<p> </p>
<p><em>Rumah panggung Suku Bajo, yang terpisah dari daratan. Mereka tak
ingin ada jembatan yang menghubungkan antara daratan dan laut, antara
lain khawatir bedampak buruk bagi lingkungan sekitar.</em></p>
<p>sumber:</p>
<p><em> http://blog.unnes.ac.id</em></p><p><em>Sosiologi untuk SMA XII, Lia Candra Rufikasari, Mediatama</em></p>
<p><em><u><a href="http://www.sarjanaku.com/2011/09/pemberdayaan-masyarakat-pengertian.html">http://www.sarjanaku.com/2011/09/pemberdayaan-masyarakat-pengertian.html</a></u></em></p>
<p>Mulyadi, Yad dkk. 2014. Sosiologi SMA Kelas XII. Yudhistira. Jakarta</p>
<p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-90355549225895625112020-10-04T22:19:00.004+07:002020-10-04T22:24:28.040+07:00Materi Sosiologi MA/SMA Kelas XII BAB III: Ketimpangan Sosial Sebagai Dampak Perubahan Sosial di Tengah Globalisasi<p style="text-align: justify;"> </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img border="0" data-original-height="556" data-original-width="830" height="429" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhByLxBBbAyO93mNCZYADcefaE99pdIJECjzC1872wCtWQUa3gffFeAhLGmulbAibyn9sai_2euYdJq0G-Y4tj7S2Qpdzc-J-oaIR8jhx3yXAzleh4gCpCkFZ40h6C9TiKoBQT2oz-5nao/w640-h429/ketimpangan.jpg" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p></p><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;">Materi Pelajaran sosiologi pada kelas XII
SMA ini akan membahas mengenai ketimpangan sosial sebagai dampak
perubahan sosial di tengah globalisai. ketimpangan sosial adalah
fenomena yang terjadi pada masyarakat Indonesia dan masyarakat di dunia.
ketimpangan sosial antara lain mencakup ketimpangan pendapatan,
kesehatan, gender, dan pendidikan.</div><p></p>
<p style="text-align: justify;">Maka dari itu untuk memahami pembahasan apa yang ada di dalam materi ini, silahkan langsung saja simak tulisan dibawah ini:</p>
<p style="text-align: justify;"><span id="more-274"></span></p>
<p style="text-align: justify;"><b>Teori Ketimpangan Sosial</b></p>
<ol style="text-align: justify;"><li><b>Teori Kolonialisme</b></li></ol>
<p style="text-align: justify;">Menurut Horrison, mereka menanamkan
sebagian keuntungannya ke dalam persenjataan yang tangguh dan kapal
cepat, kemudin digunakan untuk menyerbu negara yang lemah untuk
dijadikan koloninya (Henslin, 2007). Makus kolonialisme di sini adalah
untuk mengeksploitasi rakyat dan sumber daya suatu bangsa demi
keuntungan negara kapitalis (induk).</p>
<ol style="text-align: justify;"><li><b>Teori Sistem Dunia</b></li></ol>
<p style="text-align: justify;">Teori ini dikemukakan oleh Immanuel
Wallersten. Dia menganalisa bagaimana industrialisasi menghasilkan tiga
kelompok bangsa, yaitu negara inti (negara yang lebih dulu melakukan
industrialisasi dan mendominasi negara yang lemah), negara semiperiferi
(negara yang bergantung pada perdagangan negara inti) dan negara
periferi (negara pinggiran). Globalisasi kapitalisme di sini berkembang
dengan cepat dan diterima oleh negara-negara di sekelilingnya. Mereka
saling terkait dan saling mempengaruhi dalam hal produksi dan
perdagangan, misalnya yang terjadi antara Meksiko dan AS (Henslin,
2007).</p>
<ol style="text-align: justify;"><li><b>Teori Ketergantungan (Dependensi)</b></li></ol>
<p style="text-align: justify;">Menganggap bahwa keterbelakangan sebagai
akibat suatu sistem kapitalis internasional yang dominan (yang berbentuk
perusahaan-perusahaan multinasional) dan bersekutu dengan elite lokal
di Dunia Ketiga yang menggunakan kelebihan mereka yang istemewa untuk
mempertahankan kedudukan mereka. Dunia ketiga adalah negara yang tidak
masuk Dunia Pertama (negara kapitalis) dan Dunia Kedua (negara komunis).</p>
<ol style="text-align: justify;"><li><b>Pendekatan Struktural</b></li></ol>
<p style="text-align: justify;">Adalah cara lain untuk memandang
ketimpangan dunia dalam hal kesejahteraan dan kekuasaan. Pendekatan ini
memandang bahwa kemiskinan dan kebergantungan dunia ketiga tidak
disebabkan oleh keputusan kebijakan yang sengaja dibuat di Amerika,
Inggris atau Moscow. Namun berasal dari struktur sistem internasional
yang konstruksinya dibuat sedemikian rupa sehingga bangsa-bangsa
pengekspor bahan mentah terpaksa kehilangan bagiannya dari keuntungan
produksi (Clark, 1989).</p>
<ol style="text-align: justify;"><li><b>Teori Fungsionalis</b></li></ol>
<p style="text-align: justify;">Teori ini percaya bahwa ketidaksetaraan
tidak bisa dihindari dan memainkan fungsi penting dalam masyarakat.
Menurut Kingsley Davis dan Wibert Moore (Henslin, 2007), penyebab
ketidaksetaraan dan stratifikasi masyarakat adalah sebagai berikut:</p>
<ol style="text-align: justify;"><li>Masyarakat harus memastikan bahwa posisi-posisinya terisi,</li><li>Beberapa posisi lebih penting daripada yang lain,</li><li>Posisi-posisi yang lebih penting harus diisi oleh orang lebih berkualifikasi,</li><li>Untuk memotivasi orang yang berkualifikasi agar mengisi posisi-posisi ini, masyarakat harus menawarkan imbalan lebih besar.</li></ol>
<ol style="text-align: justify;"><li><b>Teori Konflik</b></li></ol>
<p style="text-align: justify;">Teori ini melihat ketimpangan sebagai
akibat dari kelompok dengan kekuatan (power) mendominasi kelompok yang
kurang kuat. Mereka percaya bahwa kesenjangan sosial mencegah dan
menghambat kemajuan masyarakat karena mereka yang berkuasa akan menindas
orang-orang tak berdaya untuk mempertahankan status quo. Marx adalah
tokoh konflik pertama yang memandang bahwa kapitalisme akan memperuncing
perbedaan kelas antarindividu. Ia menganggap bahwa individu yang
mempunyai tenaga (kaum borjuis) yang mampu menguasai alat produksi.
Sedangkan menurut Lewis Coser, konflik adalah suatu perjuangan mengenai
nilai serta tuntutan atas status, kekuasaan, dan sumber daya yang
bersifat langka. Tujuannya untuk menetralkan atau melenyapkan pihak
lawan.</p>
<ol style="text-align: justify;"><li><b>Teori Pertumbuhan Neoklasik</b></li></ol>
<p style="text-align: justify;">Teori ini dilahirkan oleh Douglas C.
North, yang memunculkan prediksi tentang hubungan antara tingkat
pembangunan ekonomi nasional suatu negara dengan ketimpangan pembangunan
antar wilayah. Teori neoklasik beranggapan bahwa mobilitas faktor
produksi, baik modal maupun tenaga kerja, pada awal proses pembangunan.
Hal ini berakibat modal dan tenaga kerja meluas, namun apabila proses
pembangunan terus berlanjut dengan main baiknya sarana dan prasarana
komunikasi, mobilitas mdal dan tenaga kerja akan semakin lancar. Dengan
demikian, nantinya setelah negara menjadi maju, ketimpangan pembangunan
regional akan berkurang. Anggapan-anggapan ini kemudian dikenal sebagai
Hipotesis Neoklasik (Sjafrizal, 2008).</p>
<ol style="text-align: justify;"><li><b>Hakikat, Bentuk, dan Faktor Penyebab Ketimpangan Sosial</b></li><li><b>Hakikat Ketimpangan Sosial</b></li></ol>
<p style="text-align: justify;">Naidoo dan Wills dalam Warwick-Booth (2013), ketimpangan sosial merupakan perbedaan-perbedaan dalam pemasukan <i>(income)</i>, sumber daya <i>(resource)</i>, kekuasaan <i>(power)</i>,
dan status di dalam dan antara masyarakat. Ketimpangan ini
dipertahankan oleh orang-orang yang berkuasa melalui institusi dan
proses-proses sosial. Ketimpangan sosial ditandai ketidaksetaraan
peluang dan penghargaan untuk posisi sosial yang berbeda atau status
dalam kelompok atau masyarakat. Ini termasuk pola terstruktur dan
berulang dan tidak merata dari distribusi barang, kekayaan, kesempatan,
penghargaan dan hukuman.</p>
<ol start="2" style="text-align: justify;"><li><b>Bentuk-bentuk Ketimpangan Sosial</b></li></ol>
<p style="text-align: justify;">Syamsul Hadi, dkk, (2004) mengatakan bahwa ada 6 ketimpangan yang terjadi, yaitu:</p>
<ul style="text-align: justify;"><li>Ketimpangan desa dan kota.</li><li>Kesenjangan pembangunan diri manusia Indonesia.</li><li>Ketimpangan antargolongan sosial ekonomi yang diperlihatkan dengan
semakin meningkatnya kesenjangan ekonomi antara golongan-golongan dalam
masyarakat.</li><li>Ketimpangan penyebaran aset di kalangan swasta dengan ciri sebagian
besar kepemilikan aset di Indonesia terkonsentrasi pada skala besar.</li><li>Ketimpangan antarsektor ekonomi dengan ciri sebagian sektor, misalnya properti, mendapat tempat yang istimewa.</li><li>Ketimpangan antarwilayah dan subwilayah dengan ciri konsentrasi
ekonomi terpusat pada wilayah perkotaan, terutama ibu kota, sehingga
daerah hanya mendapatkan konsentrasi ekonomi yang sangat kecil.</li></ul>
<ol start="3" style="text-align: justify;"><li><b>Faktor Penyebab Ketimpangan Sosial</b></li><li>Faktor Struktural</li></ol>
<p style="text-align: justify;">Ini berkaitan erat dengan tata kelola
yang merupakan kebijakan pemerintah dalam menangani masyarakat, baik
yang bersifat legal formal maupun kebijakan-kebijakan dalam
pelaksanaannya. Dapat kita ibaratkan sebagai jaringan listrik yang
berfungsi sebagai penyalur energi yang memberi aset ke masyarakat agar
dapat dioptimalkan energinya untuk pembangunan diri dan bangsa.</p>
<ol start="2" style="text-align: justify;"><li><b>Faktor Kultural</b></li></ol>
<p style="text-align: justify;">Faktor kultural atau budaya dapat kita
ibaratkan sebagai tenaga listrik atau energy penggerak kehidupan
masyarakat. Hal ini berkaitan dengan sifat atau karakter masyarakat
dalam melaksanakan kehidupannya, apakah ia malas atau rajin, ulet atau
mudah menyerah, jujur atau menhalalakan berbagai cara, suka berkompetisi
atau menerima apa adanya, dan seterusnya. Kultur atau budaya berkaitan
dengan nilai-nilai yang dianut oleh suatu masyarakat. Contoh, masyarakat
yang tidak memiliki orientasi ke dengan dan sudah merasa cukup dengan
apa yang dimilikinya. Mereka menganggap budaya hemat, suka menabung, dan
membuat rencana tidak diperlukan karena mereka merasa kebutuhannya
sudah tercukupi oleh sumber daya alam yang ada di sekitarnya. Namun
apabila sumber daya alamnya kian menipis, sedangkan kemampuan
berusahanya lemah, maka kemiskinan yang akan mereka peroleh.</p>
<p style="text-align: justify;"><b> </b></p>
<ol style="text-align: justify;"><li><b>Akibat Ketimpangan Sosial</b></li><li><b>Kriminalitas</b></li></ol>
<p style="text-align: justify;">Kriminalitas atau kejahatan adalah suatu
bentuk perbuatan atau tingkah laku yang merugikan korban juga sangat
merugikan masyarakat. Menurut M. A. Elliot, kejahatan adalah problema
dalam masyarakat modern atau tingkah laku yang gagal dan melanggar hukum
dan dapat dijatuhi hukuman yang berupa hukuman penjara, hukuman mati,
hukuman denda, dan lain-lain. Menuru Soerjono Soekanto, tindakan
kriminal disebabkan oleh kondisi-kondisi dan proses-proses sosial yang
menghasilkan perilaku-perilaku sosial lainnya, seperti proses imitasi,
persaingan, dan pertentangan kebudayaan.</p>
<ol start="2" style="text-align: justify;"><li><b>Melemahnya Jiwa Wirausaha</b></li></ol>
<p style="text-align: justify;">Hal ini dapat mengganggu perkembangan
perekonomian bangsa, dalam pengembngannya dibutuhkan kemampuan dana,
tenaga, kemampuan, kemampuan manajemen, dan peluang berusaha termasuk
pasar. Menurut Peggy A. Lambing dan Charles R. Kuehl, <i>entrepreneurship </i>adalah tindakan kreatif yang membangun suatu <i>value </i>dari
suatu yang tidak ada dan merupakan proses untuk menangkap dan
mewujudkan peluang terlepas dari sumber daya yang ada, serta membutuhkan
keberanian untuk mengambil risiko yang telah diperhitungkan.</p>
<p style="text-align: justify;"><b> </b></p>
<ol start="3" style="text-align: justify;"><li><b>Monopoli</b></li></ol>
<p style="text-align: justify;">Secara istilah, monopoli adalah suatu
penguasaan pasar yang dilakukan oleh seseorang atau perusahaan atau
badan untuk menguasai penawaran pasar (penjualan produk barang dan jasa
di pasar) yang ditujukan kepada para pelanggannya, Ciri-ciri monopoli
sebagai berikut:</p>
<ul style="text-align: justify;"><li>Penguasaan pasar, pasar dikuasai oleh satu pihak saja.</li><li>Produk yang ditawarkan biasanya tidak memiliki saingan.</li><li>Pelaku praktik monopoli dapat memengaruhi harga produk.</li><li>Sulit bagi pengusaha lain untuk memasuki pasar.</li></ul>
<ol start="4" style="text-align: justify;"><li><b>Kemiskinan</b></li></ol>
<p style="text-align: justify;">Kemiskinan adalah keadaan seseorang yang
tidak sanggup memelihara dirinya sendiri sesuai dengan taraf kehidupan
kelompok dan tidak mampu memanfaatkan tenaga baik mental maupun fisiknya
dalam kelompok tersebut. Ciri-ciri kemiskinan secara umum adalah
sebagai berikut:</p>
<ul style="text-align: justify;"><li>Angka kematian tinggi,</li><li>Tingkat kesehatan rendah,</li><li>Sikap yang sulit menerima perubahan, dan</li><li>Mata pencaharian yang rendah dengan penguasaan teknologi yang rendah.</li></ul>
<ol start="5" style="text-align: justify;"><li><b>Kemrosotan Moral</b></li></ol>
<p style="text-align: justify;">Hal ini muncul sebagai akibat dari
ketimpangan sosial tidak hanya dilakukan oleh kelompok yang kurang mampu
saja tetapi kelompok masyarakat terpenuhi seluruh kebutuhannya atau
mampu juga mengalami kemrosotan mora yang dipicu oleh berkembangnya
sikap individualistis dan matrealistis.</p>
<ol start="6" style="text-align: justify;"><li><b>Pencemaran Lingkungan Alam</b></li></ol>
<p style="text-align: justify;">Pencemaran lingkungan alam adalah
rusaknya tata lingkungan yang disebabkan oleh ulah manusia. Rusaknya
lingkungan karena faktor alam secara alamiah alam akan memperbaikinya
kembali. Namun, pencemaran lingkungan karena ulah manusia sangatlah
sulit diperbaiki apabila manusia tidak cepat sadar untuk
menghentikannya.</p>
<p style="text-align: justify;">Untuk membantu kalian lebih memahami
materi tentang “Ketimpangan Sosial sebagai Dampak Perubahan Sosial di
Tengah Globalisasi” saya akan memaparkan sebuah artikel yang dapat
membantu kalian lebih memahami materi diatas.</p><p style="text-align: justify;"> </p><p style="text-align: justify;">Sumber:</p><p style="text-align: justify;">Maryati, Kun dan Juju Suryawati. 2014. <i>Sosiologi Kelompok Peminatan Ilmu-ilmu Sosial Kelas XII. </i>Jakarta: Esis Erlangga.</p><p style="text-align: justify;">sumber gambar: https://pengampunanpajak.com <br /></p><p style="text-align: justify;"> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-15270691113022222522020-09-12T00:02:00.003+07:002020-09-12T00:08:27.469+07:00Materi Sosiologi SMA Kelas XII BAB II: GLOBALISASI DAN PERUBAHAN KOMUNITAS LOKAL<p> </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img border="0" data-original-height="200" data-original-width="300" height="313" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYDh9ANqngqYJgbVaCHnDF0Z1jH5BR2Hg8nS9fpB8wP917F9OY9cD9VOHPBl5uALRkwN7aoHIvMvohnNiNP3swbm_Cjk5naD0IgMksw4yjfPzO5hAtdwLVcHirEPLA1xQzwDB2mgqzLq8/w469-h313/globalisasi.jpg" style="margin-left: auto; margin-right: auto;" width="469" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p></p><div class="separator" style="clear: both; text-align: center;"></div><p></p><p style="text-align: justify;">Materi Pelajaran sosiologi pada kelas XII
SMA ini akan membahas mengenai globalisasi dan perubahan komunitas
lokal. Seperti yang kita ketahui, globalisasi telah merubah perilaku
masyarakat dunia, termasuk perubahan pada komunitas lokal. Terdapat
dampak yang positif dan negatif dari globalisasi terhadap komunitas
lokal.</p>
<p style="text-align: justify;">Maka dari itu untuk memahami pembahasan apa yang ada di dalam materi ini, silahkan langsung saja simak tulisan dibawah ini:<br />
<span id="more-271"></span></p>
<p style="text-align: justify;"><b>Apa itu Globalisasi?</b></p>
<p style="text-align: justify;">Globalisasi sering disebut sebagai
fenomena dunia berwajah banyak. Oleh karena itu globalisasi sering
diindentikan dengan internasionalisasi, liberalisasi, universialisasi,
westernisasi, dan de-teritorilisasi.</p>
<ol style="text-align: justify;"><li>Internasionalisasi adalah hubungan antar negara dengan ciri meluasnya arus perdagangan dan penanaman modal.</li><li>Liberalisasi adalah pencabutan pembatasan-pembatasan pemerintah
untuk membuka ekonomi tanpa pagar dalam hambatan perdagangan, pembatasan
keluar masuk mata uang, kendali devisa, dan izin masuk suatu negara.</li><li>Westernisasi adalah ragam hidup model budaya Barat atau Amerika.</li><li>Deteritorialisasi adalah perubahan-perubahan geografis sehingga ruang sosial dan pembatasan, tempat, dan jarak perubahan.</li></ol>
<p style="text-align: justify;"><b>Pengertian Globalisasi Secara Umum</b></p>
<ol style="text-align: justify;"><li>Globalisasi sebagai transformasi kondisi spesial tempola kehidupan.
Hidup yang kita alami mengandalkan ruang dan waktu. Artinya, jika
terjadi perubahan dalam pengelolaan tata ruang-waktu, terjadi pula
transformasi perngargonisasian hidup.</li><li>Globalisasi sebagai transformasi lingkup cara pandang. Dengan kata
lain globalisasi menyangkut transformasi isi dan cara merasa serta
memandang persoalan di kalangan masyarakat dunia.</li><li>Globalisasi sebagai trasnformasi modus tindakan dan praktik. Dengan
kata lain, globalisasi menunjuk pada proses kaitan yang makin erat di
antara semua aspek kehidupan pada skala mondial (dunia).</li></ol>
<p style="text-align: justify;"><b>Karakteristik Globalisasi</b></p>
<p style="text-align: justify;"> Robin Cohen dan Paul Kennedy
berpendapat bahwa globalisasi adalah “seperangkat transformasi yang
saling memperkuat” dunia. Seperangkat transformasi ini merupakan suatu
karakteristik yag meliputi hal-hal berikut:</p>
<ol style="text-align: justify;"><li>Perubahan dalam konsep ruang dan waktu. Perkembangan barang-barang
seperti telepon genggam, televisi, satelit dan internet menunjukan
komunikasi global terjadi demikian cepat.</li><li>Pasar dan produksi ekonomi di negara-negara yang berubah menjadi
saling bergantung sebagai akibat dari pertumbuhan perdagangan, pembagian
pekerjaan yang baru secara internasional, peningkatan pengaruh
perusahaan multinasional dan dominasi organisasi semacam Worl Trade
Organization (WTO).</li><li>Peningkatan interaksi kultural melalui perkembangan media massa
(terutama tv, musik, film, dan transmisi berita olahraga internasional).</li><li>Meningkatnya masalah bersama seperti masalah ekonomi, linkungan dan permasalahan-permasalahan lainnya seperti penyakit menular.</li></ol>
<p style="text-align: justify;"><b>Faktor Pendorong Globalisasi</b></p>
<ol style="text-align: justify;"><li>Kemajuan Ilmu Pengetahuan dan Teknologi (IPTEK)</li><li>Semakin terbukanya sistem perekonomian negara-negara di dunia</li><li>Menggobalkan pasar uang</li></ol>
<p style="text-align: justify;"><b>Gejala Globalisasi di Indonesia</b></p>
<ol style="text-align: justify;"><li>Bidang Ilmu Pengetahuan dan Teknologi</li></ol>
<p style="text-align: justify;">Contoh kemajuan IPTEK adalah sebagai berikut:</p>
<ul style="text-align: justify;"><li>Penemuan telepon sebagai alat telekomunikasi yang membawa kemudahan dalam berkomunikasi bagi penggunanya.</li><li>Penemuan alat transportasi yang paling ringan seperti sepeda sampai
dengan alat transportasi lain yang dapat digunakan di darat, laut maupun
udara.</li><li>Penemuan alat kantor, dari mesin ketik sampai komputer dan leptop yang bisa membantu untuk menyimpan data.</li><li>Penemuan sumber-sumber energi yang dapat diperbaharui seperti energi
surya, nuklir, air, angin, dan biogas melengkapi sumber daya energi
yang tidak dapat diperbaharui.</li></ul>
<ol start="2" style="text-align: justify;"><li>Bidang Ekonomi</li></ol>
<p style="text-align: justify;">Globalisasi ekonomi adalah meningkatnya
saling ketergantungan ekonomi negara-negara di dunia berkat percepatan
pergerakan jasa, barang, teknologi dan modal lintas perbatasan.
Globalisasi ekonomi merupakan proses peningkatan integrasi ekonomi antar
negara yang berujung pada munculnya pasar global dan pasar dunia
tunggal. Globalisasi ekonomi terdiri dari globalisasi produksi, pasar,
persaingan teknologi, perusahaan dan industri. Tren globalisasi dapat
dianggap hasil dari integrasi negara maju dengan nagara berkembang
melalui investasi langsung asing, pengurangan batasan perdagangan,
reformasi ekonomi dan imigrasi.</p>
<ol start="3" style="text-align: justify;"><li>Bidang Politik</li></ol>
<p style="text-align: justify;">Keberhasilan pembangunan di bidang
politik semakin memantapkan tatanan kehidupan politik dan kenegaraan
yang berdasarkan demokrasi pancasila, memantapkan organisasi sosial
politik dan kemasyarakatan, serta mendorong peningkatan kesadaran
berpolitik rakyat. Namun, pendidikan berpolitik pun harus ditingkatkan
agar rakyat semakin sadar akan hak dan kewajibannya sebagai warga negara
dan semakin sadar bagaimana kita menjalin hubungan dengan negara-negara
luar untuk memelihara perdamaian dunia.</p>
<ol start="4" style="text-align: justify;"><li>Bidang Budaya</li></ol>
<p style="text-align: justify;">Globalisasi bidang budaya telah
meningkatkan kontak lintas budaya. Peningkatan interaksi kultural
melalui perkembangan media massa, terutama elevisi, film, musik, dan
transmisi berita internasional. Saat ini dapat merasakan hasil gagasan
dan pengalaman baru mengenai hal-hal melintasi keberagaman budaya,
misalnya dalam bidang fasion, busana, literatur dan makanan.</p>
<ol start="5" style="text-align: justify;"><li>Bidang Agama</li></ol>
<p style="text-align: justify;">Globalisasi di bidang agama lebih
berfokus pada aplikasi ajaran agama dalam konteks kekinian tanpa
melanggar atau menabrak kaidah-kaidah agama. Globalisasi juga memicu
penganut agama untuk memahami penganut agama yang lain dalam konteks
toleransi sehingga tercermin kehidupan harmonis dalam masyarakat
multikultural.</p>
<p style="text-align: justify;"><b>Dampak Globalisasi Terhadap Komunitas Lokal</b></p>
<ol style="text-align: justify;"><li>Urbanisasi</li></ol>
<p style="text-align: justify;">Urbanisasi merupakan proses perpindahan
penduduk dari desa ke kota atau dari pekerjaan pertanian di desa ke
pekerjaan industri di kota.</p>
<p style="text-align: justify;">Penyebab terjadinya urbanisasi:</p>
<ul style="text-align: justify;"><li>Daya tarik ekonomi. Di kota, orang berharap untuk dapat dengan mudah mendapatkan pekerjaan.</li><li>Daya tarik sosial. Kebanyakan orang pergi ke kota untuk merubah
status sosial melalui berbagai macam cara seperti pendidikan atau
pekerjaan.</li><li>Daya tarik pendidikan. Di kota tersedia berbagai fasilitas pendidikan sehingga menarik orang desa untuk menuntut ilmu ke kota.</li></ul>
<ol style="text-align: justify;"><li>Kesenjangan Sosial Ekonomi</li></ol>
<p style="text-align: justify;">Faktor pendorong terjadinya kesenjangan ekonomi antara lain sebagai berikut:</p>
<ul style="text-align: justify;"><li>Menurunnya pendapatan perkapita sebagai akibat pertimbuhan penduduk
yang relatif tinggi tanpa diimbangi peningkatan produktivitas.</li><li>Letidakmerataan hasil pembangunan antardaerah sebagai akibat kebijakan politik dan kekurangsiapan sumber daya manusia.</li><li>Rendahnya mobilitas sosial sebagai akibat sikap mental tradisional yang kurang menyukai persaingan dan kurang usaha.</li><li>Hancurnya industri kerajinan rakyat sebagai akibat monopoli para pengusaha bermodal besar.</li><li>Investasi yang sangat banyak pada proyek-proyek yang padat modal
(capital intensive), sehingga pesentase pendapatan dari harta tambahan
lebih besar dibandingkan dengan presentasi pendapatan kerja.</li></ul>
<ol style="text-align: justify;"><li>Pencemaran Lingkungan Alam</li></ol>
<p style="text-align: justify;">Masyarakat yang melakukan pembangunan
harus memperhatikan kelestarian dan dan perbaikan liingkungan alamnya.
Alam sebagai tempat hidup flora dan fauna tidak boleh dikorbankan hanya
untuk kehidupan jangka pendek. Dengan canggihnya teknologi globalisasi,
manusia cenderung ingin menguasai alam. Dengan teknologi, manusia dapat
mengeksploitasi alam dan tanpa menyadari dampak pencemaran lingkungan
yang cukup besar. Contoh dari pencemaran antara lain:</p>
<ul style="text-align: justify;"><li>Pencemaran udara yang berasal dari asap mobil, asap pabrik, asap pembakaran minyak dan asap pembakaran sampah.</li><li>Pencemaran air berasal dari pembuangan limbah industri ke sungai,
danau, laut atau limbah berasal dari berbagai jenis pestisida dan pupuk
yang digunakan petani.</li><li>Pencemaran kimiawi berupa produk bahan-bahan sintetis yang digunakan sebagai bahan detergen, pupuk dan pestisida.</li><li>Limbah padat berupa sampah buangan individu atau bisnis tertentu.</li><li>Polusi panas berupa peningkatan temperatur air dan panas atmosfer yang disebabkan oleh ulah manusia.</li></ul>
<ol style="text-align: justify;"><li>Kriminalitas</li></ol>
<p style="text-align: justify;">Pembangunan yang muncul di negara berkembang seperti Indonesia sering memunculkan masalah-masalah seperti berikut:</p>
<ul style="text-align: justify;"><li>Manipisnya rasa kekeluargaan,</li><li>Meningkatkan sikap individualitas,</li><li>Meingkatnya tingkat persaingan,</li><li>Meningkatnya pola hidup konsumtif</li></ul>
<p style="text-align: justify;">Masalah-masalah tersebut dapat
memunculkan tidak kriminal. Tekanan sosial dalam proses globalisasi yang
semakin berat memunculkan pola hidup yang memuja kesenangan
(hedonisme). Namun disisi lain banyak yang mempunyai keterbatasan untuk
memilikinya. Hal tersebut dapat memunculkan tindak kriminalitas seperti
penipuan, perampokan, penggelapan, penadahan, perampasan dan pembunuhan.</p>
<ol style="text-align: justify;"><li>Lunturnya eksistensi Jati diri Bangsa</li></ol>
<p style="text-align: justify;">Menurut Kurniawan (2012) paham budaya
berat yang kurang sesuai di kebudayaan Indonesia dan dapat merusak
eksistensi jati diri bangsa yaitu:</p>
<ul style="text-align: justify;"><li>Individualisme</li><li>Materialisme</li><li>Sekuarisme</li><li>Hedonisme</li></ul>
<p style="text-align: justify;">Untuk membantu kalian lebih memahami
materi tentang “Globalisasi dan Perubahan Komunitas Lokal” saya akan
memaparkan sebuah artikel yang dapat membantu kalian lebih memahami
materi diatas.</p><p style="text-align: justify;"> </p><p style="text-align: justify;">Sumber:</p>
<p style="text-align: justify;">Maryati, Kun dan Juju Suryawati. 2014. <em>Sosiologi Kelompok Peminatan Ilmu-ilmu Sosial Kelas XII. </em>Jakarta: Esis Erlangga.</p><p style="text-align: justify;"> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-19264126187179953592020-09-02T22:28:00.001+07:002020-09-02T22:28:44.301+07:00Materi Sosiologi SMA Kelas XII: PERUBAHAN SOSIAL<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLY1vLJmCZ7BpBO0sVfFk6rZCxFp72esl_16ord_TXyfJ4y6iWcl9MI2HbpU_Xh3r3Hw1t8XBTvvdRHkll_fgzj1pH6zRaPWb3Yxp_KYVoSFwn-W8JFjMZuol9e9vQFOoTewuONi6fH7w/s1080/Sosiologi-Kelas-12-SMA-Kurikulum-2013-1080x675.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLY1vLJmCZ7BpBO0sVfFk6rZCxFp72esl_16ord_TXyfJ4y6iWcl9MI2HbpU_Xh3r3Hw1t8XBTvvdRHkll_fgzj1pH6zRaPWb3Yxp_KYVoSFwn-W8JFjMZuol9e9vQFOoTewuONi6fH7w/w512-h320/Sosiologi-Kelas-12-SMA-Kurikulum-2013-1080x675.jpg" width="512" /></a></div><br /><p></p><ol><li><b>Pengertian Perubahan Sosial</b></li></ol>
<p>Setiap masyarakat pasti mengalami perubahan. Perubahan yang terjadi
di masyarakat meliputi perubahan norma-norma sosial, pola-pola sosial,
interaksi sosial, pola perilaku, organisasi sosial, lembaga
kemasyarakatan, lapisan-lapisan masyarakat, serta susunan kekuasaan dan
wewenang. Kingsley Davis mengatakan bahwa perubahan sosial merupakan
bagian dari perubahan kebudayaan. Perubahan dalam kebudayaan mencakup
semua bagiannya, yaitu kesenian, ilmu pengetahuan, teknologi, filsafat,
bahkan perubahan dalam bentuk serta aturan organisasi sosial.</p>
<p><span id="more-110"></span></p>
<p>Perubahan sosial melekat pada masyarakat dengan kebudayaannya karena alasan-alasan sebagai berikut.</p>
<ol><li>Menghadapi masalah-masalah baru</li><li>Ketergantungan pada hubungan antarwarga pewaris kebudayaan</li><li>Lingkungan yang berubah</li></ol>
<p>Kecendrungan masyarakat untuk berubah sangat dipengaruhi oleh faktor-faktor berikut.</p>
<ol><li>Rasa tidak puas terhadap keadaan dan situasi yang ada.</li><li>Timbulnya keinginan untuk mengadakan perbaikan.</li><li>Kesadaran akan adanya kekurangan dalam kebudayaan sendiri sehingga berusaha untuk mengadakan perbaikan</li><li>Adanya usaha masyarakat untuk menyesuaikan diri dengan keperluan,
keadaan, dan kondisi baru yang timbul sejalan dengan pertumbuhan
masyarakat.</li><li>Banyaknya kesulitan yang dihadapi yang memungkinkan manusia berusaha untuk mengatasinya</li><li>Tingkat kebutuhan masyarakat yang semakin kompleks dan adanya keinginan untuk meningkatkan taraf hidup</li><li>Sikap terbuka dari masyarakat terhadap hal-hal baru, baik yang datang dari dalam maupun dari luar masyarakat</li><li>Sistem pendidikan yang memberikan nilai-nilai tertentu bagi manusia untuk meraih masa depan yang lebih baik</li></ol>
<p>Berikut karakteristik perubahan sosial.</p>
<ol><li>Tidak ada masyarakat yang berhenti berubah</li><li>Perubahan yang terjadi pada lembaga kemasyarakatan tertentu diikuti pula oleh perubahan pada lembaga-lembaga sosial lainnya<br />
Perubahan yang cepat bisaanya mengakibatkan disorganisasi yang bersifat sementara karena ada proses penyesuaian diri<br />
4. Perubahan tidak dapat dibatasi pada bidang kebendaan atau spiritual
saja karena kedua bidang tersebut mempunyai kaitan timbal balik yang
sangat kuat.</li></ol>
<p>Pandangan Para Tokoh tentang Perubahan Sosial<br />
Selo soemardjan menyatakan bahwa perubahan sosial adalah perubahan pada
lembaga-lembaga kemasyarakatan di dalam suatu masyarakat yang
mempengaruhi sistem sosialnya, termasuk nilai-nilai, sikap, dan perilaku
di antara kelompok-kelompok dalam masyarakat.</p>
<p>Kingsley Davis menyatakan bahwa perubahan sosial adalah perubahan yang terjadi dalam struktur dan fungsi masyarakat.</p>
<p>John Lewis Gillin dan John Philip Gillin melihat perubahan sosial
sebagai variasi dari cara-cara hidup yang telah diterima, baik karena
perubahan kondisi geografis, kebudayaan material, komposisi penduduk,
ideology, maupun karena adanya difusi atau penemuan-penemuan baru dalam
masyarakat.</p>
<p>Samuel Koenig menyatakan bahwa perubahan sosial menunjuk pada
modifikasi-modifikasi yang terjadi dalam pola-pola kehidupan manusia.</p>
<p>Perubahan sosial dapat berupa kemajuan (<em>progress</em>) atau kemunduran (<em>regress</em>). Kemajuan (<em>progress</em>)
terjadi apabila perubahan yang ada mampu menciptakan kemudahan bagi
masyarakat untuk memenuhi kebutuhan hidupnya. Perubahan disini diartikan
sebagai proses pembangunan masyarakat kearah yang lebih baik. Perubahan
yang ada dikatakan berupa kemunduran (<em>regress</em>) apabila perubahan yang terjadi dalam masyarakat pada aspek tertentu membawa pengaruh yang kurang menguntungkan.</p>
<p><i><b>Teori Utama Pola Perubahan Sosial</b></i><br />
Perubahan sosial yang ada akan selalu mengikuti suatu pola dan arah
tertentu, menurut Robert H. Lauler terdapat dua teori utama pola
perubahan sosial, yaitu :</p>
<ol><li>Teori Siklus</li></ol>
<p>Melihat perubahan sebagai sesuatu yang berulang-ulang. Apa yang
terjadi sekarang pada dasarnya memiliki kesamaan atau kemiripan dengan
yang telah terjadi sebelumnya. Pola perubahan siklus adalah pola
perubahan yang menyerupai spiral.</p>
<p><img alt="teori siklus" class="size-medium wp-image-149 aligncenter" height="165" src="http://blog.unnes.ac.id/ivanalfiansyah/wp-content/uploads/sites/362/2015/12/teori-siklus-300x132.jpg" width="375" /></p>
<ol start="2"><li>Teori Perkembangan</li></ol>
<p>Penganut teori ini percaya bahwa perubahan dapat diarahkan ke titik
tujuan tertentu, seperti perubahan dari masyarakat tradisional ke
masyarakat modern yang kompleks. Teori ini dikenal dengan teori
perkembangan atau linier. Teori perkembangan dibagi menjadi dua, yaitu
teori evolusi dan teori revolusi.</p>
<p><img alt="teori perkembangan" class="size-medium wp-image-150 aligncenter" height="159" src="http://blog.unnes.ac.id/ivanalfiansyah/wp-content/uploads/sites/362/2015/12/teori-perkembangan-300x127.jpg" width="375" /></p>
<p> </p><p><b><i>Teori-Teori Modern Mengenai Perubahan Sosia</i></b>l</p>
<ol><li>Teori Modernisasi</li></ol>
<p>Teori modernisasi melihat bahwa perubahan negara-negara terbelakang
akan mengikuti jalan yang sama dengan negara industri di Barat. Cara
tersebut adalah melalui proses modernisasai sehingga Negara terbelakang
menjadi Negara berkembang.</p>
<ol start="2"><li>Teori Ketergantungan</li></ol>
<p>Melihat bahwa ada ketergantungan secara ekonomi antara negara-negara
dunia ketiga dan Negara-negara industri. Negara-negara dunia ketiga
membutuhkan pinjaman dan investasi dari negara-negara industry. Ketika
negara industri berkembang, negara dunia ketiga semakin terbelakang
dengan proses kolonialisasi dan neokolonialisasi.</p>
<ol start="3"><li>Teori Sistem Dunia</li></ol>
<p>Oleh Imanuel Maurice Wallerstein, yang menyatakan bahwa perekonomian
kapitalis dunia tersusun atas tiga jenjang, yaitu negara inti, negara
semiperiferi, dan negara periferi. Kemampuan yang dimiliki oleh negara
inti menyebabkan negara inti menguasai sistem dunia.</p>
<p><strong> </strong></p><p><strong>BENTUK-BENTUK PERUBAHAN SOSIAL</strong></p>
<ol><li>Perubahan Lambat (Evolusi)</li></ol>
<p>Perubahan secara lambat memerlukan waktu yang lama. Bisaanya
perubahan ini merupakan rentetan-rentetan perubahan kecil yang saling
mengikuti secara lambat. Proses perubahan seperti ini dinamakan evolusi.
Evolusi terjadi dengan sendirinya tanpa rencana atau kehendak tertentu.</p>
<ol start="2"><li>Perubahan Cepat (Revolusi)</li></ol>
<p>Berlangsung cepat dan menyangkut dasar atau pokok-pokok kehidupan
masyarakat. Dalam revolusi, perubahan yang terjadi dapat direncanakan
atau tanpa direncanakan dan dapat dijalankan tanpa kekerasan atau
melalui kekerasan. Ukuran cepat tidaknya revolusi relative karena
revolusipun dapat memakan waktu lama.</p>
<ol start="3"><li>Perubahan Kecil</li></ol>
<p>Adalah perubahan yang terjadi pada unsur-unsur struktur sosial yang
tidak membawa pengaruh langsung atau berarti bagi masyarakat.</p>
<ol start="4"><li>Perubahan Besar</li></ol>
<p>Adalah perubahan yang berpengaruh terhadap masyarakat dan
lembaga-lembaganya, seperti sistem kerja, hak milik tanah, hubungan
kekeluargaan, dan stratifikasi masyarakat.</p>
<ol start="5"><li>Perubahan yang Dikehendaki atau Direncanakan</li></ol>
<p>Perubahan yang dikehendaki (<em>intended change</em>) atau direncanakan (<em>palnned change</em>)
merupakan perubahan yang diperkirakan atau yang direncanakan terlebih
dahulu oleh pihak-pihak yang hendak mengadakan perubahan dalam
masyarakat. Pihak-pihak yang hendak mengadakan perubahan ini dinamakan
pelaku perubahan (<em>agent of change</em>)</p>
<ol start="6"><li>Perubahan yang Tidak Dikehendaki atau Tidak Direncanakan</li></ol>
<p>Perubahan sosial yang tidak dikehendaki (<em>unintended change</em>) atau tidak direncanakan (<em>unplanned change</em>)
merupakan perubahan yang terjadi di luar jangkauan pengawasan
masyarakat atau kemampuan manusia. Perubahan ini dapat menyebabkan
timbulnya akibat-akibat sosial yang tidak diharapkan masyarakat.</p>
<ol start="7"><li>Perubahan Struktural dan Perubahan Proses</li><li>Perubahan struktural adalah perubahan yang sangat mendasar yang menyebabkan timbulnya reorganisasi dalam masyarakat.</li><li>Perubahan proses adalah perubahan yang sifatnya tidak mendasar,
perubahan tersebut hanya merupakan penyempurnaan dari perubahan
sebelumnya.</li></ol>
<p><strong> </strong></p><p><strong>FAKTOR-FAKTOR PENDORONG DAN PENGHAMBAT PERUBAHAN SOSIAL</strong></p>
<p><strong>Faktor Pendorong Perubahan Sosial</strong></p>
<p>Perubahan sosial tidak terjadi dengan sendirinya, tetapi dipengaruhi
oleh faktor-faktor tertentu yang menjadi pendorong terjadinya perubahan,
yakni faktor pendorong yang datangnya dari dalam masyarakat itu sendiri
(internal) dan faktor pendorong yang datannya dari luar masyarakat
(eksternal)</p>
<ul><li><strong>Faktor Internal</strong></li></ul>
<ol><li>Bertambah atau berkurangnya penduduk</li><li>Penemuan-penemuan baru</li></ol>
<p>Penemuan baru dibedakan dalam pengertian <em>invention</em> dan <em>discovery</em>. <em>Invention</em>
adalah proses menghasilkan suatu unsur kebudayaan baru dengan
mengobinasi atau menyusun kembali unsur-unsur kebudayaan lama dalam
masyarakat. <em>Discovery</em> adalah penemuan unsur kebudayaan baru,
baik berupa alat ataupun gagasan. Discovery dapat menjadi invention jika
masyarakat sudah mengakui, menerima, bahkan menerapkan penemuan
tersebut.<br />
Penemuan baru pada umumnya mengakibatkan bermacam-macam pengaruh pada masyarakat, antara lain:</p>
<ol><li>Penemuan baru akan menimbulkan pengaruh pada bidang-bidang lain.
Penemuan baru seperti radio, handphone… dll akan memancarkan pengaruhnya
ke berbagai arah.</li></ol>
<p><img alt="penemuan baru menjalar" class="size-full wp-image-151 aligncenter" height="185" src="http://blog.unnes.ac.id/ivanalfiansyah/wp-content/uploads/sites/362/2015/12/penemuan-baru-menjalar.jpg" width="200" /></p>
<ol><li>Penemuan baru mengakibatkan perubahan-perubahan yang menjalar dari
satu lembaga kemasyarakatan ke lembaga kemasyarakatan lainnya. Misalnya
penemuan baru kapal terbang telah membawa pengaruh besar terhadap metode
berperang.</li></ol>
<p><img alt="penmuan baru b" class="size-medium wp-image-152 aligncenter" height="74" src="http://blog.unnes.ac.id/ivanalfiansyah/wp-content/uploads/sites/362/2015/12/penmuan-baru-b-300x59.jpg" width="375" /></p>
<ol><li>Beberapa penemuan baru dapat mengakibatkan satu jenis perubahan.
Misalnya, penemuan mobil, kereta api, dan telephon menyebabkan tumbuhnya
lebih banyak pusat-pusat kehidupan di daerah pinggiran kota yang
dinamakan suburban.</li></ol>
<p><img alt="penemuan baru c" class="size-full wp-image-153 aligncenter" height="200" src="http://blog.unnes.ac.id/ivanalfiansyah/wp-content/uploads/sites/362/2015/12/penemuan-baru-c.jpg" width="185" /></p>
<ol><li>Pertentangan masyarakat</li><li>Terjadinya pemberontakan atau revolusi</li></ol>
<ul><li>Faktor Eksternal</li></ul>
<ol><li>Lingkungan fisik yang ada disekitar manusia</li><li>Peperangan</li><li>Pengaruh kebudayaan masyarakat lain</li></ol>
<p>Penyebaran kebudayaan atau pengaruh dari satu daerah ke daerah lain
dapat terjadi secara langsung ataupun tidak langsung, proses tersebut
disebut <em>difusi</em>. Masuknya pengaruh suatu kebudayaan terhadap kebudayaan lain dapat pula dilakukan dengan penetrasi (<em>pemasukan</em>)</p>
<p>Penetrasi damai (<em>penetration pasifique</em>), yaitu masuknya
sebuah kebudayaan dilakukan dengan jalan damai. Penyebaran kebudayaan
secara damai akan menghasilka hal-hal berikut.</p>
<ul><li>Akulturasi</li><li>Asimilasi</li><li>Sintesis</li></ul>
<p>Penetrasi paksa (<em>penetration violence</em>), yaitu masuknya sebuah kebudayaan dilakukan secara paksa dan merusak.</p>
<p><strong>Faktor Penghambat Perubahan Sosial</strong><strong> </strong></p>
<ol><li>Kurangnya hubungan dengan masyarakat lain</li><li>Perkembangan ilmu pengetahuan yang terlambat</li><li>Sikap masyarakat yang masih mengagungkan tradisi masa lampau dan cenderung konservatif</li><li>Adanya kepentingan yang sudah tertanam kuat (vested interest)</li><li>Rasa takut akan terjadinya kegoyahan pada integrasi kebudayaan</li><li>Prasangka terhadap hal-hal baru atau asing atau sikap yang tertutup</li><li>Hambatan-hambatan yang bersifat ideologis</li><li>Kebisaaan tertentu dalam masyarakat yang cenderung sukar diubah karena sudah mendarah daging</li></ol>
<p><strong> </strong></p>
<p><strong>AKIBAT PERUBAHAN SOSIAL</strong></p>
<p>Masyarakat merupakan sebuah sistem, apabila salah satu unsurnya tidak
berfungsi dengan baik, keseimbangan sistem akan terganggu secara
keseluruhan. Ketidakseimbangan sistem ini akan mengakibatkan timbulnya
disorganisasi sosial yang lama kelamaan akan berubah menjadi
disintegrasi sosial. Soerjono Sekanto mengatakan bahwa disorganisasi
atau disintegrasi sosial adalah proses berpudarnya norma-norma dan
nilai-nilai dalam masyarakat karena perubahan yang terjadi pada
lembaga-lembaga kemasyarakatan.</p>
<p>Apabila terjadi disintegrasi sosial, situasi dalam masyarakat tersebut lama kelamaan akan menjadi <em>chaos</em> (kacau). Pada keadaan demikian akan dijumpai <em>anomie</em>
(tanpa aturan), yaitu suatu keadaan di saat masyarakat tidak mempunyai
pegangan mengenai apa yang baik dan buruk, dan tidak bisa melihat
batasan apa yang benar dan salah.</p>
<p>Proses disintegrasi sebagai akibat perubahan sosial yang terjadi dalam masyarakat antara lain dapat berbentuk:</p>
<ol><li>Pergolakan daerah</li><li>Aksi protes dan demonstras</li><li>Kriminalitas</li><li>Kenakalan remaja</li></ol>
<p><i> </i></p><p><i>Sumber.<br />
Maryati, Kun dan Juju Suryawati. 2012. Sosiologi: Untuk SMA/MA Kelas XII. Jakarta: Esis Erlangga</i></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-68924841548346569952020-08-31T11:59:00.001+07:002020-08-31T12:00:43.548+07:00PERSAMAAN DASAR AKUNTANSI<p> </p><p><img alt="Seputar Akuntansi dan Pembukuan: Dari Pengertian, Perbedaan, Hingga Tujuan - Tribunnews.com Mobile" src="https://cdn2.tstatic.net/tribunnews/foto/bank/images/ilustrasi-akuntansi-laporan-keuangan.jpg" /></p><p><br /></p><p><br /></p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 3.9pt; mso-outline-level: 1; text-align: center; vertical-align: baseline;"><b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 15.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-font-kerning: 18.0pt; mso-themecolor: text1;">Jenis-Jenis Akun Dalam Akuntansi<o:p></o:p></span></b></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l5 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -1.0cm; vertical-align: baseline;"><!--[if !supportLists]--><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Asset/Harta</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Harta (Aktiva) adalah sumber ekonomis yang juga meliputi biaya-biaya yang
terjadi akibat transaksi sebelumnya dan mempunyai manfaat di masa yang akan
datang. <b>Harta</b> merupakan jumlah kekayaan yang dimiliki perusahaan untuk
menjalankan usahanya. Harta dapat dikelompokkan atas kelancaran (likuiditas)
yaitu <b>harta lancar, investasi jangka panjang, harta tetap, harta tidak
berwujud dan harta-harta lainnya.<o:p></o:p></b></span></p>
<p class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l5 level3 lfo1; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Harta lancar<o:p></o:p></span></b></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Adalah harta yang berupa uang kas/bank dan harta yang sangat mudah
dijadikan uang atau umur pemakaiannya kurang dari satu tahun. Yang termasuk
harta lancar adalah:<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Kas</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"> Uang tunai yang siap
digunakan dan bebas digunakan setiap saat baik yang ada dalam perusahaan maupun
saldo rekening giro perusahaan yang terdapat dalam bank.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Surat-surat berharga (efek).</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Surat-surat yang dimiliki perusahaan untuk diperjual-belikan. Gunanya untuk
memanfaatkan dana kas/bank yang dipakai.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Wesel tagih</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">, adalah piutang yang
diperkuat dengan promes<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Piutang</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"> , adalah tagihan
pada pihak lain baik perorangan maupun badan usaha.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Persedian barang dagang</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">, adalah
persediaan barang yang tersedia untuk dijual (dalam perusahaan dagang),
persediaan bahan baku, barang dalam proses dan barang jadi (dalam perusahaan
manufaktur).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Perlengkapan,</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"> adalah barang-barang
yang digunakan untuk kegiatan perusahaan dan diperkirakan habis dipakai dalam
setahun. Misalnya perlengkapan kantor, perlengkapan toko. (biasanya juga
disebut bahan habis pakai).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.45pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.1pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Beban dibayar di muk</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">a, biaya yang
telah dibayar tetapi manfaat dari pembayaran belum diperoleh atau digunakan.
Seperti asuransi dibayar di muka, sewa dibayar di muka dan iklan dibayar di
muka.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l5 level3 lfo1; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Penyertaan (Investasi),</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span>adalah
investasi jangka panjang dalam bentuk saham, obligasi atau surat berharga
lainnya. Investasi bertujuan memperoleh keuntungan pada masa yang akan datang,
atau dengan tujuan untuk menguasai perusahaan lainnya. Investasi umumnya dalam
bentuk saham dan obligasi.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l5 level3 lfo1; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Harta Tetap<o:p></o:p></span></b></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah harta berwujud yang digunakan untuk operasi
perusahaan dan mempunyai masa manfaat lebih dari satu tahun, seperti tanah,
bangunan, mesin-mesin, peralatan dan sebagainya.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l5 level3 lfo1; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Harta tak berwujud</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">, <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah harta yang tidak mempunyai wujud fisik, tetapi
merupakan hak-hak istimewa yang menguntungkan perusahaan dalam menghasilkan
pendapatan. Contoh harta tak berwujud antara lain:<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -14.15pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Hak paten, yaitu hak istimewa atas suatu barang yang diberikan oleh
pemerintah kepada perusahaan.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -14.15pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Hak Cipta, yaitu hak karena menciptakan sesuatu yang diberikan oleh
pemerintah kepada perusahaan. Misalnya hak cipta lagu.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -14.15pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Goodwill, adalah nama baik perusahaan yang melekat pada perusahaan itu
sendiri. Dengan goodwill maka barang yang diproduksi dipercaya dan dibeli oleh
masyarakat.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l10 level1 lfo4; text-align: justify; text-indent: -1.0cm; vertical-align: baseline;"><!--[if !supportLists]--><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Hutang/Kewajiban</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span>adalah pengorbanan ekonomis yang
harus dilakukan oleh perusahaan pada masa yang akan datang. Pengorbanan untuk
masa yang akan datang ini terjadi akibat kegiatan usaha. Kewajiban ini
dibedakan atas utang lancar dan utang jangkan panjang.<o:p></o:p></span></p>
<p class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l10 level2 lfo4; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang Lancar<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 52.65pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah kewajiban yang harus dilunasi dalam jangka waktu kurang dari satu
tahun. Utang lancar antara lain:<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 3.9pt; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.05pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Wesel bayar, adalah utang yang disertai promes<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 3.9pt; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.05pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang usaha atau utang dagang, adalah kewajiban yang timbul karena
pembelian jasa atau barang secara kredit.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 3.9pt; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.05pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Biaya yang masih harus dibayar, adalah beban yang sudah terjadi tetapi
belum dibayar. Misalnya utang sewa, utang gaji dan utang bunga.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 2.0cm; margin-right: 0cm; margin-top: 3.9pt; mso-list: l2 level1 lfo5; tab-stops: list 36.0pt; text-align: justify; text-indent: -7.05pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Pendapatan diterima di muka, adalah kewajiban yang disebabkan perusahaan
menerima lebih dahulu uang sedangkan penyerahan jasa atau barang belum
dilakukan.<o:p></o:p></span></p>
<p class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l10 level2 lfo4; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang Jangka Panjang<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah kewajiban yang jangka waktu pelunasannya lebih dari satu tahun.
Utang ini timbul karena pelunasan perusahaan untuk membeli peralatan-peralatan
baru atau mesin-mesain baru. Yang termasuk utang jangka panjang antara lain:<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 3.9pt; mso-list: l8 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: 21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang Bank, adalah pinjaman modal kerja dari Bank untuk perluasan usaha.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 3.9pt; mso-list: l8 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: 21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang Hipotik, adalah pinjaman dari Bank dengan jaminan aktiva tetap.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 70.9pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l8 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: -21.25pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang Obligasi, adalah utang yang disebabkan perusahaan menerbitkan dan
menjual surat surat berharga.<o:p></o:p></span></p>
<p class="MsoListParagraph" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-add-space: auto; mso-list: l10 level2 lfo4; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Utang Lain-lain<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span>adalah utang yang tidak termasuk
utang lancar maupun utang jangka panjang. Misalnya utang kepada direksi dan
utang kepada pemegang saham.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo7; text-align: justify; text-indent: -1.0cm; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Modal</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah selisih antara harta dengan kewajiban dan merupakan hak pemilik perusahaan
atas sebagian harta perusahaan. Akuntansi modal pada perusahaan perseorangan
disertai nama pemilik, akuntansi modal pada persekutuan disertai dengan nama
sekutu. Pada perusahaan Perseroan Terbatas, akuntansi modal disebut dengan
modal saham.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l7 level1 lfo8; text-align: justify; text-indent: -1.0cm; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Pendapatan</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah hasil atau penghasilan yang diperoleh perusahaan.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Pendapatan dibedakan atas:<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l3 level1 lfo9; tab-stops: list 36.0pt; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Pendapatan Usaha, adalah pendapatan yang berhubungan langsung dengan
kegiatan usaha.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l3 level1 lfo9; tab-stops: list 36.0pt; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Pendapatan di luar usaha, adalah pendapatan yang tidak berhubungan langsung
dengan kegiatan usaha. Misalnya pendapatan sewa, pada perusahaan dagang
menyewakan sebagian ruang yang tidak dipakai untuk kegiatan usaha, tetapi
disewakan kepada pihak lain.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l9 level1 lfo10; text-align: justify; text-indent: -1.0cm; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Beban</span></b><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 1.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify; text-indent: 3.0pt; vertical-align: baseline;"><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">adalah pengorbanan yang terjadi selama melaksanakan
kegiatan usaha untuk memperoleh pendapatan. Beban dapat dibedakan atas:<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Beban Usaha, adalah pengorbanan yang langsung berhubungan dengan kegiatan
usaha.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 49.65pt; margin-right: 0cm; margin-top: 3.9pt; mso-list: l6 level1 lfo11; text-align: justify; text-indent: -21.3pt; vertical-align: baseline;"><!--[if !supportLists]--><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: inherit; mso-fareast-font-family: inherit; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "inherit","serif"; font-size: 12.0pt; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Beban Lain-lain, adalah pengorbanan yang tidak langsung berhubungan dengan
kegiatan pokok usaha. Misalnya beban bunga. Beban (biaya) yang dibayar oleh
perusahaan pada saat tertentu atas pinjaman yang diperoleh dari Bank.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 1.0cm; text-indent: -1.0cm;"><o:p> </o:p></p>
<p align="center" class="MsoNormal" style="margin-left: 1.0cm; text-align: center; text-indent: -1.0cm;"><b><span style="font-family: "Arial Black","sans-serif"; font-size: 14.0pt; line-height: 115%;">PERSAMAAN DASAR AKUNTANSI<o:p></o:p></span></b></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l6 level2 lfo11; text-indent: -1.0cm;"><!--[if !supportLists]--><span style="color: black; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="background: white; color: black; font-size: 14.0pt; line-height: 115%;">Pengertian Persamaan
Dasar Akuntansi</span><span style="color: black; font-size: 14.0pt; line-height: 115%;"><br />
<span style="background: white;">Persamaan dasar akuntansi adalah harta =
utang+ekuitas. Persamaan dasar akuntansi secara global dan terpadu
menggambarkan semua hubungan yang ada diperusahaan, yaitu hubungan antara
aktiva dengan sumbernya (kewajiban dan ekuitas).<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l6 level2 lfo11; text-indent: -1.0cm;"><!--[if !supportLists]--><span style="color: black; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="background: white; color: black; font-size: 14.0pt; line-height: 115%;">Bentuk Persamaan Dasar
Akuntansi</span><span style="color: black; font-size: 14.0pt; line-height: 115%;"><br />
<span style="background: white;">Pada waktu perusahaan baru didirikan, pemilik
menyisihkan sebagian kekayaan untuk dijadikan modal usaha. Pada saat penyetoran
modal itulah perusahaan memiliki kekayaan (aktiva) yang berasal dari pemilik,
yang disebut ekuitas (modal). Persamaan dasar akuntansi untuk keadaan
perusahaan tersebut dapat digambarkan dalam pentuk persamaan sebagai berikut :</span><br />
<span style="background: white;">Aktiva = Ekuitas</span><br />
<br />
<span style="background: white;">Setelah perusahaan berjalan,dengan kekayaan yang
bersumber dari pemilik saja masih dirasakan kurang, maka pemimpin perusahaan
dapat mencari sumber lain. Oleh karena menggunakan sumber dari luar, berarti
perusahaan mempunyai kewajiban kepada pihak luar yang bisa disebut utang.
Dengan demikian persamaan akuntansinya menjadi :</span><br />
<br />
<span style="background: white;">Aktiva = kewajiban + Ekuitas<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 1.0cm; mso-add-space: auto; mso-list: l6 level2 lfo11; text-indent: -1.0cm;"><!--[if !supportLists]--><span style="color: black; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span dir="LTR"></span><span style="background: white; color: black; font-size: 14.0pt; line-height: 115%;">Menyusun Laporan Keuangan</span><span style="color: black; font-size: 14.0pt; line-height: 115%;"><br />
<span style="background: white;">Laporan keuangan (financial statement) adalah
laporan dari kegiatan usaha perusahaan selama satu tahun buku (periode
akuntansi), yaitu dari tanggal 1 januari sampai 31 desember. Laporan ini
menggambarkan keadaan harta, utang , ekuitas, pendapatan dan beban usaha selama
satu tahun buku.</span><br />
<b><span style="background: white;">1. Unsur-unsur laporan keuangan</span></b><br />
<span style="background: white;">Laporan keuangan lengkap memiliki 10
unsur-unsur. Unsur-unsur laporan keuangan tersebut antara lain:</span><br />
<span style="background: white;">a. Harta
f. Laba
komprehensif</span><br />
<span style="background: white;">b. Utang
g. Pendapatan</span><br />
<span style="background: white;">c. Ekuitas
h. Beban</span><br />
<span style="background: white;">d. Investasi dan pemilik
i.
keuntungan</span><br />
<span style="background: white;">e. Distribusi kepada pemilik
j. Kerugian</span><br />
<span style="background: white;">Unsur a,b, dan c adalah unsur laporan neraca,
unsur d,e dan f adalah usur laporan perubahan ekuitas pemilik, serta unsur
g,h,i dan j adalah unsur laporan laba rugi.</span><br />
<span style="background: white;">a. Unsur-unsur neraca</span><br />
<span style="background: white;">1. Aktifa</span><br />
<span style="background: white;">a) Aktifa lancar terdiri dari kas,
piutang usaha, perlengkapan dan beban dibayar dimuka.</span><br />
<span style="background: white;">b) Aktifa tetap antara lain: tanah,
gedung, mesin dan peralatan kantor.</span><br />
<span style="background: white;">c) Aktifa tetap tidak berwujud
yaitu terdiri dari hak paten, hak cipta, merk dagang dan franchise.</span><br />
<span style="background: white;">2. Kewajiban</span><br />
<span style="background: white;">a) Utang lancar terdiri dari utang
usaha, utang wesel, utang pendapatan, utang beban.</span><br />
<span style="background: white;">b) Utang jangka panjang terdiri dari
utang hipotik, kredit investasi dan utang obligasi.</span><br />
<span style="background: white;">c) Utang lain-lain adalah utang yng
tidak termasuk kedalam kedua utang tersebut diatas. Contohnya uang pinjaman
yang diterima dari pelanggan.</span><br />
<span style="background: white;">3. Ekuitas</span><br />
<span style="background: white;">Ekuitas adalah hak pemilik atas aktiva
perusahaan yang merupakan kekayaan bersih, yaitu selisih aktiva dengan utang.</span><br />
<span style="background: white;">b. Unsur laporan laba-rugi</span><br />
<span style="background: white;">1. Pendapatan</span><br />
<span style="background: white;">Pendapatan adalah penghasilan yang diperoleh
melalui penyerahan barang/jasa kepada para pembeli yang biasanya diukur dengan
aktivitas yang diterima sebagai penukaran atas barang/jasa yang diserahkan pada
periode tertentu. Pendapatan dibedakan menjadi dua yaitu pendapatan operasional
dan pendapatan non operasional.<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-left: 1.0cm; mso-add-space: auto;"><span style="background: white; color: black; font-size: 14.0pt; line-height: 115%;">2.
Beban</span><span style="color: black; font-size: 14.0pt; line-height: 115%;"><br />
<span style="background: white;">Beban adalah semua pengorbanan yang terjadi
dalam rangka memperoleh pendapatan. Beban dibedakan atas dua jenis yaitu beban
operasional dan beban non operasional.</span><br />
<b><span style="background: white;">2. Menyusun laporan keuangan</span></b><br />
<span style="background: white;">Jenis-jenis laporan keuangan yang akan dibuat
berdasarkan persamaan dasar akuntansi dibawah ini meliputi laporan neraca,
laporan laba-rugi, dan laporan perubahan ekuitas.</span><br style="mso-special-character: line-break;" />
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<!--[endif]--><span style="background: white;"><o:p></o:p></span></span></p>www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-44101389530357954732020-08-31T10:18:00.002+07:002020-08-31T10:18:24.493+07:00 BAB II IDENTIFIKASI MASALAH DAN CARA MENGATASINYAI <p style="text-align: center;"> <img alt="Permasalahan Ekonomi, Pengertian, contoh dan Pembagiannya" 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z+bxB6lXKk9neNlk66Lrv6d9dLx3lzxclaSA5pRD3R/jTXA4vnMGYLMRGYMZPfBURz9q55iXZbzqxJYOQSd9DFOzYh8NbQdU4jW4RDLofinkdZ1rXhvCLGJy4gz1pLkkQBOYwxG0imI4XCTdUBzTVEtnhd+9hoZO0IKyQJjvk91VOH9EbvwnqrZLaZ3XWT3LJq+2JxKNkJU6wCTA/SsOAvPkuuTnQ5go0GkwJGs86qnncPy0WqGP5K/Si2bFu206oQFgE5jlUQO7QA+tGOB2nfDgX11ck5WAkA7A6b/nWtvEYhVByLA/Cx1PqNAf0FWMHxNbj6ZlZfiRhBHj3EeI7qz/ADMsmrS/ciUWlS6B2J6Gl2lHCKdwZPsP1rdOjlrAqXa+xJ0JIAGp7h5d9NNl51qLpFw9b9oAiY1HnqPvSeLz8sk1OWkctM562KyXLgVjdRhppsTRroQSLSNEasPQOw+3yoL0mwN1LXxMAmoHZAH+0Ci/Re9lw9rQk5AdDvrJ3861cU4zx2nZfCVyGvpFYL2wVMMuqwT3aqY1II0jyoPhgCSjaKFVUuqiqGOjIWz6iY3qxj8aWFt17NshpPcQNPv8qolFhCCqlJUsuZgzJBXcRqJiuexyKpHjcMe4kDI7ElwwLFoMZlygQOZ10rX/AIYCpZiGW0I7RVZVhpCxJIPjUuLvXLbC72lNzK6kEKCNA3ZXX786C8Uv3O0LcOqhhmXYgiYk7xQ6D5Jdh5ekIVBYsrN1ZBc6hVjfxJEe1C7+VUZdCx3POTqZ+vrWvCsB1VvOx7W5O/L9+1DsMTdvQNdf38h86txupqzZhhhiwP5f+SZsEgYMVkcx+VPfBeJGxfa0qMCqhQvhEz5yfnS9huFX7jqEtk7NJGkBokkiBttU/SPjJt4p7z2bqKSQCVOsAAEEaaxMVQpRUqvYt9TnjuKVfqGP428Ta3g7dhdTcAa4e6CDr3Sa5fjbdn+Vw4VEa/cBdsg+ETAUjvMTXY/4dhMRduXgrGxlAU3Rq7n4oB/CPqfCrvFOAWMMWu4axaBYkt2QCs7lGjQTrHjV0c8IupOt0YGVbpex89tgdpGXzEV6ty4nw3bgj+1m+1PHTLAOz9YX0j8cA+66H2pLuXFWQGafOm+JSpST0zx+M4hIPW5v8gD9RX0d0Iwt2zgLAunLddc9yVAjMJggaEhYEeFcD6E8OOK4hh7MyhcNcBj4U7RnziPWvo3ieIAIE6nyjnJ79BPvVGTvRcpzmqbdChxK8zYskj4cPdO43zWV5eDGnvjlotg3AGvViPCIPy+1INt0BxDgyEtgEmZ7V23JM9+WuhcRvK9lgrgSo2I7py+o09aDFJcQvIT5IRTiCoFq1LZRliB3a68v1qtfdwvVIo6xviYGInSNNSYodj+k/wDLCP5W4DMFnKDkToASeW9UMP0lxF6Rbsoo8Sx+9WqcEuyI45HnHMIygDQAb77kVDhVXQGY2nxND+kWNxVtk61wyTJVQADG479iaIm4CBEMpAKx3HUGa5TUroY46phPhuDxADlLwGRgMtwmIO0HX2rKHWMQ9sMF1zETJ7prKikR9uPuAsJK3FUGVO3h59/nWn8QTPUnxP0FDuGcQ/qJOsmAau9P/wDkd0Nt6VT46alsWf8ATYps45anvOp8qb+guAuNnZhcW2Ro2oUwROvft86UQ5AMDf8Ae9SW8feC5BduZYjLnaI/tiYjw2p5ua/EVSXudH43wZXwzLab+oSu9xQDsNZIAEePdQnoOeyQeTH6D9aSlWNxrTd0IuGXUx2RI9dDr+96m5XvoFpUNCYNWuszmAoldu05+H0Gp9B31s73E+IZx/cBr6r+XtVPjObqust9o29Wj+3v9Kg4Xx1XG9ZP1BTc+tBx6CK4kGY1jnVCzem6ARqTU2LuI4lTlY8wYP61a4EFQSRmuEbxsJ0A7tNzS0ppY2HFhC3aeYVNO9jHqAJJ9Yq42DuFe3egf6FA+bZqjGJJ8PepMPf7EMROug15+An5Uhhdt6/ycwVxDhtoqVcs0jWTr8qCYK8MOVRdbakBSddCIj0NHcZdk6IW0PIeHfStxR3GY9VmGsiRz8J5edO+JKUXTYcJcXZdt3ShKEA22JiRIBMxPhrRHhfDTlC3GYrIJUGBIG/fVRLMEEGdBv3UdwjaSRTzZXk8mT1FkGI4YgjMqgD4R3D1odx+xmsPbWO2uUeZ0FFrhY6keQnX2rzh2C6y+oYwig3H8l/Uigc1Fcn7Fabk1ZT4J0Fe40Nca3hh8ZJ3/wBKg8/HlXVOA4LBYdMmHW2oG+2Y+JJ1JpcbF5ojRR8IGwH751u9lXUTvM6aH3pLH9RubSQ7kzTlHi26LfELxcsQcs6ctQNqDrimQ5bwBX++AP8AcPuParK3SPi1X+48vP8AOtsYARG4pfJJJ8mVLemDOkfSU4JEvLbNy3mAuFT8CH8cRrUmM44LyB0M22EgjmDQu4er/pvrZeQAdQpOmX/E/KhXD8EuEtXB1hNrOWRT+EH8I8Jn3oJY45a1tdfqv9oJa0J/Su04xUF2KMJSZ07wPWrHRbg1t7Zv3VDy5VVO2nMjnr9Kp8Z4iL99WclbYb4huFJ1Me1MrWGsizZSDbCZmJIBliWiOZMzW7NzjgSb2dCuQw9D2RcSVS2qyjBSE0klZBIGgyhj6UL4nxi8HzWrhZGuFVVgD8EiJ7tzTB0S4hg0R7eKG7SGAJBBAGUhZPL50g9Nbpwl+MJcF7DHM1uRJt5ySyHnuZDdx8KDBG4Ley+OVK7Q0cK4gbn8zaI/rXjaVYgDsnPBM6bxTg3EGGEAYw5VVKcwVJDHxnT28a5v/DgC9ZvYh8xuJfQWyCYUZSx056gb91Nt3WSd+ZrO8zyZYMnAiWa9gXi6C+y6E9WIae8mr/CcRYRQsww3EajzqpiHZVDLAUGb4MTAIII7/IUOTiVguGDjLnIOpHofCa0PHk+CZdK/+xX6TP1zkIZCkATpy1+1Z0fZshtMINs8+QbUfcVM2BuYi/mtLltD4n/CY7u8+IqPin9LFRJylVRvEaAfMCgx56zcbBTbfEkxd4AwGg+U1lS9WIOUSRvOtZWmiWc/6Km2Q6t/8gKNb9DqPPUU78a4V19lW3a2SY7+8Uh9FrXbe4dkUfMz/wDmnk8XVbQIfMAVaANYDAN/9STHhVWR+pUKY6ppipiuGLGk+5oY2CBDakEePdTBfbTTbl/6oWhm4R4AGoUmV0C7WCIJmYiQZpl4DxvDYYKotFnYdt138F17zVd8HIK94MVSa0FK6aiPejWRo5QUhhxHSdIyW2MNAYMNCO4xUuI4Aq3mtq5tOsFlALLEKZU6aajek22uo866SGZsbjBI7KJ8XfkURPdJmoaWTs6ceC0L+PxDWuedTsR9SOVHujeMN1FIjmpJ8DI+RFB+I4LNJJKs06QNYGk99VejXFOpzWisEnMCDodANuR0pPP4z4OiIyR0VAGB7RJ117iNJjarC3iqwHA0iYE+fdSrZ4hccxb1PPkBWuNwuN0yqrA7nMAF85rIjhmpVdEhfiWMUa5yT37fSkjj3FtCAauvgirA4nFWVHNFaWPtQDpH1DD+kfr96dwYamuWwRz4bi2a1ZgDW2pPf8IpgwNyQO+KWuirHqbLR8KAH00imrDoILKdDzpyS3QtLTNcTAjWTOutb8OvhmuJmjPbjNpI7Q5e9VcUx5DSd+ZNA8XdK3brKoIZcmp0kDf3NBkgnBpl2FXIZuI4j+VKBnlXkA+UfnRHBY3MB3GlDg/FS9vq7y9Yn4kO4PeDRTC8Ou22HUEXbB2kjMvhrvFY+Xxklyi9oapUNdzEgjwig93E5GgnsExJnsnl/wBPKaks3yZ+YqteIhl9DPMd1LrI5akdFGnEFDKVI0jSuZ9JeLXHu/y8kKp18Z19qdmxpEqd128RyP2pe4JYW9xLMRIVQT3SNvmR7Vq/T4qDbl0lZ2RaLHDehDuouYhsibhQJYjx/tBHfRoW0u3jcZc0NEEnKQvZGggxA76aSgIIbWaq/wAlbU6LHlTyzLLsCNIH47DWjbIW1aRyIRgboAPiC5HyoVh+B4q8r3IFxlaCoIJiN9TroBTa+HRliNO6qacOW2CU07yNK58XotTVC3we8bNx0Km2kF7ilcpzroCRvoPrRrA3XcMzpkUxkB+IjvPdy0oRh8W1zHE6sBK6yYAEe000HBzq507lJHud/aPOsby8fPJSX7sF/ABx1lQ0lAwYwwJIG2+lKmK4LZk9keMTp4amujXMPZKjrLeZfwhTBHiSfzqC/ZQNlSwoSNJ1PvT2LFOGPjbtfsG8eR6JcCR1NsKIGUQPCKTemNsC4I5qfkad4UAgaRsO6aCY7ggxM6lSo7J8+8VkePP7ed8iMcuMrYGwmNPZdNQw1A5GNR7zWVW4Rw+6ty5hzAuKcyg7Mp0JB/e9ZXqIZU4plvNLQrdHbf8AQY/3v8lA+5NTW8CA0gkeANEuE27Fqyq3FYjdSGgjMT6HQj2qzew9jLmtXmPPKy6++n0qW7YldA7GKBA8KCYNszOfH6UVx97sk90/pQbh6FT4GpS0SMFmSKOcXtYDEDModMQOqVwJgswaWIP+O47xQrhBVnVTOvIc41iil2yqXyUEKxQd4GUHn361TldROvYi4WyTdVOZdR/9gK6vxzhRs4rFnfPatMNR/idv8K55wTD5sdaXmb6iP+unj+LbX8LctsvZDoVbSQYaf/1TEOrCy29C1xAEFRqYO3ly/ffQLGnMRpBIjynSvP8Ajz5SCo1nUT3RpNZwWy+Lv27CQGcmC2wgFiTGuwqxNFKi0W+F8Vu4a0y2wM2bV2M+AAG2lCuI8au3P/kd28MxA/2jSjHSHBPhGuWLhR2UgHLMSVB3PdNL2Jsj9+NU8MfLlWyxJtFYXz+EAeQq1h8GxIkyTv4UT6G4e22JUXAMsMdddY03o/xa2ov3GQKNsoVQAAABMDSTE/8AuplNXSCjHYW6FQLb67NHgBA/WmSzEERAJ2GlAuGcUw1q0oY5Ddk7GCw31G2/OiGG4tY5XrZ83X7mqJLYplT5PRLxBQoAWZGupJoKuLsy1tyVJ28fHz3q/i+LYUK2a/bk9zAn5Sa59j3W/ibQzSsqCSSBE668uetEkmtluC1K6GvDWSzypgwwiCZIMD08aI8N4m9s6ggHcfep+iXRD+pfe5lCsv8ATKXGZlOYRqRrAEeNQdIMPdw+jDrNNHjbbQkQeWkzuaXl4sZY+UdoebgnxfYVx/EFUowIhjH3rXE4uRMxz0pPtG9etqQCcjkiPEbb1cxGPYWSxkMCBlYEH6bUi/BlSpAqn0UulHFergqJYgiPufCpv4fo3V3bh+J2ABPMqJI9Z+VC8LhDcJZtSacOjWGX+Xa1zDMT6wZpuVY8LiTOHTCuDxzHQ7fveiXWIyglh5n86W1W4DLgwNMw3jvI2OnOrdjFSMoIYCTp9wdRSkVKPqQDgGyQsEEEcjyNR4i+Ij5UuPj2SRpHroaqtjmDrJ0zCfejc5rYDVDhguELbtsEADNqxPM7+1ErVnvqrYxYPOrlu/WVk8jdsjZ4MIvdWHBqNhU63xW/XL41cvJc1uX8nOcurAuJ4axaQYHOrNnDqggetWL2IFDsRjRqBSGed/iTFCf06dEe1dJK5SVJXeCDp7xWVS6ajOjFtgR7kivK9H9Pk1gSZNhe1wh3tjr8PbEAKGt3A0gCBtB+tB+JcLwtrL1lxrWacszrG8dmm+7ay6XLKf7z+dLvTzh5e3auGyEVWgsDMhhpz7x861JQpWVRdugZg7GEYlbP9RgMxzhgsD/p39K94jhMK0G6RbdiYKTGnf2Y9SK94VhwrjLAlGHymtL6nrO1DQDGnf8A+qVcpfcr2LOHqo1s8CGjWb6sRBGuvyNGP5wWVCXmFxiSxgbbDlt+tLGCwBe41xQoyyJIO5Hh4fWtr9u6JlkG34T9zVeb1ekCSp0WeKXLWl+0Mj23UyBEmZ9+c1Z/iHx1cZZssGLMoaQTMHsn7UCTCXLilAygkjWDGlXx0XuLgbl13GY3FVQVYcyGiQJ7wedM4E1jolbE5bMozf2lfnI/L3pq/hUg/nSx/BaYjzLIv0JoHewZRWnYgD5g/arPRDH/AMvilYgw6lD6wR8wKuj2dLotdOcxxd6WJl82vdy18qLcM6IWruEs32uOC4IaIjQkDlVTpzjBcKQsNrLGNRyEjlvvTz0Tj/hVmd1J+tI/UMksME4/JMNoAYHodZsMLgusCO/LH0r1uDq7OwYmWMaAT9KL8esPcw5W3o3ZI8YIJHsDU+AQ5OXtSS8qfDk3uzk9gC7wVblgIo7SOcsk6HUmgt/oXiZmEI/y/SuhthiLYBCZjIkTMnLB233r3CtmCsdjXZvOlGKlGqJujk/EOAX7IzOkL3ggjXyqDhDm3dW4AD1YmDtJMa+hNdM6c4IpYuR8JWR6EVyw43J2Ao11Y89BAHlv7074WZ+Rj5FsJRUlz6Oy9A+LW7yXWXDpaIKqSoHa3PIDb71d4viFGp2Gp9NTQj+HNueH5wIZ7jHTXaFExpyrTHSzdWSRmOX3/Sa1sUVixKJRncJZW49FhLAZVy7EAj1AoX0xsqmHCiJzqPMwxP0o5w1xkU+AA9BSr02vk9UDsXJ9lI+5ocqSgyMVuaK/CUgVLg77LdOVgoMTO28SfetcEIWfCiPQ/BLeuXS6yMsepII9dKzlDm+LHsklGFhVcewOS4kNGvj9iDyIqG/w9JkHfbw8ude8S4VibQVdWsqezpIUe0gesUHvcTAMkMP3ypeeBwdRAg01okxeFZRo7N/l3+tA8VcugiTsQYyrr6imTD4Z79sOhDakHthSI8CRQ3jeEa0o6wqCxAVVZWYnyUk8t/GuUJe6BdDFhLwbVDymDuOcRRXBZmRtCWnSKDYXhmQrZvjtqBrqDqAR3HY1a/lXX4b2vcwU+mutIywJSdr/ANKHRcTFtUi4k1TFi6RHWLOm1v5714bFz8V0j/EKJ7jMTWfPxOKt0SmXGXP8QmNRPI99Vr11Rp8R/wBO3dvtW1u2I1LH/JifrVDiPE0tCAOXpVMYcnS2FYs9MHhDmgCdANhqPn41lKvSjjBv3Mo2G/iayvT+N47jjSl2coN7OhNYkwh0/wBRGvtU79H7160wAUSObGQRtprzra1irVodu1YveT3QfnArDxq0QcmHVCdspf65vtWmxVClZZwBoQ6NBHOQYI+oq5ilYhmZcpHxL3EaEVo2KS27G7AzsSNZJn986iv4qJy2rzKdwRA/Ol/t7sc5LsCF7okKB370MucQuyew0zBNG+JWredVt2GBP43JCkc+dXsD0ftvOgzDkrBgRpqOcedTHAvcWl2V+j9y0oOcO7n+14AHllM+9FeGXsl1rmItfzFkbWVaGOpg7gErPPlW6cFjaQKkfhYO5NXqNKkBy2DukV6ziHzWcPcsII7Lfi8+0RpyjvoBJzBlWWXtDaIHj3U04jhAaId1jmIqjc6NTp1rey7d21TxpBPJZD//AD13FOLguLIAhCY07wI211py4Zwu/YsraVkZVAmQw1560I4Jhv5c6Ek6DU93KmS1jSAJHPn41lefm3xatBx6IeoxAGoQ6zudd+UVX4fbYGc2x2+xom2K00neN61bBW3PatKTzPOlVCM4baVkhK2JTUjf4fLnv40AwhZEy9XcYAmGCxuSe+iirkUKo0GgE1lpCBAEVOLxMaTU3r9Cb0VOk9zrcEwKOpA/EpHLfXcVx+xwy7ecraXO3cI++ldme6wBGYwZ07+W3OlXG4BLV0XbZ6qTDZdBr4cuU054kceB8YPsmW0c2a/fsOyq1y0wMMFZhqORg0d6E4nEXsdZdzcuqhJYnMQohhJ9TRHE4INibpmZM+4BPzmmDohlQXGjUsFHkon6k+1PrI3KiJY0ochb4N0+NnMl22bgzHKZggSYBFV+MdKlxdyyFtlMrHUsDMiIgDT3q/0s4Cl7EXHTQkKdNjoB9qU7vD+qdJbWZ9oqZZE/SdGDVSR0CwT1XpR7oXZIsu4BMv8AQfrS3gHzW48KZOjLkWMuujNz8jVGH8i/yfwGI3dNBB86qX8HbuCHRTrPd9K8s3VB7YJHgY+xqyMXh4/+O5/vH/hTL2IK10AsR0SwzGSHHkw+61Z4P0SwNp85VywMgkhoPIxoKuNilnQEDz/SvFuio4R+Aucvki4lbm6xUsQCIJGuw7qoYzFsXCwc0AyNtQDr3GpuubO4B0J2I8O+tHzZo3kiDziJM99Z2WEcjdjyxPiik+PZWII15xWHjDd017xewLS59zO360t4jpQEHZsgnxb9Kz5eNbqgFil3RYxPSd2Ypbtuzd0EUOx7XgC+JYII7NsHU1UxPS7ENouVP8Rr7mhN+4znMxLE8yZNN4/GUPZL+SxY7Kdxszlu+srfLXlO2FVHTltHuFemxOkkeKkg+41r1cUpHP0I/OpExC/uKcMuild4MGOYmSNiUtEj1KZvnWy8LYCAZ7swJA0I2DDkT7miQfwqbDWXcwqlvKu0cmwVbwDiZYCfiyrlJ/6pLD0NSHhsiM93Xuu3B9Go4eFXh/yn9vvUD4Z10KMPSp0ds2w/B75UZbTRoBPP1NTYngGJQAm1uORBj2O9VlzDYketbZ27yfOhqV9naIL2GKfHnU/4frVRlGsFj6VedfGomWiIKF1DOhI9BrVpkuZQwceRQafOqnE0Zl7JAYaidj4UJHSFklXEEaH18RWV5uGTnyRfjloOjGZScx7U93P7UTweKJJ12BnzHKlnAXUvKLk6tO3fNG8CiAGGfTeCfPvpLNCKX6lySoLWrpb8O2o8edTIJEiR7+0GqFu1MMt1gNN21qwmDlTmck76E0s3r8iaRribuupiJ+1LXSu+vVsQZ2ifOjmP4YABLMZidf1pc6R2LQtMsatA3mm/GguSp2TpIGcHsXL7ZlIMCCfXSTt4TVizmts1oqQwM79/dBg1e6P3bQtjtKoUc9yd4CjX1NR8Uxdm6ypbYG5OkQYWO1IAnvPpWwklsblgg8dLs9EgM5B2j2n8655xjFFr7eBgehrsTWR1ak2+xAghTEDxB589a5t0s4UP5pFtRNwiN9yw8NImp4+oDNgePHa9howFkAA+Aq9gcQyMQNjr9qocLwty45tyCELZWJAzBSdR4msx1sMCAzKw5gGQRURxyvoXyTi41YxJjBzHzP2q9huIW1/5KN5l/s1JPDMYwi3caWgnNEAgHz3Gxoi2KK7FTVopQz3cWjbWkXyNz7vUSuoEFBPeC3/lSxc4m/8ApHrXj8XMfFry0qLO4svnjdoO3ZbskieWmnfNU36RobtpLLJGzMZOWe8E/Oh1uzFszvH1pQtX1Rn01LUpGHJujQnLjFWdI6R4S4E6x7ufkBAAE66R5UhYwamjGA4y922bR1UQwPPujy1oXjE7VV5VWQtwtvHsG3betSoKsPakDyrTq65zsLiVyk17VrD2+2o75+hrKsi9FUtMdkwwOx+QqHqyP2aKZROh3Nbhadoy7KFu+w0Aqe3jLg7IZgDy5Vew9kE6sF8wT9BUzYP+2W8kb7ioo6yrZdtAZInmTp6a1aS9lOmvvWjKw3BHmK0zmNhREE7XJMz9a9AFa4XKw7VwKe7KTWNbAPZfN6fnXWdRuAKxrYNaIfH3FTJJ/Eo85+wrrIooYjh5YGGigF7gd9CSjI3+Wn0BmnBh3GfSs6qaiUVLslNo57dsYiyxfq1CkzAbn3jTnVmzxpwCSjaCSQO7ypvxPCEcQ2tVE4AF+FyPY0tl8ZS6RZHJ8gbD9NrBAlgKKYXpSlxYtqXA07IJ+29TWOiyXCFyWZ5E2hr5xTFh/wCHd9Vyo1pFOsKCPHlSc/p8fZfyWrIhE4x0pKA/038dNajw9xbmrGZ+VOtz+GN78dxW79QJ9SK0/wD43qdurHlcT86c8fxoYt1sCcr6EHE9FWcnLfZVJ+GB+zWYTojcsnrLV7tjbOsjXyp2bBgVgs03SK/uS7sVbdriI2u2fQuv/aBWt17tuEulO2IJB001iWA56+cU2NYmobuDVhDAEdxFQkk7LJZ8ko8W9ATAKogPcbtE7MyrB+EEAwSBpJ3qY8PRgpURmMKQxG06xMcuYqS7wZgCLTsg1IEAgE8xOvzqjcwGMG11H/yEd/cv35Vz27tgqdKqN7XDFGXOVkzluEgGBoQQK2DqNipHeOdDLnCse8hbKE94c/lRPh/CL6qBeSG9fqaFrZLkn7GrYpeYBqK7cQrAWJgVexHD2XdTUnFsIoS0UAUH4o1k6R76j0oJ9BY/y2BsbeAWB3Uh8TUi4SNJPcfen3EWY0J+X6ULNjKwJUMOY+W1Vw0X5XyBnRy/JKgKZGpG4q/xS1EE7kUwPi7Qt627Kwd7aKGOmxI1I8KWsRnvuWOi8vKlctPINYL+3sjtPoJqTKCJqXPYQQ1xfQz9KpY3i9lVISWPlAoVCUnpFrlGK2zbDGb9scu1/wBprKq9H8UXvopiJY+M5CPasplR4qhKUuTs6Wor2ayspszze3U6XmGzMPImvKypONmYnck+ZrysrK449imPhfBrTIHIJJ8fyr2soJ9Ex7KmJ4g9pstuFA7gJ9zVW7j7ryGcmvKyij0RLsjUVk1lZUkG6mvU1rKyuOG7o5wm0wzMubzpoNoZcolRGkcq9rKAtRzvpDay3SMzNr+IzQwCsrKJdAPst8Osh7iqw0NP9jgmHUCLS+omsrKh9kxKnF+DWBbZhbUEDlI+lId20JPhWVlQuyZG2EwodoMjyNHML0btMdWuehX/AMaysqGyEF16G4cxJuH/AKv0pd6X8HtYdR1YOveSaysqLDpCZcc1Hw1yL6JMq5IIPdBP1ArKyil0DHsn47h1S4igTLAEneCDQoYQbyfxDl+E6cqysqsZXRqcOu0CNPnVfGWFkJlGWKyspDL/AFGaGH8EVX4ba/sX2qnfwNsTCD2rKyojJ/IbigTwC2Fxigbdr/tNZWVlOt9GZLtn/9k=" /></p><p><br /></p><p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>BAB II<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>IDENTIFIKASI
MASALAH DAN CARA MENGATASINYA<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">A.kebutuhan manusia<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.pengertian kebutuhan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">kebutuhan manusia adalah sesuatu yang
diperlukan oleh manusia sehingga dapat mencapai kesejahteraan. Adapun keinginan
adalah segala sesuatu tambahan atas kebutuhan yang di harapkan dapat dipenuhi
sehingga manusia tersebut bisa lebih puas <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.macam macam kebutuhan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">secara garis besar kebutuha manusia
dibagi menjadi empat kelompok yaitu:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">a. Kebutuhan menurut itngkat
intensitasnya<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>1)
Kebutuhan primer adalah kebutuhan yang harus dipenuhi agar manusia dapat
mempertahankan hidupnya. Supaya dapat hidup manusia harus makan, minum, dan
berpakaian. Selain itu manusia juga memerlukan tempat tinggal atau rumah.
Kebutuhan primer juga disebut sebagai kebutuhan alamiah.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>2)
Kebutuhan sekunder adalah kebutuhan yang terjadi setelah kebutuhan primer
terpenuhi.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>3)
Kebutuhan tersier atau kebutuhan kemewahan adalah kebutuhan yang terjadi
setelah kebutuhan primer dan sekunder terpenuhi. Ia masih memerlukan hal-hal
lain yang tingkatannya lebih tinggi. Namun kebutuhan sekunder cenderung ke arah
barang prestise di dalammasyarakat, missal : berlian, mobil mewah, dan rumah
megah. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">b. Kebutuhan menurut sifatnya <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>1) Kebutuhan jasmani adalah kebutuhan yang berhubungan dengan jasmani.
Misal : makanan, minuman, pakaian, dan olahraga.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>2)
Kebutuhan rohani adalah kebutuhan yang merupakan upaya manusia untuk memenuhi
kepuasan jiwa atau rohani seseorang. Misal : rekreasi, mendengarkan musik, dan
ibadah. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">c. Kebutuhan menurut waktu<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>1)
Kebutuhan sekarang adalha kebutuhan mendesak yang harus dipenuhi saat ini dan
tidak boleh ditunda-tunda, misalnya obat bagi orang sakit, makan bagi orang
lapar.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>2)
Kebutuhan yang akan datang adalah kebutuhan yang sifatnya tidak terdesak dan
dapat ditunda sampai dengan waktu yang telah ditentukan. Kebutuhan ini
berhubungan dengan persediaan atau persiapan untuk waktu yang akan datang.
Misalnya orang tua menabung untuk persiapan sekolah anaknya dan asuransi.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">d. Kebutuhan menurut subjeknya<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1) Kebutuhan individu adalah kebutuhan
yang dirasakan oleh seseorang dan pemenuhannya dapat dilakukan secara individu.
Misalnya petani membutuhkan cangkul, siswa membutuhkan buku tulis dan pensil.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2) Kebutuhan kelompok atau kolektif
adalah kebutuhan yang diraskan oleh kelompok orang secara bersamaan dan
pemenuhannya dapat dilakukan secara bersama-sama, misal : jalan, rumah sakit,
dan tempat rekreasi. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.jenis jenis benda pemuas kebutuhan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>kebutuhan manusia yang tidak terbatas berupa barang atau jasa. Alat
kebutuhan dapat dibedakan seperti berikut<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">a. menutrut cara mendapatkannya<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1) barang ekonomi adalah sarana pemuas
kebutuhan yang untuk memprolehnya diperlukan pengorbanan contoh: pakaian
makanan dan rumah <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2) barang bebas adalah sarana pemuas
kebutuhan yang untuk memprolehnya tidak memerlukan pengorbanan contoh:
matahari, dan angin<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3)barang ilith adalah barang yang jika
dalam jumlah berlebihan akan merugikan atau bahakan membahayaan kehidupan
manusia contoh: api <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">b)menurut kegunaanya<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1)benda konsumsi adalah barang yang
langsung digunakan untuk<span style="mso-spacerun: yes;"> </span>memenuhi
kebuituhan manusia contoh: pakaian dan motir<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. Barang Produksi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Benda produksi adalah benda yang
digunakan untuk menunjang proses produksi. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Contohnya adalah mesi-mesin, alat-alat
pertanian, listrik, bensin, dan lain-lain <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">d)menurut proses produksinya <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1) barang mentah adalah barang yang akan
dijadikan sebagai bahan baku dalam proses produksi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2) barang setengah jadi adalah barang
yang sudah mengalami proses produksi tetapi blm dapat digunakan untuk memenuhi
kebuthan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3)barang jadi adalah barang yang sudah
mengalami proses produksi secara sempurna dan dapat digunakan untuk memenuhi
kebutuhan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">B.Kelangkaan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1)pengertian kelangkaan <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>kelangkaan dapat di artikan sebagai suatu kondisi ketika kebutuhan
manusia sangat tidak terbatas sedangkan sumber daya untuk memenuhi kebutuhan
tersebut terbatas jumlahnya.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Upaya upaya mengatasi kelangkaan tersebut
antara lain<span style="mso-spacerun: yes;"> </span>memproduksi barang atau jasa
guna menambah kualitas dan kuantitas sumber daya tersedia<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2)faktor penyebab kelangkaan <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">a. Kerusakan Sumber Daya Alam akibat ulah
manusia <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">b.terbatasnya sumber daya alam yang
tersedia <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">c.terbatsanya kemampuan manusia untuk
mengolah sumber daya alam<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">d.meningkatnya kebutuhan manusia yang
lebih cepat dari pada kemampuan manusia untuk menghasilkan sumber ekonomi baru<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">C.Mentukan pilihan ekonomi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">PILIHAN<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>Timbulnya kelangkaan membuat individu, perusahaan,
dan masyarakat secara keseluruhan tidak bisa mendapat semua yang mereka
inginkan sehingga mereka harus membuat pilihan. Pada<span style="mso-spacerun: yes;"> </span>setiap kegiatannya, mereka harus menentukan
pilihan terbaik dari beberapa alternatif pilihan yang telah dibuat.
Pilihan-pilihan tersebut meliputi pilihan dalam mengonsumsi dan pilihan dalam
memproduksi. Tujuannya adalah agar sumber-sumber daya ekonomi yang tersedia
digunakan secara efisien dan dapat mewujudkan kepuasan yang paling maksimal
pada individu dan masyarakat.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>Ada beberapa perinsip yang mendasari pilihan
konsumen antara lain<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.pendapatan yang terbatas mengharuskan
pemilihan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.konsumen membuat pilihan dengan
mempertimbangkan alternatif<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.sebuah barang dapat digantikan barang
yang lain <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">konsumen harus membuat keputusan tanpa
informasi sempurna tapi pengetahuan dan pengalamanya akan membantu<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">5.terjadinya hukum nilai guna marjinal<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>dalam menetukan pilihan ada beberapa hal yang perlu kita lakukan seperti
berikut<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. analisis<span style="mso-spacerun: yes;"> </span>biaya peluang<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>baya peluang adalah nilai barang atau jasa yang dikorbankan karna
alternatif tindakan. Konsep biaya peluang adalah sebuah peringatan bahwa jumlah
rupiah yang dikeluarkan tidak selalu merupakan biaya yang sesungguhnya <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. analisis biaya manfaat<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>biaya manfaat adalah suatu teknik yang digunakan yang di gunakan untuk
membandingkan berbagai biaya dengan manfaat yang di harapkan. Analisis ini
membuat kita dapat menentukan pilihan mana yang memberikan manfaat lebih besar
dibandingkan biayanya <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.mengidentifikasikan faktor pendorong
kegiatan ekonomi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>ada motif<span style="mso-spacerun: yes;"> </span>yang berasal dari dalam
diri manusia seperti untuk memenuhi kebutuhan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">seperti untuk memenuhikebutuhan. Ada juga
motif yang berasal dari luar diri manusia seperti pengaruh lingkungan dan iklan
<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4. menyadari trade off<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>trade off adalah situasi dimana seseorang harus membuat keputusan untuk
suatu hal dengan mengorbankan hal lain karena alasan ekonomis<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">5.berpegangan pada prinsip ekonomi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">adalah prisnip tindakan dengan
pengorbanan tertentu untuk mendapatkan hasil sebesar besarnya atau tindakan
dengan pengorbanan sekecil kecilnya untuk mendapatkan hasil tertentu<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">D.Biaya peluang (oppourtunity coast)|<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">adalah pengorbanan yang dilakukan
seseorang karena mengambil suatu pilihan. Biaya peluang tidak selalu berhubungan
dengan uang,bisa berupa waktu,kesempatan dan keuntungan di masa depan.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Paul A samuelson dan william d nordanus <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">mengatakan biaya oppourtunity terjadi
karena sebuah keputusan karena melakukan pilihan terhadap barang langka dengan
mengorbankan barang lain. Biaya oppourtunitasnya adalah nilai dari barang yang
dilepas.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Contoh:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">seseorang memiliki uang Rp 10.000.000.
Dengan uang sebesar itu, ia memiliki kesempatan untuk bertamasya ke Bali atau
membeli sebuah TV. Jika ia memilih untuk membeli TV, ia akan kehilangan
kesempatan untuk menikmati keindahan Bali; begitu pula sebaliknya, apabila ia
memilih untuk bertamasya ke Bali, ia akan kehilangan kesempatan untuk menonton
TV. "Kesempatan yang hilang" itulah yang disebut sebagai biaya
peluang.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">E.skala prioritas<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>manusia secara sadar atau tidak memiliki kebutuhan yang sangat banyak
dibandingkan dengan sumber daya atau alat pemenuhan kebutuhan yang jumlahnya
terbatas . Ada beberapa hal yang perlu digunakan sebagai bahan pertimbangan
dalam menetukan skala prioritas antara lain.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.tingkat urgensi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.kesempatan yang dimiliki<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. pertimbangan masa depan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4.kemampuan diri<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">F.Pengelolaan keuangan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>pada dasarnya manusia mempunyai kebutuhan yang
seolah tidak ada batasnya. Jika kebutuhan primer terpenuhi, maka ia akan
cenderung memenuhi kebutuhan sekundernya.jika keduanya sudah terpenuhi maka ia
akan memenuhi kebutuhan tresier.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Berikut ini langkah langkah mengelola
keuangan dengan baik:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.Membuat pembukuan yang rapi dan teratur
<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>membuat pembukuan belanja and akan dapat lebih<span style="mso-spacerun: yes;"> </span>mudah mengetahui seerapa besar porsi belanja
kebutuhan skunder, premier dan tresier<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. Mulai menabung dari sekarang<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>karna akan berguna jika suatu saat menghadapi pengeluaran yang tidak
terduga<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. Hemat<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>sesuaikan gaya hidup dengan penghasilan<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4. Membuat rencana jangka panjang <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>rencanakanlah setiap kebutuhan anggaran dalam jumlah<span style="mso-spacerun: yes;"> </span>besar seperti membayar pajak, membayar masuk
sekolah dsb.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">G.Masalah pokok ekonomi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>masalah ekonomi klasik di bagi menjadi tiga yaitu: produksi, konsumsi,
dan distribusi.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. produksi menyangkut masalah usaha atau
kegiatan mencipta atau menambah kegunaan suatu benda <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. konsumsi menyangkut<span style="mso-spacerun: yes;"> </span>kegiatan menghabiskan atau mengurangi
kegunaan suatu benda <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. distribusi menyangkut kegiatan
menyalurkan barang dari produsen ke konsumen <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>pokok masalah tersebut kemudian di perluas oleh aliran ekonomi modern,
seperrti berikut<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. apa dan berapa (what)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>masalah ini menyangkut persoalan jenis dan
jumlah barang\jasa yang perlu di produksi agar sesuai kebutuhan masyarakat. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. bagaimana (how)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>setelah jenis dan jumlah produksi dipilih maka persoalan yang harus
dipecahkan adalah bagaimana barang tersebut diproduksi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. untuk siapa (who)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>setelah pemecahan persoalan bagai mana memproduksi lebih lanjut adalah
untuk siapa (for whom) barang yang akandi produksi? Siapa yang harus menikmati?<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">H.Sistem ekonomi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>1.
pengertian sistem ekonomi adalah suatu cara untuk mengatur dan mengorganisai
segala aktivitas ekonomi dalam masyarakat baik yang dilakukan oleh pemerintah
maupun swasta pada konsep tertentu dalam rangka mencapai kemakmuran dan
kesejahteraan.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. macam macam sistem ekonomi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">a. sistem ekonomi tradisional adalah
sistem ekonomi yang diterapkan oleh masyarakat tradisional secara turun temurun
yang mengandalkan alam dan tenaga kerja.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Ciri ciri sistem ekonomi tradisional:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. hanya menggunakan modal<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. belum mengenal pembagian kerja<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. masih terikat tradisi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>kelebihan sebagai berikut:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. tidak terdapat pesaing yang tidak
sehat karena hubungan anatar individu sangat erat.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. masyarakat merasa sangat aman karena
tidak ada beban yang dipikul <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.tidak individualistis.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>kelemahan sistem ekonbomi tradisional:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. teknologi yang digunakan masih sangat
sederhana sehingga produktivitas rendah<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. mutu barang hasil produksi masih
rendah <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. tidak memperhitungkan efektifitas da
efesiensi<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">b. sistem ekonomi
terpusat\komando\sosialis <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>sistem ekonomi terpusat adalah sistem ekonomi dimana peran pemerintah
sangat dominan dan berpengaruh dalam mengendalikan prekonomian. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>Ciri ciri sistem ekonomi terpusat antara lain:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. semua alat sumber daya dikuasai
pemerintah <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.hak milik perorangan tidak diakui <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. kebijakan prekonomian diatur
sepenuhnya oleh pemerintah <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Kebaikan sistem ekonomi terpusat:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.pasar barang dalam negri berjalan
lancar <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. jarang terjadi krisis ekonomi <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. relatif mudah melakukan distribusi
pendapatan <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Kelemahan sistem ekonomi terpusat:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. mematikan inisiatif individu untuk
maju <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. sering terjadi monopoli yang merugikan
masyarakat <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. masyarakat tidak memiliki kebebasan
untuk sumber daya<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">c.. sistem ekonomi pasar<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Sistem ekonomi pasar adalah suatu sistem
ekonomi di mana seluruh kegiatan ekonomi mulai dari produksi, distribusi dan
konsumsi diserahkan sepenuhnya kepada mekanisme pasar. Sistem ini sesuai dengan
ajaran dari Adam Smith, dalam bukunya An Inquiry Into the Nature and Causes of
the Wealth of Nations.Model sistem ekonomi ini merujuk pada perekonomian pasar
persaingan sempurna.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;"> </span>Ciri dari sistem ekonomi pasar:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Sistem ekonomi pasar/liberal/bebas
memiliki ciri-ciri sebagai berikut:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.Setiap orang bebas memiliki barang,
termasuk barang modal.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. Setiap orang bebas menggunakan barang
dan jasa yang dimilikinya.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. Aktivitas ekonomi ditujukan untuk
memperoleh laba.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4.Semua aktivitas ekonomi dilaksanakan
oleh masyarakat (swasta).<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">5.Pemerintah tidak melakukan intervensi
dalam pasar.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">6.Persaingan dilakukan secara bebas.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">7. Peranan modal sangat vital.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Kelebihan sistem ekonomi pasar<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Sistem ekonomi
pasar/liberal/bebas/kapitalis memiliki berbagai kelebihan antara lain:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.Menumbuhkan inisiatif dan kreasi
masyarakat dalam mengatur kegiatan ekonomi.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.Setiap individu bebas memiliki
sumber-sumber produksi.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.Munculnya persaingan untuk maju.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4. Barang yang dihasilkan bermutu tinggi,
karena barang yang tidak bermutu tidak akan laku di pasar.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">5.Efisiensi dan efektivitas tinggi karena
setiap tindakan ekonomi didasarkan atas motif mencari laba.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Kelemahan sistem ekonomi pasar/liberal/bebas/kapitalis.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Sistem ekonomi
pasar/liberal/bebas/kapitalis memiliki kelemahan sebagai berikut:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1 Sulitnya melakukan pemerataan
pendapatan.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.Cenderung terjadi eksploitasi kaum
buruh oleh para pemilik modal.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.Munculnya monopoli yang dapat merugikan
masyarakat.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4. Sering terjadi gejolak dalam
perekonomian karena kesalahan alokasi sumber daya oleh individu.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">d.Sistem Ekonomi Campuran<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Sistem ekonomi campuran merupakan
campuran dari system ekonomi pasar dan terpusat, di mana pemerintah dan swasta
saling berinteraksi dalam memecahkan masalah ekonomi. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Ciri-ciri sistem ekonomi campuran.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Sistem ekonomi campuran antara lain:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1. Merupakan gabungan dari sistem ekonomi
pasar dan terpusat.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2.Barang modal dan sumber daya yang vital
dikuasai oleh pemerintah.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3.Pemerintah dapat melakukan intervensi
dengan membuat peraturan, menetapkan kebijakan fiskal, moneter, membantu dan
mengawasi kegiatan swasta.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">4. Peran pemerintah dan sektor swasta
berimbang.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">e. Sistem ekonomi pancasila (sisetm
demokrasi ekonomi)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><span style="mso-spacerun: yes;">
</span>Ciri-ciri positif pada sistem ekonomi demokrasi :<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Cabang-cabang produksi yang penting bagi
negara dan menguasai hajat hidup orang banyak dikuasai oleh negara.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Bumi, air, dan kekayaan alam yang
terkandung di dalamnya dikuasai negara dan dipergunakan untuk sebesar-besarnya
bagi kemakmuran rakyat.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Perekonomian disusun sebagai usaha
bersama berdasar atas asas kekeluargaan.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Warga negara memiliki kebebasan dalam
memilih pekerjaan yang dikehendaki serta mempunyai hak akan pekerjaan dan
penghidupan yang layak.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Hak milik perorangan diakui dan
pemanfaatannya tidak boleh bertentangan dengan kepentingan masyarakat.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Potensi, inisiatif, dan daya kreasi
setiap warga negara dikembangkan sepenuhnya dalam batas-batas yang tidak
merugikan kepentingan umum.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">·Fakir miskin dan anak-anak terlantar
dipelihara oleh negara.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">Ciri-ciri negatif pada sistem ekonomi
demokrasi :<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">1.<span style="mso-spacerun: yes;">
</span>sistem free light librarism: persaingan bebas <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">2. sistem etaisme : pemerintah berperan
dominan <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;">3. sistem monopoli: pemusatan ekonomi
pada suatu kelompok dalam bentuk monopoli yang merugikan masyarakat<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; mso-ascii-theme-font: minor-bidi; mso-bidi-font-family: Arial; mso-bidi-theme-font: minor-bidi; mso-hansi-theme-font: minor-bidi;"><o:p> </o:p></span></p>www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-722946864790153502020-08-19T08:40:00.001+07:002020-08-19T08:40:47.774+07:00Macam-macam kalimah dalam Bahasa Arab <p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Apa itu kalimah?</span></p>
<p class="MsoNormal"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Secara istilah kalimah adalah kata yang berdiri
sendiri (Mufrod). </span></p>
<p class="MsoNormal"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Dalam tata bahasa arab, kalimah terbagi 3, yaitu
: isim (kata benda), fi’il (kata kerja) dan huruf.</span></p>
<ol style="text-align: left;"><li><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Traditional Arabic";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span dir="LTR"></span><b><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Isim
(Kata Benda)</span></b></li></ol>
<p class="MsoListParagraphCxSpMiddle"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span> </span><span> </span><span> </span><span></span>Adalah kata yang merujuk ke
orang/manusia, hewan, tumbuhan, benda mati, tempat, waktu, sifat atau makna
lainnya yang terkait dengan waktu.</span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span> </span><span> </span>Contoh :</span><span style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">
<span dir="RTL" lang="AR-SA">محمد, شَارِعْ, صًدِيْقٌ</span></span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"></span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span> </span><span> </span>Ciri –ciri Isim :</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Tanwin
</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">رَجُلٌ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Adanya
alif lam<span dir="RTL"></span><span dir="RTL"></span><span dir="RTL"><span dir="RTL"></span><span dir="RTL"></span> </span></span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">الكِتَبُ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Terletak
setelah huruf nida (untuk memanggil)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Jar
majrur / harakat kasroh</span></p><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Traditional Arabic";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><b><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Fi’il
(Kata Kerja)</span></b>
<p class="MsoListParagraphCxSpMiddle"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Kata yang berfungsi untuk
menunjukan atas terjadinya suatu peristiwa pada waktu tertentu.</span></p>
<p class="MsoListParagraphCxSpMiddle"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Ciri- ciri Fi’il :</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Ta’
Fa’il = huruf </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">ت</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span> yang berkedudukan sebagai pelaku pekerjaan .</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Contoh
: </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">كَتَبْتُ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>(Katabtu = aku telah
menulis). Huruf Ta’ disini maknanya kembali ke dhamir (Kata ganti) </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">أَنَا</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>sebagai Fa’il (Pelaku). </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">كَتَبْتَ</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;">
</span>(Katabta = kamu telah menulis). Huruf Ta’ disini maknanya kembali ke
dhamir (kata ganti) </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">اَنْتَ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>sebagai pelaku.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Ta’
Tahnist yaitu huruf Ta’ yang menunjukan muanast / perempuan.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Contoh
: </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">كَتَبَتْ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>(Katabat = dia perempuan
telah menulis). Huruf Ta’ sukun di akhir maknanya kembali ke dhamir ( kata
ganti) </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">هِيَ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>(dia perempuan)</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Ya’
Mukhatabah yaitu huruf </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">ي</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>yang menunjukan kata
ganti orang kedua atau “kamu” atau pihak yang di ajak bicara. </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Contoh
: </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">أُكْتُبِيْ</span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span><span style="mso-spacerun: yes;"> </span>(uktubi = wahai kamu
perempuan tulislah).</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level1 lfo3; text-indent: -18.0pt;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Nun
Taukid yaitu huruf nun yang ditambahkan di akhir kata untuk menunjukan makna
penekanan. </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Contoh
: </span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">لِيَكْتُبَن</span><span dir="LTR"></span><span dir="LTR"></span><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><span dir="LTR"></span><span dir="LTR"></span> (liyaktub na = hendaklah dia benar-benar
menulis)</span></p><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Traditional Arabic";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> <b> </b></span></span></span><b><span dir="LTR"></span></b><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"><b>Huruf</b>
adalah kata yang menunjukan arti (bersama kata lain)</span>
<p class="MsoListParagraphCxSpLast"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">Contoh </span><span style="font-family: "Traditional Arabic","serif"; font-size: 16.0pt; line-height: 115%;">:
<span dir="RTL" lang="AR-SA">فِيْ, عَلَي, اِلَي , مِنْ</span></span><span dir="RTL" lang="AR-SA" style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;">
</span></p>
<p class="MsoNormal"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"> </span></p>
<p class="MsoNormal"><span style="font-family: "Traditional Arabic","serif"; font-size: 12.0pt; line-height: 115%;"> </span></p>
www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-72918130996172067062020-08-11T08:59:00.000+07:002020-08-11T08:59:55.064+07:00Prinsip Geografi, Pendekatan Geografi dan Gejala Geografi dalam Kehidupan Sehari-hari (Geografi Kelas X Semester 1)<p> <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
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/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-fareast-language:EN-US;}
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<![endif]-->
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</span></b></p><p style="text-align: justify;"><strong><span style="color: black; mso-themecolor: text1;">1. Prinsip Distribusi</span></strong><span style="color: black; mso-themecolor: text1;"></span></p>
<p style="text-align: justify;">Terjadi akibat persebaran gejala-gejala geosfer
yang ada di permukaan bumi menyangkut kondisi fisik dan sosial, maka distribusi
tiap satu tempat dan tempat lainnya berbeda. Jika kita memerhatikan persebaran <span style="color: black; mso-themecolor: text1;"><a href="https://blog.ruangguru.com/faktor-geografis-terhadap-keragaman-budaya-indonesia" target="_blank"><b><span style="color: black; mso-themecolor: text1;">gejala-gejala
geografi</span></b></a></span> di permukaan bumi maka bisa dijabarkan
masalah-masalah apa yang terjadi. Bahkan, juga bisa memprediksi keadaan di masa
yang akan datang. Prinsip distribusi menjadi kunci pertama dalam studi
geografi. Hingga selanjutnya dapat ditetapkan prinsip-prinsip yang lain.</p>
<div style="text-align: center;"><img alt="" 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bSdCT+8rdrOnB+fFR25o8CN/0yQmhulCW/DkZdCdMNtT2zjGpuawSM4jRg67OaNm3pucEr4lPaS7cnLjTR18pSYqKjgwBGrVq6+cfN2U3MrHiJUAJMNAgKyXUkwNgm48YQfU0fAy41C/N/Rxj9Qh45foj1lBfysNQToLyX4gVvh/9gdbbiVD/ifxhodr4ztKQwEytKrBq+hnaWehhtV8TR4W6Yq/rpk/4B/vb9XRNX7gnDFVrT1/sPz5y/u23dg5vSZU4umnTp1hrFQF6rBComAHI/u+AmTR44qLJo2a+r02TNnz58zb9GSZavAHD9xmq92ij/uuGnTltWr1+7du3/QgEED+w+MjY27c7dFihWAMUgyJJEzvnbr1GX9ug1sIJJv7WlLjiQSeSSf/uRqdfduS0pSSt/efVauWIVYeKepWWK5hlSmXbTraVj9OLMo7WAzmjdIwtFZckJPZUJMJLVKxnYTCO/moOHHh7egg/+itJt+eIxrr9+4hf0ftlMBAwaOLSjwzQCnieHTnRgkquSRSDKJiqMhVaaqysrUpOSo8MjRI0efPXsB06y27sru3Xv59xVSQwKqzTjyJJlrk+1GiLPkArdLAEdP5IRhapcxQKux6vm5RPxFJahqkoLBGwJlw03gZrJJYdz8CVElJ4zmGCR5kQVSjqNVQzyZi7/jfW03gZg0STiaoBKaJGxeGJvXqoD+QIeiIPa/eOo2bdyMh/+Z3/y2e+eufXv1Bn71H79IjEuorrnUeu/hrbaPt0jR+n7C1zfcyc3L7z8gIDQ8KiIyJiY2IS4hOSklPSQscueuPfL+By/HAa6wcNzLL/0lLjZ+7tz5Bw4eHls4vvbSFQkz+i6QMST25CbAIFojbM+cOfuTTz5hG7ncSLJJMpJ87JPrF4Xjx08kxif07dkbR0PciH/RwZroyggDOE4gN4YgTxMvF5W5Adsk/hokyRtWMWneUIVkbluFFN5QNQw34W3Q09GHpHZwdBO4uQkJYIeD2Ttn9tyB/fqXFBdz3DkfmMgw+agnp4okH9WWfKw3+SinEpDef//97Vu3hoeEIhxGhoVlpqUPDRh89apvk6erTWhGeCEJPyYbfpzByJTW0M4UyAhsExnhbVLgZtKkPCnMDX+b0aTtrElHHwF4wuD9wPaXQrTJUDXEZFip2qSjJxmDJyMgo0fc8NdumjQYgaOJhXTQ5N+NcDS18+mYSu+nYxCcysorf//scxFhEVjlyyuqKqpqqqprly1b8e5bb//+mefGjBpz+vTZuy33sEzIPdBBhDBAc8v9/PxRP/nRj5975tkXnv/9i3968eWXX33t9Tdf/OOLx46fNP7kAM92QcHY0rKKNWvWZWRkDew3YPCgwdj/Yj2SknF8RMi5Ve/bDhu3M4CT66xZc5qbm9FALjF8PwaJKpOPepJk0rwU4u0wT9q3b39QYFDIiOADBw/VewOhUR9Wm/DPszmGg6Nqe2oVkJ6xTZqUckhqk4GOeLqZNGOXQ1VIEbSD8ITdfHHQJsgEVfFxdNagw81b9Xv37o8Kj8hKz2hoqOdwY+g5H5A4E3QySLoxkWEJSD7Wm8gg+XTF8KZI2MY1NTVRHpmbt3//QexBdZ0NsAnSUsoCMmy+ZqgKaZg0DJObJ3kx6bHwT2qQt01khNfNsZ0BbdJDb/uLKoJj4UYhImt0kGexhJAo3yDljoanwPAXUnIbNm+XQHScJBzLIeloAgzS0QcwSpDRoapJQHu2wf9ZsO3TMY1NzaNGjurfp9+16zcvlpSdOn32xMnTyEvKKs5fLJk9a073Ll3/40c/Tk5IKikpa269j8Dk/RTM41sinmEdQYx8+OjDKVOK/vV//dO3vvb17z71DQ++8c2v/uuX/vLiS6iofBsLALmmtq53z97Y7QYOC5w4fuL27TtXr167cMFi1IclIwSeP39x06YtWAjkI6aSa9AfUXbt2vV37txBA31rjEpYaHzSk4lrkE/xJqo6R2K/NTe3bN+2o3+fvhs2bGy4c5f3lfqIKqTBAPSkyXDQJqpGLvBvImzSkaGgrZBlqmlSoHkxUdCMBnnbJLwb/Hhqk5bFqgWtCoTHzNm4YdPwIUOXLF7MgeagG8kzUZxmkUFS1bkkN1IzrADSo0cPUaWS0jJMflae0JUXaFU8BZqErJcS4QkwjiZbFWheYJjEWfMiG7xmNKl5R9LgxSSywWuGJHJj8mtPyW0Y/lqwTZqxeSGFoWpAWzW0g8jC2D4Go0nN24yGm7NAeO2jZQ3htclmSNomyhIa2/2MqOcVUUSd8WPHv/zSXw4fOXbuQjFCIHDy1Bng9JlzJaXllVW1K1eufvuNN5/+5a8nTZzs+UhbY1NL6wOcvTxouYdF5MLFknlz5yNMXrl2/ffP/u6bX/3a9771beLrX/rKxAmTWu49QLWklrfrGw4fOTpt2ozjx09u2Lg5NTWtT8/ePbt1H5k/CmdBNgAP/4yZs4uKpuGkCAahVzfSAHhE4m3bdiIao4HGQoNkrDWSyCP5dMUwCcmuQ9qzZ9+wwUMQ+7kbMKphC5RF0LyADHIZPGGYO0IcbB/7WtvZsGqTwRsk4cbbYCG2PxlHE6BJ+oinYaKguw4QZ1Elx8Ddrr/Dz6FARY75uW7dhqd/+avmu54fi+CgG4nzAcmnOzFIVMkjkWTyUe2VgIQ6LF64MC8nr+luC6stgCowVMJwFh9NCoQ0eG1yI425KjxzzYsqpOQa2lkK16SApKOJcOMNSAnaX0gbtjPBSwiqjjwaJbII4imyAfHXJBmBMMKTEV5IbXIkBY6kAe1jDJlxuaiOVuH9kBTICOlo0tZ2omClNwpiLai7fLVPj14jhgWWlVfyLIgQCIGx0HMuLC1nnHv9lVdfeO537771VsHoMZs3bVm4YGFMVPRfX/rziy/8AXH0t//5q8Chw3/ygx8+9ZV/Q/z7/re/852nvvGVL/7L7FlzP/joE4QNVg6ddeduy4QJkwKHj+jRtdvbb7yVnpq+Zcs2nA7HjCkoKfX81SCcEW5zsnNxGI2OioWJO2JpG8vRakNj09Jly6ura9BA39LiTVhTkDuSSO3ynjVJrVbgkcJDw9AnqKdRJaoGaUNPFyEFmjTaSDiSAHmxOrr5qSFJt8IBPyai3eYQfsoxnOFJCON4i3YhJWAWNd6523CnCfMNc9vzQWjvBgvzbWC//ieOH+f4cqw57jL6wiPpKaGT7SyMYfLcxj3BfeigwWfOnPPz8TR0BUFV95IBmhy7zialHF24AT9F8XJdGXF2q6HNu92XMPzljnY5BiM1FN6+EU3gbWdCq4aJcCSB/7qzH9DfrTmGipywTYSUoztBFy6Xg7RvSoCXMm3BkA24mcgbd/RTDk5l7UXBtr+UuNPUfO78xb/88U+HDh89e+6CEQWJM2fPY92HG05C48dNCAoMeu+td9598+3kxOQlS5YeP3EKh8Zt23YMHhjwy5/9/D9/+jNEwe98/alf/OSnP/r373X3fjMnYgZf2MSig+NjdlYOzpooEOvRvHkLkpNSB/Uf+JcXX1q6dIXnvcDbDceOnQgKCo6Oinnz9TdQJTDSNtSZEAatvXGzPjQouLysDA3kcqOTI4nk7Y+O+tMZKT83d/HipdynE/5GwkLHnf142iaDadeBTLtXfVa0W0LHb2FXT8MwtVssp9C0adODA4PCgoNDgoKwu8Jku9vcunbt+tysbN/ofsap4pj8e8JaX19/5cqVjz9+/FPY165dO3jg4IF9+2fPnBkyYkThmMLbDXfs1xsc4b/t7fZMu3AsASR5bRVGk4TtrNEu77baEnCjp383A5/J2YDcUWqoSQ3exdEEGCRVR0/Cj8kAPP07S/M7UmYH+8ouitX4TLdwu6QjhWjAv4N/KeH5oApCVJd3O61cuaq4pIxhD1GQkEAIIG6dv1hSWlZRVl6FoAjg+MjoiDB5saSsvKIKMq568YU/4iC4YuXqAwcPjxo56sff+/7ECZMePPoQgRC3QxwMCQ5FdHz37Xe7du7ap1cfhNXpU6fn5Y2cPLkIu/X6hjsbNmwaPbqgoGBsQnzC/PkLGpuaddtEFtxtuRcdGX3pUh0a6FtsVGLDfYo3kZHkY114n9KWKisqB/Tt9/6Nm2gOR8uukjCGyc1Z4MgbpFY1HJ0JHPqx4uNsgbE2TIDtLwxJEWyTQVK2eUJ4w2R7ErYnQZ4myYUxgCmHttdduRYRFj5m1ChEIAxiZnoGpvKu3Xtv3m6IjY6RgyATx53JR7UlmyTD5KPako/1Jh/l/QjMoP4DsjOzA4cMPXXyBI6JBw8ceOOVVzPSMhYvWrJu7fri4jLEbM4uoy0EeVleDd5QbdJgBH5MNugsEFJyA9pNg7yjCTB4P262iYwjb/u7ObvBLsGNJGwTGZvXpg7yNhw9hSSvA5vmNWwGICkmmYcESQ1HU8dJzWuTZjSv0XDt6skbd92joOczor5eaG69j4UgNTkVYUzeF6SAXEDeMBkkouDF4rI/PP/CN7/6tZ2796LA2rorM2bM/NH3vj9nzlzsu2/dbsS6g9Vn9qw5S5YsW79+48YNm1etXLN4ybK58xYePHQE6zViXm5efn7eSKwLGekZ6ekZCI1sp+OWBCROZlmZ2bt27UYDsawYicuQT1GJPJJP9zLMmYRkgsw+TIxLmD5tuj4OSk10DamS0TxheIrshyGpcxvCi4AuRR4eGhYyIrju8lXjhGH7a5DUJsiG6sgbpDYZbuIg0FbDZFihGg+A+DBHYzF55s6ZG9B/4LQpRRw+JEz4JYuXvv36G/ExsSmJSR888vwOp2+YOzxVmHy6N1Elj0SSiQzvnpedg+rt2bM3NSk5OHDExPETN2/egt0hZhSmv45/bAUFkUUl48hrk0EKNG+YaLVzAX0Mk5ACsWrVgCNJwCQQEp2DnQ1G1m1NMPwNVUBerOJjzChAHMRHVGFsWUN47al5kTXIaysFg9cqQWfxF0GbCDd/A3RzdDZIjY7wvNzR0zYJY5Ba1mp73x1z47b3LOhxvdPUvHzZilf/+vL5C8U48OkgZ0ACnhuJgyBKQFH/+dOfHT56HGdEMGUVVePHT/zJ938YGxWNKt5uuIOtLm7agGNfYxNOfh54BazXnrPprfrMzOyiKVPHjClctnxFTnZuVXUtX1A1wDYDWDu2bNk2fvwEttG38LQlYz2SxIXJp3gTVZ0bKnKUX1paHjR8BFrKAGPUx5ExeDJCaqvtCdCZJkdnMRkCHml0bFZGVlys5yu7jhw+atSZoLNWDRgmCkLaKkFnQpNa1hArc+0jqsAPzxxtv3O3GRMjPiamtaWFc4MjOGTgoIjQ0JaWZvCNjY3kmbxjbiY3k0FS1bkkqEi40d2mpsjQsAsXi5vutuKQWt/QxAcBM18qrxdiaQ4FYYQUVTMCN09NGrxt0iohbrazwGYIISlIbggEVWH4YlJZeSXA15ZAGuFQ+4uqGYOnyXYQiIP4UBZGy4YDZYPUvEGKpx+TDbGKg80YvE0aMgUBrdqBssFrK0mRNdzcyGuryJoRXss26fd9QXlF1Dt7MJlu3Lr9+iuvLly4uNT7GRm+FspcILxNav7suQtHj504cvQ4Yip5RAscCtet2/D75343bPAQPPmcuwY4lbFGHz9xKjoqetmyFVOmTA0PDY8Ij8QZEUu59qSzLBZoQnl5VZ8ePZuaPB/z44ojyWaYvP3hST69zVPnhooc6d6Dh4sWLs7JysHmXSqjK0aZgoBWmye01VEQNwq2rFUh0TMYkbdef2P16rWD+g+oqKzmfoL+xiU2IzBMlA1nRx8tGw4CN9LmydCkrQaDg8KNm7cxOrWXLo8YHnj2zBkOnHc8PYPIw59OMrj0MZJtIoPk072Jqs4leVw//fRyXV3/3n0WzF/Y5P0By+tP/mgJIQ2hoJ9tkrZKT8P0mdBuCdokzh30p+ro71iCGwlgx5CdmY2Z3Kdn76LJRVDJ25fYvMgGL4xBCk9BGM0bMJwFtr94apMjyQmgSTEJDEY7a9I2OZIaNu/mCbiVwFysaJFWtSyqwUgujFYN0Ar4/av5J6MgvJtb7o0rHPfma6+fu1DM9/YY4SS2EY4MQZkkjoBYeRH8hIGA9Xf7jp3f/853YcXtdBtYY8qNd+5ivU5OTE5KTM7Kylm0eOmEiZPWrluPs6PtL1dBuHO3BWFpyeIlbKZv7fEmQ5VETySf/uT6JbytfvK3v9XVXYmLieVqq6shsiP8O4jVzgVaNWTDkyRqeP3mrbTk1IABA9esWYtVQ0z2JTajoU1ubroE24dWY1m3wQt1LhAVgjaJs+cF9bstN27Ve7/Ddk6/3n3mzpqNIZPhYyKD5NO9yWYk0YTk0xXjJ/lcvYnMqhUrBw8KOHb8RGlZxQXvu+zY9mGMdFvYEMKNFJOoYuogDGe7BMoGSZB05JlrqybJCBwZgaMJj3lw4Iji0vKt23akJKdK79mXODJateHoQFJMtqBhOAvAOPoD2mTIFEQ1GA2Y9GNFTzd/XZR4alLD5qk6OhPaxMsJIYUXWQs0CenGGIKG+Lf36Ri+Itp2V8+29Matrp06x0RFl1dWG1FN4MY4+kPVDIIiDpoD+w149823KiqrbnvOdmYDUBOcFGfMmDVl0pS1a9bNmTMvLTUtNDh03Ljxt9q+U5HNE1muRYHHjp1IS0llM31rjze5MZJ8rAvvU7xJMymJSRMnTMSai+dQqmFDV1JX3obwFNzcANvB0RkkwDMHBJynpao0AeIspGZIimD7a5WMdsOTaTyc9iU2jEI0bJIMcjQNS+TBg4cLxhTkZGXHx8aOysu7ceMGB4sDJ4mM5r1evuSj2pKPZbI85QVP5D62LXmv9iUy9+7d27F9+8xp00fl548dUxDQr/+KFStb7z2QcWF3ObYdAC/tFcYwGdCk9jGcaTJIwpF0BD2NogxBVA2DdPMB8LhFhIWXV1RNmVyUm5PLTwzQ37hK+HZJwr+/NpHUjMDgZfL79xeTow8hbo4+BimehGHSJAWD1LB5P25uJubaSlUzAm2SXBhCHhMhHeSORsG2QgHMp7Nnzz//zLNbt22vrq3DYQ6hS978AySeOZLa5EgCOGUePnLsrddef/ett9EMrM56iQSwFgCFheMS4hOjI6NjomIKC8fu2LErPi4enrJSaIAn3vf+7AMOPVyMvEuTL3EZ8ineREaSj3XhfUpbIolboLp9e/bm+xO6Pu0KjioB0ubJ0CQjLSZHf81zTrD3DJNmNOkHfvwNhqrhKfUXK1VHhgAjMEwCFIsQuHzZil7duiPMXKqt9U52X9IDx0RVk14XX/JR3kTGV5A3ffzxxwhm71+/UVlVfbG49PyFYgAHO+SlZdjgVVdV116qu3z//gP6s0C7HKRbN28O6td/3dr12KC4tc6t+aJSYMcabo6yJkWVcSGj4cgLqU0dId1AZ7dLhMQoh4eElpR6fgd7wfwFzS33aJJcQH+BI0NSm4S0QZNt9UMavKMnQZMeBSEJg7dVyQ3rP0DaJqqapywgacA22f6i6lzDYOgPGH1F0CRqvb9Px7R9gxovk7y55X56atofn//9xAmTDhw8jEcahzmJYYAOaQIj1Akc+eKSMuClF/6Qkpjc3HrfqADCSXXNpaTE5DWr186bO3/cuAk4m2akZURFRmO5kagpucZV7wsjGanpWHbQTC5hTFyG7MSFyaeo1BGSnTlr5qzde/berm80KgOghoTItmDIVA2rAZJuJrlKZA1HZ82LqkmCJs0Lo0ltclQpU5WcgkDzWharrd68VY89Vp9eva9fv86hQeKQ+RlNwwTVYJhYVGvrvTt3muouX8EG8djxk0eOHj967AQE5EePnTx6/CRkr+qB533xiyWYkB9++BErw6JQzidtCTL499+/NnjgIPnuQDZHQFJgkKJSENUwkRFek3QzQJOg4yRA3jAJqXnKmjFgm8B4o2BYeWX1qlWr83Lz9RcL2M42CZDUVpE1KarA5kXWJsmFcYO2OjqT1CYtU7Vzw8GAmMRqMxpupOZFdSQdGdtKkrlAeK0apG0iQN6+euX49TtfWOX3fUE8pQQLuu793pb58xb07dX7+aefnTVzNgMh4xlgvMjphwSER/DTJMpcsmTZM7/+TVlZ5S1v/ODdPZWub9y+fWdQYFBOVvaIYcMT4xMWL14KJj9v5PhxE+40mX+oLjUHrnnOgje8UdCTPOtZWzJUSW6eOjfUJ8lP0ZCtW7c3eH8ZUTdEoGvIrtaM8MwNExmDJEg6mgzYJaCXcC50K9atTM2LbPuTMUiBm8kgqbo5A9pEoam5NS8nd+3qNRiXJ8fIHDgmN9JgkMhU19QeO3Hq+IlTjHwypY2ZzzmPeFxaXgmfMWMKJk+afPrUKZbsmC5euBAVEdnY9n6tDd0JuuHCaFWDJuMS218YevpxMGa47UmQ11bI/gsxrPpaAcmmuy1hIaEYgtSU1JysnBveb8IjtBsFkTVIGiZ9lUE6+rvBj5s2oZlSrECsYhKGqsEQjiTRcRMLd/S3eTe3dhkNu1gBTbZVMzKLHAshibyDfzXvuwaHsFu3GwA8jfcffvDJ3z7dumXb808/s3z5ypKyCv2EOz72JP2YNHn67Pmy8spX/vzXyRMn415YkVkNoL7hzty581euXA3PZctW4CyYkJA4dPDQmKiYoQFDEDKleSLItTgpnjlzLjw4hM3kEsZkqJLoieTT2zx1bqiaRMKB1fPl2m2/DyyQiukaSrWJdtcU+hs8VdtkuBGGG+6IjQ6P1Px0on2V9hdGci2IjNyP1YD29D+VHUFP5IQwrfcfZqZnNDb6vkiWiWOERJkkkxtpMzjA1dRewvFOb+YIzu3HPGb2heLikrL9Bw6OzB+FreTokaNwZBkxLDAiNGz5kqV7du2eMmnSuMLC8YVjgYnjxyfExWG3h42U8WVpuoE2bzBGLvBDGnMPAC+ejpfYJKFJDTFpT+3vxtsqQRKHZvRqfFx8eGhYXd0V/tkPy+lIIYTtTDiWoHPNO8LRBJIweEBICpITNBGiOvLIO7KeMCdskgzK8V+UoQp0IQZsk39nyTVp+/svoQPvC3qioO8ahMCS0rJjx0/heT5+wvNInzl7vrbuSk527huvvnaxuPTCxRI+8I5RTUNIbSIpJuBCcWluTt7PfvSjffsP6E+XIAouXbr8z396EejXu29YSFhcdGxmRtaUomlpqRlolXiyUwAMGNuMU2zd5avhIaFspm8Z8yY3RpKPdeF9SlvS5MIFi7Zs2ea2kfcNhgXyeqqxLeIvqib9mwxVQB791uD9LeUbN28NHzL0nTfeOn3mHPfRjv4G48gLqU3aR8s2Ou6pQU/k+hLE9eqaSwP69Lvr/VkiDhASxwiJMkkmm/T4tSXNXLl6Dee/Eyd9s1pPY80AeFKwK8IBpV+vPmMLxuJEyG+cR/XguXjxkjmz5x45cowfn5bPUV+quyLbOw2jjUI6MjYPOJqguvGOsqg2SRikLYsnoR0MRmDz4owuPXHi1NO//PWypcvvtH1thVjFX+BI2qCbUY6Qktu8AZBEu6QBWu1cw7EEcZaVUJNUDVLzjqSGbSLj5g90xN+NdDTZjMCNJPxGwbbflOAFiB9jxozt339QUEj4iKDQ4JDw8Iio2LjE+MSUl//6SmR4BJ7wsooqfl4GQLAUkBH4IbUJD39FZXVcbPyPvveD3bv3NrfeZ2OwWCMkV3p/4xA5fMorqrC/Pnb8JCKxhEANxhLmOJNFhEVs3rSJLZV3YiSRQfLpbcnHuvA+pS0JiVvMnze/cHQBnkzUH3UQSPUENuno6XatwM0kquYpo244akyfNiM4MChoeGBmRubIvJE4N8ufYNJZ/DVsUpwNk2Y4mkJqk8DmhfHDCynArGi992DmjJkFo0ZjRGSAkLzD9Tj5WG+iKqTX/kQCidLu3buP6Xr8xCnOW0BPY80AmLShQcEbN2xCrRD8cEzhrECOQIghuF3v+b4IzHAADI7jfA+CDfHTTEfev6dhomqQBmPLyO1LbNDN9vRDah79g07Qc0ZyEWDFQKNLi4tLT50+k52Vfdb7B1f6QvEnqMJKWZMEGeFtq1bJiLNBasYPHJ39XE5/DW0ycuG1SkarAsOT3UjSMLnxImvSjREYhbRLGrztRoizdmjvl5Wu+z4dg8ZjJuXkjBw8eFhGVm5aRjaRmp4VE5c4ekzh4IGD/vj88zFR0Xjg+UWj8tgTxlogcOSFxE4ZYXXQwIDnfvv00aPHEUhYb9aH4HqBqY8lAyqsbKHkBrDEHDt2okfXbhs3bGBjZY2jYCRZ7yRR1bmhahLlnzt3oXePnjW1daieURlHsI2EJsVkCJIbEB+DtBkAdcMpOSwkdNu2HTiUYG+Bg/iEcROwaZCNhfZ3kzUjMHhRhdHwwxsM4OhMUoCJgZmzadOWvr163759W0acyRgynRxNUIVBUQ8fPuIHYfS8NaBJPB2pSSlxMXEIeE3NrZi6qKHUHF1942Y9TBIdjeaIJ3nJDcEwad4mxWSQWhDQ03agIFatajfbR0gxCSkMJiceW2x2IaOLxCRuwmCsDx463LNbj5Cg4A8//tuFC8Vr165jCcgFdGYujIb20aSGkNpkk2RskgJlN1ULBsjbJkfekRSegjDCC6kZTWqTQQKap0BGYJu0jy0jJ4Q3SMkpiIOWDYBs/xvUGAW9D+ft7Jz8gMHDMrPzPPGvLQqGR0QvWbbywcMPDh0+0r9P3zdeeW3r1u0XikvlsQe4Ogj8kIYJMgIhMCIw6Le//BUCIRYOoz1UNaNJMYmAxQXnm5KS8pARwcuXLUdjZWlD4urG5KPako914X1KWxIS5SMKYvuP+/IBNupjgLyGI+kH9EeOOwpjFGKXibohCuJMv3bden6sf9/+g927dNu9aw8WZdsfYLGEwWurNjlC/DUpcCzED2OYsHpi6qYkJQf0H1BWWorh+PunHRplJKqa9Lr4ElSU1tB45/CRY3rSct46MsDpM+culpTFx8YP6j9g3dr11TWX+K4Vqs293Zq16zLSMxcuWISak0cuQ0mA1M0UWfO2gEJYjm0SlXAkDd422Q4ajla3S1gmragzNgxzZs9589XX58yZi7OymMRZBHTa9u07hgYMxr5z2dLlAQMHjRgWuHLlKsxh8RcYhWhVQF5M9kBo1ZEBhDSsUAmb1Ey7MMqhYDOovCZt0KQd3PxtT6oCg9eqDe0gJdhXCWmY/DvbpGHy+5cS3vcFPd+m7V2+0YPJyWnvvddl6NDAocNGDBseFDgiBBgUMHTm7Lk4MTTdbQEyUtPeeOXV0rIKPO3GWiBvkGhev2sivEFiRT57/uKAfgNe/P0fUPvW+w/xVKBKbBVbYsxOwp6y9AePQjZs3Lxokeenw+3VjYkqHCggOfJuJFWkoilFhWMKGb917xtwNBmktMh2hgmkW/kGrz1ZJvKbtxvWr984sF//xYuWXCwura6tGz9uwtIly297/0yNbnY5Ikvd/MC+ryM6UpQBlkzwcuQNd+5WVdfGRsfyhVAkGR1JZNxMklMwEq5qbLxz5Ohxma4CmeGiCnPG+8mv1avXhAaHDB08RL67HCGwsqomMyNrx45dRUXTeByUBmpIHwLiYzRfk5Tt0sSqC6EgoI/mjfJtUuBI8pJ2/eWm6BbsFYYPGTZ37ryU5GRsYe1r6YkcPYlAuHLFqjGjxsTFxM6dO3/Tpi0zZ8yyP5sGwN/xjoDwwgi0ybYaMJzp70hq3oAbT0ghhC4cuXEtfTRjVEZ4G0bJjmAh4uBWc/LaU0MK0ZcbnmKSogzejSQel4Y9VjvfI9r2viCADfXRYyfWrduwefO2LVu3b9++a8eO3cC27TuxYvKFHSyjmIJvvvrajOkzK6pqTp05J6sAApuObQJH3iYRCFFa8Iigp3/16/zc/AMHD+NhuHn78Tc+2+0EHEkAtUWd8Vx98IGv2Uy+te3J5GbqIInHb2jAEKzF3PIDrJWfgYHJrea2yb+z5O0CblhBHj76cPmyFVOLptXU1p08faZnt+5btmw19tF+bkdANqasI7Q/Vc1TNqB5ysyN27GEO03NiDe9e/RYvGiRdww9CSPC3Eh+SMMEVRgI9+8/4EfGHOetI+iGEyE6OSMtfc+efTz2YYZcuFg8enRBclLKgP4Dai/VYUmX5kjrNPyYHPtECxpi0up/HX7KgUnfzs0TPFae0rLyvNz8c+cvDh44yMM4fdU7ASuiJh66e/cfrlm9NjI8IikxGSfI+kZP7PRzF4PxA+3sf57zjp/ppgZJ1ci1QFnDZgg33hF24cJoUmDzbm6SGxCSAjsWsqMzYJuoOvr7IZG3/xnRm21REEskpiMWRISfW/UNEG43NCLHA4xZKbe529K6YN6CZ3/z2w0bNhV7f02Qnx2VBYK5CNokcCT5Ml1hwdi+vfs895unYyKjMN352VHc3U87tUAZFS4tq+jfp+/okaPmzZlTUVnJViNxddPJZ1Amn96W3Ejk9x88xJk4OiKK3+EkdZCatEvaj5lxiVshRt5BIHJgHx0fG48ODw0OxYYaNccpUfv4v6Pj7ciLSatCatk2ucHRB2RD493de/b26Npt29atekSYvCPmSz6qzYEkk016/NqSqDjYHTt+Ej1mz1ubIYkcEwMYNngIQjWeLFS7vqFpxYpVXTp1zs7KCQkKOXvuAndObv0AnnDkbUbQromCqI4wrG6XgPHjKSZD1QyeVpwFsZU8cepMclLyqJGj0F3gCfEnhMTigN47fPjo5s1b8LBzjXLzd+QNhnD0d3R29PQDR3/NGAJNQorJkafJkTGcNSm8qEIyF0F4AZmOkIQ2GYLI9CS0SRjhNSkQUkzMEQXdf1/Q9+kY3yqM5VhWZMcdEB0w24D8nLy//OmlN159LSM9Y/uOXeUV1XjU8eTzdSENWRraJQEU4vnZ3oqqXbv2/u6Z59567Y0jR47pP6KwwaqybgR5PCFlZRWHjxybNGFSetsf0fOFLyNx+UPy6U++UCa8TaLA+w8exURGz5wxk38mIXfXNRFVMySN3FYNgCcoO/KaEVmE6zdvY+OSnZmNTTRyjqZ2EFmrjryYhLdVgb5EGCMXntC8kGS8p4eK/r37yJ+i26MjqYMmSVA1g8JbWlo5Px0nLWCQdMPJBnJcTKx8d3l9Y9PkyUV79u6PjY7r3rX7ypWrcabRbZRcMxpgDNJgKAtjq4RhNXixGgzhRmp/7SMmR5JqY1NzwZiClKTkg4eOREVE4SyoH3lxFn+Snul8qx67dkRE4cWq/UUlI7w2CWPzXE8pC2mAvJhEFYingKQ2iadNakZ4yYURCOnHRFmTwmhVIJ6aJ6kZIbWqBcNZGDcrYJBQCcMkvCb9fjrG+5cS/HSMvp6ykNpEFetm670HNbV1a9esCwoc8fzTz6YkpRSXlGNvyyVA1gJZEYQUkyPJHAsITplYLOJi4n7+k58uXrwEgVBCPesA2FOToBVAPbHKXKq7EhEWzh+W8y1sTyaueh999PHHH3+iGUluJApcvXp17x49cVzmZl8qYAgarJuADHO7jdpfPEXQJuH9kJRR1Tt3W1ruPUCvoou0idDVIK+tBE1uPAWdCy/QDlrQqiYhE5BR8wXzF06bPMU7l833fZG8I+ZLPspLMpdkkx6/tiQMboGQZv+lBKerwQA4C14sLsVBMC0lNT8vHzskVBvLOhbrYcMCBw0cNHv23A0bNhUWjJXPgrGBkrtBekAzWjVglGlfLqTNA0JqwSa1TEGbBIY/QRVz0vNnvqFha9asi4mKMV5ZEWd9iciapGoIomoYvFZt3l5qyGsIL1bD05Z1LrwfUmSBtmpVSMKRJK9VG3RA86UHBNrHJoUXWXiqjoxB+oH2N2Rh6Am08+kYfo+oPeEgSMtJUniMa9dxqrjT1Nzcev/kydOv/fVlnC3krwm5FsgCYcN4BQmw/c9dKK6srk1NSX/6V78uLS2/Xf/4lwUNGG02cLu+cVT+qMT4BDacCxxlnbzf6fh4WaQPBVkNkTQJ+dDBQ8MGD33fe6IyulFkA9oNMDyl220BniIb8HM7G3AWkDHK1KpRsuPdNQx/DUeTkNrKu0hu1AfbfyBw6PBbt27JcDDp0TEE26QTSDceOa6trqk9euyEnp+OM5zk+QvF8+bOCwkckZyYhJM33+XCVgnXL1y0ZP+BgznZuTjxDB82HNOGhx5pIwWjrzRpmAzVgFh1Hzrewq0co2IC+hukhjbZ1dC3Awkg8k0YN6FPz97REVHXb3h+RF4c7LqxHPJ24QR5gwQM3n/hmiEMf7t8wK1w8Hbh5CmAN0x+QM92/f3XEJASDE+pDHia/NzLzeTnEsCxGoRRGYGuiV24I9/O+4LeKPjEB3U0OsJDvtPUUlFR9fZrb0SGRZSUlmPXrNcFO+ABjiQBk1gRUy9cLO3fp29eTu4HH32CjTOWP7daCQwHRGscHWKjY2fOmMm2I92/f//A/gP79u774IMPfNST6ymSzSBp0nvRp3hojxw5dtvpg21ugOdndQbQEhxt6xub+K6J4WYDU0Fmgx9/Fm6obv5uvIb4+HHuSDmE4XmrvhEDmp2ZnZedo8eCyWYk+TEZyTOoTzpDvXrtfURBPTndAAc8AtGRUZs3b21u+6t51PzO3eaVKz1vCkZERI0ZU7hs+cppU6cfO3aCH5z5TH0FRkj9wPsp5L+Oz1p4x/3ZHAzr5cvXVq1avW7dBmNPacPRynI6QgKOJGGYqLoV4sYbjMA2YQT9FGKb/BTuiI77w9PN2U81/Jg03EhHHvDPG3HOTzlAR75BzXfCsEsh46d0AQ6F2PO+/rLnK2ZKyypOe98j5JIhMFYKP6Tmi0vKNm7c/Lunn+H3UZWXV+L0We/9hTyps1FDu8I4DpaUlPXq3qPJ+91aSEePHluxctXUqdNqqqvJIPnWvLZ1UJJ/ctKESWvWrGtsau5IR2nQ3xhOQHiaoAJYF7Bcjh87Pi4m9tChI2iReDIntCxgCR03OZIESdvfVpG7OYtJk5I7ksjRZASVixdLsO1IT039+OOPOQqS6+QdHF/yUW3Jx3oTVU16XXzJR3nJGzdvSRTU89Nmzpw9f+FiSURY2OEjRzFRpTk46yxcuHjpkmWrVq+ZOnVGWmp6wMCAFStWceYIpMmEkBokbdNnIrUq0M6Ol3SQFMYQtEkgJCZ5fUMT9g3G+diAYyECw+Tm/A/wBgM4koCfkg2TkJqnbPCGIKomDWhPR38hDasGTI5WN9KtKD/+biZHxpEXGDyFhnY+HaPeF9SQ9VdUDe1DAZ44puBE+Jc/vThp4uSy8kquCPpVI8gCN1JMmkQg3Lf/4OzZc7p16vL0L38dOHT4seMnjY/MsDK6eqJ64fkuq8z0jB3bd7D5GzZuXLp0aX7+yGPHjkHlYseXxZAo69xQhcS1xReL01JSeT5Td3SohjAC4Q0fLRNYQ4umFAUND5w3b0FUeCR6G6Q9QJQl14IB8TcYR3+bFGcxaUFkzQhvWAkxaWCIcci+c7el9f7D8xeKR+aP7NOjx5bNm71j6EkYCD0iOpfk8fAmyiSZbNLj500+3TvESFXVNfyYqD0/DQbTNS8nb/LEyYjZqDf2LhgmNATISM+IDIsICQ6Nj0uYO2feipWr586dTwfddqNPtKodRBVGQ5vEoV1SoH20lbIAjOMkNEBSm0TWlzMnSIrJ5h1Jw2QwWtAmm7fdDJKC0XYtiCwgafBUNU/ZgOEpMHjUB7JASPoIKSbhRdWkf5NmDEFkehLa5EgagsB2FtJgJDfQ3jeotX13DMGiCaj2/CbvCDjjsV+/fsMzv/o1Tm+l5ZXYIMsyIWsE4UgStgnq2XMXS8sqL1wsxcKB4+Zvf/mrrVu3t957wM+kAEYNbRUnid279w7o1//QwUNofkJcQkZaRvcu3VetXAVVr3pIVHVuqEJ6+/LT0aNGV9dcet/6+jSpGwXK/lWRUdrN2/U3bzfcvHX7/Ru3yisqO7373qHDRydPnjJ8yDB9yCAci9KMgJ4CzSPHoowQiyVbO4ggMHhbMEBefAxGVM3fvOX5E52VK1bhBBwdGRU4ZOi8OXPu37vHPucoMFE2ckkdNEmCKgxu9Mknn9Reqjvu/UElt3mryYvFpWNGj0lOSExNTsnPy9+37wDmHiZqVXVtbk7eli3bVq9eO3HiZIRDIDQ0HCbu56ThRodoVZM2IxDSyAV0IzQpJgj2Ek/ZEETVMExaJQxPz5/CP/mtcmKynQ3S5iXXpDBaFlVbxWSolCV39NS84aBhu0kuvEEaJkLzRi48IYwbL4wmO8JTtkkDjiYhBTZpOGOGyCQRKwXJBVTb/QY13yui+kqCN6OgeUfQGQv33ebWoslT/vC75zds2FRRVXPm7AX7JSPAjRSTI3/6zLmS0vJy3xdwf39k3kg8ObipUUNWxiYRUc6cOZefk1c0uWjVqtVzZs1JTUnLzc1jhyBx+UOirHNDFRIJ8pbNWxBi+QaPAaMahFRPW4UhEIrmzJ6TkZZ+7twFNjMzPXPo4KED+vZDF9xyf0VUq0IajMAoATfav//gypWrwXBpNmD4u8GPG0jCYLgO4sh7p6kZhz+c3TFiSQlJyQkJGPvLly8jGqGrkTzB6e++UWCibOSSPB7eRJkkkxspPO6FU6D31yQ8oY6T056fmsEshXrw0JEdO3bNnj0nYMDA7dt3YseGHUzAoICEuHgwkRGR06ZOP3zkWH7eyPKKKrd3u9kzhM1rhrCdZVGwLzFUgm5uJoPR0FbKRjlUBcIDeDKrq2vRXadPn8WeT6yGG+FYAuFmMhj2iaMbScNkewrkEmPxdbvE5smwHLFqNy27MQKadDkEVQ030o+/wRuq9Kp4OvobpB+wHO3vpwRHE1Siod3flJBPxzgWoRmBzdMZwOa9pfX+pImTnv7Vr0eNHHX+QrEEQlkmADI2KSaD1+TZcxeKS8qmz5j1sx/9eN3adVguHesjuQDLetPdFgTCF//wR5zeJo6fMHPGzKTEpEePHqFDuAIyUdW5oQqJBBlnhLlz5mH5Nu4I1a6bhljFkwICKuqJgIdF0/PbMU3NWCjrLl/dsnkrDp04CIqzXYioAk0aVqrMsRrhXDKgT7/BAwNwoMEdxU18bFmgFwJdrBYoE1Rxx6bmVmyeLtVdwTlp1szZKYnJebl5udm5g/oPKBw9Bt0rydfjahSYNCO5JI+HN1EmyWSTHr828tGjD0rLKvT3aBtTUZOaQSA8c/b8ufMXq2vrNm7cWDC64MOP/zZl0pTFi5fu3bt/yZJlM2bMmjBxckJcQrfOXQvGFGJ8pX80pK+kuzRvMMIbJsKNF9BKNz+ehkmc7UuE0Q62M55KbHqmT5sRMiI4Iiy8zPv37zRpNwFI8n6CmaHaPoTjtYJ2STEJKbA9/avICdukgSbbbgRJ22T7u3kCdHY02Wi3BMNBmwxSMySZ286Sa1I83Ux+o2Db94iKty4CsxNrMWakwQOOjJSASxCZ8LS//Oe/pCanVlbXnj573nHhsEkxGbxBYonB+pKdnfPb//wlHhscIHRNjFwA9cbN+oqKytdfeXXduvXz58/ftXP3hPETTp86zT7hOohEVZIfEglybW3t3LnzEWL17XhHow5+SOYEDoLLli4bP24C1s2lS5ZxlUSUQvzjGiGecq3AUMmIswGSzG833NmxfWdOdg5W7aNHjxtHW325URRUwmYM3rCiXbWXLk8rmpaRlhEcOCIjJXXnjh3VVVUnjh8/ferURx/5piyTr7u9iSp5JC0zeb18yUe1uZFkskmPnze1tLQgjMkpUM9DPRVthiRz7NgOHDiUnJjU0vogJzs3MyMzIz0jMSEpNiYuKDAoLydv8aIlsbFxDe5fPES0y1O2SQNiMiAm/55chTXjx5+kYaWqGUzp1avWdHmv0/Ydu0JDQktKy3UUNJwN0rC6kVo1cO19z87P9perZG8njEDcDJ4mEShTEFUgqsE7MgBIrMwddCYME1XkmneTRTVIYWweAEm0y7u5GbnwApsURkASeTtnwUrvWVBfSaCjcRQ4fvxkVXUtVmQUhNlAiI/NkPQI3vcIcfkffvc8dnllFVVYEfiuCSHrhSPpxmvS84eJp89269J1yMAARMHm1vuos64JIZVkxW7cqi8rr+zRtRtOgXPnzouPjSsYU7B82Qp0CFZA7ztBnkTZuyp6kpA6kUTCtQ0NDbNmz7lV34g6GHe0a6JJN2BpWLJ4Cc4KI4YNP3Tw8G3v65+8VgrRRZEUxjBpWSAmzhXIuOmG9Ru3bNkaFxOLKIgJIJ6ElqkaDjZolVyc0VE4AmKGDA0YPH3q1LLS0sYGzw/EG8nX197k625v8lFtyZGR5KPako/1Jqqa5H0b7zRhxvIUKJB5qKeizWgSOH+hJCQoZMP6DQcOHo6KiIoIi8hIzywsHDdh/MTRowtyc0fiXKhfEWUvSUcJyGhePIVEITKaQhrwY9KgD53FX0itikwII3DkhcHyEh8du3Hj5q1bt6elpNovqAAswShHZIPXcPQXYBIi4p4+fRYbPmwxbWfHYkESBmmb7IYAxkAL7wg3BxRCk3bwU5rhbHjaF2pPo8ICkpoXRkDS0WRDuxkyIYwbSd5gAL9/Na8+HcOLpWgsiAsXLOr8zntDAgbvP3CwpfU+d0xyD/EkSGoeMq5avXotjms7duwqLimzlwnNCGwTVZu8WFy6e8++F373+zdefQ2xFs+PEYQMoEpYbrDZ7PzuezlZOVh9VqxYuXHjxqlF09gnvoXQuyx+8sknH3/8MVZHWSL1immvmzGR0Zs3b+Vx0LivDfaVeBoCctTz3LkLr/31ldTkFIR4TkTtSRgqAVKctSAy3QRiwoqALk1LTg0PDbN/K1EuF39t0rxYbYZAczBYOIX3691HvgWUydenKqGrdW/rZJuodoRkMkwQUIempibMLiMEEuCNeUjYk1Py8xeKt2zd3vW9TthYPPrgI+zXGpuacfjDIwZg/QW4gdNdJJA+7AiJjpWpYsAgRXUUDGfCjfTD2yabRBTEs3Po8NFJEycvWbwUO1pttf3JCGlYbbg5YHq33LuP0PvCc79btHARRgQPHQdClw9QtnnC0apJYQRkhLcFA+Q1NGn7+LcS5LXVYITXVs04kmQ0KYzwdZevOlptUqs2L1Yj1zyFz/ANavoyPKtJ8Ynbtu9cu3bde2+9vWb12uISz89KyIsV9KQzcw2aMM/uttxLSUx+9823z3l/RFAWCwgEVYN05Pkqk0EiuGKLnZ838uc/+enKFStxAEW0tmsiNbzdcAer2w///Xu52bmIgmlpGfFxCZkZmc3NzegTLoVIsjgyCYkENwokmUAeOnQIR0wseXiMddAiRNakQNdQgGNrRWU1Hku7RSLzRgJ9F7tAgZsVpWF8z5+/WF1z6Va9Z3cM0k85gF2Uf38CXbTW80VZUQ8fPvTMxbaeNzqWqiQf600+qi0Jg6Io0I2JjCQf601UhcTlLS2tp8+cO3bc/DgoVQ2DFE/h5XXR0rLKRQsXR0V4/r6F66wxcBrsQLtj/ZAGI7D9RbVnTsfLoWr424yGbSKD3PvLgnPjomOx4GDDzdfh/Zcmlaeb7al57UwBQMBDjn1JdGTUzBmzkIeMCBpbMLbxjvMbtIBjOY4wHKQmBMshIzxIKd+GOFPw4wlImSJoOJKOMDz1Tf+xkqUEeArEqhn/DQTEmf4CfQshr1z1/8tKvldEzb8XRFnYpYaHhOF5xmqM81xKUnJkWERaSurt+kZYeTO7Hrr25DHbbt1u7NKpc2hwCNYCrC9cJrhAEGQAqka0c+OFROApKatISU798fd/kJ6ahphxXX21rq4k27Vu3Ya0lPRhg4d2eufdmKgYhPmM9MyK8gr0CZdCJO9qaS6plA2SydOhn366dcvW6Mjo/fsP8gVMQrrLDawbc4NEHMKi6Xg5SV24NFNDM/49BQiEWKxrai5BZgDWFXCTNVg4rIYD74tG1V663L9P38oKT5/rnjQ6lqpOPoPTWFDQjCQybibJ4fDRxx/zvUDOLnu+aRikeAovkxzTHofsYUOG7tq1h2/x6g5hd/mBdKObs1sJmmchLIFwIzW0yagGIZ7ktWqMPqELYY75cPN2A1aYl/7wx/KKKu6z7cLd4OZJXptE9uwsb91G3MWaNmbUmJJSz0+lZqRnxERG8bUcXXO5yqi5Y+vkjrRSFdKA5h1LM0jHchwZg9Q19+8PT8eaAJp3LEfDrrlWBeDpyQIJsUohjrztT9LB1P7vCzp9dwyE2w2NgUOH4cA0ZXLRzl17Kqtrj584NTRgCE4nOG8htnkmq2oqr5USAKkENv4IVC8897sZ02ZglssCIWuEAdtExg959tyF0vLKpctW/OxHP96wYWNz631dEwFmPyqTm5M3d+78+fMXZmVmv/f2O79/9rm0lLSD3j8i9C6SnuQoU9C5JKhMZ8+eHdC3P478PEi1C8d62iQYkszRt6IK6OmGjvgQiHylpeWvv/zKwH79cQk67fF8aoNRlF0yb2fzADb7GK+s9Az2mK8H3ZMfN5qQKBu5pI6b7jY3MwQak00gU86AQVLV+YWLJWvWrAsaHlhWXolNhtEnjh3lSArcLiEMHnDjHeFWgsG4gZ68o3GVI4Mph1lxqe4Kcu1vXKvhaHLzBw9gyeKe8m7Lvf37DwwfMhSDgt0Jlo7RI0dnZ2aVlJbzjNjxwlmyQQKOJKFNxpMlJgo617AZwJEk3PwJR15knQsP2GuCwPAUUnINR2eBYZJCNO/ncoDO7X2DWtvfCxplYTYcPHh4/boNCF39evVeuXL1+zduFU2Z2r1z1337DpSUlpWVV+DEg1lFf15uFEKAxA4LB8pnfvPbrdt2XCwp49JAQBbIqmHz/knk2M1VVdcO6DegW5eu2OhxNhvAw4YoHhYSWjSlKDY6NiIsfPLkotf++nJOVk5KUgq7BauhrJU6N1QhmYREGjVy1IEDh3DotHtV4MYD9lVkbFLnhtUAHcRZmwhNouYY9z/87vc4LkO1h9guwSbFWXLh7za3rlyxalpRETtNJ5tB8naqJ/l0lXyGts43ckkdMSHhOFhaVn7s+EmZVzYcTTZJVeeYnzWXLmOzFR4SikDIQ7b0CaEZQxBg9eEeyDBRJe/HpHlHkozAMElOQUDGgGEVVRgBGEwzhiiDt/0NVcPNHyUjBCLgoesw/Xbs2Nn5nXcXLFhUXFKGcSmvrE5NSV27Zp3sno0SyNgmIW048vT3c4mYKOhcoo52s+FociN1URQ0I6QtCxz9DVJA3ja5kcy1iapmSBq5jQ78yu6T7wsyB7Av83xz1b0H27Zu7/T2uynJKWkpqQP79n/lpb+kp6YNHjho8+YtcKEzL9TlaBIHI5STk5ndrVMXzEXMPC4W+kUkgW2i2i6Jnd327bt+9fP/zM3O8U7ox/W59v5NPAYI24ePHMvLzUe+fsMmz59tzZydnpbxyp//8uxvn65vaGTPIGFlNF4uM1QhmajyWmwQ1qxZe/DQketO7+cZHWUw0mkiaGirJsUkvKgCR2fhNYkF+uTJ0xs3bsa2AbLwxgwTniAjvLgRZG6hi+/cLS2r6NOzV0V5OfqKvec/oW+N3pZkm6h2hGQSEyrT1NTs/wtiADeTH5KX4Pi7YMFC9GpIUMjE8RPxZOlO02AHGlZH0o9MlRCTMJp09BTYPBlRNWnLomrG5rXVkReSENKwGrwASxkG4M9//FPQ8BEtrffTU9ImT5pSVXMJG5TzF0s2btzSs2s3OOits5Rpl+bGA9oksjAamqEsuaEKSUAVaN4Njp5uJRgkZZKaJzQvuUGK7Gi1SYGomocsq5AmNYSniXmHXhGVIniZFAHgro1NzadPn0UsPHPmHALJtKnT42JikxKTggJH1Ht/I1ScNTykMmEiVtde+t3Tz86cMau07VtGuUxoOPL+STFhTmNbV1Aw9vlnnkUI5Jtz2AYiVCPHBvzhBx9dvvp+wMBBL/3hTy//5a+d3nlvYL8BUZFRgcMD//C85+gzdkzh1s1bGht94dBYPSHoRJLJR7WdKu7fv79r916+8MUeYC8R7BCNG95fCtXnAzdPwJGnv2GyGUKcbSsZ1ATjpV/U1Z6ciG4lOAJuWGJ27doTGx0TMiJo2dKl7Cj0mK8HvclWdfKx3uSj2pIjI8lHtSUf601UkaMyNbV1+h1BTio/880gxdPggfMXilevWoPJFh4aNqj/gBMnTqF73TpQk9rqn7QBE0FZk5QFbqQIhoMwBmkIGiQd/Q2AJyAbSx5l4YWkoB0EIOGMyDe2oHDM6ILoyCh0/vZtO/v17ovlAtvxC8Wl2NmvXr3G8cs3ALtY/7eTXKuGMxmbF5MjaZjsx1ByTQocSeEpOPLtkoR9uZvKQmwHR56wnZnbziQNU/vfI2pEQRvobiyLCCo3vb8li8V908bNs2bO2rfvgPHCIweGpy4AKkHT3ebW8LCIN155taS0HPNPFgtj+eArSAZp85oUHjtuLGRdO3WJiYrx/AxT2999Y/f3i5/+LDwkND83H0fYltYH0hx0Vu2ly4iOyPfvP5iXk9urW/ctm7ewl7zLpm/dpGyQTGRggoz80aNHhQXjSkrKsdixAvbACNCHe/fuX7Z0OdZKCYTaUzpQl0DSP+jckUvEpO+rITwG9/oN1+8N9wM0c/iQocUXL3q61ZvYaexAJoOhKp5IPoPTWFDwU6ybCTlMyNH/x9T3Zet5JfNNwyDFU3iZnJjw69auW7d2/Uef/A2Pz63bnkdDus7owA72p0D7o1gOpRRO+C9TrCLY8wGCTRJyUwAmuxDyIgscnR09AYOnP0gIdiE0UcD+EstCt85dMBzjxo3fuHHT0aPHA4cNx3BjFbpYXIZ98MoVq3A6l2v91xyMTQLk3UyGajjrO9owLhdnXYIBt0scAWdHB12IdrCdWRP6w+r/dgL6y11EMMCSDavByB1tT8+nY9p9RfTWNV8RHaw6zlU4AjbdbcESb1wCFet4aVlFdmY2zl7wgTN9UDM8/0eOHv/5T366evXacu/f0XONMADeMFHtCAlgxdmzd/9vfvkrTHHUs1f3Hq/8+a+d332vaOp0TPdhAUP+9PsXUBPUreHOXcRCtAL59Zueb6z2vgZ8DwffhLj4JYuXeFdOT+LqSUHnkgwT0ob16zPSM3Aj9IDuIgJ9wm5Bjqc0Kjyya6fOU4um4v7kxc1RFriRwlPQjCMMq/hLDiD+Nd65W1FRdeFisbH7cYOUg07A5WHBwewcJm/PtZ/8ONsmqh0hmcSE47sEMEwqe14Rbib/5IWLJZs2bkpOTMIEky41nmHyNmxTu87aKqomNRz5/wop7eqgv2YcL7EBN8OTqua5Gr5//WZjU3NsdAzOglffvxEZHnn23Pk9e/aFjAiqqKwuK6+qrq3bf+DgiOGBmNJyuRRCaBI5SzasBhxJALwffzFp1TaJ3C7o3BF/+vhxduTFX/rE7XI3+PGXwjUjuTCGjw04tP8NavJt2nZxmtdWP553mpoXL1qMNb1ntx7Ll61AGBAfLIWYkTHRMW++9sa+A4cuFpee8f4MoQ1jTXFcekiS11bIJWUVw4cMe+v1N3DTHl27Ty2adunyVcTdyqoaTPq333hzz+69iXEJQN3lq4jWqAZ/DRxAEzwvTnoOLsPmzZ3PvjJWTMkleZy8Sat40nDIQ4jVzwxvQXhU7+0SYuNQz5kzZtU3eL6mRzv7B8uRrQZVCuLTERj+LIfAtgZjivCMMLZi+cqBfftFhoVfuPA4EBrXEnI5VdQQ/tlZ2Q319ewcJHYUe4zJUJm8vp7k072JKnkkzUguyePhTZRJMglZe8n3cqieVzZsq82Q1CYE15rausiwsMtX30dPXrnq6xbpH91XNsQquTDiIIJt1ZCpqC+hoEHSMPnxNODncuSEzQsjcCQBPzwBGS2FcLe5demSZXiWz52/eP5iScDAQRgI8H169lq+fGVKckpqcgrWh/59+vJrIngtcwFUQptsRkOsBjRPQXJHkybFJFbNu8GxBJvXpOa1SUKdGxwv17Ctfvxp0lab0bxBAuLf7rdp+/tlJT+8ZoQEmlvuxcfGLZi/8MDBw0MDhmDplMMQ3BASEI3ee/udn/7gh0lJKaXllWfPXeAenNtw5hQ070gaueDchWLs+N5+/Y3Ro0avWbO2W+cu8hcaEOJiYqMiIlHJJMTBmNg+PXpFhEVgky6VBHAqrK651LdXb3lpVF4907kkm8Qlu3buHJk/sqX1PvuHJRO8F4ARQpjBE3j27PlLdVfst+K0M2GUYEBMdDM8qQpvOFAVBgLqhs3KzBkzJ4ybEBcdmxgXX3/79qoVK5YuXXb/4QeorfhToCyXC49m4rRdWFBYf9sTBdFRuq/8JzojecfhcfKx3kQ3I5fk34T0ySefnL9QjCjI+cOpItNJw82kSYQ9z5p7oZhfEwEcO34SPTCucCwm3qlTZ/g6udFdZAxeOwivrZoU3tGqGQ2D57WOzm6kwYtKQasCzBxsNLE40KpNdBZSVIHtKTB47N727N337ptv7dq9t6yiauvW7dGRUZjSMA3o02/EsOHTp03fsWMXToqLFi42BoWCVnVOwQB5bdWMkGIyZMkNFbnwtkpGeNtkk5o3TAZjyFSFJCOqMFoQ3hBE1p6UbdBKB8k1xM0wkQfa+3SM+qt5PKhymVGKMAYpvKg42WzZsjU4cER4aHjg0OGYWzoKIr912/OhlfXrNjz7699GhEdipeCJUJYSLhyypgjjh7RNFy6W7N6997233u709tvvvPkWDnx0xpq+efPWTu+8Gx4aVnflGm69YcOmmKhoHFJZQ2kO9uyHDx8dOnjIlElTWlpa2GlcNyWX5F1LPcmne6PgzZs3A/oPrKisxoMnzWdOoMPZ51gUAOkoQLtpsHq21Y0R3nYADBKqZiA33rk7fdqMXt26r1m9dveeffwYbWlJCbbS2F5gFeNLvhAAnPY878V6VzcucAI0E/z4ceMRRFGC9JXuMSRDZfL0uzd99NFHzc3N9ahE450PPvDNZm9JvqJ04rVMPsrpjkgo5P79BydOnTl+4hQnj0BPKsI2aQY5dnXI9+zdv3Dx0nXrNzIQouTTZ85VVtUsXbwUjwYCADpE97bMBIC8tpI0cg2bh0xAlpK1yWYMkjBMFD6rp5AEloi6y1d37tx1/PhJ+y0DuURfJapNCoQnsOFG53d5rxPOfCWl5VgQVq1aM27sONwRUxE3rb10GQJmOM6LII1eAuySKQupLyEpsEnxFJOb3EGTI4MqaabdoSdIMucl4qZNFARktLXj4CUdLAQmgrLBALrOQooAtPM9or5v027rLKMLRNUlkic0SR7TCxOrqromMT5h1cpV3td/HjuwHESFew8e7du7/6c//FFWVi5WB9k1A3w1SdYXETRvkJohwJeWVezZs2/woID58xci+JHHjfbvP9itU5eunTqPLRxX6f3h06lF0/idEVJDAG3B44rnpHBMIQ6FtbWX2G+SZFWVJCTXVqTRI0dNGD8Bz5jdgVptF3I5BF1DwuAJmzH8DRMF8qLeuduCzklKSLp0+erps+exmtfUePqhsqI8Kz0jPCRsy5Zt2NZgBMsrqw8eOjJvzrywkFAcwTEN9LkWKgY9JjKKn7+VvmJ3uQlIdLvT1FRdXYstC45rR44eR376zPnLV67eu3cfDlIUksjkHRMdmKiiUcfa/kDCgNt80yQBE6YZZtSs2XN/8bOf//j7PwwcPqKkrIKedK6urYuOiMQWAR1iDJAxBGISXkjkJLWJsBl9C/+M5o2b0mQUbpcDiDNgFEIB22LsCwf1HxAcGIRnE7srnNgcPQE/d6SJjH1HCA13mhLiE0bljyqvqPJ8FvRiycqVqydPmszv7uH8FH9Mztttv9bCyykAduFuNdSV0c62v2aEpGA7A27+5A0r4VaOo7MAnoTtyUIcL3dzFthXOZZDiEkXYt+CjKMz8IR/O5+OQRT0/rKSXNxB4JbGXQ0Vu10soLLDMqwAZmHLvQfz5s77yQ9/lJ2dizkKyGqi1xrBZyWRn79QXFZRdbGkTBispMC7b72zfu26iePHR4ZHjBg2vKa2jsc1AFXFLhKBnIs4Hgw8Nnv37s9Iz1y3bt3ly5dvXPf8Ch/7EImLKZOtlpdXjMwbyYMmwbHRHWIM5OPBa4Pdexr+rQK4uXmKSRxEaG69P2Vy0fTpM4q933WApRwRCDuJjz/xhPnampqUxKTQoOCM1LRxhWNH549cs3r1hfPnY6Oidu7c3dJ6H72HuYDSsJ9Yt25DYlycp8u8vcTcf4JPa2srNvKIvriv96zmGV9UgwyES5cuP3z4+OchpfBPPvkE/KNHHyBB9pBeByRYJcGnorKKX5yNkgnME04YG35MF4pLp06b8frLr/7lTy99/ctf+co/f7FLpy5Y8bU/2hIdEVXf0IQnRDrZgNsEEN52ELiV2XGgBMLg/UCc9VWUjXLw1DfeaU6Ii8/KzKqtu3L4yNF+vftiq4rHTbsRuNa4vF3IJZh4pWXl/fv2xdEcERA9j0m7efPW0OAQWtmHcMZjjgMhwiSqUVPjWwcc7/uZKuPm7J//TLcA3GaC8FKslAyTtJ2MxmetACFlGqTBaNDq38fGP1Y9RMGGa9f8vSJa5fQNagIyRl0dnbVqmwyGJOYiFtmFCxb99Ac/7N2zN04SZeWeLxq1FxoybqQfkyaFLy2rKBhT2OWd99AJRZMmPf3LXyFaM+Yhv9vcunPX7qLJRTjFNjW34qnwPrp3UbdJEychFo4bOw6PcWJ84tzZc65du8bOlORbaL0J6tWrVwtGFyCOorFG8zvYS8wdrRgX22S7AdpNBG1CG7EYIPwjXAENjcyb0PCAAYP27N2H1YT9iWgBQEZnscl2qq6q6t29x5o1a1FDdCmKxdF/wrgJp0+dglUOyuwi9hWTqF77p7du3T516gyiHcdOxlHU4ydOH8Eh7vTZO3eaeC0v/OTjT8rKKnBqRHhDvMQKWFJahghUXFLq+c7ZyqpLdZfrLl+pq7uC+cbydckCzbuZqKKc4tLyoUOGf/F//s9vff3r3//2d771ta8/99unj5/0/LGgOMNn+JBhR44ee/+65zh4s+39AmNQNGgyrI6M8H5MmvTDi0l4UZnLmkBn25OMFhD4m+62FBeX9unZCztRz6CUVSxatLh3j561ly7LA0J/uZYgY/CaNHhM5mPHTsTHxeMgKEOGCRATGT192nR+vh2551PhjZ6XGbp06jxowMDM9AyQduFSsmEyVA1Hnv5iYh8KKTxJR9lWDRgX2s6aNGSDMeDHZMD2JCNwNBmkVgXkDX+qmhEIj7PgyRt3XaOg/ZsSzGWWCy+AyqINUkCVORZBBhIy2kRrc8s9zNe3X3/z2d88vXjJ8tKyCr6zwtWWkEXEjfRjMnjkXLAG9R8YHhp6+NChiLBwLNPsL9Rz6dJlvbr36N+7b1Z65u7dey9cKIYVVUUrEMyQ4wFD/c9fuLhkybLe3Xtu3rSZ/cnX8ZAzcUXevHlLj+49J06YhAt1wwnpEMrCa8aR1ybmqLwIyAl6khdGZK2ielu2bi8oHDd+wqRx4xHup0wpmj5z1hwwCQmJPKbrPjx2/NSRoydwDmPbPYFLJTDXrl4tHD0aPZwQG5eSmHzt+s2ZM2bh7AgTOweJgre3fIk8fHB6u37jpvdGj09prABBhoAP1rjmllZPVTxvH36MWdR2djx93HtwZDhEDsCEAMlXVunjWLhmBDRpK2V00ZKly379i18i+H3vW99GFPz3b37rG1/5t8GDBsOK6tETEXH2rDk4DibExQ3s12/t2nXYaSEAYDXGclzf4PtKQhk4DpDb40bBUAEUiNJQJmedmJALRKWDoyqyVjnTqNo+BkOAxFXYUS1dsqxbpy5TJk3BA8gOQSBMTUndsWMndl30ZG6UI4zmSQqjBTT8+PGTGekZfA2DY3TuQvGu3XsjwyKwJ8PuasXylV3f64Tg17dXbzyhe/buR4zUfzuvCxfGkRdSHIQRB+EpiA8ZgWGSXEA3gcHL6Agj0KS2OpJUCcNkuAkjzhokDZOhGqRtJWOT/nMKhN/3BT1R8PHvC8qVugjhBf55bULAqLt8FdPxhvftaOEJOmPYmu4248gQFR75o+99PycnD1EKW0XMWgEnMXP/JOFIAsLjeYA8fNjwP//xT8uXr7h3/xGOgNgGIiq/+9bb+XkjN27cHB4aPmL4iNjoWKwpqCR/E+vKVV+wRNOaW+9hDe3ybqd9e/aiP7Ge6zUdzMNHjwoKCpMTkwsLx+ESTlD2j3QUc4Fh7SBp8AZj8I4mrJijRhf07tM/Kjo+Iio2MiouMjouJjYhODQCQRFrt+5DAm1HFLl8+Srjlm47GaYPP/xw+dKl6WnpWZlZS5csAQMrk89bJV7ywQcf4OSNKKvvKBXQEBNi2+kzZ6uqa65cvYaAdPSY+eu4Ri5wIw1G4GZChSdPnvr1L3/lO099g1Hwu9/45q9+/ot58xfizCOXQEBnIkjXeL6i4cCAvv1wWMEQHDp0BGcUBAmZJ3p07FETxrDicpzjKyqrN23eVjR1xp69B1rvPWi4c7fe+5EQTG/xFDgyJEXQvGbcSOFFbWi8u2f33q6dOm/fvhORSbYF6LdRI0dv3bqdUbDdckQVUjuIjCh47Njx9NQ0HQXPnvN8JmBQvwE4hnZ6511sf5ctXb57z75Vq1aXlVetWbt+VP4oREGWwwIJFktSmzQvjCEIyIi/4UnekLVKZ61SEJOQWqVAUBWTkNpKWTMG6cjbjDGHNbQ/VcIwad4mybvlAiH9/r6gfIPak9sfKQKNceT9A1OQr6c9ePRhYnziH5///b59B8D4ufbW7UbEoTmz5373m98uGF2IScnnRNYOAAxns01qXkwGr0kAgRD70IIxhS++8IcRw4Zv2LBx27Yde/bsXb5sxfx5C6ZPnRYwMGDBgkUJcQm1ly5jcdGVF/nO3RY0bcK4CexSI125cmX69JnDAob84fkXPL8y0fZuhCNskzB+RsEwaUZ4ke1yhMd5t7BwfMDgYVk5+ZnZeYKomHhEQawa0m+6wz2B8PjJyqrqjz76CO3VsY0y+wFp39696GTEhst1nuMjTfQRfy/zKc5DOGcjvtpDBhijaYw+D3yA9gQcncUkOQUD5N1MFLhvi46K/uq/funfvvgvX/2Xf4Xw5X/+4k9/+COEf1hxa6OcEyfPIFbNmzsvIS4+PjYuKjxiwdx5WenpmzZtQcC4eu2JgesgsF3DRK27fG3ChEnf+cY3v/alL/ft3WfHjl0bNmxat3b9mTPnamrrsNVraX2AYxkeUs4HREecR/mivZ48ugJ6tlAVQV+iZa3evN2AuwzqPxAPVLl6oxT7lfXrN3br0hWPIr90F5fwXgQvB2zGraoEdnWnT5/NxFmwtJz3wiigw3Oyc6ZMnrJx46aReSMrq2ouFpdiUwIgGE+dOq1ocpHnG2TaGuV2O//gVeJvVBvwYzJIN0+DFxMFyYV3hGOLSGqTLkSXbBRuMG41F1ILjjUB/PN2yVR13ob2fl/Q94rok5UmoBqNEd7IKQDwx3QvK6vAxnbWrNnTiqYNDRgyber0zLQMBDn5Y2EDl694cmxU7z/8ABvDP//pJawRxt8RAnx4HEnNi8ngDRL56bPnS8srEcbiYuIG9hsQOGx4v959Xn/51d49eqJFu3fvSYiNnzljJj/X/mSFfU1GnRHs581fIJ8gbW5uOX36dHV1NeRTp04HDh/x3rvvPf/sc4ePHMPSo/tKQNLgNeM2Cv7hx80oxDNqt+tz80b27NU3LiE5Nj4pJi4xISk1PjEFZ8Gx4yboKChgr/JEePFiCRZX9gADmzfA+RJ5pE0bNt6+dQsCSVqRvMZPHzx4gHWKr1KyfH07gje1TcL4mQ9uJskpGCDvZqKAFRY5Zkvv7j0HDRgYMGDg4IGDkPfu3iMqIhLNwa0dy6moqsG1585fwNEQg7B3z97cnDwcRxDMZLA0HAeUQ4lBxEazoGDss795GmfQb33t61//8pdf+sOfZs2cjfW9sGAs4nFiQuLwIUMz0zOXLl2GbRm2PogWldW1cbHx+fkjsUuTV1BZrMgGeEfCMNnAggC3/Lz8mKho7DvZVwCePuxFe/XouXLlasRgPcmZa4GyWAWGVYC4PmXS5LS2syD2KCWlni1vt85dbty8hW3HqpWr5eN4mN6YdT26dD18+Cg6BJezMm6FO5KEXNKRZ7Zd0iiEsgZ5MVEwSA3NOxbebrUdec1ICbZJkyLbd7RNgM1rhrAZAM6eVfraNX/vC1Z6v0fUqDoBkry2CmlAPJtb7mWkpqckJa9YsWrRoiW7du9BPOvbs/epU2fqvd8jI552OZiC1bWXnv3t07m5+Xxbm9MUAkFVIKRhcnQGHHnvJycqLpaU4YHBU4rtYb/efdNT0/v36bd37/7Wew/Qiexfzxm3sQlAPVl5rDtnz50/eOjIxImTxhYUpqWk4kAQHDgCi+DUoqnYkl+8cHH0yFGd3u2UnJjCEthSgd0JgCZxa/aV4UnVMIkqDEkxUUCZbBFJAEvVnDnzg4JC42ITEhNTc3NHhoSEJ6ekJyalzp23kO/UsuvYh0Y34hAG5vqNmx99/DFnl8Q2CoiLVJHIeKJfm8/HH3985eo1RAiUY8QJwPGOmqFARmSaABboaBJVk/Q03AS2lSrWWc8rneWVmLceVFZ7UFF1sbgMJnE2gLrxcgiedwFOnAoZEYRx4ZOiR82ATWJqYRgHBwz9yhf/5TtPfYMfz/nTC3/Yf/AIYi1mNSqzecu2//zZf3zzq1/72pe+0r9PX1zy4OEHKSlp/+3/+v/8y//vf+Fpbbn3ADMBPF87NWDfVM8izZNEOQhvCOpjRo0JCwnFbgDxhu1F21GjefPmDxsyFHfEMVQuZJmEXSzgeDtAeOwhgMChw7Zv34lRwezFA44wjD0u2oUzMQQOGaoBAeEwJjomLycPB2VcaJQvbaSqTfTUjMCRBLS/bimgL6FMZ80LSUEYrRJSuMELwGuTFGL720y78HOJYeIdHf1t0nY2ZqA2UcWAYmFvunnj5E1/n465ffOq6zprMEL64bELGzVy1Mj8kZevvl9SWo55jyk4ccKk8JAwHJvwoGp/uVxIz0fzJ0157rfPILRgBst6wflqqwbpH27O4AXYGk8YP7FPz57vvvV2TlYOAh4eZpyVkOOksnTx0jmz5+KxQTzEUoXN4+svv4L9fu2lun379u/ffwA97v2ymKvwGRwwJHhE8KJFi4cMCnjhud/l5eazNKPVNoyeYV/Z3QWQtE22vzCOAlYH5J5vFb+C1evWnt17sQlgWEKfyP5d+kpUAQ+FGO6bN2/Jn7RLYsxj8lHe9OGHH2KxxEAfPeZ5MdMok3C7I2DzZBz9/ZCGCaqjM+Bm8pFtVrqh3yiIm5g0QxK9XV1zaVxBYVZGJmaavD4pw+QfeLiWLl3+1Fe++u/f/BZCoOeNyae+8bUvfbl3j14YFKz4iDr9+vb/yQ9+uHX7rtdfe/1Xv/jP0aMLli5bMWTwkN/85y+//M//3LN7j6rq2tLScjy2iEx37jp/sNmujEFCxoWNTXdraut27NiJHeGIYYEHDh5GJGZLAdQHnRMwcNC+fQdQc8diAfK2yY8/cjxiZWUV2MjidgiBeCQR4RD1cfzF6jQ0YMjChYvRGxwF1AT9k5KcgrbL7taAJg0HqO1eYqDj/m6kwVN1dAYMf5EN3iYNT20S2GTHPQnxt61kNG8zAkcSy1p5eeWQgCHFp06ebbj3GT4dw+jK3OYFmtcmzxQsrxw0YGBGegam4CnvWyZnzl0Y1H/AiuUr7j14ZGwzjXJu3KxHGb/8+S+yvN/HjWmK1YHQssCRdIObM3gx4VldvmzFa399OTI8Mmj4COygUSs8q/fuPxw3dnzgsMCReSO7d+l66OBhbJxTk1OmTCnCsoWqYtt763Yjmo/xqG+8U1JSPm3aDPQAGoJVJj4uvqGhcf26DVjxjW9raxdufQW4kQZPhqRhIgOg2hgaLH81NZeGDxm6YP4CnIy5UkhHAf47HFETsfD0Wc+ftN+//+CTTz7BOe+JuOdN4O/du3/58lX0D/x5BHSDHh0DtslP9RxNJO1C3MrxY7JheKIzMbuwLHty74vMYvIU63W4VHd58YKF/Xv3rayqwXDI6Ojx0iRy7HbrG+58+PHfNmzc/I1/++r3vu35bM73vvVtnAj/8uKfN23eim0ozz3/8eOfdH6vc92V92Nj43EijI+NCxgwKC9/VN9efb76L//6o3//XlpKWm5ObnpaemR4RMHogtq6y413fN+pdN3zA2V3EScwzxvv3PX8jTl2h94XUZETtPKF1jmz52ARCA8NmzlzFuLQ2bb2elp66iyelzGjC2KjY1EU6i8tEuhmimrA5sGg03CkgxASFHz4yDFsaj0nzsFDUSXcKy4mFsc+hEBMPIwC4r3HYe78gf0GIEaiJizTKBkqoU2iasaw2tA+/MCd5o2r/JDajSDpx9+R16QwGuTFgYKoAs3TZDA29LWOJWgHm9S8mDRDEtPyxMkzl8rLTt1qdn1fkL81zyKkFFEFjjxJ24THAExKUjImOlZSzHscjDZv2db1vc5btmy7du3GjSd/kUAXgrX4bsu91OTU3/zyV8e9v5TU9uT4tttPLBxtpObF5EZqXpPksV4cO37iD8/9rmunzqgG6hMyIhhyYUHh6tVrggJHlJVXJSYkLl60GP3b6e13Z86YFRocUqk27wDWjlWr1mBzHRkRNXvOvB5du2dlZtXU1M6cPhOdYH9fKNtuw5HX/nJHktpfGE36N0FFFDx+4iQWrzLvN25IRzn2laMJqvdc6PmJIh6GLl4swY4MK05FZRVWyqtX30cMgBvPf1IIICVoVSC8o4mCn/ngZpKcggHybiZDNZz1HZGjN6ZPm56dmTUyfyRiPx4KbInYRZ6d4tnzEMBgbiTExWMsuCgbA6RH7fIVzwTAlmvTps3Lli5/4+VXvvxP//xvX/yXr3/5KxC++D/+51f++Yvdu3o+e8LnCNER27iqmktjxhR8/UtfTktNwz4vPCwiNCQMlzz9q1/jxEbPXbv2ZGfl4AyH/V/r/Yf85OS0ommpSSnTp81Ys2bd/v0HsUGsqKjCzMfJFTnOUmfOnFu4YGFGWvrwocOGDx66ddsOPP4Yd7RL+gRA+Nm8eWvPrt3RZKwV0rq2RnlaJ20UUqB5A+g6PFwLFixE16GToyKjcGuE84ULFh3Yf3DwgIHoWDAXikvR0qlTphZNLkJzunXusnfvfoRJozS32/mpAy/RDjYj0LzxIFMWkLRNBq+tQhogD+g7ilVDPNslCUdeGMdLbLi52YULY19Ck/BYmRuvv+/3u2M6FgUB20SGpPQpBWwbL1woHtC3P9Y731JYXLpo0ZJhg4ckxifcuOV5D4P+Aim8vrHp7NnzP/vRj2fMmI09o7GmQCU0qXkxGbwbiephPeJKQSueWxz7XvzDH5cuXf7og48QEkrLKjPTM8NCQt967Y0+PXshwHsOf3dbxhYUvvzin1evWoPNOBounYBd5/z5C2fPntv53U7dunTt27vPb37xn++9/U52ZjaOj1Xebb44O0I6ViD+2qQLMfxFNXjCIKUcrAVHjx5PS0mtqKqx+wrocIf7BMQ5wHNG9B4TvfnJY+obO9v8PTAYqhqGSVfGZvw4a5PkFAyQdzMZquGs7wgZE6xHl67Ll60oGD0mLDgUR7Ht23eicxAMDh46cujwUXhCnTtnXnDgCKzjEgWNoZexA48HDVO3W+eu48dNeOkPf0xKSBpbMBZ7uLGF47D652TlTJwwEZGV35/yc89ZsBP2YDHRcV/71y8lJSb17d03OiomcNhwxM4Xfve8Z9vpfWBxCQLY5s3bBvTtl5eTu3TJsqEBgyPCI/AITxg3YWT+qIy0jNSU1PTUdBwcgbTUdDDRkVF4NJYsWXb4yHFcfv5iCXtA9wk6wfPabO8+CNs4OHob4mmOnsmAMT+l4brtYhXgMTx48NDzzzyLE+2DRx+OHzs+MjwSR2QcbaMiIhEdcWv0NtqG+Jefm4cDK6Lgpk1bsOagt/VN9b0IfUfHuwP2VWRs0hB0gYYzGQFUt7sDYrILMaA93ZzdTEKyELppZz+FGyrgpzkCKUcuN1QD4k+08/eC8lvzqIrUhoJmNBxJgP60YpXHrIqJjMZeErMeDwNQ6n1lZsTwwGPHTsjOy24GLsTj0a9P3zdfe+Os9y0NXs4nSqBJPyaDtxlg6bIV06bN2LFjNwMhVgHEgKlTpz3769+WlpVPnjg5PCQM6xQ8B/TpN3/eguaWe56XfeobG5ua8eBhp3zD+8Yhly3kaP6oUWOwuX7+2ee8f5K4Eg/e6NEFOGnBn6+a6iY7qjKQ7FVHH5sUOPKa1BDTzVsNGJ3CgoLq2jpZuaSvmBO2yRDETUiBWA2T7Qk4ehLaZOcC+riZHEmDETiabJKq5AB2WpgVU6dMwSkKC3Rtbd3MGbMQM6IjIhG64qJjszIy83PystIzER337NmHqSKDYo8dGcwlHMhG5uWPHjUGQ7dy5erBAwMwV19+6S+Hjxyrqb3Mrw/EfAYwA/v06vPj731/247dL/3pxSEBgydOmhITHTug74CXX/rzP/33/zE4YAj2f/BkhQHsXI8cPb548dKc7JxZM2cjsGE7iKcYbohlEtsoUEaYwR3xHEkhAHjpB1ybnpoWFR6JnSI6RNpiNJBwNLk5Aw2NTXNmz500cVJoUMjd5lYsMgjwWEAAhGT0ACvDbe7MmbNwzL3/8ANuYVkCBcc7+jFphnAkAdufqsFrUvNCaoYgaTtrlYx4ikyVgiFraH9RDWdHknAkATee0FbKhj9Uwo+po78vSNhFiCy8m0p/yogEiA7YimakZ2BfyUCI+VdRWY3z0NYt2zBf5XJeq2U8ITt37vnW176OExXfxyb4OBGatE1aFdg8Htc9e/enpWUUFo6bMGESnnDyeGxw2sPhr2unzpVVtStWrOz8znvYMyIEZmdkIfjdvN1QVlaBs/aOHTuxXw4eEYTYxqcaZFV17ZQpRYWFY5/+9W9+98yzfXr2xlZ6QP8B6BZYpaUdhO5YTYpJk4abwI03diFo15Ejx5ISEssrq6WXNNjnbh2uBXETEuBaKaaOwI8zTbTauaCDJk0ajMDNZJegcwQGnDlwwhvUbwB/WQnTAFs9bKC4NGPyeD973Ij/MPmRu42XAJdcvnI1wPO9X5k7du7GU4aYt2Tx0nffehv3wq4OcVcqA+A5Wr9h029++auf/OCHr73yKsJbZVVNdc2lSZOm/Pu3vv3TH/xw5aq1qIz481pf/PD+JgMCJEnxARhiJXbCxCHWPlQBPG7YTfbs1h2zTvbBflrK+Ww7OJIA+nDhwsXYdEZFRi1dugw9PHzIUJ62dTVw3t26bUd2Vk6fnr08b/k/eITl6Nr7ngJZrFG4Vg2ZEKZd2P5UO0IK3HjA0QTS5km68RQ0bzP07AhJuJEGr7f+midpMABJNxPRzrdp278vyFwWR8oCkgJHE2U8pQgqKYnJAf0HrFi5GjIeFTyrcbFxBw8exnMuV0lOAcDFmJev/OXlEYFB2H5i4vLR4paTcCT9w3ZGfZavWIVnJi01PScnD087eXjiGIqHNihwxIsv/GHv3n14WrIysjLSMhYvWoLNI9C/T783X3v9L396EWtQeEgo2oZFDT2OxxsN7N2r9wjPd9O8GDR8xKpVq7Exx2565649OvxLe0UQSG9I7ogO+ju6icwJRBWjdubMORxN0DNYOKSjBP/FDifAd7wcP862yU+xjiaSdiFu5biZ/JCYSNt37OrWuQviH7oXhzwZC+T8Kz3snzgKyDkQAnF+kvS8FspX/HAc5GdPMF44okEoLvEc6aRKHv78RUQ4bM4OHT6KIHHy1FmEQAwxANOq1Ws3b9nGrSqrLddquJGOPGCYUCVsglNTUsePG9+svqKFDRRIGwlNaqvhSRWryvbtO7F5nTVrdkJcArYWaSmpuLU9k9FTpeWVcAscOrxwTMHGjZu8gdD8dIyhGgCvYZi0KgCPIcYeiJBHjyXIVVoVUqBNtmDnAqgCUTWvPbWDkJoRWXhhtIMbSdnmNSkwePG0ScNKxu93x8hfzbcVpIuwSVE5eITtTIDEA495uXnz1h5du00cPxF7VQSMgAGD6i5f1Uci+3KUf7f5Xk52buf3OmOyYhLziZKHSlSBzG/D6oeE4Hl9Jj0jNDisb59+gcMDweBZFWcsECVlFePHTXjlL3/t9PY7YcEhOCdh53i3uRVb4+ARwW+++vofn//97Nlz5s6d1+W9TitWrEIIRICcO3f+hg2bsdHes2ffosVLR40qGNh/QOf3OkVHRmN/itaxA3U3dgTsasIwAQbp35mwL8FyjLUyMiziwMHD2Aiwo6S7NNxMNiNkR0yGquHfZDN+nLVJcmE0/PMG48hXVNWkJCUvX7YCSz/XWeltY3REtk0G8GTdbWkdlT9qy9btF9t+NQzAk4LAhgcN8QZzlw8OpvTs2fMmTJwyaXLR1GkzZs2eN3PW3Jmz5kydNnPP3v2IBwyH+ikTsDlGozpOigk5wjAOan179kIARv39NNA2UTV4IYXBqoLzcVpyamhwyLZt24uLS2OjY9B8Ng3zGdtctJS1gsqPySxburxHl64rlq/AKVyKAng7AM+pvouWbfASLWt/FIVNz+49+yaMn7h0yTLIsghQ0M4CXaCQtkqAJAzeDW6euhAt2P4kbR4g6XiJ5BpgPhPpyBsM0M53x/g+HdM2EkbRxjJt3MBwBgx/4Nr1m82t93FO6t+nL6bd2rXr83Pz7t1/qIfcKJamxqbmjRs2IcYcPXYS0QizllPZeNLk0RVeTAZvkMjxeKBKmZnZ2ZnZ8bEJgwOG7N13AIuCdoaD5xR79hy287HRsb9/5tmEuHg8xqhhYUFhdmbWjh270lLSggKD+vXpu2XrNkbBwoKxXTt36dKpc89uPQcOGBg4LDA/N3/+/IVxsQmY97IUSicY3WhAetX20R1uWNst1hEo8FZ9Y1J84tat27leGB3YwQ6n7MfZj8lQxdOPyZHx46xNklMwQN7NZKvaGXfEbunEiVP8vlAMvR4OY4A4lH7GWoBycLibMW3G0IAh+/YdwBTlHSEgIu7avTcuJg7noYkTJmKiYhOJrd6QIcOHDhsRGRUbHhEdHhkTGY3TfsKQoSNWrlpzobjkhNVMPBo4VqLyKNOrnsdkQOFg8ICAEed2Rwc5SkMIxLOP3fCRw0cRbNhMu/kkKRigc7v+KBxVX7liFQ7ZBw8exn4O1UYrGAtTklLWr9+IrS3bgurh6a6srt25c/cg7xsWt+t9f8UEuNUEkJpINYSn4FY9vmkyZszYdes3jhs7HqreGBF+CjFuCpWgKqRWNbRJ11x4uzk0iYOowgipBYGjvzAGaUCs9JS6USApPgInkq+I+vnumLb3BeEtt2EpUAXkDZOQhCMJYJgxNREwIsMjV65cFR0Z1XrvgZszQJ6HxT//8U/jxk3ATMUM1s8bny7JDTiSNvBgb9u2Myw0PDExOTEhaUjAkFVYFLBseV9CgYOUg0cIPJ6WQ4ePdu/SFavIow8+xonwbsu9T/7+6QcffYLZfKnuyu2GO2gsFimUPG/u/EULF+PJ93yL47oNixcvnTN3/voNm/jal5/mA2IyhlOr9HEsxLFwR1KgTTitjhk9Jj9/JLqdzddAnxAGqVVhbJ6wS/ADP87aREHnAq06mmzSYABZ9G0TYJeAHNMA6y/iz/hx4xue/K1N3eFujMhaBTyvhY4bj70XFnRsEHEv3AWDhUNnZkYWtptFU6aePXu+d/ceBWMKZ0yfOXvWnMGDhyEEZuWOzMzOy8jKJULDo2bNnotKIkzi4IgZjtIQ5CAAGzduXrF8JaJsVc2lY8dOrFy5evnylQAYOOOBkCZrATWBiSETxSL283M0eHD69uqzevUa+X4W3SLAZgSGyb8ntqHomf59+s2eORszOTgwCJ2AmqAamzdvffmlPyPaHT9xasUKLETRfXv1Tk9NR6trLl1OTEgMDQouK6vQn0uSYo1cANVgCE3qxxbLGrYmY8YUAgGDBmPMsFzQZBflv3BjcdDQV9klkEFOaBN5gyFsZ6o2aTACR14KMayOvJDCGKptIvy+L+iNgv6/O8bmxWQzticAEiONuZUQG//Wa6/nZuciftDTzZ98S+v9oslTnnv6mSNHj/Np58MmjxxBWXg8xth4Iuc2VkP8CTyoS5ctz8rMTktNR45wO3LkaPmAgJ1jaTh85Fi/3n0S4xMuX76G9SU2KgaIiYyaP28+nh+0Cy1F5dFYrHo4zmLBguCRvcLNti+ncGw4wLY7WkEaUdDR2ZEkSLbrj0qiE3p2684uQk5IPxDCC2kzJD+TSauE9tekYbJzAX3cTI6kwQhsExmb5PQbPCggIy3d8zfmbW8B2B1OWTMGDGfMrvfefmfvvgNY3LE/Y6zNyc4dPmQYVn9MkuaWe9if7di+c2Re/sIFi3Aw6ttnQOCIkOTUDH49LBEcGhE8IgRXxURFT58+c+rU6QirBw4c2rpt+7AhQ8NDwyZPnNy9c9fw0PBe3brn5ebOnDFz1MhRiCKrVq32fLWT5+8dPX8LwbYjR032Hzi0f/9B7CanTZuenpYeFhw6YnhganIKzp5jRo2p9/YDmmA0VhjNi+zo7OiJ+IqHDvVMTU6dNWPWhx99gpkcEhSMiuHhXb16LfYHE8aNj42OQevWrF5bWVkdFR6BczOea3hmpGeMLRwrR1WBvqM2ad6AG4ke2LFz97tvv5ueljl08NBjx0/e9v7FJP11rgUbtsm4VkjCIG2TFkTWsEl6GrxmbBNyLmLah7LhTMYgHT01qU2QBe1/RhRRUH/PNWpJCOPGC2OQYhISQHjANq2m5hIOQ3xZgNCehoynve7y1d89/cyUKVMZnPh6C8HlhiRzrAhYtfcfOLxx09ZpM2YdPHgEq4P4i5uguLR8zOiCiLAI7IiTU1JDQ0JxLsQ+1yiW+dnzF7Ed/tXPfzFh7NiPPv747dff6NmtBxaFmTNm5eflY5/77K9/M23qNM8B0fuLcWyFtIU5xuOG93sa+YE0sQpsUhiSWtVwNDmWILAdfPK169hE5+bkDh4YsHfv/gsXS9ldBDuHfaJJWxA3IW1TR+DHWRdl54IOmjRJBis7JpUGZhRyrvvGJYZ6obh0/PgJcTGxjU13b9zyvBYqvY1pIB3u63PV/zZDgYCM5yjcu3CzPkePnQgcNhwre1VVDcIArPDxzDTP507veCJic2tsbMKwYSPCwiIjI2OiY+Jj4xLi4pOAw4ePXbt2fcP6jYgQCB5J8YlpyanJCUnz5s5HOTi3Xaq7UlNbV3upDmVxP7dr156UxOQhgwLiY+P37ttfUlqBll4s9rywuHLV6nfeeDMrPTMpIRElwLOquvbSpctsL6a+fi7YFt0ugJ5iIqll7UyZKnNcjhpu3br9xRf+gEjceu/BxeIShG081NhGb9myLTkhEQ7YSKAmiHYAhPzc/Iiw8MChwzFefXr1RsNlgPC03qr3/OijfVO5I3OPp/c3k2mShtBNBNx93ryFe/YeyEzP7N61+5zZ8/CsgaeP5AJ9OaGt2kRZGLFSEFWgSZEFhpvtbzACTRpWkQ0H4Q0YbiLI6AgpJkcG+GyfjsHFAmEMnoyjs5AUJBfI5BCG/gQZPYHu3X+IwxbOamUVVfZCQ1Dm8nTm3IUhg4d+79vfASZNmozNsnGJlnFeTEvLiIuJCw0OTU1NnzVzdlwcHmzfGy3izxzOe/bse+63T2/dsmXB3Ll/ffHPpeWV5ZXVeP5RNwirV69545VXX/nLX9NT07DjM5oGoF0I/2e875HcuOnZERsOAHvAuJaqGykQXlRDoGxATNp6/Ybna7EWL1rSv0/fTZu3Yiute4OALBBVC+ImpG0y4Eb68ReTnQs6aNIkgOl0/MQpBJsjR48z9/zVv/cXesHDaviLSga7h6zMLBytsNRKxwJ2h2tVy9qqVewOcb48cPAw6lBaVjGucHx2ZhaiFIBVWDvTH0NZVVVbXlFVWVUDVFQC1V6hGhMSpWH5xmkV9cQJsrn1PgCZL90jR5l8JJEjLuAuLa33wS9csHDwwEFYzRF1phZNGxIweGC//oh8Dz/4COWgBBSLW/NylsD6ELqGArg58oDNCyM8bodGITy/+teXDx8+2tx6D9vimKgYkOgrjF1yUnLd5SvX2z6TgqtwSUOjp6r79h3ATgKtuHnr8XflHzx4GOdj/WVPxh0BOOPyQ4eObN68Fd2I/iSJS1A4LxR/RMHo6NgB/fqPHj1mzdp1I0eObrA+kuOosgRDNXiDoUqISRy0Saua1DCsWnWEvpYgKSbx1AwF22rI4maYhDFM7f3VvPWXEgIhHXkta2g3TibbRKsm8XTVNzbxSQYw/zB7Ll++hm0sglPv7j0RZk5ZX+glOaY4rMFBIX996c+/+OnPvv7lr3z1X7+Unz8Kj7penrTMNS5oRPC8uQsKC8dmZeUEBQaFhoQtWrQET472lxz8/HkL3n3r7R5dumGnKW4ADgeIuFiSxo4dh33olaueD1saTUaj1q1dHzBwUFhwSHXNJTwhhgOg+0QLmhfS0aRVsWq4uVEWBtXDcjZr1uyC0QXyBySA7kN0oEFqgdCkbeoI/DhrE2WqQorJyAVuJHDhYknh2AnDhgWFhkeFhEaEh0dHR2OblBQRFTt12gz/LzN4Li8unTBhwrFjJ2RZhIC5jVwvqRQMGGOhSQgoIS0ljR/iRWyLDI/Ekd0+Ugig4o44GmJMuS4DXtn35xmGs5ELhARwOe+4YMHCYYOHJCcmnTp1hg2kg3hSFggpPAVH3mAMXqsUUIGy8opxY8fHxcaNHzv+waMPT58+GxURyT00joNhwaEVFVXvXzd/6ROhGo8nYxiaBgZ5ZWV13169O73zLgIkgro4874EGWwLsCHo0a07tiM4/uIMjdUMi8/Zs+dLSspQphxAEY+LiqZv375zwoRJI0eOGj50eN1l3Mz5tTFhhBeTmw9zDXGwyXZhO0sJmrcZTRomY8qRFNngtZUkcpSgGZJ2Llag3b8X7OhZUKsiCwyTrZIRGCY8PNOnTg8NCuF3WM+cMdP7OHkWjosXS55/+tm1a9fjCGUsNAIsWHv27n/2t8985Z+/+O2vP/X9b3/nqS9/ZfCgwZ638dXBjqCKs92OHbuHDh4aEx2H8BkbE1dUNHVk/qixheMQz8RZX8JQd/b8Rc9LQE++Qks3nA4RUAcPCvjE82uxvi+kYGORY9UYmTcyJjqmb8/e585dwKok/cA+EZWMIVAWaJOhCklokhDStupLsAXBQGBBKSmrkDYSbLWOgoZJM0J2xKRVMm6ehslm/Dhrk+TCEBjrjIzswYOHJadmpKRlIqeAoDh23EQsqXItISWQxFlwwrjx/Mk6LH8Ybmybdu/Zv3rN+pu3PZ+/YD/rIbAZG7gQjwajIObhjh27Xn/5FVRVTycAsoCqwYusrQboIG4GDwHLt+dnab0CaoVYYjsTNklPR565NlG1SZHZLY1NzZcuXR7Yf0D3Ll0xBC33HixevCQvJw/bUwwKdtJYXkpKyt93+r1ro3CUtnPn7vy8/PnzF4zKH9V6/yHGUXuKM1qN02RUuOfDqPAPGDgQK0lEWPig/gOxOYiJjA4YMHDe3PmIo4iFO3ft6d9vQGx0bGpKGqL1xImT9+8/iLWCRTlCbqdvSsHgHUlCZAraZMO+ELkWRBUfg9GkmLgeiomyQDwFhgmClEBScg06E1SR+/1LCd9nRJ8oXQBS4MgbpOSa1HA0YYHAFqy55R72XCtWrq6oqkE8e+63z2BywAAHrMWYu53f7VReUY1AyLdkAAgCrALRUTHf+cY3+bMyP/jOd7/z9ae++41vjh5VcF59g4bkAIqaOWtOVmb2lMlFOTl5YaHhgcMCseJnZeciQHoOl6p8XQJMABkBTQjGu3fv/dPzL2Dqnzrt+YoQaSzym7cbzpw5h6PV2rXrbtc34DHD2kGTuAkMRnwE2iQOQgojEFLnAkcVg1I0uSgjPQOLCNsoYKu53DuaKOhcYLsJDJXQ/gYpMBjtaZgMK1VNihtajSg4ZGhgRnaeB97PVWZm5+EsOGHilPPeP7DTkBIITIbx48YvW7ocC2jDnbuYhy/96aXvfvPbv3/u+UtPbv/Z4QLNGya+qYzFNC8779Dho6VlldOmTi+aMrXtQ9ePnY0SpByDdIN/K8DFhUBbjOYQxn0piKrhSAKO/lSF9Dp4Hq6jR48j3hSMKUhJTN6wYRMOZOj2BQsWzZu3oLjEs6/FuTkqPBKHReyt2y70FfVkaR6gn8vLKxFQvR87GpoQF4cgxxWJnuKMfcCu3XuHDhkKBwz61m3b163bsHXbDqiYQgi9Bw8f7dG12/HjJ+7df7hy5erJk6YsW7oCtUIUjIqMnr9gIarKogB2rKhyL4GYDCvVjpMUbJMjKSbNkzQYwNETcCQBg5cAxnK01VCFZG5bRcVZ0N+v7MrvC8qVGv8AT5ORU9Aggx0kotGE8RPXr9+AiRs4dFhqUkpcdExOZjZmITZZcEO0qKqqee2vLw8JGIydb0VlDb8gg+ACVFldixj21X/51+99y/OzMsB3nvpGrx69Dh85jnmpnUXGYQ7BNSEuITw0PDw0bPSoMXPnzp87d0HfXn02bdqCNc7wF7iRAOb9gQOHhgYM/soXv7h40RKsVrrJ2PGVlpXPmD4DjT1x4tTp02c9u1fvL8toNxt27wkcTW7+HS8HKoDFIicrBzEbxxrdUpElCtpw7CWNdh0E7FuDJGzeT7Gf9Y7YWiUkJHfp2mNEUGhQcBgQHBIREhqBuOg9C/q+e90A+oT7JEw8hEAcB7EOYg/35quvf/upp/7ti//y4+99v6y8CkOvAwn73FHlWEDAE3Hi5KmQoGA8IP379D185Bj2hZjAO3buQmnGVTb8mDoIxxKkejbc/A2G0LybDyCdZvjcaWqeOmVqwZjCAf3613l/Rh+LCx7ANavXZmdmV1RWY0BLyytjo2I2rN/A13L93AUmAIUgEEaFRcRERScnJYcFhyJcGZ6eJay+cdCAgYsWLq6urcMGGsDQYwE5d/7ice+PbtZduTa2cOyMaTMQBccWjkuIi8/OyklPzxw/YeL0GTOnTJmKB00qY8wKgJUxVM24AT7cM2HlsRcZxxL8FNuROwrcCrd5R5Jw4234KcSDdv9SQv++IHOBlKJJQpv8C7ZKUMYE2r5tR3RkVN/efZYuWdbS+gC7OgwYpgX2vXQDMJAIlrHRMS8897vgEUHYBUPlioMcsw3R8YXfPf9P/+2/f/mf/tmDf/7il/7XP/3Hj38yaeJkzEi4EbyEwslTZ2Nj4jZs3Lxs+YoxYwojwiN79+oTFhLap1fvyZOLEM+0v4YbiUuWL1+JGqKeO3ftRhPQEGkvmoONZOCw4RFh4XgGcnPyoiOjES9nzZzV6P02GfG0wU5gj1HVJEGT5kU1eA0/JlQedc7Lzjl8+CjWdN1Skf3A28O+qOCIDpYD+CnH5v9vvCPm1fIVq8aOnTBpctGUomnTps+cNn3W9BmzIWDaGO8LamAdxJqLw9+8ufMz0zJWr1n/ra899fUvffm73/jmd5566rvf/BaK5ULM/pchENlRwHCcP3+xe+eumNWYQidPnimrqAoOHEGTeArIkJRck+JmCAIytjNyR2ebp2qYtEDZyIUXGCQFIYHmlntYRnbu2lNYMHbP3n3yXYbI+/TstX79RqwYfEIH9R8AfwQvKccoiuTlKx7+dsMdqHNmzenaqfPAfv0ZBbUnHnOcQUODQ7AE5WbnYvRxIzwv2EJh9xMdFf3uW2+vXbd+3/6DkeERuHzUqNFLlyyfNm3GqJGjY6OiR+aNDAkKQTmIpshROCqM0UT04jGApL4pVYMUaBIlHDl6vKho2vz5CxkktI/b5QL/PAVhbJ6qBp0NkyNJOPK2vzAC4X1CO38pYX13jFzJUth3ugfJG6CDFrSnkJoniWl66NCRiLAwBLZhg4dgAiEuYuyNS6CCb269h/Vl+JChL73wxz179l1o+1M2kJj9iI4jhgVipwxgUiIf0Lf/1KnTeXDE7KQz4d3snwseEfzCc8+/8peXB/QbGBYSjkCYnZ0bF5eAecMTJNzoz9VNrtUkARKHyyGDAsYVjnv04ceewPbk5gtMRlo6du61dVcuXb6KhwS7xV279/Tu0XPzpi1onXSXDd2rBqlNRgk248eZ0DwexbKyioCBA7F2YMfgv/lkNE/Zj7Mfk6GKpx+TI+PHWZskpyCAPwIhholb+/MXPV8zRplxzvBnCULi2g0bNk2eOLlPrz7f/tpTfK0e+Tf+7avP/Pq3CKIMXdL57Y4OgGUUR3McaLDCooSSsophg4fu2rVHvvHEKMQu37Fw281/ZUiSF0/Nd6QQwpF3I3U5LFyYltb70RFRGJeM9Izde/ZWVtXERsemJCaVlpbv2LEzYMDAmTNmgcRxEJGpaMpURE2UIKWxHFGlcOQYJmxZyiuqSssqEFfoIJ54crds2dq7Zy+czvEs79mzf+OGTf369EE15s6dFzIi+MSJU6FBIVAjQsMvX31/cMCQ/Nz8xITEtNT08ePGwxlrDiYVAzYObRAuFnu+vuCil8St671/Z4xqqAo79LlUiQKcb9ysn1o0DTu2goKx1TWX3n/yz7cEci1bbUCKFVX8NWkIUpThKWAhgL6pkMIYoImXUBZnfUcBGUS39v9qnr+sJEWILHDsHeCJO1lwNMklLBMBD5up1OTUmMjojLSMMaPGNDW3iqe4UcCExIRobr2fnpre+Z33+LqTrDgVldXVtXVETe3lmtq6qppLCKtcrewFCw8Mcn4CHjH4wMHD2K9t37Fry5ZtYFiysW5SdlxMQeJew4YMnTF95oOHH+hNHIGK9+zWff68BaNGjhoxPBArqWdzWlKG44L3T8p8H/Aj2GrHDjQg/cOOtS8RRjxJkjesVCljXA4fOZqXm4eOZRv9NJ+M5inbHWg4kxEYDFUpxDZpnoKf6rmZJKfgHyhElyO8qFIO5uS2bTvGFo598YU/fuMr//a9b30bwHHwB9/995H5I9G9ju+lATI6Nhg4sdvbs3c/ysdGcO7c+WEhoVgtOWrGfKBARnit2rDLoUCAF5Mj5L4GPhPpyAOaN6qBKBgbHYMOQeBBL+3duz8pIXH0qNE9unRFd43MzUeUGj1qTEVlDR7tvr36nDh5qqGxybiXyCxcWzFYKFZIzV+qu7xs2fJjx07MnDEzKjIKp8a1a9atWrU6IzV9wfyFCLfY8mLXjrPhypWrx4+bgMg3acKkvJy8nJzcrMzswGGBkO+23LvT1IIdfeDQYRjQ7Kzs+Lh4LBTYOu/cufvAgYNl5Z4v5UCdcUc/QwATq4clCGvglClTx4wpGNB/ABYcTDnDmcAlmD+N3j+dFIaCNFPAwgk/pJ8SCDfeDfqOLFyXAEbuCNBZO7T36ZgOvC8oVlEJkmISxhC0yYZnv3O3ZdrUaVERUfzSI9ufDMn6Bs9HkN976x2ELm7JseLIwuQfegkD8DygBAALigZ4egr05ZoRgLlYXLZo4eKnf/VrrH2I1lJzCtjlbdq8BfEbMz49NW1g/wF4XLMysuKiY6cWTcXkprNuqcBmSDI3rDZjkIaJjFgFeGYOHjqcnJiEhYPLOlvt2HxCmyhTFdIwEYbJVv14apPIwggcSYKkNomzJgW2yWZIYiJt27b97dff+M1//vJL3p+AB778T//8za9+rdM77+FsYR8sbNhD09x6LyEuftzY8dhFYeriXonxiVhhWRo9tb8UrkmqAl0BIYURnn8YjtMPHlI8tVhnydv+VA2TI+nIaNgmR3/sjhNi49EzQcMDERHPX7gYHRmFLsIebuu27ZHhEdhC9OnZe+bM2XWXr06dOn1Av/5ojqz7AhZrFE7GjfT0C9aw5tZz5y9gHTt06HDLvQc4tYNDXyFoYWhu1Tfeu/9w/PiJBWMKp02dPmnilImTpowZU5ifP3LG9BnBQaH3H36IkImYPWH8BBwNvS85eF6OmjN7bm5OLoZ46OAhOVnZq1auxh0RsTyfOL1zFw8pRoEVe6J63leDz5w936Nbj/S0jMEDAzyL0uNPonqGm5WHgEpuWL9x1oxZaAjOi0+UoyD+RLuTloLN26RWNWx/m9G8QQLi36HfF9SviAJ+WihA0babY1X8APMDw7l9+85ZM2fv2b0X44SRYL0NT4Dk9Zu3ceh77a8vY7tX6v1+UVl6/ECv4zbsVYwgaZjcCsGcq7tyDQe+4UOGyolWgMpjtqGx/IPilStWbd60pdL7x8uYx2iV9hTZjRH4MbU7iHItBLscVKm6phY7UzyQp04/8cNyIreLz+T8DwDlO46O4339kHYhjs6AH5MBuGF+pqWkvvLnv8THxkWFRwBYjsNDQgf1H1BcXIrJj27HMNW2fbuKhgyfHh2Q2DLOmT0nLzff+zqHZxuXm5OHucedvnY2YJjc3DQwMz0ruPflOMze3bv3ov5hwaHjCsedOnUGsRA39VOOYaJq+7vxfmA7oyZl5ZUD+vaLiYy+cfNWc+t97DKXLl1eXVs3edIUjMKjDz7C+e+dN97cs3dfVc2l0KDghfMXIlyhjbocx2r4qZuYIHhfwGxBRzEu1tZdQaCS8sFv3LRlUP+BPbv3QB4WEpYQl5CakpafP2rihElHj53AIXLXrj1ohezCMawXi0tLyyuBg4eOrFu7PjM9M3iE55tRly5ZhmXT+wm7OygZd0EFkKMfMC5YYXAG3blzz7y5CzLSswKHjygsGMs3NeFGsFYA/BFfX/nzXw8cOIQK04THHzIWK0R37nj0JX5gFK7hyHfcXzwd/d0KAWBq531BfkYUrnjADEgpBg900F8YkiJQ5gOGEe3bu8+M6TODA4PwaPFda+0pF5JBk243NPbr3adn954HDh7GnhqThi9DtQusTQZDcNkySMCRd/MsK6/Cbu4Pv3v+0KEjeAak8qy/CACmFCYunxbGP/EUHzdVQN7RU5MCw1lAXpuEQSsyUtNXrlyFBdf+A/mOwM0ZfMfL8eNsm/wU62hyI93K8WOyge38vn0H8nPzP/7bp1hwidZ7D7BCYeZjwuCkwp5nh0PA3AAwK3T+eJJcvopTBfb1PAuiJoiCUZGRR44cw2rIcjxubePI3BAM2QCfSuQA1kHcYsuWbYjZjz78ePWq1ThL4aFDixBvPH+N7j2DGiUQcgvJtUq4yQJeZbhp5rHg/ZOq0aNGd+/SLTsz69GHH61etSYsJBTLDGq7f//Bhx985PlDhRWrQoNDikvLDx0+2q1zl02btvBlGBYi0LcQVWDzGCY8y+iKxqbmprvNiCtLlix97+13Zk6fic4UHzzyCEU4qqKqmAP3H36A0UTcQj+HBAVPnzYDq5meP3qmYZU7jzNicem+/QcR3ccWjsMZcdjgocmJSRgdFO6Jf3db4LZwwSJsxHGuGDduQii2LOMmzJo1JyM9E6EZE4mDi1ajwqwYQubECRNRWlZGFioGFa1AxZYuXpqXk5eblbNp42b44xY4RErbdQ/YjM3TZAiUqVIQVTOUSQovJFXNGADZkb8XhN/jQMrLAMQbBlgJs1KoVg2yg+DjHRcdi2cJK+zChYsCBgzE8yaTxoZUA0/nsWMnBg8c9MyvfzNy5KiS0vJz531/OyGzRyDTqF2S0Lzs+v2Q5HFg2r1n3x+f//3yZcuNN94JUTvOG0wHYQzWP1YIgedh06bNackpeDjZZMBuPntAoJl2nR1NhqrhZhLGzx3dTJJTMEDezWSohjP28tjjZ6SlY5lDf+rhwDBVVdcap0AsTFBBXqoDrhB1l6+AwfMC4HIsTwh9I4YH8m/gMPnHjB4zZfKUpuZWT7xse0VL7iV3dIT2weVYo8+ePX/wwKGSkjI8ZdOmTu/epevI/FHYdM6dM3f6tOlYqRH5SssqsCSnJKUsW7qcUYSFCMh0BOKv560WJBfeAE24HL2HVXvFilVpKWlQ0V1Bw0cgbEyaOBlnQYSl69dv3m1pxbYbyz3OiMuXrxwyaDA9pXC3u2jwjprBFmTNmrUBAwchnBw8eBhrGk6iOK+nJCUj8vES5LgXOhlBCCRi4eJFS3p06RoaFAJkZmTi2Ccbes4fx6UG+x7PAdH7l4hYOUfmjUQzI8MicK/E+ITe3XsiQM6bNx/REcEPG6b8vHychqOjPL+ziPCMk8aQgQEYSpw30HDUCiNYUFCYlZk1fOhw9MycWbOxm8/KyMQCu37DppUrV3d+591dO3fDjQ032g7YvD2aBvQl4ixwu8oNKEEXIiW34Xo7vy/o++4YVWnHGpA3rJQ1IzA8NWjClMVADh4UMHv2nCEBg+Nj4vbs3ospwoGhmyGwnVQxje49eLh37/7X/voyNkSnvH+eJdOFU4fQE8g/SWjemIWOJACmpKyiX59+mIVYR/RDJQBjk4Sb6bP6G6CbdrYnipgMnjIagk1JQlz85s1b+RaUY/MBMpqn7MfZj8lQNdxMwvwDd5ScggHybiZDFU90FyYkjnpHj5/E8oT9hHQvBYCPrjCQr9+4OW36zOiYuKTktMSk1OSU9PSM7KzsvJTUjNVr1mHOYwHF4oXIF4Qo6P2GI9wIx5ohgwJwTEQhuGPjnWbOQH0vAzg33G32vDLPAwE8r12/iRPA1KKpPbp2S4iNj4mKHjFsOILE3n37ETCw2uIW3bt227hpC+If2lhaXjl71pwli5fKW+Asx+2+Nk9VSD05AcOfqibpr0k8ejOmz5w4cXJGesaFC8U4dufnjZwzZx7CNpbyvr16r1m9trml9XZ9Q3RkFEJg3ZVrEE6eOo1JLsUSduEaNomuKxxTGB8bP2/u/NiY2JioGEy25KTkRQsXIfDAAQViJ4RDH4amsqoGoWjShEk4jO7cuRtLx8FDRzCO2DPJLOKM8jOZCVxSXFLGE+TGTZsR6TFSiI5oVODQ4bHRsRlpGQjGOTm5iP1bt+148OhD/uBG8IigU6c933iHuqFWhw4d6fJuJ+zYNm7cPGfO3FUr12AzAfViiedLkj2/QhURdf/BB2iCrM8adkehvUYXkdSqXKJ5+yqAnnAzPAmqboV7cM1/FGw7CxpFEMZdNQyenuIvVs0IycqhN/FIr1mzbvzY8du37fAcw9u6WDsThiol4NRVWVk9sF//3j16YtHRKzUh00V4gyFsf8o6dyMBzMUjR4+/+pe/FheXynrnH2yj0S5Ck5R1LhDV4N0YmwTI+7HiGcZ+H094TW0depi/KkdI8wFRtSBuQnbEpFVC+2uy3VwAlXA0GSQ9CSEFtslgMAnPe35g6ODiRYtnzpg1sP+AgjEFDY2PZ4VbV2M+IyZlZGQPGDg4MTktPjElITElPik1ISk1MCh0xsw5d5tb4RMVHtnpnXdHjxzt/QsWz90RDrMzshJxQXJq985dVq1cjXip72LIiFvHT5zEqWXp4mXVNZcQPO7cbcG83bFjV8/uPQ4cPIySUSwWQbYFMiIfRh/RF1EWApjSsoqJEybxi8GkcIHcUd9aoEk+y2AcPQGbp7PN4/CK1fzt199E8Eax6C7s3t57+525c+chzGCpGZmXj9riTHPgwKF+vfqgFWNGjZkzey4DlcAunKrkKJzVpgogkCxdvHTEsMBRI0fj7jiHZaZnpKemwaG59T5GH2Fy/dr1EWHhKckpYSGhocEhmemZe72/1Ihq4JQGQOAU4rAyJ4QXUjMALsdIeZ7Qs+eBY8dPvv7qazNmzPJ8tVDRNAjpaekzZ85++MFHcdGxGGJsDpYvW86PL2DWYV6hSuBzs3MG9u03tWgazhWIr5gAKBmjP6j/gDGjRm/ZshXrwI22N4PZdvaDgKQ42LxtMiBTQpNk9LUyBLZJ88zb+0sJ798Lwk8XSoA0ChU48ra/qI7+6HrMHjyBeGgh83IcB7FDoSqelOlgkJjTuOTdN9/CRgyPKAYPc8KeJYQf3jBR1bkbCXAGv/PGW5s2bsZu6/3rvg/4GBXWcDORFJP2MfzF0+BJGgzgSBKOhRAYCzxdaNr8eQs2bNiE54SLoG4+IKoh6FwAldCkH/hxJu+WCzpo0qTBCNxMJDETEEKwBw/1vM0zffGiJWvWrMVkxhTV66bkAqh8rSwrK2fo0MDs3JEZWbnpXkAIi4ieO2/how8+2rJ5a1hIGPb75y+W4F68NVY93H337r0YnR07dw8eFHDq5Jmb6p0FfUeceyB0fa/z6FGjCwvGDhs8dPeuPatXr+nXqzcW8YULFiHUoWRCWsp2ZWdmDwkYvGz5SvhUVtdmZWQh4mJ9512MBQR3ITRJ3mAEjv426Caecl/0Mxb0pUuWoSu4pKAT1q1djwNrfEzc4EGDseHGcoELEQsXLlzUp1fvGTNmokXsExZCGCpBUpsg444Ax+78+Yt79uw7der0J3/79OO/fYrgunzZCmxQ+Looduq43Z69+9GfOL3hCCi7dsCYVFR1LoBqMAY4dq+9/EpWRuaUKVOTsKVKScOWZcyYQoS9KZOmpKemr1y1BiEZTzdqDtReuozBRexMS05FE7LSMwOHB4aHhuFGKAorwL59B+bMnoPTbXKi7zVeoysM+OnAdiFuhr/xBBkASRikV7jecO1au5+O6ehvSogsPFWbMXIKGiQN/vrN25VVNUeOHsNkxRYVMVKWD+aOwJzGIeyZX/0aWxj7B5g03EycPQZj5G4kZSwLo0eN+d3Tz6xYvhLPAyqPuQJg342Z5/ljoLstaJRMIAEbrgWb16RmMMboMTyEuCN2dHKJ4WnzmhTGkEVF92IPGB4SmpKUEjQ8EPto7A0BPMPIpTd0h5CR3Ibt7wd+nLWJgs4FHTRp0mAEbiaSCBVYbrCw3rjp+VNrjD4GHQMk/an7nCplgMEyMTGla9ceIWGRIaFARGhYZGhY1JChgXPmLvj4k79j/Zo6dTomG9dBuTtUz4icv4jHJzMjE8EJJyHjXshRE9wlMiwiLiYOCx8elkULF6cmp+KgsH7DJpxLuMUx2ggGq3Z+Xv6IYcM3b97Ss1t3nD6XLVvR+d330F6spHILDTAaNklV58ILtEmTBiM8WodHjNtoMFeveVTEaXTsrl17sJrjeQEPa3PLvWXLlvfq3gOnH74iKoVoCGnkAMrE4FZU1Vy6fBUCykQ59+4/xF1w+scWITEuPiYqZs3a9T26dccTGhUeUV1bh2FCXNHdS1nnbiQB1WAMwIpxycnO/eXP/gPPLHY2BaMLsDYOGjAI1UY9oyOjQoKCX/vrKyX8iTfv7gGniPS0jPCQMLQLS1ZL64O01LRVq9agOTgUHjl6HAfKoMCgpIRENFO6gmCHaIako8mRMXgtaB8N+hhuIgtDod33BduJghRsXpPCaFIgvBa0KkDYy8/Nf/ett0ODQpYvXzFv7vxLdVdkERHItQSCAZ75LVu2Pf2rX69dsw4bVcfZ48gQ4AnNGLmtamA/jukyYdyEt15/463XXn/vrbexF3vj1ddefOGP2IfiCcQz8NILfzxy5Dj2p1J/abhAGiWqQWoTnvYdO3YVFU2bPLnI+yT73LSPCJoXkNFWkamSQeEYmk/+/mlifML0aTNwDpg9a07w8BHLli7HuunWV4QmO2LSKhlZlwnDKqSdC+jjZnIkDUbgxwRgRUyMTzx58lTjncfvlklPSn8aJFVMY6yVS5etyM0bOXbs+PHjJ02cNGXS5KLJU6ZNnFR09NjJU6fO9Oze4+ixE2fazhD61lSxYOHUnp6ahhiMAnX5mC0PHn44d87csODQE95XbnEJzpTyaReWwJIpEyizqGhqn569qqpr7z14NK5wXN9evQIGDtq//+D9hx94P/X6EA8gn1OjUQaEFzcyjryQBu9IEsJ7NojqR32x9PPcI24IkJjSly5d1jxNzCkYpOQoEJEPJ60ff/8Hv3/u+b17DyCsYu+L7cLzzz733/6v/+vdd95DH6KTAwYMmjF95qJFS3Ds5tKk+xagqnM3koBqMISQiLKYJBHhkb169OrepWtiQlJCfMKC+QsLC8ftP3CIr4KuXLEKDy8azklyq77x2LHjRVOKNm/eikkIEnvfaVOnz5+/EEeTlStXd3rnXWzv9u7dX1NbJ70KNwooQUCGpB+TQVIQ1ZBtlQxBWecCegLt/rLS47+UcCxCMwR5w2ozmnTkNUOyvqEpPjYOfT00YDCe1cBhgaPyR2I83PyFxKTE6I4tHPfKn/+CkCRLswFHErAnFlUjt0kBVEw+rCYXikuxgVq+bMWx4ydRk40bN4cGh/Tr0zc2OrZf775J8YlYNVhzXX+jOYagZ5s24TFOT8/cvWdfRkaW7H8NHwqUBWKSXGCrZFA+nmkshYcOH8X2Nzoias3qtVHhkehqNFk6R3pDC9pEldCkI7C3wOqM7QXhkb1nUIAbal0OBZ0LOmjSpMEIbBNUxBKcz/Bvz979QYEjuMWWDtQ9SVVyYQiMIM4uCGACTH7mDx99mBAXP3nSlNKySsdqEOiWM+fOBw4dhpDJFx5QPuYP9jHYTBRNLuryXifs61Fhx8sJKRw5uxpnJsTCB48+RE1wnMI+NSMt/e+ffrpi2QocTxNi45MTk/lBVjZEN8poo4A8TdpBeE0KDE/mtidqgvqfPn0WDefjI87MAfASBrRVQF5M9KQJfYvy//2b3+7ft//QIUPffO0NfsvgzFlzfvjd733nqacQHfcdOJSakjpjxsy5s+f26dl7x87dmMPStwLpasndSAKqwRjAY4K4FRYShqjWp0evUSNHz5o9Z8qkoqTEZJxNPS9O3Lx9u8H3V4ZsGvKbt+uxnoDE0RAM+m3bth1vv/5manLKe2+9s3PnbhxzYUWP8RLpCinBIIUxeM0IbziILDBIqGR0rk2EkB37jGjbX0o4FuHGU+4ISZAkz6kpJBlsSYKGB+I4j2HGU4dF0PPhN9jUH5WLvwHsUPCIDh8yFM85FgJ7wlH1Q/rnRbZfMjKsuDViAyoPYKtd4t1oX7p8de6ceeGhYQ8/+EjaTrBFbJRumsjw5yXiCaC9FZXVOAXm5OT279cft0Cgoj/By+mseZJSoObJkJScQN9OnTIVC3HdlWtYGXt374nnBAcLtGjrtu0IAEa3SIdosoMmyui9nTv3FBaOHzd+4thxE8Z5z0ZTiqZPmjJt9px5sEoJvESrZAT+TZJTMEDeNgmJsV6+fOX0adNzs3P79e4zf+589K1jPDBU6VthBIYJXV1Tc2lgv/7HT3jml1EZXT2Y8fjMmD6jb6/e5RWVmBIoBI/Vvn0Henbrnp8/CssZKuxYgi6HwKQCMAAIdXv27MvLzSsYXRAZHvGn558fM2r0ow8+GjJoMMLAz3/8k7joWJ4hpOZSeWmOqJq0eaIj/sJoEvA+GlU4hA3o2w8HVqz7nO0C+xJHGD5SCPg7d1sQY/7Xf/vvGzZu3rPvwNe//JUB/foPHTw0IT4RQId87V+/NGHCxNiomFWrVmPgDh85hqVAOtbu8H/s8TF45hjf6dNmYsiWLFk2sN+A5KSU2Jg4bFsnjJ8QNCIIzy/PvmgOAh5kdBd3A9JSWjF5jh0/sW/v/gsXiut9fy9o9okAPOGH1x2oeT+kYbJJzRAkn7R27NMxWFQ9nfLkXCFj84TtzNz27whJGXuN4MAg7HaxxmFaYG3FHvPo0ePYpGhnuUQupIzLb9yqf+/td8JCQssrq/EAy3QBUKBMNQM0aaswwmOGUdCkwJHUPNamuXPnvfznv2DC3fTuT1lnR4iJbgJxANAn2F327NYzMT4xKSFp3fqNCFTaQYPX6lwgJGGQVAE8EjjbBg4dHh3l+dXQ/Nw8LAQgV69ag23H/PkLEft1D0jDNWmYKBsmkdFjixYt7d6tV3hEdGRUrAfRWGwTwiKiweCAIuXwKkPV0CaAi4WYJBeGEMbgtRVzbO++A53feW/RwsUbNmzi74xzTdH9qeFocmSYY/VpbrmHUIRRlt2GXRNR8eyUlVdhEUTAa/F+ldfHn3y6fNmKqUXTamovo8K8RF9IQVTi3IXiEydODx08JC0lFafbQf0HYFXdtXtvaHBIbHQMTn6nTp/BwOw/cIjvMGFC6vqz8pIbqpACMI6kwQD0dHRGX2FOYh1oab2fEJeAgD1zxqzWew9w0MFWwL7KsRzA0U0ABiOSmZH51Ff+be++g6fPnP/h976PDVBQYNCwwUMLCgp/84v//NbXvo6NSMGYgtzsHJzM5K1c9q3R4TZPVSC8YTJ45ngSV61a0/m9zq++/Oqvf/6L4MDgrMzsjPTMnJz8xMRkz9dqew8VCH7orpraSxUVVRhNrB4yb6XV2NmgP7m/MUzMNSkmYSiQAXA7QKziQxikCLbJIDWjecLLdPDbtK2LGUilUAmwVMmrYPtEVQw4khpyL+zahg0eMnPmbDkOFowpxPOMOY0xE08NFs4cVpRQVlbx5quv4YyC5cAOhFoVfCbezRnwY2JlunXqkhAb39jk+YsuaQJhN00YowPJo6WrV6/duGlzXl5+ty5dJ0yY1ND27UduECtL0Hc0LoSqnemJZQ7Cjh07Dxw4hNPJ+94t5L0Hj7Zs2ZaSlCLLqx1jDJKwTYYP5sCSpcv79h2Qmp6VlZOfyd+5zc5LTE6LiU3AIo0S7A63GYEfE2Dc3c1Z84jEZeWVSQmJOAg++vBjz2tNLrNUQBP71nAzRkeA5WnlylUD+vbfsWOXvJKJauiaSOVJnr9QMmfOPGwoszKyvO+vz/McUucvRJfS02isoQLo3rPnL4YEhYweNfrAgYOhQcGZ6RkoHAcsLOvnzl1Aq6PCIxBZEWngc9f7bpNbizQMkipy3fyOl2N4Ysk+ffpsTGTU4kVLtm/f+fbrb0yfNmPihIlYQzZv2oI9wY2bj7/yTd+RgsC4o10BtDcvN/9L//TPO3btPXb81Le//hRiXuDwEcOHBoJ/7rfP/NsX/wVb3iNHjk2aOHnrtu2ITHhAkKNX+WK+57Xrs+e5mdM9DxijqUGT8PbAeeD9qBQ2TDiAYpgYyRh+EPoQ2dgcPMJTphQNCRiclZE5dNDg2bNm48CHpYmvi8KKzTouRH674Q5IWMHjiGh3l58h43esMpQSkHEXFAUfXIVcnA18Jl5Iu3pAR14R9VzGi9kegtdrRkjbZJPCGLybCcKdpmZM1oy0dP0XwdiEJsTGcacpJdCfuYAqVg3sTDu/+97Afv15QMFcIVCmyBqcPQZj5G4k4UhqwHShuHSP9/tl0C7MBqkwmyNt0aojCWDIMTvzckci/iEK4hQyccKkustXdXCVS+QqTRqyoaJ8g/eSnq8X8Twe3oeKViz9+/YdQBREV+vm++8Q8G4mwYWLJQsWLunSpUdMHLawafEJyR4kpuBEGBUTjy3vqbbHnv4UdC5wJAk3f0dnQEyYVyVlFdjs9+/TFz2P+Mdeku4itGxAPPUlWvbAuzUMGh64du16vqRmVMMAeQDDgWcHwWCU92sqsWHigmv428C18MQDiANfUnxik/dbqtesWYdJi1A6Y/pMxPuo8MjM9MxFixbjXIiTIp44zAqjCYYKgeuUXsK0mya1TFVybRVGgFVi3tz5OAWOGDYcj9jWrdtTEpNR24ULFvfr0xfhvLjE8xe9nMMyjXUJVKVwCvYKi0JWrV77T//9f8yYMXvRoqXf/853sVMbMXxEvz79AwYG/PQHP/zOU9/Yt+/gow8+ykjP2LZ9R0lpxebNWzGIe/cdYIg6dOjI7j370OGlZRV894cDJ6Ng5ALt5gY4YLVZtGgJ1lLuudEEQhqCvho9cvTgQQEVno/lHw8PCU1OTFq+bAV66ciRo6je0aPHsaU4fPgI5IULFy9ZvHT1qjWY5wxgLMcGSmYvXb7ieXGusqomIS5+8IBBURGRkWERnm/VCQqOjYrBooFgaFwouSEIyBi8ZgxehI58Oqadz4jaDAU3q2YceZKSCzAwa9asTUpMKi33fAQAOOf9LTc8bHe8P5upnR1LIO7cbcZJn9+4jcv15BBZw55YVHXuRhKOpAFYMfs7v/PeyZOnMT+MOgNoi0CrmMQAItDNWw0QYEIQrL1UN378xGPHT3p+czUzu3+//qVl5dh5yYUsk5CiNEmeuTaJqq2aBDgWyLFxGTNq9OhRY9A0tlEaS2jSNvkBFouVq9YMGjQkODgsIiI6KgrLcjxOgUBO3qhTT26i4W/ngg6aNGkwAvC4L9YxtHfnzl043FdV1SJQsXME0lc6J7SDyIZVgEG/VHcF5y3PkvTkbx071pA8TacRCi+W4AnCERAVxuX6EnHTJB4WtAvhFqtecOCI5tb7CJ/vvf0OzpQI9qNGjsIZCNHl6V/9pl/vvoVjCrGWeb+ZZRXqaVTeaJFn2+Y9YQC3Gzyfy6APrY6yZ8vl/bMHquIAAeBCTEaABWTp0mU4jRWMGrN+/UasG7nZuVjisRbn53l+XKln9x7Lliw7duzEocNHcFCrrrnE7YtA7qULpyom5Dz0//9p+w/wKq8rXRz38/89z733d2funWQmmZkkM5lMu5n0xHZspzuxHVcwHdQL6hX13nvvQh1QAVUE6gWBEJKoBvWGJIoLpgkQYOxk5s7vPWeZleX9fecgJ/P383qz9rvWt7/97bLW2kenrHtr3b984x+/963vxMbE4aAJt/PO+fHnn33uf/z//h+L7RZ37t1va2u3tbLGeO7bW719y9bI8Aj/XX5AdERUcGBQTHSst6eXj6d3VmY2ZgELnudCTo2cIKoqDEEhMfV49v21+2/cVBcnAMaQiF95F0mSt6c3+t9/5CiCHDkTnA7jYuMC/ANcnV1Dg0NwksYCKC0tCwwIxJDidLJi/JqFm7cMX0FACb0EJg5zTW9GdXN2RVNIWLEO6TSMeF9eVoG4ODExRcsJZkr3CNSallF4yWh5Etb47hi1aW5F4XVJhTcPU/YgsYj7evvjYuMNn3+nv9+cOw+X4+S4E+uVXtknS2qBqpIhGWsU22zrps1dXb0YeloWtHqUtcKkotLldUmtSuFlCZexddOmkuKSu/fuU2+58/wIeCiAZKwnhH8sFDCQkabh2AEBrgGLaf1b6zzcPHBQKq+oysnOO3FiFENkqlkJMGgHJQ8g8wrJ17LAAIOOoR04l+NDw5gmflISJIhUVCQrKpaxAOC4R0+ePnX6LOPkKeDMydNn3hHvEaWrZJUYxlpUWkaSkod/qas7YLXDIjwktKO9E3kAjRiNHoFHicCkVGnNCGRMgDcZGDjm5emlfVWDoWWYZBUbSFICXgqp59Fjg1lZ2ds2bfZwde/q7IanQ8A4cuTo0aPHEDMw3dhZWHujoycXLi4++Ojju/cehIeGv/SrFylR43GgB+GFhBUL5GTnJiUkJScm7y4uQcwAEGURKlDS35jhUlG9afzNoHurDxC6jg4cQ8qIEYYWLSjLlUADRbIhCtYd+PkLPxkcHAryDygqLEb0nZicwegZTmAzcz29/ZkZWdnZuZmZWTiaVFVW4RnpctmOhJYkBr2anb+Ic/bePdW3buMhHoIBurv7ENVwRzzCgf31VtstEuITrCwskces3n+4tGz40yyGG0+HEZuamsFJC+dFw1eaGT/trjs7PGuKSuG5BHC+RNaCNAVLiMdNPiNIjOq16zcvXBhHPy22bq+q2otYBceCWI58CJjBOXHp8vzCEgQsj9m5hdycPOx3pBR7Kvdg8Tc3NSNt4kCINim/x0NB5WBrl56WDqdHJ10sYNrUmAjsIGiLCotw1eqDj1burOJCzo0AFrgqGaoqpBms6e+C6D1BXsmk5JWqAsWeq8wA1G9pQwKA0ZyennW0czhwoAEneuTcGDs4nYy0DGRSy8uXKR7IC1HKFgiGdmbmXn7x1/CbmEs0wnMAUNUMKXmp1SW1KoXnEsCKwVL79S9+hT5jV8s+04MQ3nvf8H5X+gQSskiXnU7eHp6OdvbIZCsqKrHV4S8Oth7GQmxpaS0vr4Rz8dvll59fCO/BTWkbZ5l5ZtiAZWaIVMwMVeO7NvJy8gL9AzHayrNTlcG8VEmSoJDYMNg/tCGNm/NTgOdGCHStwjDMq2SVGFOWBHTG1dmlq6v7/sNH5GJ4TBjEyJJB9gppikc8gK9BUg8HJPvDnWFSMkxqVVoSg4n4MDw8GhYSZrltR1pqWmdHF/19CF4JWwnPSC8hYsUiCmJlYpmhfM/4gbyU5BQkBHCmRkdmOOrhKnoKKmFz/8FH7W3tljss+voHurp6HGzts7OycbvIsIicrJywkNCkxCS0j/UMBmHscFt7eEiYnbVNVESU9Q6L8rJynGpxJjZESsPrmTqvyNHQ4e6Imu6ubmDa2zqstu+ora3r7x/AQcfwscjZebhvLFfE48HjQziT1R9owINo21HaZ5KAB0Q3kGtj2aNXOBtVV9dUVe1BLIHWcE5auYueYLgwdEjox8YmEExwAqYBxFNgVCGgCgEd+OjjTzzd3NvbO7XOisCzpqgUXpbwny47DR+Ywe245/w4/FB4FsPc3V1F3MLBNCEuIT4mzngWjPff5e/v63e4rQNeFJtuchprcHFx+TIWDCYxMz0zLDTsm//8L2kpaRgNahALA9EXJ0g/Xz80tXdvNbw3rpU9JAFmSHATExLh1nDczMnO6e3pu3Hr9u2VP3xVKXeYQX1WeCYVnlRGYW2/L6i9nmC63c8BukS5ULedq+8im7uF+cDyxW5EzMAITkxOX333Ax8vb+R3WFXKJQA1xUkBBKyw+YWLLzzzLFY//TVFmQYFxFMmJaFrb6oRwIyKgFV+7p2xF3/xy6GhYd1nAbA38ET19Q2NDU0pSck2Vtadnd3IxIdHTnZ0dmekZ9wwfrFOQkIi0vAA/4DoqFgkaG3tnfFxCdf13kzLYF5JoJRLTF2uAA4J/mXDW+sGjd8mozwp4U8Zq7VA24gug337GAYZjPm7mzGgRuAmkEnDf9BQmB8x3WHXXqLLIN05enSwoKAIe0F2w1QPzTyXokKVNtfFpUtIOjet34ClhZMKTmPwy+yJCNRz8uDI32NjYg+1HsYCRjU2OhZREIuhoqzC8LpZSSm/IIH+ox2sSUQIHCAaG5sRiuD+sCuR27W2Hm5uPhjgF3DocHtIUMi5c+fhtcvKKnB6iIuNQyDEUF9cXB4ZPYVmXZ1c3Fxc4VjhfOE9EWPoFgoMPv3xGzGQoqGT1pZWURGR7i6ucOj0bmrEe3QSiWN2ZpbRV6jJKJe6JMV+jNuGdet/9sJPQkNC4cTz8vLr6xsRfTNS02VYxSUwRmdoUzPJBgCGrq+332qH5eip0xwweI5klWFmlgloB97Sw9VNJiUKJAkZXgX9xIAQQF66fLXtcHtQQBDOqRFhEanJqfm5+Xm5ebQA6CfyMcK4liL6yt17mETnnc5pqenwutPGD09jEpW+MeAMEVnhCds7usrKypEb+fn4wtdhXSGNQGxGf5R1yNA+kZahpzBgDb8v+Id3x2hhhteqmFRUxCsqZrj6qfDue0gokEDZWFgdPXYc6VtDQxOOO2+vW4+ogElVLlHaIQYjcuv2XX/fXTu2bpudv4g1Qa8SYOhJUECzopDA2kkz9hIwmJlbQJJbva8GDk72mYCeIy9DPrt98xZsePiOgaOD9MdzZFXdPX0RoeEwwEJJS0uHE6mprs3Nzff19g0NCnZ384CXwdJRBoRA7ZPAjFRx1TxDJErsdiSPyLWnpudMPfifMlYMWK69fYUxBi0DMIBSgBkE8ibSngBSlwfOnjP8egky91OnzrDXkMNCDJMSrCKtlLUGWAkLF5fgIo8ODu15/PZOhqkemuq2Ajw7GrwwNlnf0OTi5AKHfmxwCGGDFo+2MwAYdCYrI8t5p1N+XgEOcBRvlpYMH+jFWsUijAiPQJiBC+NLcDo8evTYxvVvwynD5cHvIZxjPZ8+fdbwJTjnxy5ffa+v7wjiHwIe4hxOHThxIARWVlaVlpbtP1APe3ixpUtXxiamcFqyt7ULCQ6hSMN949t9isd/tMapEc599f5DVHNzcvdU7UGHcXDB1vv0OKv350wumZEeFg3iYRHwcnJysX6WL1+dv7gEj4/unRge3bppM0do2QJXSWaAwajC9dtaWRteuHr85xuCqSl+4iwjK0WGmhAXzxkJ3Z37QCWrSMBjIuowMDjo2+2Vuzjvnjx1pq2to7mpubmpBWhtPTQ9PXfn7ipGEiEQ7ujm7ZWK8gospLLSciwtzKzSJV3gQWBpeLHa+O21yI2Qqfh6+7Q0H7xwYRwrAYN5+85dZB7cc+6zAl2SANWNq1fW8HfBx9OsXMzTz8zaobVnRlEpVdwUC7Qgr8DRzgE5iK2lFXx9d3cvZRxkY7jks12CLKsYPuyr115+JSQwGKEUY02rR1lDVJW5lS5vhtSqFJLAVaTefr67qir3cM7I3f7A+L41dDXQP6AgvxA7H+uD/iCEC7FKsBZtLK2xLuYXFj09DN8y6ePtExYWXlRY3N9/pLJyT09Pn/z5AkCOCUOXJJBKbntiZElA/3c6OKJX/DIOQT67dqyoqqtirVKVMKViRjZLck52fkREdHR0bFQUUlgcoVOSU9Lj4pMOP34Biq7VbRYgnlXnzo8hRaPvU6WcjAdEO0QMkKa0phi4IaxbrAfEG6Q7WAbazhAkY2ZUWUWuNiI88u11b3t7ent7eKKKqCAnnUE9B7D1pqdnkcBNTM4EBwaX7i6l18HAwxsGBwRh+Tk77jwxNCz/OL1y515WZtaePfsuXXl3emaur38gMSEx0C8gyD8wITbey90jIT7B2sKytqb20Se/z8/Ld3LYuWXDJpyuaqprDra04hiHhAORz3gWSfFy9wwKCDwxPIKRp95qR48hVQh+cOiA9KeKc2OeVZJhwO/D0Vts245JycnKqavdj+cKDw13d3P3dPfA1sZdYCYbJ0FCkpho5A0ZaRm4dm5hEdOknTVimNfOMlWZRFDJzMhMSkxGb3WnFdDlJUmdBPM4zn36NUYo7xl/KPjGrduoQjh/fiw+Ng7eAAd3imfme6jL4ypciwja2NiE6fbz2eW3yy8uJnbf3n3oBm6KvYCx4r4xiKGeS55ViG5re3eMmDPZBA+KJBlMKjyrdEmFZ1Ly2FrYSxMTUydPnkIww0BjGngICLqzKNoxvEh99uz5F559DmsUJzCeGEA7BwzJK3OpS2pVCkkgBgaY5q0bNyOxwrzKnmOjYrUhfXNydIqPi8clWBZ0Ld8RSXRmRpaDrV1V1d7i4t0nT55G9pSWmh4VGY0caqe9Q0hwKAYKrfE4iAH5A4jU8oDCc1WWBGwAOLj01HR4AeoeQT77E8dKV6VUJUypdBkMIPJrLy9fZxf3kLDIIMNnLSIMZWiEm7sXDlj0Qi5dK5uVrRFPDEps1Hi4bw9PzBdWqTJWLCuAShlAuWmJYRCDlGhx6VJiYnJyciqiNXeAO8OQzBMHHGOCw6WPpzcybhcnZwSne6sPsdnkrXWB3Yezqb2NXUREJMIYnh3LlewRkzo7urLSM5HbYVjkxsQiT4xPwCFv795qf18/LN283LwTJ0awqdHC+MTk6OipsbFxLFo0gjMHfHdHe+f9h48ePPwYgT81ORVhprenD5fg8I35gi+GsbyFqT7r8iAJuiTzcnaYJKDbOA4mJybh1Ivs3MHGDoMJTM/A+5/HKL0vztOAbiNKFYOG0mq7RUV5JXJfOCvs9HHjT+liysaN7+9F8jI+MY2VgHmkqfxDaWSoCmDGsUpTU1JxckB8lTdioAM8htruSWi7ijkdH5+EBzt8qG3vnn1IZeB5CguKBo+foFyN+0adUdahwisMLjS8UDozRx778OH2N199HdkVjrbnzp3H2CIWKGuMZOVxPvNQT4iCa3t3jCTNgO2VS7QMkVwqIHsAmxN7A5tNGmOd4ZSMGIkSK5JIBXQ5cPfe/d6+I9//9newIBB+5FohEKOQkldUpnhWaUkuScBOXv/mW/m5+Xfu3cfTcYeRQmLhIp3ESoKPoLSI3h/ELWMzzC8sJcQleHl6h4dGZKRnJielpKSkJSYmpaaklZVW+PjswvgAPBQS5sdKarWMFug8evXpKznGQxX3k2WqMrkWlbZKxk9UsQEz9AKAr6+/p5dvfFJqbHwSffQ+2vhbRbV1B+Bf+BISSGYwyZiZnaurrd3l4zM7t0Du+KpxNHisaO9RVZYMwyVG5g+79DEvq/BfmFycD2bnLw6dGD156oxuJyWjyysqjAl2BI5ciC5Ly5dxAsPCky6Duic7wwxmfGZ2/sKFcZLZAOsNVexH2pJ0CZXvf2BwWK2th+EucbaDvIIzxM3blEOgpD//gDcaoxlDI2jw7uoDnAh9vHx22jseO3YccRE6g6XZVJiquqQCniZdrS5PJIB+4owFoJPzC4tjYxPoMKrysEL2LHOVWlB4AN6gsaHp7bfW4RgUGR5Zsrvk4MFDcTFxG9e/nZudu3zpKvKA/PyCjo4ueAYKk/RhoT/g8VvJMNdTM3PpaRktzQfRrPaOBDO8liHgAfG8yGOstu/A7OAWebn5hw630Uua7AR4sZHMWDtJgPebNH72H4fvsOBQpJ7urm4V5RUzM3OUDDEQDrCoICBBwezInhuEtUdBvlLiv4QHybypCyXMNA7ggQ/sP5CRllFaWoZdYcrjE2g7BQUEujm7Thvfx6gMNMHUNKydJJhRMRDbGhoaX37x18gfsRWv3zB4EzwXniU4MLinp+/40DBOG9FR0bU1dYiIWF58KDRcPjWDg2BSUnJgQBB8mZe7Z0hQCHZLTHRsUlIqjg40SnIQGGZ4RUVVLS9JlHADeTl56alpOCVwDyX+xLEiwNKUsZaXDJ0FXVzd7ex2BgaH+QcE+/kHGcqAYBc3z2rj8LKxhPk7Iv411jegIfhlWn7aUSKY4gkyCvKochU5LxwiDhy4HZ5C2w3dHprqNkAqlHAu1dW1jnaOv/r5L7w9vQ4caIBPUfaRbs9BInQhH1eMTYEeynB4Mv55CaWptBWQPEbm3v2HsVExiP3IX40vw05L72YKuo2v5Y4MIlFqtboMxfI1DgigbYSAFtDU/PzFd9650N93JCc7F4+Ps/Xx4yd2bN1m+HyChVVSQmLALj+En337qsNDwpwcHHf5+Pp4eRvg6b0Lh/udzjhHYZZRIstxsnfEoCFFUe5F0O0JSFM9RPfQSRtL6/DQcBz7sOWREsE7YRNpV52ZdagAlqaMSWU4Gxp/8h7rtqurJzsrx3L7Dni8/LwCDIsRuSgRj7Mys8vLKtBPPLXcXMAT3x3z6afm6TKUDG5Cl9cyCs9VKUgVVyWpq2UeyQhSg80bNjY0NNnZ2tE7LdlMgltAdnD27DvPP/3MyOgp5Ep8EpegQdcyRLJKVpkk6JJawADzikwNfu3Vl1/BgkayhkfAykNZs6/mtZdf2WnvUJBf0NzU4uHqbm9jl5qcikvg0KmF82MTbe0dODX+x3/+5+qDj+6tPqAPVMDL3DL+2Z+dhXY0iJSl1HKVGYYujyr2P46tdlbWra2H4Kf4MQHzAwL+iWPFMGOsVVGVSyA1NSMgMDgiIpr+LhgXnxSfkIyyvaOLDotsz6ALJcMg1cList8uvz1Ve+XL2jQ+PFZcNU9CYBBD5O079zLSM+hrz7SdMdVDXZLAKqylsfGp8QnDd4ukpaY52NrhsIWVo+0MC9wrUwyTZrRcMsNmXDKQvIaHhqFjeHwXJ+eJiSm5sElQLmGSofAkE8kyM2RDoEggzaQBVXVJrjLDkCpdLW6KZ8ThGKdh7GUcNVFid2PKqiqrOjo6MSbwEjjhoXrgQD2uQqoEGyxCAN5gl7fvnPHNgAYnMz3r6+1bVFCEhaS9qS6j5aUBjh84jwb4+SMtU97Fo8DU4tSFGWNFhYdCQERExMmzq7u3uflgc0sr0GIEjs6thw472jsc2F//6JPf05gAGDFEjbW8R3Stn5qXDJMMLcmWzEtB8kxKFWu5iqS1qbmlpKQMCWlmRhZCxce/+3esAyQpZKnYQ8bawnqy2LajqmqPrkMBaLilimRZmiIJuqQpwGx6dh4z98Pvfs/b02dx6RKCGeXLCCp4Fixu4Nr1G0vLl0ICgyoqqmBPjWOJD50YQUaG3bJy9x65Bu2DS1LyJJtSUZVJrjKjBfrc0d7p77tr8vEXPfMzEkgmci0qWSVIewVSpS0BSiDg9rGBLjz+VSZyE3zClvYE5rUgFaJIf/8A3DRWF3lMgAZKGS6SzZAKT8ApE0si0C+gp6cPHdZ2RttDqhJvRsUkHh/bAeEcm8jZceeVq+oHWKlj3CWusoFSZTMC84pKS0qGeayr5KTkyPBIZLq21jbwZbTH2ZgtmZRakiVDVealAVWZZOiSDEXFVUVgmcykrGipyiQDThwejHJlACPzye/+/ZPf/weOyx9eN7wJACNDfzDz8vBMSkw6MTxqTHQmESo83TxwFkS2ikY+fUn5cYDn9rV3ZJJVl6+8hzC7d89epE2IQ7SEaEXJRaWQZlTmSYJWRTI2L21nAp6UgPDc3t65bdNm9LN6X3X1vpqG+gYcpmH86M6d8zfvP9X0R50FeciYYUFrrEuySsuwTCoGqxQGQJZ06NBhb08vOLLDh9vdXVy93D3ycvIwwWxDkJev3n8YFREVGhyKY7WZ4VYYpSSBIElWaUkzwEQiWevq7rG1sv7Vz36BAx+W7cLFJTyIwQPef3j3niHvQybY2dltbWmFljHNuBACEiKsRRtLK2SFi4vLyAGR7iE/+MD48Vj5+MpoKFUG86yVsjRDSVuRVdiBgIer28joSaw2fkDzAwLelEoLM8ZSRYIsmcdoE0hGyQYkcJVJhWGQCstveORklvEDZ4p3pmGRVUmSwLK0IQFji3nHfja86c7OgQK2tjOmeki8oqKqrj0an56ZiwiLgOPAKuKecK9QMmSVZTJWLBXelMxVErgEEJIvXbmKk0dcTJyXh9fJx58RJK28iqHlpQFkqpKgVZkiuaqUiqCAeKkimXlWMS+qqg0Di+32yr09VXstt1vERseMjY3fWzX8bMjk5PTcPPzHMtwCkmb4Ckz3+OS0p7vHyMjJO0Y30tXVc+rUmXeN3+ODppT2+Y6SfKwyTMfKndWAXf51dfv5VR9aacq60iXNwIyxVkVVXXsyxjGxvr6xrLQcKDd89jTD1dn1xz96url63/CV608d/Fg/Cs6beI8oVRWvKlUKyZasYlk2wqW0l8YAqUAyWIUpRDUhLsHexjYmKiY3N+/40PD2LVtB4irFmIFMqq62bqeD4/zCIg2WMnYSktd6TC2pVSkkQUvCGOtpZnYeybjVDou331r36ksvW+6wsNy+Y5ePb3pqOtIcrG9sfjyvk70jjoDwiWgBiR7Ssfr6BpjZ2dhkZ2Yh8Tmwv/78+TFkfMoroiRjERv/gLyCEyQk+Fk0K0dMmSPt7HBTUJGWr0Uns7Oy83Pz4E+Vx3ziWOmqlKqEopKNaBkzxlLFJQkKiFdUyESODQ5hXowO4jN/E+JhAZRhlCpiWAbI+KbxY/JbN23GSQg3xRqQ99XtjGSe+PgKCWARtrQc9N/ld8P4lQuyMwB3G9CSVAVIpfC6rXFVWkowjyV67fqNnfYOL7/4686OLvo+zD8CfHeAGpf3VaoM5lmrtMPyE8FNSWgHxyi/9+GNmzj6AQh42LZ8egNwBkB+3FDfuHXjpo6OrqLCIkdbu8jwiODAIJzmHQyfJwnHuXnQePrBFMNL7N2zz93Fra+3Hw4zJzvX2sIyLycXE2281x/uqwV3GAIsV+6ulpeWw01hFfGLKAxeVLyutOuQqgzm2VKSVNWqJK9rjBIZAB7cgOlZeNdTp8++9Ktfh3t7Zhw4+NSh3z/h3TEEHgUCMQpvxlhCYaQlQ+FN2VOV+Pc/uA63Oz09Ozg4hFTRctsOTzd3xDksF2lPoCqc/okTI7/9zUvjE1P0+hIDoyZhntcltSqF51KSzECYmJrBuRDywMCxQ4fbkMtkZ+fAD/7s+Rdw4DC8OnrvPtZ6SUkpmdFV4xPTqCLFKy0pq6yoSk1Jc3Z0Sk9Lp1dOeCgA7KWLi8vIpmF87tz5mdm57u5ejB6SylvG79fHflNGTGmBwDYEIrFJEFYnJqacdzph/cnnkiByLSpZJZiylNBlzBhLFZeSZGhJyHPzixjzsBDD51LkaEisnSeGAA+Fk1lJSdni0mU6CEpoO8OklpHQqphBRIenwOLB2ri7+gCLgbrEJYM7qZCySiBSsZcCy5IhsP+FjH2NQ2p+XgGqWMbMkyDBl5MsVVqwMUGrIkEhGVqemSdCa89VjDwiPRxURlo6/8nZ8Au3N29jk95bfYD0KDggyHLbdmzk6Zl5uHikYoWFxdXVtVgqCE4HW1oHjg6ef/wbZ4YXvadmEuLiEfxSk1ONL6S1ebq6IyGmbmg7owuE5J6e3i0bNqED/LZquYSYMUUSdFXmSUX1RFLyAEZgZm4hKCDo7ODRpU/+0+QroqbOgrQWeYx4abJAMiDHURlTqkqSLpGNEMklQPZaS24HAk489AfkC8asp62tY3HpEtaKcgmAKpbX+9eu//InP8MZeX5hiUZK5hES2vzCPKlVKSRBlyQQiQlD4o9FhoWLmcOx1dXF1cfL+8FHH68++OjwobbYmFh6Axi3g9uNwX5ymv7Ag6rFtu3Ly5fZXxDgqVOTU9747au+Pr7enl6uTs5+vrveev0N5JIHDx7q7e3D+JDvA2j0lCmTVZZpqEn77nvXEuMTzp41nFPlYz5xrHRVSpUtzah0GTPGUsUlCQqIZxUCBrzPyPDIqy+/0tvTh0XII0NDR2PCpAKp0lrSLHh7eNH3qmj7o3RGkiQrzwiBFhVWiuTZnoDEuapyj/UOy472TuQ0gOwVoPSTeq7tv0IqS0UhCbrGVAIYEONrGJ9+AINIMiMQo5AEhWeZBW33DG9OMX5dKk0E8aSCse7jSCj2ioplUjHz3vvGz13cvrNyZxU7f8O6t9PTMiy37ygrKcP2RwArLyufm7/YYPyWu5qauunZefIDAEImJhfAagGQhlKWz1MMBpm0nbUNmpqdW3BycNxTuQe3425QT2T3FOB0AQeCg6bhW6KMn1/ULiFmmNTuNaoymGdLSVJVq5K8KWPmSYXdivEc7Oy4gchXf/+P+bsgMyyToOWlCuPLjGLDIFLXQKkCckkRQzL4+w8ehQaHuLu5uzm7kjdnLVlSFRPf0tL69Pe+v3fvPmUuabC0jFKaIgm6pBnA0rzxxOQMTmy/+MlPj/QPoP9Yi77ePogxfBXfEcA2OD40bGNlHRMdg21Mg8C4tXLn8OG2lOTUpUtXsFaGh0fnFhaPDBwrLCgqKy3Hfjt9+iyukpcoAyhJhuSRfyQnJLUdbkcIp+7JTmpB3SbhtDEDUFa2BBtrIVUkyJKxRpUkFYZx8tQZrLqaffvKSstwRmd3yQPCVQlSsYFCMmNc5+8G+gXQgNAddTtjqofEU0YFDwgX0NXVExURheDNCQpbsoB7YeJaWw8F+Pn7evksX7rCr6zI7lFVQqrMaHVJ5kmQPDGSpCrDFGn4SNvj379kkkqA3AhUeDqYIb4aSoP9TTj6FeMXN545ew6Pj/QagAqWcB2Qob95686K8T2Z1D61eeXqp986hsaVO3LJeHzJH0jqZ0vzweKi4syMTDtr2+ysnEtX3u3o6MReLi+vGBk9FRUZhb2Psrn5IPIV6QSeCFgiOtKHTU8Mjwb6Bz54+AhZNR6NRoN7wn2ToMNGfl6+p7sngiivSW6c8ETSDMwYa1VUNUMqKgALOzcn/+zxYx+uJQoSeFB4XBSGBQUKKe1NMUwyz7KsMkMklwTDW+n8A3p6+yIjIivKK24bv8OQVGwMYMrv3ru/u7j0B9/+bk9P3/TMp2+5JEBWhk+OKat0SYIuaQawNG+MBYfYFhsd+/orv337rXVYjj6eXu9cGL9gfI8MwHc8f2Git7d/w7r1pSVl2K78d0EeAazjY8eOp6el4+CILUS7CE3BSy4tX4mJikEUxK6ggSLw5VqSIUncoqa6FvuWB9bghSemlG1DgAEBMjpD6erIyMnzYzpvhgTYWAupIkGWjDWqJKkwDISThYtLhfkFo6On4DppBLhk0LBIFRtIlWRIgNsNCw5t7zB8uxvdUbczpnpoiGeT0zhK7ttXU1u7v6Cg0MbK6vlnnhk6MYLjoLRULkcVEzE7fzEiLDwvNw+bBT7w8hW15yRIyM4rBsQwzyUzbCZLDidUJTAjeRKYwRlucXEZe+HIkaNgUP2D6gNDdMS58s7dVQSe0ZOnerp7u7t7urp7DGVXd1/fEWwQOxtbBJvgwCA/311hIaHHj5+4uLiMhY0gBDIkMBibpbCg8NjRQRxPMVNoil4ShxkYwxlLvKJLAvWBQLwkEWQ7O7psrazLyyqam1swC9j1mMSZ2QVkMJhKTAoSYgQ/eHP5R2I5dwQitSow2GUUCw2/zxkUnJyY1Nvbhw7LznDfGPAk8K4ZaRnWOyyPHjuOnmhbJjyRJJgidXlAq6KqGVJRATg3NzQ01ZWVXPmP/3yqwWQUpE9KfOZ0rB0XLSOhVZmxV1RUVUhTPMssYJ68PDx7+47U1NSmJKXcu/+QchwJagS74u7qg7jo2NdefgUZFvw1VhtGTYLHjqpsYIbUqhSSoEsSTKmwcOnPvFs2ba7eV5OUkIQVfOrUGcoHuRvYKnV1BzLTMx4++kSGQAY2Z2pySnZm1uTjPyvyHWfmFrC3e3v6kAjL3JCvpSqDeQW47+LSJUdb+4MHW9EmTtuG3x5rPoiYrdwRIIb6jzVqeC3OwtLVybmzs1vZaWTJMK8iAc1SpCcBJQvSWLbDJQkKiGcV2sGJAa7hxIkRuDA5Jk8cJUDRau3hVQvyDD8NT0PB3SAonZEkyVPTs9gLWzZsjI6M3lu1d0/V3kOthwP8ArCWMAhsrNsCgPk6PjS8ZeOmoaFhQyB89w8vDMpOEqPlWaWQgClL5pVtK1WSRODBUQzrje3ZEm69q7PL28MrJDg0MT7xpvGHAwFY3rx1u7KiEgEewQ9pwfYt21KTUzMzsjLSMzMyMtPTM3AOy8nOha9H8oH8BoOwu7gkODAY8Q/nJ0wHDlJHjw1iiWInWm63QFPow6NPft/aetjNxXWnvYO3p5fhY5fGP7TLZ6E+UA+p5I2G8vrN29gyxcUlEOCUkEcipw8PDQsNCsFKo4/lyQmiqnbiiMeawQKAf+DXRdkSwBoAg+XR0tJqa2WDXYvB5B5CkMDT3by9kpeTt2PrNlxLsRkC3042rkuaUa2dVFRUVXoiScmTCk4vJTk1PzXpPUQ+/Sj4+X9fUPKmSFZJgWXJmCJN8QqJEsldbFRMSUmZva39wMAxVLEKb5j4Dlm4LWRwQf4BLzz7Y6xmZFs0digJNI6SkbyWYZhSUVVLSuiqmEEnkSf+6qc/Q4ZbsrvEwc6+urqWvjwJPguuDUkiomBxUTESAjyjMlCQ4R2wuxLiE7BDqHFcCUBABK2sqEIqikUPyKsYkmQVBLlzwOAYeuTIwIa31ncbvt8h287KZtP6twePn0DMwObEDuSHQrcpycWWBR8VGT08PFq9tzo+Np7jNIF6yzCvQkmOHjmvshNwgCMDLhlaEjKDSSNv+N5wdBX5fnpqGuIEVhoPCI2JHBAmFRWgOB02BhAFcRRraT4Iv6N0RvZHS0LAkHZ0dq97/c39dQcefPTx7ZW7iGTwdLu8feDZ5RTotkDAFGBrbN6wsa2tHUd82XnuJDNmSFaZJ5lh6KqoiiWKx8E2n51bQN5GfywkM/CIQO3tneXllctX3kVmTJ3HUL9/7frExNS6N97ELnjxZ7/Yu7cacQLbCrkadoQxbBgiB9Yk5hdLCAOJUxe2leEdKMZfl8VcQAUSmJ6Zw0jisOjsuDM4IGjb5q0IKjAoKtrt5LjTZacT0iM6IHK3JRQeHgknzvVvrQsNDrXctiMnKwc9WVq6FOgXgHCo5LsEUxOH/uPxnR2dvD29jwwcQ4elMdmgNfB4dl8vn+GRUWOi82lnZK8Mg3lrJTE+Yf0bb/b1D6BlboraISiNK6SuiktJ6lqunZek5EkFb7N7d+l7C7PXDK+Irpp5d8xn/vBGoI3KPFV59xKPKjOSJygqBdo7AnQJN848QfemH964hWVkuX1Helr66oOHyUnJ/rv8KCnDXLIZt4xE8vade3V1+597+hnsBwqEytiR6wSYZ3+qkIpAKqoySdCSSjuKPQEkFi42Q1RE1E+fe2FwcOjcO+cd7Rxio2N9vX2bmlsQY7AtD+yvj42OwcLVHVU4azwmhggZLjYwtndvb39Xdw/CEfoAVVBAYFFhkfwxCm072ulgkAqjDbfb0nLQz8fXw8390uWryKYd7R2LCos7OrqGR07hXvA7ODJ29/Riz+dkZRcVFuL47u/nPzU9g8uRUxv2vPHPV/TsNAg8UAyDyviNrHDZcEAYHzwXeISBnNwCHx+4kGB//6DAoJDQsIiIqJig4LDKqn3kF0wBbfIdAe3s4GbNTS1vv/lWXU3tTnt7HMqxluQ4aKE7HYDuYMIYwCRmpGdUVu6Bd6YOANrOgJEk8ZhKnEiaGptW7z/EeNJdbq3c8XL36Os7Qq+ncQt0LUFW0SyeFEccHCiXli/T92/x9qGuEnTJzwseCtmOHB+EOgQVA7Cl765iwax/8y07G9vmpmbsfQyXUWWIOg8ePkKO4uSwE6vLxtJ6emYWnTe8AnTvwfLyFRyI/Xx2We2wQJJEL1EoA0jgQZC8JAEsJAwR2sEo4YyI5WfwtdOziJeFBUVJCUkrd1e5//JZtEC3kZfv21tdf6Dh4uIyLqSHunbthpODY1ZmFnY3d4ZL2XMSsP7RjR3btuNkGR0VfeBAA/YCqYDP2Bv/VJafX+Dh6gYbDKlMfwGsnHv3HyLV2GnvaHAXj9+JI7uhQEtqe2gKbMngSxSVwistm7ojln1Pb//MuTPvGqLgn/buGIVkXgoSRLKKS2a0ZgRdlSkSJZYRvPz8wuJVY/5ib2OL2Lbp7Q3wBTgDSXuAGsE0rz74qKa69qc/fr6v/wi7Gwwfg6qyNEUSdEkzgKUZY1aRgLW4sLicEBvv4uT88NEn6P/8/MXWg4c2vLUuKzMbq//Y4BBO/VjNGA1+TPnISPriY+NwMsNeRfnyi79B5EM8RPtIq7F1oyOj6GQjryJZAal0DXB3TAHi3ILxh/HAtLd1VJRX4NYBu/wRvGMio3YXF8ND7du7D9vbEMDQodl5uCrMiL+v38GDh7Bq6dkZ2rFCFRsYp7G4mDh3F7fUlDS4JDDYsRER0Y6OzmER0aHhUQTIHl6+iI4UBrRNcSlJhQEQwuHgigqKwkNC62rr4LxwNtEdJSJ5lNhGVmXJKgjIJOpq94eGhGJgEOlxX93O6JLwwmEhYUgK7z/8CN2jljH1eTl5CXGGc7Zirws0i1wE6y0jPbOhvgETSu0A1EnusxmSeKwHrYoYJhWBqyRjqSOdOnr0GPJapICLy5fCgkNGT55GPrfLZ1dEWMQ547dPFBYUbn57I1JDXNXZ2WVraX3y5GlsBxwHUWKyqir37PL2RX4cGhSC9Y+pxOKnrEh9fOFM/0Aaq7IE4HbRAr35lniswO7uXqz2Wyt3saT5QSTwUASSUeIZsVkwznS0JTNU33nnwrbNW44cOYoHxL3opnQj7gMB/gE9ycvNxwny49/9u521zcjoKUwiabX2UJ08eYY+Princs+NWytYdbj71Xc/wHABZ86cxWHXkIppPgHM1c9LmoIZY62Kqrr2plRwj7k5ecnhoe8j8pn+u+Dne3cMgxlTKi0vVUqVobV8IonNhpUEICt0dtyJkNBQ35iTlYOq1p4ETDlOhGkpaT9/4Sf9/QP8/WQMOaas0iUJZkhdQGVeKwWUcGF79+zbtnkrYhU6j/x45c49RJEg/4DtW7YiOiKM4Wii63cAnPMyjT98s7h82dXJJTw0LDcn13CWmprp6OzeuG49BgF+k66VwLUsEFilkKzCRBh3lOHTLLS9qUR18NjxI/0DhsFfuXfN+GsheBBUcRX2IdJYHOi1zlo7VtjGyPrdnF2yM7NxJsOzO9ja4WiLU0NiYoqzi7vhtyPo5yNiE1D67gooKCz+E6PgzNwCPC/6jJWD3gIYMZoOenA5GgweHKlVSLIkBpOIQ4yXhyccH/k+3c7okvDs+/bV2FpZd3X1jI1N0FEV6wRhNSoyylQUlO3AnxpgDA84miOVXGMUlAyBjVkrGSaJ15YErJzGxmaLrdtTklMQw+ysbZHmIuPBs+D0lZaa7u/nj+AXsMsP+X5ifGJwYDBOhIb3cxo/wYKEAH4AOfHGdW83NTWX7i7F4keAj4mKxggjVNBBh54diwrbAY+PdcIhhAEzBDxoocK8QEAJkkA2tCydHHciQ727+gArnB6Hn4hlKXBJYBUmrrGxyWLb9tZDhxFfcUfuCd+Rbjo9M5eclIztMDExdaDugKfx17bZQLEnBq3B5ujRQRz4nHc61dXUYdtiMWPA4SUQfbOzcpT3FSuNEKPbuJYkmCJ1eUCroqoZUlEByCGKi0uyYqMNr4g+6d0xn5kDngmFlwyRXCrQtQeIlyotw1BU5OIVUgK+tbamtqy0vL29c3dR8Yfil/YUe1ThzrDO0lLTfvGTn/b1HUHWI0cQsoQZUqtSSBKYZJ6hyysMtmteXoGbs+vq/YfUf5QI88h2D7Ue3l+7/+LFJTwRSBkIqQRgOTBwzNrSKjoyOsDPH1sH5wOcArHQvT28amvq7j/4iC8kKFU0omUYxMAAkAwDPLYZ/DIAgRgyo/LO3dWw4FD4qXHx/UzYhAQKCQRsYGQtR44MIJDfu2/4+ih4apzSsHVzMrO2bdlubWPv7ePn5b3LAB8/H19/J2e33LxCyv0Bap/vwiUzEszPzV9Egry0fBmPAD9bWlKKkczPzYPjoEBID659doBVUqvLYHDwOK47nZHM4UlNdUZLQsBA4Rn37NkXFxvv4+mNBtExnAWjIiLhT5EzsbG2BZS49sjAMW8Pz7iYWLjyhNh45Cjoj9JPMIa0xvhD7UwCbCNJAjNmVFpAhVURGhza0tK6dOkKdmhf/wCiHUUglBPGoIWnplfF4e883T06O7rwyHfu3i8rKbOxsCou2l1ZUQWfjmpxUXFNdW1FeaWrs0t6WtouH9+BgUFciAdHCwirODS88uvf4FCFZBGBFipgbNzwzmrY4Azaf+Qoxgl3xxENwRJd+MwwGv/m3dnZ7e7iiqQT/cE6oQeRz0UASSAZpbK/MLzwYM1NLeith5s7bQRl4gB0IzoiKio8EuE/PSXNcvsO6pt2lgFJ4ikouB40fkIGmQTO1o72DrhXb9+R+YtLdDu2xwjQIEsYx8fwXRlkycYM5qVq7aSieiIpeVKhkwUFRWlREaaj4B/17hhWkcCMomKZqkxqVZIhgUkCqRSejZnHzmxuai4rK+/u7t1dXKJ9j4xSRS4PH5qemo4TYW9vP50ICZhXCSalikhWmeK5lKSEVLFWkREbDh06/OZrb2DD0J9q6FmwVRDh8KR8klOekQAzGBwfHOpo77x0+erk5DS2VnxcAvJHpNLzCxflQRAtEJhhXikZZE8kb2kJtmSwCvYo7957gM7Qp8XxvNhy2F0nhkePDw0jVGO/Yk9iKKDFJm9qarGxtq6srMKM41qMAdwlsoHqvdW7d5e5u3tmZ+dl5+QVFpWUlFbsLq2A0NXdOz0zh2Z5bAlUlSRkCSKxozBuoYHBKO8/fNTQ0AR3gyOX1Q5LOFZEBXRD9wEVEiBeqmQVApx4ZHgEvcGBOqB0RjJMkoBLcNbp7OrxcHV/9z3DN0ZieSA2IOtXnp0vZxKZVn5+YVZmFlLExaVLGFu5KqhvAE4MDQ2N+bn5CwuLuAX3nAykJUNXq2UYRAI4UQX5Bw6PGL6iFv1ESX/M5m5LGR75YEtrUGDw8MjowsUlHMsQjbBg3njlVavtFnExcbm5eQiBtlY28wuLSDX2VO1xcXKuqKgaGT3Z0dntYGcfHBjU2NC0Y+u21OSUpITExIRElDU1dYh2ODkZXlANCXXZ6YRk1Nv4M8VYorPzFxGNqQPUH2xVrNi0lDRHW/vx8Uk6kRO0D0iLX4ItUWL6bq/cxSBgaxg/LGj42w0/MoBNcfLkaXcXt4WLi0hkPd08Ebwp3eH+EJiRJIAW0GFM/dCJESReYOAG+VUTBkYeoTE5JT01LTM1LSM9PTMzKycnryArO6+0rBK7A+2QpWwc4Bak6o8jJS9VuiSr8GglJWXluVmG94ia+rugqXfHEEzxZqC9RLeRP6JlXXA7WE8IBi3NB+HfsdZzsnOu3/z0AzEMGCv3xfkJDhSB8MWf/QKZJjaSMoiyStAlCWZUCmC5dmMASxMH3N/86tdwT3TmI6x9GBE8DfHy5m1sSwipyanYxhfGxuEO4OyUdrTNUmxjmLovzKQlmyk8IFUokbzjVIrtRNk9dl1MdAy8WERYOEICZjM9LT0lKSUxPtHRzj4hLh6HG2QxPBRoDbMPRzAzO+fr5X3p0uXJyamBIwOjIyN9fX0wrq2tw5EXWx0HiCeOvHZ2UMV2iggNw+iVlZZt2bCxo6MLeRRWGsKG8l5KhqlR0gUbw/GlJCbX1NTCneG+NCCyM9QfpYdEwjg1JRWOHg+LmcWkY4gwgCPG94gq9gqw+PEsPcaPzeAq3c7TgNtYWSPKnjp9RgmTErjc1OPr8loSCwM9SYhL2Lt3H4aCs3uC9vExSkBGemZIcIinmzsCYU5Wziu/fgnHMoQTBPXjx0+se/3NjPSMs+fe6e3pu7i4jKuCAoIQIP19/cpKy1furK4++Oiddy6cODEyODh0fOgEUs+d9o5Ye21tHTvtHXA4W750ZfnSZYxDWHAoGBwc29o7sDbkHCGy4DSJnuMYirUhH0oOC20KqpoZk9t37iHtQMDGI9Nd+NmJCfQPgHxv9QHCIQIYOqMMjnasAIXE8iDoGiPe19Tut7Cw9vLe5esX6LsLR8dAv4BgL8M70UKQrSqrS7cRUzBl/Ll4U8YYn1Nnzv3Hw9X/ynfHAMTrGhOpq5IMkwwmpYpIXYYhSax1/J+clAw/2Ha4HUkrq7gFAvMAFvSde/fTUtNe+tWv+f1jvOW4VKpMEnRJM4ClGWNFhZBw+uw76954y83FFa6N+q/7LMybkVFSjomnxhApe1Ix5qosFS1B2igky0pVygbXn5wCr4E9PDe/uHfPPmx79PP+g0dLy5cxAtjeY8a3qqN67/4DxDxouRFqHM/y/gfXqyr3pKekxkXHVFZU1tXur6utM2I/ch1rC8uWllbky9gbNLa6E6edHXjhPZV7SneX4iyIRpA1I5qinbCQ0NqaWvgp2RPuD8ukIrAKQIclSQJyFJxIwkLDrlx9H+cMRG6UOMhynwFtDwEYINp5uXvi4MKBGYHKw829s6sbHdZeIjE9M5+cmIzojlVBnaH+kEAymkXfcFRKiE9AFKSgyGB7heTLFV6R2ZKB1d7U1Jxn/KJ2pfPaZwGDEUAsX758NScnt7X1EIIoghlGALkLHgpHQCcHw8cb4mINv9Hq6uyKYzeOjLBECEH8w+Mggl24MA5j3BolJQTOjjtf/PkvDrUevrVyF4kFQJ+56urqRuzErsTJjwIhdwZruKhod2lJKdqhZ+GHVZ5XqUqGhA+u3UD0tdphgcQI0QiPyc8O14+ViSMsnmL1/sPI8EhkAL29/dgmUJGNtJcgXlGZMsZdausO2No6RETFxiYkx8QlArHxSSFhkaFhkcPDJ5+4OE3BjLFWRVUzpKIC4Dra2jv7Dx+68n/NRcEn/F2QBMkbfY3hN6vIh5IBQ1pKnlRUsopkBpGKiqtaUquCZ0SvaN2zi2HIS7gKAY+D5W5rZY0Ucm7+olxAXCpVZbhRJUjSDEwZK+2QDG8bERaxYd165KF4Ou68bkkCy5JRSAZrGURiALHhMZjwy7gvxlYa8+WSJF63SoLUSga3wCkEucjy5Xfr6xu2bdo8MnISoREq3Bd9ADBNALqESwjcDsswRlMoARx84T7Qc5SQkeljSC2274DPgq+kWaah5gEn0LD/oWp8mSs9Ne3cufOZ6RnxsfEIM7gc8PLwgvzB4++fk53hLjHJKoVkhkg8KbpnZ21TWVnlYGfvaOfg6uSM48jp04Zv5NHtIQGeCGlcSGAwJu6Da5/+3Da8cGFBIVqDq0LCzsZ8OQnnjN8tYrFt+8TE1N3V+xguGj2MNvWKWkPYiI2O2bJxEzqGdIS0ZMBmJEswL1VmZAaGAjFp0/oNR44cpdceEWwoT9U+PgAScQKPabl9x8joSXrlgxYM4hZCBUIg2plbWNy3r8bL3aO9rcPd1Q2Pc/782K3bdzPSMnDMdd7plJmRiXiPq9AfehsXhXx+XgAyUrE7d1exK+Nj4jBBM3MLmDh04PzYxPGh4U1vb+zu6sFqpIdCiXmha6mKkgXiJQljowczfNYF53sHW/vhEUOwkc+OG7W2HraxtILldeO7spGr7diyraKiCsuSQybbE6iqqHRJViEK7t1Xs3Xrjl3+QcGhEYFBoQHBYUEh4TgXBoeEnxBRULagbYdV5kmCVkWyYixJRQVQ/C5MTzH9qfnPcxakKoDVgPFta2tva+vAMpUqgO0V3pRKklpeCizLqsIzw1pFZVxYf2CIRIkF/c47Yy88++OS3aXYJ8qn1mhAzQy3LmkGsDRjLFWQp2fmdjo4Hmxpvf/wET8RBAmF5OoTeUXLJWb5kvEtizj3JCWlpqZn0raUxmYgzaSsVVGJ2+FhkfDm5+V7e3qdGB6BC6PJYmMtSEVaLrmfig3cFkLC0vIl5DoJcQk4G/FQK3OBqmSQTh4bPB4SFNzcfBAe8+ix44hGcLU4peEcgPyJbwHwHeWtqScSCinN0HmcOIuLdpeVlvX1HcEJ5tSpM/CzAX4B2NLcYaXPAKIyOhYXE3fixAgCGLWGbGDl7ioOeRXllVOmPyyBCw8dakPy0VDf2FDfsH9//b691bg7nDjNAoAeonrkyADCKtYkJWTUc+68hC4vSZIliJRaZEL7cQqxsg4NDg30DwgJCjkycIyTGAZGA4+AFBax3M93V3RkFP3NmNvBApucml7/xpu1NXWw3OXte+bMudGTpxHzLHdYjI1P4HE83T18PL0L8gt9vLxpWqknWDkUArk1UqHELXAhSrQTGBCIcUMOZxjMw+2+Xj7YsLhQuYQFlCwQL0muItDiNI/pW7i4RE/KU4/1UFpStqdqL2xgjLm+d/8hMho7GztvD68jA0cRCylwkj2BqrIdhi4J4Imamg7u3Oni5eXr54d5CAoIDEEsBJJT00dGDZ8GZmNTjejCjLFWRVUzpKICkDZVV9cWpCabi4Jr/NS8BNxTfkERjpl+fgFXjV8myyq257mUM0ogG9myYkMqXVIL8Lr2Ckhryph4rPumxubnnn6mrLQcrke+RE4DSrIkSWCQSssDpoyfCJjB42CPNTU186dxtQ9r5vHpkaWgBY0AV7F1kelnZuUcONDQ2dV17ty50rIKuBgkPVpj5dayav6OXBLguOHuG+sb4Z7kX9q0goRCyip6ou3MrZW72BjOO50xtpxZ6wJTRl86A18TFhJ69OhgVUVVY2PTzOwCDiXzF5cQqMJDw+CA0LK8L8ssmJkdhmyBTrR0IMNZBKNx5959HL+6unsNL49/9lPzEni0AP+A1oOHbt769CgD4HKkUK5OLggesMHlymrkBg8cqC8pKS3ZXVJaWlaQX4DYMzs3LzNdg59dfXD/wUdokxh+dhZI5lLCzDhojQl0pocXxkOde+d8VWXVjq3b6mr3Y1PQ+QP9x1ZFFYNj+DSFlTUyBqQROKBTC9wyciBMotUOy7q6A+mp6WCwoTCnebl5WPDA4LHjaMoQz/wD6HUIgPvM7cinIBJL9+Li8u6i3YigURGRXu6e6JiXh2dXZzc6z8ZkL59UOyDEkBlZXr9xu7OzGwkiViMd73jqMd2Yr/r99Xg0uhyX4I7oD6Lj9i3bcrNzEQixZmCM4cKFPPu660eSZMnGmAISGNQgSu0+Ak8CXW4GbMngS7QqAvFKy6buiDWfm5u/pyD/A0Q+/VdEP/97RBHzsCtwNMDoh4aGI+/AcUExJntlrRApGS4V6BprLXWvJZC9YqBLEojHfrt7735TU8vzzzyLswK9VwqDy+NLMoMHmlRsoMsrpIQuL0msY39fv5joGPmdFPJxqFQgd695Y6klIL3FyeDgwUMDA8fu37+P1XL16tWGhiYMERaAYgxwC8wrVQlWKQaQcV+4V/h9hWcwyWCSBF0zIomHs8NTwM319PTR/NIgo+QND1d4YXxycnoG9rdX7pSXlqUmp3z06Hdwc8hF6J1K8XEJ2zZtOTE8SqclDAvfi0sSWDbFmCIB4gFMfXFhcUZ6Bs5z1EkGqgx4yeSk5JGRk/RCHAF9w6g62Ni1HW5HtJiamcMjwIGSF+MWICDew2sAuMvy5avRkdHIC28b/zYGYOO/98E1LInYqJjFpUuIE8piIEFWpdYMaYonBnfBreHo8VCrDz46Pjjk7uyal5uPVBWPg90xPjmdkpyyffMWhLS5uQXDEvrs1/pQsygfPvoEJ0uXnc4482GDoFlYomU8He6C5QcZERQAo7TAjejyaAoDhaPY6v2HMVHRHq7uOMAhn+D4JI25yqUUuEpAx+6uPsjJynF2dMIcYYpp1jB9C4vLIcEhHe2dPN10CTp/49bK2NiEk+POxPhEzLhh2RgneuLxr1LQjANSlkDsxHqgwwCAq1BFKjw7t4CNgyoALbem245UsVbLmCIV1RNJyZMKXW1sarkyN2PuPaKf69u0AUw2ntzTw9vb09tim0VLyyFOmiS0LTCp8Mzo8qxVSGYYuiSge4kuCWDB4UR4/PiJl371Is78mPWx8T98yopHlgQiWcUGkmTokgRdFZMAfNbePfusLSyR4GOJy27ToueqVLGsPKa01wW2EFzJ7t2lF43fAjM7b/ixw/c/uFa3/wBcJxaAYm8eshtKTwjE66oUSBvFnqvK02lbhsH1m7dTk1MRyejzXjTySLSxzfGkE5NTCwsLA/1H9uPIULc/Kjw8NSUVbhEOrjC/sLn5IOwd7exLikvggmWmT/fS3pFUVJpSSVlrA8DNDQ4OIRPCTanDDFokEOCP8ESB/oFnzryDqEG3o9awSav31cA1wyYsJMzb02vPnn2YTVrM1AK3Q4C3ra9vRCBEUMFGwH2xNWqqaxztHextbHHQ6e7uQQjhAedu6/ZfS3LfFBAP6E4lSPQHpbuLq5uLa1xsfEpKKk6HOAVi0eJczl3idmQL0MK55+XkHTp0GIGCeWn57nuf/r4gq0imKpOSJxBpSBc+vFFXU5edmX3hwjj2i9aYGC3PKoVE3rZy9158bBx9nYLhT6SI/LPzSFW3bNyMYygM2JhbwEAtLV+2t7FLS007PjRsb2vn7uKG7AGzybMMKPMOnD1nOGUePTZUt79+9OQZsscdR06eDgoKTohPxE5BFOCrqAVtO6ZUaycVFVWVRUskg3lSwRjCR7dvGn5T4onvEZUjyOOoMABSm86unvz8wuzsXCTUEOgNcgxp/Ll4rrKKqpIhWdeGSbbRwgzPKgjIu5EOv/nqaxbbtmMcMf08pkpJwEBjawFwMUyaBy6XLShgFQkTkzM4lu3Ysg0+FztcdpgEkhlcZRUJiqzLoIptXFNTl5mdV117oKa2fn99c2NTa1tHd2FRyfGhEc6yYSlBDKm0YBstKUEka5XqE1W6PFeJwQAiolAUpBd5aKiR4SL1LcovCA0OSYiLR+qNk1NXZ/f4+CQOCXjqWyt3EQVbDx1ubT0cHRH18e/+nYaCb0GCrCqltFFk1kpeqnCvkdGT7q5u8H20MLTrB56rrLTcZaeT4cguflcIwJyC3OXjm5SUHOgXgMMifCIconyNlEAtA1jMJ0+dcbC1x5EXntRy+46qyqo9VXubmlrgdpEh4EYIPGgZ7fO9SOAqgasKqTAEMlZ4JgHMIEYDjzM3v9Db29/W1nH27DuYHjoPkY28RLYAAWEJxphPJdSxgSRJYJJAKi1PAI+Wbxp/Axz9pA2r2CtVJqlULKk0BNdr18NDw5DKlJdVhAQFB/kHrn/jzUOth997/zN/epTAky5fumK1w3LDuvWGr45aXN6+ZdvQ0PCYCITa2UfYg5P/8dPPfPXLf73+rfXgceDGKTAoMPjP//v/+PIXvlBSWkavSZhqQSEJpkhdHtCqqGqGVFQA3PLhto7CtNRL//5f8e4YYjC7FRVVSEmiomKSEpMB8NpMhO0VXgqSZ0YKikqSzBDkUiOtrDLM8KSiEq1h9WAFW++wsLG0gqfgxEdbUvBDltTccujM2fPnPvtHe1PAhdSCLhTVzNxCcVGxq7ML9hU/guwwkwTFhgSCJBmsIhmxtrBot4ubZ0hYZFhEdFR0XExcYmJyWlh4FJ4RLoQvJHsFzGMYFUaxZ15WmSFBMVBkeQtZKiAbNsDBCOehhoYmelVwcmoWKXNfT29keHhDfSPavLv6ADZ4UqwBeB9ylxj8gvzC9o6unOzcPVV7kPzJlgG+HfFKqYAuYZWUJdgM3Zieng0ODKKvdtRdP3BV3p7eODIiVdU2gscZHT3l4+WNRiBj3e60d4Q31KZu3DiyBCxsZGALF5dzc/OSEpL21x3Yv78eCxKpIZYFDogyCirASNIEUZUE6oyUWSurkpGkEQYGk4KAhiMv4hnCA27El5DA9kRKxoDHpMKbIs2omJQqJlnmKs6aOKXduXcfKwqdlz1nG1llklaj8cvk/A2/idjbj3iG4y+Ggs3YmIAqtvPY2HhnZxfC4cNHH2dn5cRGx546dWZuYRHHSfJscuqR009Mzdjb2v/LN/6xoanlFz/7ha+3b0NjS0XlHhsrmx98+7tf+osvbNq4CZGSzmTKOiRGIQmmSF0e0KqoaoZUVADWMPbs7qyMq4h8DQ/MvDvmKlINjJd2BGkRM4/hBpObm19WVoESSXFwYDCGA9NDZgxuQSGpNKUiKDc1ZcxmTJqxV0hTlhKI9/MLiy/+/BdhoWHzF5foVXWA5x4LyPAnlpl5L0+fF378/NM/+FGz8TdWeALIjKBLEnRVkkEWhj4kxifysZt6LvuvfSIpE8wMrBxM7CvM7wvPv/DKK6++/sab69dv2Lxl23YLqzfeXNfScohfA1Ra0EK2ycZEKnPHjGyQZTbWvZ1yoTRmKKq79+7n52ENl19cuoRBrt5XExsVHRMVPTY2uSJ+r4dAl6NEaCktKcMZyN/X7/z5Max5pWW6F0HyBEWrdFtCmjHg6Ccnp4MCAhF4TC0VBCc/313I9/lVONkO2oDPBdBzREG4YHsbW2xhfqlDNsuLHDHS+M1Zc5HhkadPn21v7wgKDFq6dAUnMAdbu8tX9TNgZhhaUjFWxpBIhilSYSRIS82aGm1qlnkWlInjEjAzcQQzKgAuFGhsMHzRMc5znR2f/kmP7ygv13bDcJC9efv6zduIo1iQ9PbUK1fVS2DM7YDBjOMqRFDYI/vBgRJTHx4WXlhQhEnH5GINYKJpxuHWzr0z9p1v/tuG9RsuXXnfb5f/X3/hi6EhoQ629unpWds2bfnyF7744x89ffqMwZIu4fXDS0gbIKnK0OUVkhthleRNGTNPKmMU7CzPy7n6f/+LvkEN44jA4OLkUllZZUhJ/AK8PL2ODBzDECvXErQtSJXCAKbstQzBFA8oKqoqpIRWhSo8xYnh0ReeMf4Y4dwCFgrGmgAZCA+PdHF2/d63vv03X/zLv/zz/1W1x/BTCTQZBJobniEmJaSKwCQEgxsam/jNL3/V1NSCM4rsHoNJ4ilZkSTxDEUFSBUiQXVN7d/+1Ze+8bWv/dPff/2fvv51ZIXf+NrffeffvoV1j01rqhGAebLRmjFpykCCbbSWVJUqlqmqQGqv37h95MiAnY0tToS2VtYR4eF9ff1Y2+SPFHtm4EGODw5Z7bDAJR9c+8O3oWotFV5RaUEGumZ8OSLY1NQMjnE48NHCYPBSwRLFUW/I+Pt23AJ5Q2rH2JShNWxYnCQ2rn+bvlmNWuB2AEw0vcgBBiXODYZff4S/nL/o5uySl5Pn7elVX98AX0yN070YxIib/oFknmSuSoZhSqUl2VKrYq1SJUbyBKnVkpLnqsITI6sMzOP4+CQSiNTUtKjIqKiIyNsrhh+41l7OpJS5SrIEkYqKjJmEgNPzvdUHY+MT3V09SKy3bd4SHRWDkyIm3fBJyvnFi4vLE5PT//h3f+fu6j5/cTk9PRNhLz4uwXmnc3BQsKuzCzzD09//wanTZ+GXaLVo1w9DV7V2UlE9kZQ8qbCMDx1ur6+qMB0FP+dZECM4MnrKz9cPg5KWlrF3b3Vl5d7du0v5DTJkjxIZIsmU+5CWIFtGCUiDxxcatGSpheSpHYapS9YOtMA9BFYffFRbU/fsD5/u6OiCA4JHoIHGma+rpw+rAUvkH75qiBZf+asvRUREwV/AgDMRhkxPFOiqmEFrcD5YghFh4Vi+yvNyFcLan52eUdceJJcZtvwAAKTOSURBVNz95PTssz/80d//7VcMUfDv/h4l8kHnnU5ICyj35/uaaoQEMqN7MaRKgbSXPEPhZSMkM0ON6DaF9Yacurenr+1w2/KlK4j6N4zfRKPbJW4EV8GgqakZkQNDRCppSSBjhQR0eclo7y61CNIUBaf1zoIkIEplZWRV762+dfuu7u0I4HHch/+trq7B0qIWZJvvnB+Hj+vvH8Bqh8HU9GxjY7PLTic4FGyHkuISVycXnEoxhoDSsqyagjJHzEvSjErLKKQykkpV2kOlHXbZPWakmXI7XSjN8iWIgmNjE472DpevvldVtbe4aDc5T932tSSVSuMMaLUqbo2rsMHpEEfJu/fuI63Jyc4J9Avw3+Xv57MrOCAowM8fCfcPvv3dbVu3L1++GhQU8lf/638jUtpYWgcHh8IJ/M1f/uULzz53xpgq0YKh9SNXEUcjhWcI/g9xS5CGqqlGiNclJU8q8IhZ7y0uGD8vaOIV0TX+XZAEpH6VlXuKCouwK4qLSiLDIyMjokKCQiglZGP4i9m5iyjhLJYuXVlavgyBp4cbBGCzuHRpbm6BfCuq09OzKNmMLOlalDCDO4BMIC1bMnS1TCpVElhmLZXoDFZLdmb28888W1pShkVDuTM8DmLev/zDP1IIBP7+b/726e//sLra8PWPciZ0oZ0wCUUFN1Rf34iwtHBxCbtIt59c1cokcFWBVFGJR8b2ePnF33zpL76AlPAf/+7vcSj83//j/40Ii6DPxvElZM8XkqAL0io2ij1XpaUuqYXkSWZ7WWUDPAXWJM5MWFH0dyYyUMwUYGTojRU0CETygEBmUlalVpEhaHkiFRVOnxfGxnd5+06b/rsgcvPu7t7IsAhyrEo7sp+YRy8Pzx7jV23x5fAXqKJ9bMnY6Jhtm7bgZJmbk9ve3mm5w2KXjy8uRMuhIaGdnd0uTs70G37UJjXL96JSCiRLnkFVLc+kolIYqaIqnpRlBldJJbVclaTkdWWuSobBpKLFEsKS27Zp88GDh0pKSg+1Hsa5nM2U1hRSqbLMVWJQyrlmXluFGfIYZIHvvnfN8O6wiSkk+i0tB50dnf7lG9/4wXe+d3Rw6LXfvmZnY5uZme3r7etg7/jbl17+wv/8Mzsbe9iaCjy6ixMgUjFQqhJanqpmSK0KGJuYqioqGLly7amWR5FTH1P4+yOjIADnmJycmhCftMvXLygwOC4mtqG+EWkCQgK8MxljZLE3wsIiWlsPI3OE2b59NUifESnhdwCMO9YBSuQj2FTHh4ZxoMRSAIlrc3PzIcA9oREIsMEl9JcMAEGo/8hRqKhLSslAVcszqTCSZ1mW6Ma9+w/hC1545scRoeF42PHJ6cmp2fVvrvvyX3yBQuA/f/0fvv6Vr77x6utwEBh0ZSZklUDTo5AMRYWUfGJq9rVXXs3PzccUcFe5lADDKtaSzFUJVrEWs4DJykjPePoHP0II/OqXv/yd//NvP33+hdra/cgftfbUCMvMKNCqSNYaS0vWSlILacyl1liq2ECXJEiSwDxrZVWSAEaSZcWGSgJkWEqGAZKAXXD06DF/P3/lPaJyqSA3PzE86ufjS3+h0G2HgCgYFhza8tnfNEZ619HZhWhHH3cbH58EU1VZ5ebsioMglsS91QcH9tfb2dghUsbFxp05c06eBZXbaW/KKpaZYV7Rmiclw7KssiUxXJoiIRCkTFUJLc8Mg0itCgy2cHlZeU52bnl5RevBT99upliiqkBRsazwxEiZqiRIGQKvOgjwcvCr8LSY6Ju37+wu3v0PXzX8EeSH3/1+b6/hp8jPj00kJiQj7//2v34TSfnE49+glysQ0CUJTI6ePDN68vToqTNEHh8aOWmUFWjboaoZUlc1NTNnu2lj7/TiU62/izARBdf6iiiyGEN4Cw3fU7W3prq2vLwyIT4hLiYuNja+p6ePj4O4BHsjMyMrJSUNj+ri4lZbd6ClpbW/f+BwWwfCYXd3H/KOweNDvX1HBo+fODE8sm9f7ZGBY9hacLKJiSndvf3DIycHB4fmFy52dvUcOtze1t7V3tEFeeDoYFPzQc6e6HYkyG4r0Bqbh9Yez46M6cKF8Tdffc1yuwW9s+61l3/711/44le/9OWvfvmvga986csb1r+NKMhnQcwBgxiFJOiqFAY5WkZGlsX2HezgqGO0dgHIus+uC1gSFJ6BBjGh12/e3r51+1/977+oqtoLDwhHjNvJMTTTiHaoyZLt2YAZ2RRkWWVSYcxAGiudocYJVGWSbdYCtpcXyna0z6hAl6cWFJUxCg4mJiRhm5haKliTEIKDgo2f7/z0lEbtoCdyEDC5cMS52bkTk3/4pAT8Grbt3j37+nr7S3eXIuNEkvrw0ScImTgBY+HhKhwBsQ3RfnJSCjJg3vWA7rNoIcdEPqbuHClVSZK9ZNYIslcGhKA0zozWUhfUGW5E4bmKSAMX4enugdGGY8TAgpR3ZGOFlCoJhde10QKNU/tszwIcOKYeC6OxvjEsJCzQPzAyItLLw9PBxu71V17NysxeWFyenJ7FYYD+NEjrh0Br8onHxE9L4ysQrCIzrjIUnhrXJSXPKiSOrtZWg4vvPnXwE70o+HneHQOf2Nd3BFEwKyPL083d19snLzcfSUFqclpcbDwyGjJDwAAwu5jj1NT0nJz8hsZmnCCTU9KGToykp2empqQPDQ3X1O4vL68KCwuvrqmLj08EiasQBWGArDQzKweXGzdbalZWDo6VVVX7kLqWlJanJKdiW/KE0U11ZVllUstImOFRYs9funzV2dHprTferCivRER8/ZXf/vY3L73y69+88puXXn7x109//wf5eQUTxs9gSfAMcZUgSV2wDeJub2//+jffwoOTg0N/ICxfuoITADwjez3qrRb8IAqI16oQ8JC0Wmzb8cU/+/Ourl7ltVDdpgg0NdwsQRpIUqvSCgSqMsDgkbFgrt/89INfyiUkK9CqqCpJsiEwKaGodI2pKktTUFayth1iEAWPIQrGJ2KuaWEoq4jk8xcm4uMTRkZPwl62A3BTuCMyfsTUqIjI5ctXEfzoDzwQcrJycPh79MnvMLDwzg8ePurvOxIXE1tTXXP9xu0Pr99yc3HFsWBsfLK7p2+Xty/MMPjcMpV8L+aZlCrJMyN5RaXltQxDqnRhyl7LSJJVvMilAcnMyCoxRJKjw+BbbNt+fGiYZoq0fJWsUinXidQSlFXEoKrWniBJtiGgk9eMP6mBjQ8t2kefr1x9v6uzG7EwJjq2u7u3urq2samZAiEtQl6HDOalau2konoiKXlSoYRD9ndxnrqLePeR/iui9D2i8iwoBQwHV7ErmppaigqLcVBDkEPOmJmZjTQhLCTU1sYONvCbKMklFRYW45zX2NhcVIyzdWlsTFxScurFxeWUpBQ0kpWVXVZeiRhZUVGVnp4VF5eQEJ947NhxhJm8vAIIRUW7Efz6+gdCQ8IhYMfiQNne3onzUFxsAmeg3D0APWQwKXnIsFe0BNkOwDaShwwYP0d4MyE2/pc//RncDYbiPcNXbl5BwJ5bWDR8jsr4MRqZiRCoKkmeMKliAwjS+PyF8ZOnzrz0qxdxHkUuiR4aOnPzNpKJsrKKsLAIrdfjp9Y+DjNmQHt1x7btf/7f/jtujSwHJLdJMgkKJC/vaMqeIA1I4Co3QiTxCIGzcwstLQc72jve1XtjC1tyO6aga0ANmm9EIbnKgvL4BGIYuozWEnONNMjwbVjGb8TGkpDrhxm4pOSk5NHRU1gPSgvyiTB6OI68/eZbxUW79+6txvxOGn8o6sjAMXdXN2zk6zduYnirKqpggwXm7eH1wYc3cBdnx53oACxx7vR084ANmkLLsnG+Lz++bpWgNeZGWEUkywzFRhfam/JVyh1JIEbhARjr9l+C7OkSacyNEKDCCGOCPrh2A6GGLGX7ir2EbuOKPTGSly0TySpFliAe16K38AbYcphrBMW5+YvxsfHpqenuLq44CdBfiC6MTxrw2YhIi5NLCbloJckloKgU3pQxMyy8c368s6lx8eP/fKrxT3t3DIDUoKe3/5WXXv7FT3/2xquvbd202dHeIdA/oLBwt5fxS/kwTDRqwJEjR5cuXUG4Gh4eHTw+hDA2cHRwfmFpcHAIp2CEz8nJGbTW1d0H1Zkzhmc4ffosXC12F86O2KIQsO37+wcGjF8hf+LECCLB0YHBY8eGKNzSvUgAuJ9mGCJZJRkmWcU8a0lAEMJSONI/4OPp9Yuf/NTLw4veVo7h5ul5Imh6FJKhqFBF9t3bd+TnL/xkanoGOwedwbqEEBwcgowkPi4BVUB2XoJ6zniiFiXGFk+K+WppPggZjZOK7UmWkCTJihldqIDNuKpAy6OKpYJ1AsTGxi8ZfvX0D59aI8gLdUsFZlQAeILCaAVZlSVDUSmCAuIx/thK+bn5xcW76fV23fWDLQPSy8NzbGyCFgk3zg0SwMCgva3j0KHDqcmpNpbWGemZ07PzpSVlltt3LC1fvr1yNyM9IyggsK29E3eMi4m7tXK3uaklGzt3ejYxITE8LBw34oWhvQVAPKkUgavEcKlAsdQltbKE1oAERWaQsaJCFU8KsJYMlKqErkohlVIXuleRwNdKWVGhZBDPkCrWmpKpSgLyITjA+w8+unf/oZPjzt3FJW1tHQcPHjrYeqitvQOe6vwF9WVSM9BdyQStiqpmSK0KQGeWZ6bNfVJiLb8vSDIWgSF/+dDwk48GXL9lPAZdnpyaRXaANIHsyZIzRAhwpgB2HaIXSnjz0dHTyG2JR3CFuyUtroU9ZIAEuhC5qQFGhlrmezFkh6lkhklZlVB4rjKYpxI7H+ckLILp6VkkBLHRMTjmkg+Sc2AGND0KCRDPKhJQwvXATznY2q0YX5lENzAyuGNubn5oaNhbb7yJLIH/zK5AIflBGIqWGdwIM46ZovhKWlJJWVFBUMzMqLiUVYbUShVkRIXUtPS83PzoqJjjx09cv/GZb+4nSHtmJM9VpZRgM5KZ14Ispb2iklUmFV4Bq+7eux8fEwc/Q+9nkYuEce6dseNDw0jOsDhpjyiNyCrm9NqHhsm9c2/10uWrvt4+iIVvvvb6uXPncfnd1QdpKan9RwamjS/A+vn44pLdODju2Xfe+B3N8CyLS5foPXEEapxvwTdilS6py7NWkgwtyQyDVawlgUtZJTApqwqpqKgqh1pRSVmCzXS1EmTAltJeklJgsKWEVmvKkqDVcgtYPDilJCcmIzfKzMjKzckL8PMPDw0bHjk5YfyTobJEadGuhSRoVSQrxpLUqgAcUdKioxY/WdsnJRTIZyYZwJRj/6CkQz0GAiUfzgiyBb6WGFxIQY6WjjQGiDHFK1UG81LF7QNSqwhcVRiCrpnEnbv34YKff+bZwvzChcVlOhHKaTAFmh6FZCgqVKcMCXhSSGDww0ef0K1v3l5p7+ja6bAzPCwiLS39wIGGlce/iEYl91n2XGHYhmVTDINUpJVmkqeqNFBK5s1D2kse6+3ylaveXt4ZGZnbtmw9cKAeZxcyY0sSiJGLASAD1rKxLo8IIUniZVWCVKxlWeGpPwqpMFKmrGunvcPRY8eR+tCS0K6fd86P9fb2B/oHYCXIdqhx2aZUIa005PWrDxeXlpHU0o6emprZuG790IlhpPZodpfPrpOnTkdHRh1u60AHQoJDHn70sXEW9BsnaFUKw1UGWzJ0eUmSrEBa8mizSlYZbA8ol0hGgrWkkga6MllKFZFcKmB7qVWqxMgqQblEKzCUqgJpTwIxAMYESwXJN0oAiSmWRGxUjLOj4acWB44OTmq+pVYL3ZVM0KqouhaSAX5sYirUy3P5d6ZfEZ2/duOa8d0x9JwKdHlsGzwzIhme80B904WxSY6CWnseQQVkiVJ7ie5NAV3ejDGppIEZYxZMdRjQbRAeB67nhR8/FxwYbPg5Hs1bY3SBVJpePl0jpqbnUpJTQ4I+jYK4L7zVvn21tTV1qalpWzdvSU/LAKPtoYQZXlGZsmRoDXQv0ZI8vE+8BQFmBK6ixMbrP3I0Kys7ODjEb5d/UdFuMKRiSwl5ua7B2mHq8s/VrNKNJ15749bK4OAQQpH27y4S0HZ19cTHxuPgqLRAw669EXbxex98GBMV7erkPDM7t3r/Ic6Gd+6uJiUkpSSlzBh/gCkmOiY+Lv688Yf36EZhIaH37j/k1kz1H7xWZcZYYcxDt2WCLq+QhLXb65KAGV5hCJ/LXteYSDhhzBSSP/jeq+9+xkCBbiO6IEtTxro8X0L44EM4IcMPW+Zk5VjtsMQmxZqkF8lM4fN6QkDX3kwj4xPT4T7el35PUfBPe48oAdsG6WFPb39f/0Bd3f74hKTWQ23SByn2BC2ptQGIlCXzBGYkqVWRVssQqaiIZy2TSmmKRJ6+cnf1nXcubN6wcd3rbw4MHJu/uDT++DdrZCkBhmGGZBnBtaiw2NbKGgkXbo2bYvXHxyU62jmkJKeMjp7Kyc69uLiMZUh94+4RZFWrUhgmtTxAJKtk0qBrr4DdMUNqZVU6bi5JwOYvK69MSEgqLS2PCIvw9/PHwqRUTNrrQlFRm1p7Uy2YMjbTwhPtSSZS8kwiLOXm5BXkF07PGL4+jRaGXB4kT0zN5MEqr4C/b9YMqGUcMdNS0ozfBhXvstMpKiLywP567HFXZ1fkuNMzc719Rxzs7LGuujq7Q4ND5xcWkV9bW1jiWux62RS3zAyRZlQKwzyVLHCVoWUIuvZUlQuVSN1GdHlizNibukSBrrEkWcVVZhhgrn1489Llq8WFxSW7S/BccuVrIRsxs1vJjCFVDC2vNYZrwhnJsENLSnds2ZqVmQ1/iJV5/vHXrfGK5XVrhlRUTyQlT6pz74wdGxzyd3UynAVNvyL6hL8LSmD8ly9dqazam5iY3NHRhUbu379fX98I/8vHQQa1INvRbZbNWGCeQQyTXGWSSobUSpXCcJXBvHa+iTdVwpvAU8BNvPSrFze8tb65+SAfCulUzid0AqkUnknmuYpDfVtbx9aNmyn+AfPzF+Ni4sYnpkpKSl2cnDesexvyNdN/p5F4Imnq8XVlrrKsGLBK8opKkgqY5xKPiSgYGxMXHhbe3z8QGhQyNT0L3y1tGLLKBgxJkg2DGcWSwTxXtSSBSEWlZXSBGcfzIhR1dHbRHwVNLRX4GiRDMENCzo3L9klmErP84fVbIUHBWFqLy5dPnT7r6uQSFhKGI6CbswuGFCuqqamlIL/g0Se/z8/Lr69vQFoNMjw0nN5KijHnZrllrmqhqMwYa1XESJIZhVdUzEiVJCUjQTzb6PIKzPBKVdcMYJXuJQDWA1Lh9NQ0dxfXXT67Tp06g+UhjUmWDHDt+k3kUreMP/akaFnWJdcCGDOIQaS4t/oAPspyu+Fbh8rKyo8PDWPl0GdyaMXyupXLWCEV1RNJyZMKgXBk9NS5E8cvr+WXlUw9j5Sxu7q6e3Hcub1y5+at28CDhx+dOnW6s6sH8Z9s6BKlZF5WiWGeZVZJXiGZYSikNCNZW2VoearKkgQAvoOqEuDplfGpqdmI0HCrHRZwJZgAOSUS2gmTYBUJKBEFe3r6LLZup08FYCmfGB7dsP7tbZu3BgQE9R852tjU3NXVS+5PdpgFCamVpFQBFG4NL5o9TnHM2zNDVYWUYJUCSZINg7XoDLKukODQuroDRcUl7m4ebq5ube2d2meXF0pZMZOlhHkz4hkKo9hzSQKBqgqjyCgx/mfOnHW0s8dBkFeU7vqZmJzJzsppa2vHKY1aJmhb5urK3dXamjpPd08kbReXLvnv8oerKistS4iLxwIeG5883NYRGR758KOPoyKjkPjSz6tOz857G75cLY+/TE62zGCeoZCKGclEalWmSClInqFLAkSyVilJIFCVVUwqyaLWmBlZSpXkuSSBIEnCrZU7tTW1jnYOp8++4+vtc/LkaY6C2pKArYHlkZqcWltbN2n8oWyphcxgRmpZllXFhsEkcOPWyvTMbHlpeWJ8grOjU1REFFbXuPFLZ3jR6q5kAqkUYy61JEFRER7cumGIgk/8lV16AO3zsAzvg4NgVnZuy8HDXd19Pb1H+vuPHR8a6T9ybF91LbQyPNC1dLmUdQ2oKkvmCVKrQF5C4CrbMBSeZS1PVS6lQLIEkxiBlTv3Jianf/rc84PHT0CQUyKhnTAJVpGAEml+ye7S7Vu2wu/gXjh67ttX09nZffz4icrKPW4ubjbWNvFxiXBqsnssUw8ZzLANVaWMrTI2DodYERkRNfv4i15JS5vf1LUoFVILVnHJYBvi2dEwgz2PgbW3sw/0D0xJSWttPXzo0OG01LSVu4bv5idLeQlXpUpWdQ0gsFaCtLq8VpaCIlNVIUlWgJDWdrg9NSWNPinIC0O7fhDJcnJysSrg9bStKQzdEQeL9z/4cKe9AxKpy1ffQ9p+7cObEWHhyHQXly4tLC63tLS6O7vC0sHW7uSpsxh5hEbES2RdL/78F7DhDAmQ7RNA8qQwo1hqGQapzNibUTFjitdVMcmMQmpVCkPQJYG12JMNA3P0gfGXBSFfffeDS5evWltYVlfXerh7xETF4DSPEeYWqJSAFnvZ3sY2Iz3T3tZul7fvjVufeUO1NJY8gUhWsSUzZkiUuPXtFcNfmnEu9Pbw9Pb00v0xL65KaFVUNUUSpApA0oa1ferYUXO/NU+fmmdfw6BnkDzOOqfPnA0JjUhKyUhJy0zPys3OLcgrKN5dWhGXkAxLzBbZ07hTlQVSMVAFT5A8Qw4oQWmBQCSVyjRoodsCoPDcCPOyZVONAFDhqIJQhMwdpzRMNr1dWAsk9YBCmgIs4QHzcvOQqt9/+Ag3un3nHoKTk6PTjm3bQ4JCamv2T0xMJSYkvff4J2EVoGPcbaX/ph4HgXbP3mrkNzhvDY+cpOi7FsgpMNU4YEalQLGEi+/q6ikoKIS7T03LcHVx2+WzKzwsAm6CUjFpTGCS+iZLKeiCtWvvsPkGTUHpJMMQBds6cnPzkAlhV/OS0K4fREGcBXGSw/LQPh21r+3brZW7mOYNb60/MnAsLCT0/WvXsautLCyjIiI93NwR/Hp6+hobGqFqb++sP9BQa/jWp0onB0dbKxv0Ta43NK5tn6B0QwLM2seWoXuJKVLLm78jaanPbMmC8oy6TUkSsnKJ+SqASwhY1XChxwaHcAJB/gcnDCD4YfwxTdiV8sMqdKGsEgNs3bipIL+woaEpLDj0w+uGX8CXNtwB5rUMtaPtKqBLKsC2fe/9Dw/sr9+2acuxY8fppVHAjBs0pTJziRbYFAUFRUlhIe8j8v3pvy9IObi1jd22bRa2do6OO11cXJGOeHt6+7p7eMEBYT+QMebp5KkzTc2t9Q2NmL9rHxpeUqOAR3sGNmAwLs3NrWfPvoNZAQ+GHBk3pe0JM0QqJUNrbB5ae2JM8SRInhgi8VxTUzPf+7dv7fL1m56d176vD1ViWNDyTFJ1amYuNycvODDo4aNPaIgyM7NPnBhBPIB/tLG0tty+w93d4/yFcTgm7onSNyIVFYMNSL51+05lxZ68nDw7GzscQ3HGJQOyYUu21xVQEohklYRU6UKxvL1yF0Ph4+Xj6+2bl1dQU13b0d4ZGxN39ux5LFHdNpUWJIjUVQF8FQkSumZPJAnES99BxrqXXL95G+EHTzo5PSuXBIOZC+OT7R1dXu4eCGxohxwolopu48y8+/61lTt3D7Ue3mnv6O7qNjM7h2E0tHnm3KnTZ2BQX9/g6uTS2NiEI2NleWVcbBzWYW9vP/wydjo1ws0qjUsVyVqeoMtTVUtqLQm6KlPGBF1jeQnLsmSQlqDwssoww3MjWBhcRTKK3febX73o6+2Dlb+wsJicmBwZHoms9+69+5hc2YJSsnD9xu3JyemK8srXX/ltSnIK2lHMSGYwaV6lS0ooKuTojz75PbKrlpZWnBCUlUxVhVRUUmZIM8UAVXjO/LyC5PDQayaj4JrfHYMqRvzSlXffeP2Nr3/ta9/+5r9991vf/uH3f/Ds089899vf8fDw4qwQew8bKTQ4dNrwO+xzg8dPGF5aubgEg4XFZQi0LaHCZqus3DNw1PDaC9pfXL6EuD0zOw+V/Bi+7Al1jECMmTlQwBMmL1egNK7wuqSuCm7o2LHBZ3/4dJzxt0nhn+QhXc4ToMsrDDxgTk5ukH/gg48+xkgeHxq2t7W32LbDcodFeFj4wYOHcJe9e6traupufvZXrnS7Z0YFgMTgLy1fdndxc3V2RYBJT8sgx0o/QsRmUuDWWJAgUssDrJJa4710GgEPv5CQkHT06PF9e6vDQsOtLawC/QOCAoP7+wcQuWEmZ5nALRCYIUGWCtAUtyZ5YhRSyzBIpRiQLBkJ5hFpcBoL8AugX5PQXSokIL8eHh718fRC4ET8g6MZGTmpfKMF9QGg5yK8+961u6sP4F6//X++eerUadwRJwy0gHagctnpjGMi1nBMdCz2+OqDj+7cXTWm9p/5vKAp8B3N8IqW+SeSpkDGyiVaRuEVFZNyrIiXVQbbr4VUBIY0xn0xzoF+/ofbOrw8PDEjyPkCAwKjo6Lh3zFNZCwvYUgSKSwuxE6xt7FDZoOJo3yRzMhGglWyEYIkeVgUGwmpgoxllpudW1/fCD8vly7JDCYVlZZhkuOfosLJrbqmrjg91fRZcM3vjgGMU7Jia2XzV//rf3/jq18D/uErX/36V776N3/5V9X7am4bzwqwx9x0dvXExcU/+vh3p8+809zSevDg4ejo2AMHGlJS0gzvo7lxC2EvL78wNTkNUbC370hpaQVUJSVlOTn56emZNbX7cYZFO3x36onsDJFKybxiSSSVupZMSkFXK0Ekq9gAAoYC893X2//9b30nMCB4yvi9i8r0KBMmoVUhCubl5gUFBN5/+Ahh4MD+hsaGppW7qwNHBwvyC729fawsLA3HQTcPbBVlEVPHmKROsoGssozBHx45iZhaV3fAysLKw90TiT+cKdnQhWyvkMzraqWKwCoGk9IMWxdABoDl7uHm4ePl7eXuGR+XgAWGJYRBSEpKgcugxwS4NdkOyUzKksAqhWFIXiuQzIKilSWBVAxpwwxlJE4OOxEFzzx+dwyWE8LShbEJw9sNjG+9w7AgE8JQYGTu3LuPS3JzC1JS0svKKjAs3CYEpX0qKVIiiELgpQJfiTgaHBQyYfyuSEd7h9GTp0DytbIphVFUugxApFKasVRAxoqKSUVFsqlSSypaBqkkz4zkpcCyAuLJQMqsQiJyoO6Ag629q5Mz5tfJwfHw4XYkOvwleQzddgAkLsCOrduGhkdra+tCg0NwORYPLpdmBDASWpVSlaRkCFoeS7HtcPvWjZuPHDlKXtGMJ9SqqGqGVFQA9khbe+feogLz36C21u8RBXAGRxj/ype+/I2v/d0/00/L/u1Xnv7eDxBv8Xhkj12Ervgav3IJnXB0dCouLkFg211cmpeXj2gHD3vixGhuTl5hYXFaanp5eSUOMUVFuxEFOzq7mpoOIofNzc1HNsr3pW4ondEliWGVotVWdS2pyiSrZJVJgpaEjECILP7p7/8gJzsPB3P4KZ4bDJF2whisIgElUqeoyGhkhfcfPMLGQHx69eVXXv/tq5bbLby9fHAkSktJq9tfHxAQhPvCi2k7Q1BkqZVVzOahw+3r3ngzOCi4q6snJyfv5MnTSF/YWIIvJK1io9WSIFWKmQRUeBwsqvn5i3D3OO2hP2Wl5VAdO3a8pKTU3y/AzsYuKiJq25Zty2Aff5kqQfcuEAhMsorAWi1IRVppxoIEm3GVIGVZJTOqsownQvi3t7VrN36lJ9bDeePnJXD2hSvJzyuorKwCPzYxNTQ0nJSYhJ314KOPTwyPIkWorTuQmpp2+/EX6ygts0xaGmeZRmCros201DQcKBsampBm0Wei5OVkTLKWZJ61BHkXbSnBZiRrSQldnkjmpcA8l7IqeeqwVBFQlQzbKIJWxWCeS1m9eevOlavvDgwcRVrj57urrKw8NTk1JipG+cOHvJYBBhOKpBmpDHKji0uXRk6ebm/veP2V32Jakc2QjXIJgauKSuEVkqtSIC3JWMzoeUVZBaJyanIKAqEZT6hVUdUMqagAxHvElNGB/ncR+cy/O2YtvykBwDkePtT291/56le//NcIhAiBX/izP//+t7+DJIX+SEsTg83TeqgNQa68rKKioqqick9t7f49e/ZhG8O3YvRPnT4L7d591SXFpVVVe6qq9gIV5ZWIGU1NLSdPnUFopNbovtQH6gxVFZIh7ZlhmY0VG20jJEh75RJdcA8JmPLV+w/37tn3T1//h337auYXFvnYzqCknnMiADao8l+PiYEbsrGySU1Kubf6EG5o4eLiwZZWjNXBlkOtrYcBHLWRTLS0tEJL3cAGIKfGPYfMT6RA4bFSMSNDJ4YP7K+PjYnbtnlrY2MzthMbSHszI2PqdrrgdiDwhRCwtJAEwAV4e3rvLtoN//7ma2/88Lvf+/UvfoUxCQsJg1PYvbvM3s5xzvheVqU/8vGZlNDtPxuTVtdGAVtqjc00wqRyRwb423fuVVXugSPDcXB2/iJGwMPNPTEhMSEuIcA/INAvwNbK2sbKOiwkNCIsfHTk5OqDj5AnxcbGIz+wtrTGAGIpysc31RMCM9iqZ8++4+3pFRsd6+PpjSVHAZVsqEHdZkESWMVQSHmJlpSMQpI9kbqNKJD2ktGF+cbByHZ0ods4XSVVuo2TAOC4Njs3v2PrVmsLSzheTMHwyEl7GzvkIuRvGbhce0dMH3wLjigXxsY93Tzi4+IjIyIjwyO7urr5pTsFWlLbQwVraUc2gh26cucetqqNhRWcm3R9CFpcAlpvSSDelDEzJKD9s+cu/OfHH5l+j+jn/O4Y7KUPr986NjiEDfbXX/jij3/0TGNTC/YkoiPZkLHR7Obi0iXMFv2p5tLlq5gSpDMYAvLOxvdYG5JczPTyJaQ7hr/Sk9emEo3QTblZgBlTJIF5ZdnpGgNkr2iZZJ4ErkqwpaLFA965u4oM7tvf/DeEdvquUUwYAaf18xcmjgwcuzA2CUePKubM8Hfjc+ePnxiZmVugd9YY+PNjv/nlrzs7uh598vuVu6u3V+4Zyjv3bq3cxQijRBVHTxzWoboHL/jx7zCmGH/I9x8+gg16ottDLYmRR8BzdHC0tbbx8fHNzy9ElKUX1thS2lOVVVpG8tqqBKukgM40NDQi1B0+3O7v64eFNDs7T38/npiYMoyncdGfPz+GZ6Rl80fcUTJEahthKFomdRlFRYyiZYZ56TiwR7CDAv0DwkLDampqoyIiU1NSMenYKVgDN2/fwUkd/tFwEDb8Pc/wTsLdJaUhwaFpaRkR4ZH0w1h8C25WEWSVSwwpxnl8fBIbFs3iDsqFKJlhEMkGWl6XJJl5RSVJLhVojc2TWpUur2WYp1JroFQlmCeBLBnSADuut7cvPCzckOcV746LjQsKCCzIL4RLkWYS3Ai2CSKNtYXVK7/+DfwGlkp3V/fJk6dyMrPzc/OxnMghKBcymFe0T+SZUXipMqzT6zcT4hNx7IG7I2dIoYtADEOX1yUlT6qxianKyj19hw5+gMj3hHfHPO4u9h6D+i15Yu4/+Ghk9NSf/7f/vmHdenhb2mBkJoFHxUCTQJuHzKgdZhRARQLdke9LPF9uCqQlS6oq9lTV8gSF53YA5pXG+RI2kCrIGAQEp7179v7kx89h4hHSEOkwQwh4kD3cPb/5z//61utvpqdnHjlyDJk+gp+bi+sPvvu9QP9AjDMC58zsQm/fkfVvvjU1PVtXdyA5Mbm/7wiapeB3/8Ej7AqEig+v35ienm1r68hIy3C0d3jjt6++9spvrXYYvruh/kADdhT9JYC6pwgkE7BhLi5dSklO7e3tr66uy8zICgkKcd7pjH2FWdPaA0wyD0EZPYaW5KqWRyM3bq3sqdprsW07UFdbhyoeBJ2hkgAZgLHuTZlReFJxSYICXVIB3ZRaMNWIqXZwraIiY0nChh6zubmltKS0qKAIYY8DG2vJr2H6kG7GxyWUl1WEBAU7OTrVN3zmR+G1UG6nAC4LbSpOUwvzjSiPQ4xiL6uKlmSFZF4KiixBlxNQ5ccxZQ9IFdlz55knULOmmtK1l1U0q20ZSxrZHpJRHPpHR08FBQbFxcRpD4JKU1SFT8jOzILDyUjPtLO2qdlX42jnALfg5e7p4eo2LX6Xm+x5NBRAKw24KkGk5Lk1Vina969dT0pMPnCgYdr47SLwhzi6MTiMERResSeSwTypJqZmUlLSfv3s04bvEW0y8Su7n+vvggT406Gh4aeeespyu8Wde/eJJGO2J4FL5hmPmc/wpux1eaoymGeVZJjU8gQz9qwiQTIMInVVAIIHzmRHjx77wbe/i9x8bmGRznyDQ8PPPf1s9b5qHBYR5J57+pmNb2/8za9+/ZtfvVhbXbtx3ds/ff4FxMLtW7f98qc//8pffenFn//i1ZdfQTB49aWXIXh5eEVHRlWUV4QGhzrY2oH8yY+ff/k3LyFiJSeltLS0dnX3Vu+riYmO+cVPfoqNhJCJfcU9lILsNgJqV1ePt6f3Lp9d/n4BiQlJbe2d6ekZiNl0uWIPcFURyJJJRcUlQ6kSsF0XLi7l5uQeOXIU3lxuMBZIZoZJVkkoKi6ZYTAjtVRKgatso4BVpNXKbCm1UgUBqwhTA++2cvceUmmMgzQjwBLhcHJqxsPDMzIyqq72wMGDh4p3l4BUHBPJkjHPS5VSlSTz0kDyuiQJXEooBsxoqwzFhgUJNiCVFGRV15J4qWKZDWSpaJmUKoYkMWWYcRcnZ3haejnNkMsaQyDbkD1VWcZSgaWrk/PxoeHMjMzQ4JAg/wAk0PA8g8dPRIZFYCO/Z/w5WNkUgxpRBK5KSHvJaHlWkYBN3dp62HLbjpqaOixXJXoRdKMal7qkVmX409K5Cxbr1x2ZW37q4CcRJqLgEz4pIWWqYgTHxic2v72xrKwCk6QYkA2TUsWyJLmq2ENgEMMkVyVYpZSySiBSMsxTqajY3ZBWlgyyZFJbRSMIQoODQz997vnKyqrly1eXL13BSeuZH/wI42n4/MPNW02NTWkpaXv3Vk9MTj/6+Hc49LS2tMbGxG7asOlb//qvv33p5bLS8tm5BRwNEUQbGppQDQsN8/X2QbjKzy+s23+gr29gfHIaR0bkeoiyiFtoCqfJ7u6+H//omcT4RJxK4UC5Y9w92Vv42cqKPfvr6hFHa2v3R0VG+Xh6uTi7HqhvUN5nwZdIQWoJir9mAy6ZJyhalNgzGA3p+slSgS4vSZK5BRK0MoEZBqukVjJSxTwxskrQmhGYlAYkU5VJqWIe7u9wW3thYRFSGQ93T4sdlkGBweDhGdkeJUaSqgxuR2EYRJqZAmkpDSQvSS4lTBkTI1VSlmBe0RLPkDxrucoMV6VKV5YlAbIC5tlGToR2bOEccPhDnFDO4rIpLa7fuNXb2+fksLOwsDgiLALVnp5e6x2W8AZYFQ629jdvGf5EIlsgmUEMqxQD5nWrEmSptb/y7ns4GBw/fsJi63b0Cg5NRi8CYhhBMlzqkrqqqem56rLS40vvP3Xw4z/pLChlTAbmBi4JwNYikm20lyg8a2WVYcaYSVmllSF5KciqLBmoMiRPUFQkrMWSSaV67/7DAwfqv48TYViEp7vnD7/7vZ0OjvSBdCxKpBS3jb+WQpk7mPsPH0H+7a9fQnQcn5xCbKN3zWDRYOlMGT+ROTM7DwGRD/HvwvgkVNqlAIOjRwd/9vwLyAqxsbD+rht/Rg7zqGwtVMHHxsa7u7q57nTGcTM1Nb29raOnt6+woFj+UV0+GkAMlwwmJcBQO1peW0WpCKxVGEkyFEsqFVKBLs/2UsUyCWzAYFJrA5nAjORJUEhW6fKkwvpJS8uwtbLx9w8sLSkfOjGSlJQ6N38Rc832fC1KTARAPKvYQEJhpCVD14BlKTCIUUjmFUFRSVLhmdFdsUqVQbxiL0mWJUMgY4KWIehaKiXzBPgBilgKz5bMc3nt+k0EmIiw8AA//9HRU48++f2VK+/+/IWfpKdl4Djo6e5x4sTwh9c//TYoeS0zEswrWi0jSYVnFVcRO5CxuTm7VFfXwptJl0WA49K6Mi51Sa0KmJiaiQ7wW/joP0y8IireHcNdZ9D24Co/BgAez6BcJe3NqJiRgmycSQKrlBYIuqQpwFhrb6YFUikGuvZMKlrlubCaEfPKyyq2bd4SHRVTXl45v7CIOKe1BDDC8Ggebu6O9g5YuzjY0aRK0B+E6YVyScoqMQiTOBFuWLf+9Vd+W72vZmRk9MyZczgvUtylbQa8f+36+MRUbEzc6dNnOzq6igqLk5KSAwODvT29N2/YRG8GxjNqB4EYLmVVCzYAlHXFMkMaK9CqTFkCpNK1/1yNmNJqZ9BU49pGtAxBa0x3UYy5ijWDxD8hLmFk9GR7R1dmRpaTo5PlDktMJQ7TylW6IBtdS5BaXmHQPR4HU41oGYLCA7okwZS9ljdFKoIEk9rHMdOUhC7J4DYZuo3rkhKyHZixJQQkPfTH4Pb2jtm5hcKCou9889/e+O2rWBtWOyyKi4rpOxGVxmUjkuRS23MF2ssZWhWcT2NjU1RkFI5rissCtJ6N8HnJyenZQDfXmfu/e6rp4X/N7wuah2JPgkKySvJSyyRXtSQzCkn4XDyTUkUkqyTM8wqpBeLMrdt3EQvv3LuPRUAZugStM5Q4Gp4YHnn+mWePDQ4hnVGmGVUJLS8ZRFAcB3EgOHn6bHRktI2l1dZNm7ds3PTc08/aWdu2tXXcWrl7+44hFqI/OG7udHRKSkiKjoqOiYqNjo6JCI+ord3v6eE1NGRIIbVPSozkJXPt+g08C/I++oM88ySTPUFblVBU0kDKzEgwqWiZlIyWZJBWUVFV10FojQnaFhjmebqLZAhURUYFl+fvF2BtaeW00xkz2NTU0tc/kJGeSS85KPZKI8xoLRWSAZJAskISmJQqInUZhuRZJoF5CV3+c9lrjeWAKypdklUKw5AqXjO67aAqF5WywLTGksFGhr2z484f/+jp/XUH8vLysRjcXVzhDZaWL0PFiS+BrlUaIWgZgi5vxpjBJBzCxcVli+074HPOXxiXLktCyzMjSV0VyrHxqRAvD8NZsBFR0Mx7RB93C6PDYIZ5CEg2MXz0JMQYjg/GH92HClUC21PJDINIM9C1ZEbhmWEDrWxGkBOjBQwIWjNW6fJKlRgqlaauvmsYWLgwRAsMJmQAYdJlp9Mub18cBGlSlcM+H/mlSjJYBFheiH89vf2ZGdn+/oGVe/YtX76Kc+E7FwzLrrfviP8uv+eefsbG0rq3pw/p4Z27q5evvpeUmOzh6uHv6x8VEZWWkpaclJyWlhkSEoZLKJIB/IAsMB4/o2ErosHJyemGhka0f+Xquyt3V3n7yQFhyGYJUiXBPINILrU2zEhLANOhqFhmMClVpqoKSKu10V6itWGQSmq1DNbPwMCx/PzCY8eOH25rT0vLcLCz9/LwDDZ8h/KnO5TttU1xlRgWpCwZ5hmsUlY48Yq9lmEoKqqaJ6WKwaQiSGPIsipJRUUyk1JLMkMaswEJLKMkMM8qKTC0xkxqeSQ9lRVVgf4BjY3N5WXlzU3NqdjIicnYhlAhBvIE8eWyESJ1VbqQxgqvMAyo0Ie79+5jfcZGx45PTLEfI0G6MuYVRiF1VfCBpwePGX5ZyXAWNPvdMdwzhsJAvnb9JnDJ8NfX2/DZIOHRsLvgTHFeMX7roM6fCRmsMmoNcyAZggnjPzRCMGWpyzNDJKskIwUJrb0CVimWVBJ0DZgxBLy7qwiBY+MT+/cf6OzsxkhipR4/fuInP34OA0vfGKKdYKVkngAZR8BTp8/2HTkaFhr+lS99+a+/+JfOTi44EUKLAEnvU52/uDR4/IS/n/93vvktextbnPZwQr3/8NHq/Yf4Bx27jWOiEbdW7qCTyubRgp8LCwPLIz01fd3rbwbs8vdwc7e1st67txpxlF8E5ksYzCharkpSAfFKqa1KKPZSIFlWJUjFYFIaaEtpoGWoKsG8tFFkLjE1iIK7i0s93D2cHBzXv/lWWGgYfXNxbGw8ZhYJFswISguS1FVxVUsSWGZeq1UYAjMKL1VcNUNKFVXZgKqS5KpCPjE2mFFJKIwZY1ZxKasEInUZ5qVMiaaVheXRo4MnhkcNX592YtjT3WPrps19ff03Hn/PF4EvpGt1STMqXUbLk4oFNkBnpqdn/Xz9DL+Fq/c1k+TKmOFSl9SqAOTu/e1tZV1Hn2r/D1PvEV3rJyXIc7m5un/zn/8lNCTshvE1rrurD/bvr//bv/rSP3/jH/uMX2eMZYQ5wCGADogQOANlkI3CswxBsSeGealVVJJUqgpYxQbEyKospUpC4WWVBGZogykGIDFQcFXr3njzpV+9aLXD4vlnf9zfP/D7//hPB1t7X2/f2fmLiFi6E6yUDCYnpmZ8fHz/5i//6l//8Z++/rdfgbB54yaEPWqQjeElcRcE3SD/wB9+93s7tu24dPkqbxXurXlZAgwe6v1r1/18dr395rq2tvb5haXJqRkslQ1vrac3at9bfYBwiygLIORjOb1rfI1Bd2Fo78KkoiJZliRI6KqoKhkidWWqMiQvVVJmEKmYAbQ8JG9KRTKDjWn0srNyTp46Mz4x3d3TV7VnX0RElKOdw7o33tpdXELftC4b4WslSKUYaEnJEKkIsqolGZJXVKxlmRlTJFdJK1UsM68wXFVUCqlYSpBKmklGa0a8tpSCqaqEwiDRnJ6ZCw+LwKZbWr6ME+FpLInxSYRAqGh/SdBVCgkwL7VEskqSXFVAKlrG0hICvSiamJAIX0RvfZCuSVaJ4dI8KTE2PtWwd49ncvZTvf+pFwXNvjsGkDxcVVZmNjxpSHDos08/U1ZWAdc5NT1ra237tb/+my/+2Z+7OLlgm2EfLl+6kpubj/QzNTV9z559FA4RRA1HSeNPZMEJ1tTU4VAC2XgyMPz+C4RPzYzQdslUJwGpMjMZZh5TV/V5SV2VLmBJxrQif/GTn+bn5uPMd/nKe6+/8tuG+kac4n/y3PMDRwfHJqbo1W1dmFEhAzp15tzGDZv+5ot/+Y9/9/f//PV/+Pu//cpzTz/b2dWrfaMNnws7u3p++twLu7x9kNAgUGFSZJ9ZMP+kmHGsAU83D28PLzQ7MTlNR8/J6Vn0ysfLJzIisrhoN8IhhKiIyPDQ8MbGJhw3ceHikuGbKknG4ECmVWH+jgxTZk/sM/An3kILM5ZaFTF/Sh9AYmcFB4X87PkXfvGTn7352hvbt2zDrszJzk2ITywoKMKQKpeYAppaY08AMpb2JOu2oEv+EXt27UALa+8JgVTSXzOpwEwjug8FezOXKDB1R/Mt4L7vvf/h/MJFVyfnmdn5ru6eDevWT03NIK+lt7aRGQlKUwoptYrlGvHEq94zfho4YJd/Y2MzIhb8AzslU85NlzfjCeFXW/fXBeeWPNX3pChIkP1jEoA/glf8+U9++suf/WJx+Yqnh9fXv/rVgIAgVyfXxKSUTW9v/OsvfPGZH/wIo09+ExGutLR8aGhkccnwe0nHBofweDibHx8aHj15Gi4eWWpbeyfMZmYXBo+fgLOD3Ns/cPLkaTzP6MkzuCPnLNwNqpohzYOM+RJe5dp2iCFSqpiXpFRpSS4lycYYrktXrq57/Y3ly1cXly/39PRtWv/2qZOnX33plaCAIIwJRoMhp1aSUsUyNkByUgp94+u//MM3AMRCnNp3OjohILEZNUJVlLiqt2/ghWefQzeqKvegh3fu3UcQ4rkgyCdSPMXN2yuIoPa2dnY2dlh/iIJ8LwBVLIDi4hIAEbejs7u9o6uhodnJcWd4SFhocKi/nz/KzPTMvv6B1fsPr1x998xZw3tZb95awSLhG2mBWxszKsOvcqOkZIv6ySWBL2EVLNE+uo3yQ2P0BWPwGuKTJCRQC0yySpch0oxKy0heUSm8wgAg8eDIrM+cQVIzMTExjRMh5hqbDoM5NTWrm9MoIN5U+1qGQDKTWi2DSS0vqwwtr72cZC6linkpyF2vGBMUni0lyTwJkjcFsjdlrOWlvbLLmJekLOGunRwch0dO5uXlV5RX3rv/UGtPDI+GVLHMYHvJcClJrSVDy2OvIRD29vR5uLpt3riJXJMC9h5PJCVPKpTwHk3V1QFZhSbOgmt4dwyR6CvOgv/89a/Dtc3OL2Zl5fzF//s/ExOSbK1sUlMzrHZYfu3Lf/2tf/k/eEhyVcjlcVhEDxDni4pLKiv3pqdn5OcXIjS2th4u3l26u6Ssu6dvd3EpXCHIvLwCxMWm5oOYsP4jR5OTU/uPDMCRKT0haBmGtKcRJ8b8JVKWxnLOtC0oxhJaFTMKaVgE71975de/OXiwta/viMX2HR6urls3bowIDaf3TSE/4knlM74kFRUz0zNz2dm5//DVryEK/pPxB0C+/rdf+c2vXsTw4nDGl7A9A9qhEyPxcQm//uWv3nrtdRxMly9dxuwjJmFaKTDIkaEqngIh5PbKvfPnxzxc3W2tbc6dH8P6oza5ewCeC7cA4KkBPCPyJKzXlpaDTU0tcNnd3b27i3e/ZvxEB6Kjg72jtYVVXm4eNjaGC3fEvbA2DBGL3vFhzNJu3r5z6fJVtLO0fHlsfGJk9CRa1j1EyikAcC1sfLy8fTy9nB2dMAt3Vx8glW5qaqYWFHsCTaVWpZAkEyl5U6TktSpAIRVLmgjMEQHjhBKPAHAI1DbLjUiVJAlSxaWE1kaBQqJqqhHJkxlD4bkqJ5qNpQHzkiESawDjRi2wARnr2uuqtLxkmGSVrqzLcFXLM1hLJVK6qooqVyeX1JS0yopK5Uu+WJCQpDSmqhRYK6sk60LRcpVKjDyCNI6Dubn540bXpIBdh5aRpCnVxNRMZ0tLRe/gk/8uKPvHvWQGqwR+8F+/8Y/bt26fW1hKTk778//232OiYxEFI8IjnHc6wdt+95v/RosJ9nBJRUW7kfWfOn0mNDS8r2+gs7uXflbi3LnzCIElpeVT07N47MiIqLq6A0FBoQiEg8eHMtKzSkrKEGURLJGMy27I/lCVSYXX3Q/MKCSrlKqEYswlg0mCGZUCdBUDGx0Z/X/+8Z+e/eGP4qJjrbZtT0lKmb+4ZHhr0+O55JIhSamCDCClQhr4xquvfeF//tmX/+ILX/7CFw34iy/gLGi53YJslEtkFdFrenYeJzlM8QvP/PjlF3+NNZoQF7+7aPf0zBzmBbh+4xZKnPzgYQ2h8b0POjq6wkPDkBIFB4UimNGCpga5cQLfkVXoMCLi2Ljh27Eh4BBcV7s/JiqmpqZ2amZu5OTpDW+tbzvcfufuKu47P3/xxImR2prao0cHP7xueF8rRrK7q8fRzt7DzR0rape3b0JcgvEX0pvpj2EScnaADz68MTJ6ymWnE8YcixAuA226OjlbW1jGxsQi0MpLtI1IhnldknmtgYQ0NqXVJYlnWTJsyQaSVwwIZMaWLEgVgewZCslVU7xkdPm1kFJLPEPyXDLgsrCiLl99D2dlqMh9kQoCgWQiJc+kFJhnWTJaM+a5KqGQWhs4ENkOAw+CnLWyour1V35bUlwCJyO1ALegZYjk0rxAMgEy+16qSjMCW0rAk/jv8q+r2z+/sEgOgZwDOwpmuNQltSq4soqKqriQ4IVH/9f4qXmz7xHlTjOofyTj2ZCJr39z3Y++/8PxqRkrS+ufPv9CRHikjZW1i5PL5g2b/vLP/9f6t9bx20ThFmtr9x8bHEIGWlVp+O2kjs7ulpbW9o6uweMn6usbDx1u2727FFk/0v89e6v3H2iAgMCZnZVb39CEcyRUlL1SBwBFpqokCazSQteYSgZXJc/GXGWSVVQqPIF5EhRgrJYvXS0rLa/ZV7OwsGhnbTM7fxEhhI7zNJcK5EyTgVKla5FeYPD37as2ogZHKxy1MfgIOfISyNoWgHdwSpueRVM9PX1IXw4ePJScnGJjaR0bE1dYWJSfV5CTnRMfn7jTwREr2NHewdPdo7JyDyLKzNwCgpm2WQLxuioGbmqIxDNziMTo7cTUNBbPTnuHe6sPMUoWW7eFBAXj7j5ePoF+AcghnB13BgcG7d9fj6tODI+eOn0WIQ0nWqvtFpzjS5DvIGDFAngKhD3E0ZGRkxcXl5ArYKwSExIR42HPxtyCKUYrc5VJLpnRmjF0tUya4nVJqSJBMlxVSIZCclXaSxviJSSpNSCGSwKrFEbyUmCZQaQpHlnO8IkRN2cXJPSlJWU3b91hFV9CgiyZJ7Csq2KGeWKw8XFig5fDasQKZF4R5CWySoKMOkSyYPjlhhu3kVMuLV/GXYhnG3kV85IkgRmtSiElQ6SiIkbRUvXmrZWOjs4dW7f39w/Qz2cCWi9BVTOkooIbwUEwMyP73NCg4TclzP++oNZNECR/a+UuMuuv/c3fvvTr3/zwu98bOIY0/OZ773+Ylpbx1S99+X//zz9D6EL2QZegRIqNacY/SLVgSSW9OAMBwf+akQQgw1XV1h6oqd1/uK195Y7hnREwU3olqyyzwAOqmOleBcgpUczWDuWqtTeiWGKUcGS5tWJAaFBIfGw8phNTiGMQIsqM4VeE5vklRDh6gOIclbowBJKJKYQxAMduA2bmJqdmdN9uY6od8DiS0n0RkNACSASk5uaDTY3NOK7tq65FgETfoEXjAGKnvJxlBWZUCmCJQIj23ZxdsVX8ff1OnTozO2d4ZxYGx/hr+wVIrTBK6AZ6i+eGPXpysKXVzsbWcE59nC/D1xjXm+FPjOB5/EHiwuHhUcwCMjkcLvNz87dt2oK8AWuVzQA0RZAkg3lpYMqYQB1T2oQMXi5RCTKW9hKsUgxM2Sswb2ZGy7011W3CGruhwMxVrJI2ikxghnmUSO7jY+PCQsJ27y6pqtoDL8cqBaZIXd4MyP7DG7ewXNMNv2C8gKW4uHQJToBioYTuYPIdzawQEtDg+4Yvztb/gLwknwiyV+4IUrcdU6SWJ9K4H2/g5Ort6YW9Ts7BlIvQ5XVJeC1kxrU1dYh3ht+UqF/Vi4Kf57tj0FE4iOrqWnS0obH59orhe08QwC4uLsfHJWRn5eBUIz0Lg1vQksSjROOXLl9FzkI+S2qlMZOKwDLbk6CVZVWSikqXVFQka0mFl1UmCZIkwOfOzs3jWOPq5GK1w9LVxS0hPhHD62v8eYew0DCcvwP8AxubWhAVMPEMnngto5CmVAQmuWSQAQ55uDUB29gQm41fXkpavoSrklyLSqkyEPOQZiFnx4lzenaeYi1CF3gc+xDpkRmgihiPjoFErzCAbW3t8GsYVeT4WL2Idl1dPWkpaR6uboiatNgw7CghwwxeAzJWI1zSVeNXsbBjoiljKCTLujyRpiCNuarV6pK6DJckSAOu6oJsJLRayZghlZIECSJZJasM4nWNtSQzuiqFJB4lJh0Jk42l1c+ef+Hs2Xco+VbstYzCs0qxoaohxzV+rgzrCgxWFE4G9+4/tLO2/da//Cv8XndPb0JcPFKuG49/yJoulKUEGIJCcinBlorAYDOpIpJV5vknkgxFhZCC7UkHYkzEyp17keGR2OzSnwC6DkGXlDwAV7BvX822zVv+898/MXxqXj8Kru3dMQz0Gp3G/KHfkMkG7oM+8mVwHCYeHjDTMjE0QMowKfZUlYwCXa2WJMZMb01BtkOyqabYks2oZJ5JRcY+xJEae2PoxMiB/fV79+zbt7ca6UxXZ/fQ8RNnz55LSUrZunkrTvpyvvlFAC0jyTWqlKpCmldpGSbXolKqjHfOj+MIaG9j6+vlVZBfiIRpdm4BkQ9Rra7uQFNTc3NTC4Jfa+uhurr9+/cf2GnvmJyYhFwN3uf48ROZmVmtrYexUCPCwosKi708PI8dO46gyCNPU8OzgAmliMg8qwhKlRhJsvxHLDNToFvIuxApqwQmIcgOEK97iS7YXrYjSWLMQ9eMG5EkQbdlJmlStDxXZamoZJUeByViz/nzYwdbWjkrIkhjU4wWdBduB15x6dLl4qLi4sJiyFhyALT5ufnf+7dvVVZUrtxZzc8rODE0FBcdi/XJt5D3ojaZ4caZZ5WEJFnWWuperksy5Cgx+BKtVrd9jDZOwPl5+YX5BdikDx4+2lO1187GFrmsEsx0HYIuKXnAEE3fuYDIevfae+8j8jU8+FO/O0aBVJGMkp5fyzMpGSYVSBUJxDDJKi1J0CUBaU8yg0juv8IT1qLSkrpVyPISVWU8jmC3IBwacAe4h8wDzIOPPk5KSMK5EAnsmcdhQ5l77WowRRK0qicaa+11BVkyUCVI0gzYGIe+0ODQnOxsxMKszOysjCwPN3dPN3cIe/fsRdiztbZxQvBLSo6NiR0YOIYEHG7ng2sfbtm4KTMz29PN43f//n/3Vu318fKxtrAaHBxC+qkd/0+nQG+KFRDJWhJklcwkpIoNdAUJLWmKYSgqWbJW8gwyIDAjVSQztCQxErq8rj2TikohlZJhilQYgjSGR6b3NEiSBAKTUsUGxEiw9u7qg8bGJhdnF6y66RnDh1WiIiL9fHaFhYR5e3pjC2Nr52bn+vnuQqS8edvwV0ltIwqpMFpIA7LXXqLL65IEItlAQjFTvKhUSf7OvfsxkdEhQcGuO53jY+L27d23ddOW/v6BC/91fxdEFYEQCfThA/s7x2afav3dE35Zibuo22lmpIqruqQUJC8ZSTK0PKoYWYBkJiWIVFSSVEBaraXCE1jFVSYVFUGSbMMMgxgupQ0LXCXmwxu3kC41NDbPLSzKVwDkxCuMKZKxRnuqmlEpApsxuRaVrBLYGCc/nOdCg4JPnz7b1NSC89/o6CnDaxMPPsKOunL1/ePHhzBKhh/fN/6MIhYM/Brw1utvFBYU7fLxvXf/oeGQPTQ8OHgcluT1JHicZZXBPGuVKjG6llqVrhmXkmGZoTBsI0G8bkmCLsMgklVcSrAxQfJSK3kCO0oiWSUZJrkqSdmCVkWnLvneAsUSIJJKbo2MSZZVJrnUBV1FBoisyFzHxibcXdzKSss93T3AJ8Ql+Hr7jp48fWF8Ejnc7Ow8+gnjufmLSHzlgqRGqJQCVxlKVTJkLJ+OeFaZApuRpVKSwCCGedyOh11qmQGwPU+cGLGztp2amYMTw3Et0C+gs6tn/LPfJsp7nxkudUmtCkCbe4qLEqrqnuoy+XnBz3EW5KrCE8MwpdKSkiGwsdSSbIaUskJKSANJKgyD7FkFQXc9UVVC8ixLKGYKFBUZE7BnEhOSfvmzX3T39GF2sZcmpmYApDzK3HPVDEnQqp5orLXXFWTJQJUgSTNgY5TYMzgOVpRXYgF/8rt/r95X02j4E/VdjBI8CLbWjZuf/gEGY4USMjxRdmZ2RHjE8PAofSIezhGW7HFohHm0qcoqhWGeSqnSmgGKJQmKTFWFIRCvVSkkmzFYxZCk1oarpJIGWhVVdRkJXa0uo8jMkLFigAhHHxU1nvUNf7ilkxzmH1qqXr76HpKknKwc/pwMt0CNKCWDSclTlVWSUWC0Nwjo5OLSpdjoWBtLqx98+7uOdg6VFVUIddu3bH3n/Njs3EJHR1dIUAj94RmAPfsWBlUVUjJSIFBVwgyPksMVk7LKJKskz6QpXpckIE/dU7U3LTVtdu7i+Qvj9PY6pLm6G18yXOqSuio0e7j+QEJl3VM9f+x3x5Cg5bUkl2uBrj1XIRAgY/hkVQtdla4xkcp8ALotsBmrSJAlQGbaywlsrBhIBi3Ie+kas4zdcu36zfzcfGsLS19vn50OjvDv2dm5mG8sIzoaKq+qE+TBUYFWRYyWNK9SBDZjksEqBbokwPzYxFRbe+eObdsR//x27Xru2R+//tvXlpYvGxyiMfW+cGG8p6cP8e/hRx/PLyweO3Z8bHwC/Or9jxARlYEFtAygTIH5KSaYakdhdEFmbMyLQRcwU+wBXEI8g1WAKV4XZGPGUlGZtyRANrPCpayAVAgSbAMZkaO2ts7D1S09Ne1945cDwI12dHTOzS1ABRw/PmRrZY1zxrbNW1cffKTcjkEkq5RZlpcolgwwBJKlCguys7PbZafzieHRkKDgD67d6OrqDvQPyM8rmJ6Zg19uaWnNzMhcMX7UlaG9hS7MmCmqJ1qilDZUlQyRssrQWjJJvKIlHjOIczqyeTcXV6SwiH9mdj1BMlwq0FVRFU7j0IH9MaV7//8eBYnXChJsKVUKySqF1yXNqBSGoEsCZC+1JMuSBC0UFVelwFUmGZJnaO1lFYFwxfjDhNOzhl+Qb209jHBoY2UzcHRwZm4BewwLa3JqZsr46YjJ6VlER37PlVwiBOIVlSnSjErhZZVJhimV1hIgY7afmJyBB4mMiMrKyj55+mx2dg7SbTw1xqQgv8DW2gZVw1fwuLlv3rDJ3viN5L5ePhcXl+mPrBg3OZjaKaB5IV4JSMxTKaFlALLXVUlIM1PGzLOxYklVLc+kotKaEYg3pQUUFaprbIqrBCKZlwID2cytlbtY8HCaOPa9/8F1ZDMd7Z0W27a3tBwMDQ612mFhb2sXEx1jsW1HWkoaYg+i4OjoqdDgkAtjE4H+gfdWH2jvSCBG4bmq5eG+sXgMr7Rr3jbMZgwkXs1NLW+++pqri2t+Xv7Hn/z++aefCQsJNXyU6DwSs6lDrYcz0zNW7qzqXk4glWLAdzRzIcOMjdIOl8wzJCNVWksmFTMSMICYSszp+9c+TE1O8fPd9Xldk5aRPAla/sL4ZHtTY+KeA3/SK6LM6wpakIrBpNSSzFWFNMVrGS0UrbyE5oMNpMoUSKuYSVKrkqQicJWhkCxLUgMDT3vS8OG2e/ex+bMysze9vTE4KListLz1UNv+/fV5eQWlJWUlJWW1tQew9yamZs6PTdAqkS8aALRitIyWNK9SBDZjUqtSIEm2UYwhI5WmGI9dND07n52ZjTwgMCBww1vrjw0OIfB3dfccPHgIaQE2wPkLE4lxCW4ubokJifUHGnBw/PDxW0N5qB8PrAFcJQNTNlqeSMkQKVVarcIQ2Ji1WLpcZZIFltnjaI2lLEmuoiRIFfFcMsOQpNRCUDrDvEKyzDwJWOGGY19N7S5vn6TEJPKh3V0927dsra9vuLh0aXxyuqu798iRo4tLlzMyMsNCw64Zf8wLpZeHZ1BgUHho2K3bhs//UbPyFiTLUrfKQPXGrZXpmbnBwSG0iX0nLbXG6OrypSv79lbX1e1HDbv07bfWYUEiQ0UUXFhczs7KSYxPQOrGo0SNyKYkr5CyKnkGq7hq3kxqpZ+UJQkKwySrFJ4ElEggkMFEhIYjO3Fzdj156gwyFbm7ERHBEGQ8k3ufS11SqwLQ1MTZM8cuvvvUoT/h3TEkM4MxIsgqyQzFBuBGuB3mGVTV5SVJgiRZRWCV1CqkBJOKwDKbyZJ5rkpSygpIRYOj8KzVMgxSsQFAp8Mp408XGTZ/WATWWXpq+oED9RXllevfXOfj41tRUdV/5CjCxtT0HC8yuVZI4CqTDEWrVSkCmzGpVSnQWlKptWcVdg7CHoIf3M2J4VH6EynSPwDuhmREzb7+gerqmpDgEDcX14WLS3CvPIDakqHYSJDKFKSZYswqAjG8GJhkEKNLKlqWqcqQWoWUAoMtWWCeZQnmpT0E3e2vMFLmEsC1WNIjI6OW23e0th5OjE/csXWbox1O9j779x/AMsYCRlY3v7B47vxYVkbWjq3bwRgOaoa3xhh+Zn1mdu7iouH3SeRdJOQd2Yaqyt6EjAWDEIi7bH57A6IygjFyKb5QWrKAW98wfkQVwofXb21Yt76/f4CiIB5np73DyZOnOSGTFzKYIYGrUqvLKyUJBK6SwCpJ4vGJVFRcZYZlhjLpDFQxGuWl5RlpGadOnx2bmIIXoi1Me5m+7ALJ66FDbZhxA2P8iivSEkiWjEJqVYBhqYyONp8aN0bBP+Eb1Ajvwt8av58Xqw0lgMVBAh116RIIML50+SqyIR4UakGRSWAQI23M8FRlKCTLxJtSySqTWmMmZcm8LmlKlowp0gwvoagwF7dW7mKp0d7DARFYubsKp48DYnRklKuTy04Hx6CAoPaOLixBBAycpFAiSNCCM2RhxsMTf3+bsqpoYSmMLsjMlLFuy6ZgxphUAL3KhFLX0rANLozjYTEU8XHxcbHxnMvzCEtZC0VLghmSGIVUVAQtQ9DaMyNJqVJIgHkuGWzD0FWZJ5nXlaVDlCADtlcAHsc+HNkR4WIio7MysyEjnuHYN3RiZGZ2HosTyxXTPTJyMiwk1MnB0d931+Tk9C3DG2EMmTf8j8Edab6Khe4o76vIbEA9J4ZIbKWG+sbQ4JCr719rbGyODI+4Y/x+arqWjLmUDIBuYD86Oey8MDY5N38RGaq3h+fi4jL2qbREySCewYxUkSxLBqoKT4yW16oUnmVJShVrdUnJ40Dc2dkVFRE1f3GJ9ylvYeQHUZFRSA4K8go2v72xp6cPe5a3sITuHidSUVEVju3ksWM5Te2GT0pMm/3uGPRSWbWoSgZPgqWwb1+Nt49fcEhYUHBYSEh4eER0dEx8aFjk3n218MKwx5Qj/sXExB063N7Q2Izli6uwCGTgxDIlWbkjQbkvMbo8kQpjBqaMTTWra8+knHICqbS8FqZaJl7REi9VSlURMAVcBTDOWH93792HNxkYOFpUWOTp7uFga4+IGBoSWlhQ1NnVDZ+CCDE8ctLB3mHb5q3HT4wgOiIoYiFidU7PzAH0FWVg4IM4RhKUKjNangDelEoBLeW1t0NVXXuQs3MLsTGxSQlJ8JhyiEimoaPRk1oJ5qWB1p6qKE0tBsWeoeXBrJ1UGAlFu3ZjegRTI6NlGFoejPFgBJdwl9wF89IYK3ZsbOKXP/25m7MrJg6Rgz5P7eezi74hFgkNZhNZXUpS8szMHLI/OgWicYSWufmF98WPe1P7MLh+49NPBBJDd5T31VYJINHjQ62Hi4uK4Z1DgkISExLpO9xN49N26HiA44Cbs8vk1GxFeYWDrd0144+QC2P9bjCprCLdThJ01xvZQyW1ILXt6JIErYqqpuwlYIMBXL3/MD01DUM3bfwiRt6VAI71QyeGXZ1d6P3enm4elLbSV0jyN0PB8xAQ2OhCgNwRQK1xy1yF8cSZM4femX6q+aMnREGC0nUCrydMfEZGtqWVbVBIeHBoBCEkLNLdwzsrOw/zCksAs54Qn3jy1Fk8ycjoKeNr98dQnj8/Pnry9MDR42ht9OSZU6fPwZJvB3AHTPVEkgRdnhhdXksCa7QkkmFGq1WZEnQhzSTYgME8lZgjWRUwmGFDwkcgIlISOjx8srS03NvL+63X37S2tCoqKnaws8/KzEpKSFz3xluuLq6YuxPDI1VVe7w9vV2dXXGEQg508tQZTCvycSxNCHK1KQJBkmtRKVUJRSUNmFQYyWMXwYe+/dZ6PMLDR59gv7EjRomDNIYFQ0TApoXfpNFTfAeXktRliGSVYqNAV0uNEIhBZ3iWJaSZomWV5LU2Ckn2hOVLV5ADYbe+9/6HH3z4h+SVDfiqx/yn2sfV9w3flXX7zsqde/ASJ06MFBcWnzx5GkuRw5LEB9cMHzPw3+V3YXzy8pX3Oju7He0cEAurKvfYW9sG+gX4+e7ycvfEgQwLGiGVGsFdbt6+U1lRuW3LloMHW/mkBR7y0NBwc1MLHgEzi6iJQIuroOJO0ixTVfIEdL6trSM+Lt7G0urA/gPoDFogldbYSBp4LLB7qw/CQ8MRznEGwhHQztoWj8+f3zBafjqGBIXnqgTzij3LCrgp889ohuRSwhQPKCTGv79/YJe3j621jfH3ZT/zVcMAVtfu3SXxsfFINZAu5OfmY77qDzSkpaZj3OCUmppaTgyPwp7PeQC2M2XJyNexu6kpbhkgBpg8e6Z78uJTjQ/1oqDhFdEnfIMaBTZS3bm3mpmVY2e/MyYuMTY+CSUJPrsC8vINv2SNhwew1OLjE3t6j4yOnq6pqTtwoCE1NX301Bn43L6+I8nJqbW1+6OiopubD5IbUu5I0DJMmlJRKVVUZUgDFiSIZAOFZ5JLBplJMKmYMa+rVXgSFJJVTEqV5FklSZQ0R5gvpDW379xdWr6CNVpYWAQPcuv2ClwV8mt3V/fNmzZbW1gmxSe2NB/EooQP8vb0sre18/X2jYmKyc3JHRwcmp6dxxJEOoY1JxcoL0SS166SVYK0l6Si0pYMqmKfwAGFBYfCp+NZ6mr3X7gwfufefcNBefXB+QtjwUHB27dsw0a1s7YJDgyanJpZubtKiRoPJg8jM8wzKXkuGRh8OFAMPhzrrduGL1GEX752/SYmBPeC59TdEcxIXhG4SjJDqlhgWWujyOjP0vLlhcXlvVX7ggOCurs//ZMY2cA53Lx1BwsJng7PhRLAs+Aq4zIznIRw+ltcWkYQKi8rd3Lc6bzTKTkpZfuWrd09vfcfPkLOIe+Fkbn/4BE8g4+Xd2lJWVZm9sb1b2Oy7t67j6ZOnz6LScRkzc0t0MtLsieoIkrV1zd6uLpjVEmF9i8uLlts3fbaSy/D2545cy43J29g4CgupwvJjMA9UcjrN28XFhT96mc/xx756NEnvCoUeyZpfi9dvnr4UNsPv/PddW+8ubi4jG5gJMlPkr28hMCkFroqIiVPskIyw5Ak2zDYjLSyZAMpmzfAULjsdMKBHjuR/v6CBHrM8AFBw18Hxyemzpw7v2XjJsxsoH+A9Q5LnAWRA+Vk5WCfgiwvLY+LifXx9Pbz8fPz2eXn67cLpY8vADN7G9vUlDTDzOp5CcL4mdOdEwtmouAT3h0jVVjrSUmp69dvxOHP08vXw9PHw9MXgr2jc1ZOHr0oAcA4OjJmZsbwA3XFu0v7jxwtLi4BHx0dW1S0u7BwN6JgRUVVQkIS2cs78n2ZZMYUySqFkS0TQCoC9ZYgVVyaURFJMsN8lWDGhmUI2muJVFQsk8AlgWWyIcgq+Q7atPRjCxgTo0e7gRxqemYOZyao4AUg3Lv/AC4c4cTwndTJqRvXrccB8XBbB5IyhEM+HcpVyKUkCZI0AzPGsiltyaAq9t7wyElXZxcPVzcs37iYOMvtOxLiEpoam0ODQ9e/8RZcM46/2JYokYTCn9LPe+HBkbzLpULAMGL0DKHrcZpIJQtkhgthQwMLSxxEFi4utbd3whcXFRYV5hfW7Ks5der07Ow8XOTS0iVcgjtSIKEWANksCawlhsn33jcccXAjBBJMK+YRVdJK8CWyKkmuGsLI9ZuVFVUW27ZnZ2UXFRQhdXj3PUMWBSDY7N2zD0Pa3t6B59pTuaeqogonOVwI1dT0LI5N9x98hJCGA1xBQWFr6+GpmTlYth5qs7exQ9aP5ikQGgbn5u2uzm7EWtyoo6OrrLQcQ4RTI5qClh7KEPyMf1W5+p5hBEQ/ryF8Buzyd3Fyzs7MxqIFCQPYY+qfe/qZxPhEMHCatlY26DPmlAzocgJVacQkiR6ePftOV2cXTTfzDMngjoi17s4u8NHOjk7RkdFW2y0wEHg6XM7GfIkszUC5RKlKMzZgkhmGJNmGoRhobSSj2JDA1Q+v3zp16gzGAeEAkW96Zu7cO2M43yOrQFYEAadDBLb42LhHn/zey8MTwLq6Z/xNb8w79gtKpOZISRGAALghrECSV42/oe/q5NzS0mr4Oi3x5SG08QkTZ053GKLggydEQe46g55BypjFgwcPx8UlZmRkZWXl5uTk5+YV5OYVZufkt3d0w5nCBn1Crr27ePfevYbftEPAGx4exTkXeTdytIaGxrq6eriAQ4fajwwco9Uv78j3YpKgJXWNFRsFrNVexYxUMaOtMklAlaGQJDBJUFRUlbI046oEq7QGSpUAElPDxtKGScmQx8EESR4gHi4GCxHuKTM9083ZdcvGzQgklZV7EGbg+BAOxyenzxtfplACEoGWpkKaghljrYqquqThhZGpGU83958+9/zFpUvzC4vobUZaRnRUdGlpRXdPH7qNEAgzlHDU9QcarHZY2lhah4eG9fUdef8a1uqnA3j1Pfhhw0kag4EqBgQyfB8PIwmkwmaGjNthM3/08e/a2zpf/vVLO7ZbBAYGFxQU5ebm+/rssrGywRnU093Dxcll66YtCDlXrr6LbU8bhFsjQZEJmBf4C9wLfvbOXcMXyA2PjB49NogpgLunD9thhyo7jgESUYROotQ4m91auYMDjZPDTriYru7e+Nh4uB5ojx49hgNZb0+f5bYd2OaG73G1sklKSHJycHz9t68OnRhB8Nz09gac+Vbvf+Tr5WPwgLPzOApghDEjE5PTsHF3dUOQgGPBfXGmbGk+iAGPjoxy2en88NEnhh8cMP4kiOwPybKKh4INnh3nVMS/sJAweBiKggAGBFE5Iz0Tx4VLV97dtnkrf4ssXU5mBKVxSWIq4Z05BDLPIAZLA3PtaO+Qm5uHXZCfV2BvbYuMR75bh1tgEK+odKumLDGAJHDJKoJkTPHmXYQuQ6RulSwxESXFJUgrMfhIRyorDekUjoapSSkAznPBgUEhQcFIAY25pmE2MdSyBWpQylSlEu13tHe++drraJlel5Ibn4CzYN/spaeaHz3hl5WoaQXKlkCVVpshMt+5B8GIO7duG/6Igjkmeyw7LGvseWMkvw0VgAcDycB6AsPLQgKNKPdlWQtpKaF7lSljU1DsqarbiK6KqyxQr1BVLM3AvLGi5faZkVg7T4wpewLmDtOKWLhyZxVpckV5pben94Z1660trWJi4uAWjx47jhU5O39xeuYPn834I4ALTV2r5c3cBSq4p7zc/Ke//wP68DJOrhDQPXrXj7wWMsh3zo/39B5xsHd864036ZHpqW+v3HvnnQsR4RFbNm5ydHDcsW17cEDg6OgpqHh8MHpY5BCww+1sbC23WwQFBTfUN7zx6mvFu0sRD2bnFnB3ABHX8KZc49/8MWINjc0ebp4W23c0NzVjK902fkMCN0vgqaEZJwd9+HBbkPFDk/6+fohJAf4BJSVlEIqLii8uLiNinT8/NjY2AUu63PAsiJx37t1bfYAtCQP64x94atyI9x989HH1vhqEsZrq2tDgkPTUdHiPiLBwgy9zcsbZmj69h5QCM46tn5OT+9ZrbyDxR3aP3Gjz2xtxHHRzdsGjKbODiIhxQNREf+D7kD1v3bQ5JTl1p4MjToTokuiGCroENhjzc+fOY/AL8gutLSwW5ucvXrzo7eEF5wMzjA9ZwsNeM76COjBw7OjRQciffczPgIdXQpfUAv1BdhgVEXX56ns4oFjtsBgfn8Q2QR/IwEzjisrUHcFrVbotKMBoECCbaVxhzGAt3cBEVFVWIew1Nx+0trAM9Avo7e1H4MBpz3Cqu7uKbI8XOSaFr11jT2CG1o4dG8RSRAKEbYuVJpfZmbPnEQX75y4/1fKkKEhQWtflCUQqqidasgEEXWNAUdGcEc8kVdmSS6WKUoINFEZrCTDPWmKYlzDDcylJCTDyGYmR0DIAWTK0JFsyzzLzSlXpBoMNWKUwcKxYx/j/0uWr7R1dhQVFzjudtm/dvnH9Bi8Pr5SUNJy0cBSAx8caNbwwYvzYO0IjQhFKMPSxjSkEJOMH/GEGwEfSe8PgPZUQhYVOYBUJDDaWKtwiOztn/Rtv7ttXg85IAykTIOPWSFFjomNxwsABCDsWAWNxcTkmKualF38TEBCE54IlImVsTNzmDZsQRThiYUzwIGFhEW+8/mZKakZ0TPyrr7z6ykuv+PkZfh5SBl0IeBDci0CPX1ZeabnDwsnRKS0lDX1gH0G+G2MOAY4VPEYew45Yi/NTQ0PTyVNn0CZ9JHl6Zg5OH4f18LBwHHk9XN1fe/kVPBUcEyYLLeBIVFZahvny8fT23+UXFhJaV7sfXgntUy4LP3X23Du//OnPcGFtTZ2nm4ez486R0VMI/889/cy3//X/eHt6YfrQbTwRQhoi5aa3N/78hZ8iXhYWFDY1tfzT33/dxtIqJyvn4uIlWNJTUzk1PdfV1WO5fQeeAsEDJ7a0lFTgUOth6h4tNoCGlB4cIR9eD2dEzODg8aHdxSW2lpYlRcUH6upu3bwJz/boo0dBfgE4WfIl3AIEzAtAjRNDKgl5iWR0SckAaPzYseOYO8yFvY0txh/LhszIXvcqheeqJAEOYApPpLZkGylLRhpoSa1K8rokMQwwWEhItvr6jiTGJ9bV7UfWheWH8Vfsqcqkrop5lOysALSGJYHbuLu47d1bjcybAiGWGWHizOneGeNZ8I97dwwJslwjqBF5iZlGFEtdhklFRTIzuioCkwrD0DIMMyoJbpbt13ihAm6Hq5KUKoZC6hqzTFpTKoVkS6kisArA6sSKxxLHQocDhe+GL66pqfP12YVwuGnDJsOnFQODA/wCHO0d4+MSTp85B0995MhR+Eqs3fy8goT4xIT4pKSk5LjY+LTU9Iz0LMPXzBs/qsGu1hBKjb9oDyBi0CkKK14BvyoiXxhBWC3ZXZqZmpYQn7Bg/NASWVKpGENG93r7juCwsrR0CfeNjIx+e/0GnHfd3Nx7+wcQs+lP/SgXFpc93b0Mv1lofKMpcv9bt1biE5Ktre2CQ8IDAkMCg0IjomKjYhP8AkLCwqNOnTqLzam9I8Gwb40/X9zd24/Ak5Ode3f1PkKFYbSvGn4GCOMMb4tHAIaHRxGTYqKiMT54QJkcAHgENEUyDp2IGRGh4Z/8/j+6u3txmMNc5ObkYvwb6hsxWQjq27dsReMPH30Cz9XZ2ZWTnQOz8rIKNL64fBlpRGNjM6bmpV+9+NyPnvby8ES3cQuUGASoENLg7yIjIjFlCFQ1NbVbN262tbIZOjEC49raOgwUVIiXEEBu37y1pfngRx//DiEQR0aMHlzTx5/8++07hhdCMZJwcIDxcRGdHyA6og8H9teHh4b5+/ruqais2Vd95fJl8mn0X5C/P46/WIG0MtmT0lpl8KKVVTOgRgAyVi6hRgBDbz/4sO1wO87lBXkFeCIzt+CrFIYESUqVFvISWTK4qvDE6JJUsorHkKpaSGOqcolrMX/YFDL+MeTAciNUMiSv7QmRWCGnTp1xtHMoKirGUqdASBg/fbp7avGppj/23TEkcJXBNtJS9o8MWCsZJkmQPDFaYy61JEGqdHktw2BeERhsppTMSzCvBWlNWUotMRhPXiJMsg3A2v+vvfMOkus6rzz/WW/tlteWJcuigkXZ2t2yqzZ4t2yvJFtayVYOTCBBEjlngAAGOeecARIgco4EkYicAxEIEIHIiSAAIg7CIIoSFfb0O91nvvnufW8apGqrdotTp2593++cd9/r7td9+81Mz8iSa4mFLBRwbQaknGVbW+PA8FqAUx/v0XA9gYuVTZu3bt+xEy+1x0+c2rVrT4eS9vXq1MW6iIuJkrYlI4aPGDxoMEa8HL++aPGiBQsXzl/Ys0dPXKAkv8zScs6cedgWc4yfMLFGtRr169RrWK9BnZq1R40cjdUIL/E417miaJQE8Xq9dftbzzz51JM//TmOARu6JAWICbHEnj13Hpd9kyZOwrKBA/jm//rmjJmzdu7ag2UYq7K2xVqDp1yVZ6rs2bMXN/b48ZMzps/EldkzT1epV68hVr5effr36NU3p9792nfs0r1HL2yFXWh3FFsJAdxXS5etwCJ36FDuO5nt2pbg3S7u2Ftld8aMHoPr7H59++EOHP/qeDztsVCFk0CAmApHiPcQb+/b36Be/QF9+1et8hwWLawovC1YcbE52i6dutSqVuOVsa80bdwEyalTpuFOO3f+IkZc5a9cuXr9hk147HCV861/+Ecsn3jfzZ1iYWvdqvWypctxXw3o179lsxYjho98seoLy5at6NWjV/duPTq0a1/jpWq59zcDcx8aw9UnVsfRo0bfufdg0muTWjVvMW7sWFyMtm758rgx416bMHHNmnVY489fwKVE7t/BL168pFf3nu3atu3UvsPgAQM3rF/P1zH3NWzwYFyGXk5+2mJPUda2ZWGtELKwUJbjIhhx8uPlvvRm7kdCOgy6VtnQjZKLOTdUWoZclloLQ4ut42wzIBXlYV7ESpZGSRkIb5Lwnu/ZJ5/O/VA2+SOlPP+xCuavBT/2f9kVJ5EInaXWjtZyxHIqtEgctFyQRcjToLUcEZclKItcrYPkci10xMpaSgpqpNwqKC7iuMs4ubAj4bbODQNS7rsihR8P41IG79NxvmK1OHzkKBZIQLwU3r33AFc8N3I/Zs4JF5R484gbePTo8eXL32zSsBG/HVfjpeqvjX/t2PETJ06c2r79re9/71+XLF2OV0m80EN8RXaLgSACWC1ebvkyXk+rvVht3fqNWGbw0o8LSr5zZB7rAV7T8YKO1/GqVZ7H4nHn7v3NW7bVqlUHnJc+dhcguGSsUb0mtqxbqw42qVe3/rTpM8aPn1g9+XBtpy7d+claqHWbdt2699q9J+taUBxH9c7+QyUlHbDw7N33Dlam1q1eXr9+I56/Hdt3xN3CW82rPc3jpmJLjis2XIHVql5j6tRpuO3aikncUrxTwVI0oN+AVavW4E0AbtqkSZPHjR2Hi7yXW7QaMWzE0MFDpkyagj1iHd20aUvu6jO5Rj95+mzjho2wbuEtOR7xYUOGTZ82HQ/QrdtleOzxOOJK7uixE6tXrcHFIlY4/nINHndM1bRR49Lr13GjHj58cOTw4UMHD+7ZtXtgv34d2pZgzevWpWvTRo1mz5z5zr59Vy5f/uijj5IXMP917erViRMm1K5Riz//4wlpz0kRx60bEsK0UUIrDtknphtZUKiVlGULjRJdWXIttwqhkrJsy+NJy1vobqMKjZRqFGmTh8RJlkbJHQbeLB47dgJvufAGC+/wcFLj9MYquC7154KP8h1REYkwtCy0luUhdFyy3MZcYS1xJ8LQCjexSVnhKDFDyXWthNY+ciTWdVzEWdlizIVdS2JrF3CtlcJW5ApkxHAPYGnkN/dQuwCFGN5KI4P31FgRcZmFlRLizwDwfv/u/YfNm7XoUNIBpzuu3TAeO34Sqxou8jAePpL/nU++ynMEx/UlZhgzeuy3/vEbnTp1GTRoyPDhI/E6zneOGJEZMmTos08+NXb02B07dt68dQcv1lu27qhfrwEWSEzINUPCu865c+d37tgZF7J169TLXUUm3/KbNXvuiy9Wb9CwSZOmLZo1b9Wi5cstW7Vp3uLl/gMGYyutPSgotk5Yt3AZjcvfMaNGT5ky9dmnnunZvQdW6JrVa4wf/xpWMrthdB4SjbhPcHi57yQnN8TmUcPKfefz2InJk6e0ad0Wl6G9evScN3ce7gfe83yPguvR/v36d+nUGVeNCO/cuRsX5bWr18TjxUcWayEeNTxMaCVsxTdDekt05+4DXBpOnjiRL0rRr0uXLuWr2FdZWdn7597v1K49rj5HjxyFEwCvg+4soix03BYapTQLNW8XCstphaPEDKXNrcXCQVmOswih4yIOhhmIMStxZSAevIvZjLMcdMQWUHjHsraErWIccX7i3dgLz1XF+0W8COCszlwFi/jtGBaWk6SFWYeFahGNFoqnWU7KO5iWj0p5beLaDGh5aEUVnUGFnYdFSCRaFobEcgehDO6IlLYJJM7CjjpfLXQStCc3BB7N45oSlyw/+9FP6tau27xp88YNG7/yyvhRo8Z06ti5a+euAwYMWrJ0BV/0cz9NTH4xBy/xnTp0WrNm7YOHH+7ff3DpkmUrVqxsWL8hLvtOnDyNJef4ydPjx0/4p298o1rVFzq279CgXgMsw+vWb6jy7HO9e/bBDFg8dAlFYf7JU6YNHTx07Jhx4ydMxAsxAlhNubJi4Xyn8Ne9KUI7A/II4FBhWQ4B4vq1aZNmL1R5buJrk378/R+2L2n3vW9/57/+zd/WrlETV2AHDh7GYePWvXs49xunEA4S8+sgWWAUsQLE+of9YhLsCPcGbnXzps3atS1ZsmRp7vcbkw9mYWnBCof7nA8E17M9e/ZWf/Glbl264UodR4WpENOjw0dNj51GCpvjTcyGDRtrV69x4cJFvij9Lvgix9dvf/vbfJV8Xb1ydeqkSZ2TP4+Oi8V5c+fjYcKbJa67Oga7RwdtaxWGLbRWGKtUmseJ3FlsQ+iIhWmWePjMYkFukyGHtLk4W0lJ1s4qHlKy3GEwRh4SjHi7hrekL1V9Ycdbu44eO3F4395PugqyFmcL4VmBN30OqrUKLZJoPspDqDbDcsrgtDTagrXcqJS3ME0Zc7p51LoYoRvFwzCUxiFnsXbQnYXWIo8WdnQqHkJpPHfNUXrz9Jn3du9+e+fOXZMmThrQf+DA/gNnTJ+5auXqQQMH1alZu17tOiVt2uLKb8HC12fMnD112oyf/eSnSxYvwZUKXjexOS5xsPmzTz29Zu06PGdGjRxTv07dbp27LFq0eMaMWfXr1se68k/f/Fb37j2xI11c2lUE60ed2nXxQozM3HkLsCDRwtLihHBS5BYkiklMu3nLtqXJmq2FFusi1tftO3biqLDK/uB7//qNv/+HHt16jH9lPNaqPr374mp12NDhu/fsXbZsxaiRozq079CxfceunbvgwhQLG578ued/8pkQHQzmhHK/cHT8JFwse7iaxLINC+8nBg4YhIu/2TNn4xiwnuE9Ne4i3fks1OLpj5Xs6LHju3ftOXM29+8b0dpHCrVtBbEh7va9e/cNHTQYr1NvvfUW7sDr13O/3omv/OqXfJHYr0sffDBr+vSmjRrjgh6P6dt792Gnt+/cw6UnFuZwd1D0MKjo4WmMwtCiLCR3hArDbO0opUFLlFEhyyrKQ6h5nDKmdRZJNB+1RBwnkZtG0oRz7FbZndwf5n76mZkzZ589enTz2UsZ3xEt9n9KKIODwAmHkx7PEzyFUMuitEl40LJcK9mkK9Q6QpHLtS2VkYxyK0FrETrLQsltopb3THaMhRvTIGtMq1YwlHPDguIj6CDEbSkRcRKJ0FkWUtYKi2gN8bqEP2vE2gbh5LyVfHIDp+iZs+fwrrB/3/59evXp2b0HVpERw0dg+cPzhPPg1iE5f96Cai++hPWvQ7v2W7dsw0pTreqL7du227Rp89XrN/r16/+973wXqwtWDiwY/P4hxNVl99v7GtZrgKX3u9/+30uWLsdrulwlnfKr4DsHMCGuPg8cOvzSCy/+9Ec/rlmj1py58w8fPb7/4LtY/wYPHlrthZfalbR7uVXr//nf/g5LFF7xV65c3bNHz1GjRq9btx6XvD2698Cl2+iRo7dt23H8+Mnly98sad22WeMm4Lgtw4cNx7KHdQ47wnr55srVW7dux+qO9bJTh47du3VPPtXXsWXzlrieGz50+MGD72IXVwrrGe8iiq0dC59xzv0yZxi2Er/wwWVcWR47duKF557Hcoujwkq8a/fbWKrxKH700W/46oQrP36xxdfJEyfatWnTqnmLUSNH4yDxiONRw0ODx5Hza0csWFtupYxzWYvQ5V0hyxYS85Ljqi2UZcewZS0JWku1HcUlB+1DzEIW5fIkjrOWCEMOZeRVKIBCd7uFToTWYhLCiYEzZMvWbU0aNu7ZrmTBzv2V/2clNwUUJZgaJzHO+/4DBjVp0gw6c/Z9e0XITWxLaQYWhQegwvyUzVuSAaOWJVQUQmGehFCW2qglGJUCTtGMJXbMsCy3CrmIFHISvLRhLcm9wf8g95MeZsJwFJJIUctCShZdjSxC0VLMErU4cqyLZXfu3bn3gL+DgzUSpzFdnocYS2/ePnHi9MlTp5Hk2onrsJvJRz6uJH8aZs6ced//3r/Mmj0X7/xwtZf7LuvR43gRP3nqzKrVa6s8U+XJnz/ZuVMXfsOTSx1WQSx1aDGyZgthWXpl3Ks/+9nPBw3M/VSyRfOWWIDfO/f+3Dnzateo2a1LV1zr1HipeuuXW+/evQfXXDjCN95Yggs+HDkOtXOHTlWefhaLR+nNW/w0Ydmd+1gSct8VTNaGg4fexQUuFrye3Xs2qFcfa2FJm5Ka1Wp0bNceLwovt2y1du367dt3rHxz1Yrlb27csGn//kPYFvcPRnvvYZRcSykcShZGHD/uRjwO9+4/XL9+40vPVx08aAjuPftGYeeu3GccEf7lL/P/ChVfv/71rw8dPNi3d++G9erj3cy16zfxWPAKVa8eOgC7R1czQDlXo21D144sJBKrKITCPIkkaC1CWdZ13EFxS6iMcAitJQkqaUloCVpuW+uqZquAi6VBCicJng7vnbswddzYMW+semzJrz7+JyVYY8Qz8PzFS/Pmzp8wYeJ//NrX/vTf/fsnvvTlw0eO4YVSeQj7RpLi+UqONjl3eY2YawE5v8SkuForx9kyT6m1nGGXpELOVqMtnBxH62QzKtQq4Cwq5CSEbpRcUkTcuoR8XESwcuDsOXvu/Nx5C4cNHzlj1hz+uEV5iHU42sJBSpagbe3IQucPJc5RMCSSayUlzyctbjWUnJy5VR9vArRrnKv3HvzyjcVL/vkb3xoydPiKN1fhyrJ+3Xrjxr06dtyrP/3RTzq079ihXYe3du4+cfL0oeRXtCEslnhZx1qF13pAjLl/0/HWLox40a9Vo2a7kvazZszq1KHTxNcmHT12Au85sO7i2YStEPjg0tVbZXf5AUQ8j7CWY3nGgSGwbt0GXNfiqQeOY9NTSUd7+ep1PGTYBCvPrl17hg4ZOnnSZKxEWELwyCYqu16amxDzQ/xoATenOBtGSlCt5dYSx4S8J7F0YQXctHHz1CnTunftVv2FF3HdjIPHewLcTNwtFGrcV7h/8D7jN7/5zfXr15ctWYqLWly2zp41B7PhmDHb+Qv5+e3uSOyRqLZQFh/lqCWoWq1G5wpK2dy1JNayRFCWI1a0FGCYIrHcFpZLaTAkhM4il6xFCSpgCQvWtrWQ3LrihHiUL12+du9G6f7Se7n/rPQJfzsGk+LJs3bdxr/+6hN/+fgXv/blr3zty1/+yhce37R5K55a2hYFnplz5y2YPmP2lCnTN23egmcan8Y4ufHMTJ4VN+bOnY/XCDyfcXKDQMiwgNwTkkdCWajRySWlDB4ldmRBWSjJKkZKuk3YOhejCB9aZ8kVUUsS5RS5tXD/Yy+HDh2eMnX6l//icbzXefLnv8ArMh6gaF4wJITOssRZYRICJFfBWkS1GyVm0qwotIQ1zklcROI6pn1J+2eefKp9SYfZs+aOGT2mY7sOry96HVbnjp2wLvbu1Sf3p2GSv9syb/7Cqs89X7XK87Wq18QyWe2l6ri8a1i/YeOGjRvUrV+vTl1cxmFxxVIH8X1GbnfJX2qFsMfwMFjgChV7xHPKucrY8wRPt9z6equMj2ClwiZuNvFKawpHzmtorK/Y+eRJUzqUtGtQt97CBQsXLXodC54+4gnxEpkr4r79B/HyceDAgaaNGj3981906tAR6z0PHqclJ8fuKO3OKrSiefc8sgrDbO1oFeYJHZGcpZbzsLUZW1cqF9Zs4YSE4oJsrWQ5l0TQui5J2XAGVMsidB2hMsJQ6cWLb1++nfufEp9wFcSIM3vAgMHJ+veVr3/1ib/+y68+/rk/b9Gi1clTZ/iEZPL6jZvTps1YsWLltKkzpk+f9d6580ePnzx56nSvXn32HziE8+/U6fcmTZ66fv2m02feO/f+hYOHjmArvFk+cvQ4VspDh4/iWQQBUjwSTm6hap3TLMKwFOXMW4u1C1voLAowyikdJKSYy3MG57oMZTM2EA1DYYytHVngAmLatJn/5W/+FsLbncc/+7nvfvs7sPB2ngGKecq1JIqluSzs3SK5TcIZ0qRpLSRJsyjLFXbKvbgnn9nAuoJ3hLx0wwKWu+QqvYkzec+evXPnzGvXpu0Lzz1fs1qNn/zox1gmT50++/bb+7Zt3Y6rQ2SQhHBn4i0g1glMG90dSO7yL/lMQmjh6YZttTAQqg5bS3CHR09FtVTUCmEoHNv9hx8uXLioVYsWnTt0xMVco/oNVq1agwtcPMEPHjqMpU5LIFdBjFgCjx7LfQa0b6/cNz8XLliEezX3ay+F/8NgpSOMKrSieZLoPA7atsh5XKs7HDycASKXZTMu71qnaBhjuJWIMo47RWegLNQtDZ/XLsya0HInt0nxYbY5gpXr4oU9l2+lrIKP8nNBnNy4evv7v/sfX/zcn2MJhP7qK3+J+of/+gM8+S9fva5N8EoxbfqsIUOGjRk7bv6CRctXrOzatfuMGbM6dewCvmXr9smTpw4YOGjR62+MGTNu2bIVffsNGD5iVNvWJa8vfmPhoje6desxe848vNDoAFio5vEIUoSyeHeotRKhm9YKyrKtIIXWSRmOVjYjYmu1LMLRthRhlDguyxJBvOLgxbdN6xK8v8ESiDc6X338i3/7n/7zokVv4PVIYXv3aioWlliRW4u15a5mjIpy1jr1bQCjTVIuYKFkOaWaHHJnF0eskVjYbiSfZTx8+OiRI8fw/g8tVzuMeAYhg20hFnYSiQThvXvfGf/KeNScEzPgIcAObt66g7UEiwfWVLSYR5NwTjuP5KBqFnStBBlT0okZWTjIY8dPTJ0y9bmnn929ew/eLBw+nPv+MF46MLrvf1Kod+/Zi7e/N0pvNG/cZPiw4Vj4sQDaxU+7g6KQEreZsEiDkoNsSSy3lrhrndIsQJ0PzFi5pGA4hmI4dEOoJLl1Lc+GIVftuHUJZdnTWFABxwXZWil5/cInXgVZ4HmIM/X73/uXxz/3uSe+9GUIr5Jff+Jr48e/hlPfvmPFc3XChIkL5i/ClV/tmrXHjXt1yuSp06ZNHz581Jsr12DZe/WV8f37D9q//yC27d9/4MyZs0ePHtuzZ29MMmzYiPnzF44aNaa08O+YdQC2tlCECrkjEKHbRJCtg5Y7mPaYSQ6GSdXOYmFhmuXETBgLicQ8HsotW7bhkcXjiyUQwnU/VsRf/PTnZ997391SbhUSQmdFoQhGSrUCUYX3uRszpJhNqhUkURu1rCsLKxzOZCxjeB3XSxuTbmSBjOOYAU+iAf0HPv9slS4dO+/YsRNPFrzXHDdm3LChw7t06tKwfoPevfs0qFt/w8ZN9+4/LEv+KYRWVk1OkYjb0RasIR0zW2s5qJYEN/nQu0fq16k7bPCQ1avXok4+tlj+CcjoKgghhrWzTctWUyZPwRMf82haTc592T2KyxWUZaFTWjJD2VuJuJGFiKC1pJBAaTHN4EYJLWUtQYqwSC5iLdZqJRK5oWyYctw9fUKRu1FiBrp24XxRq2DaFGpxcTZh/ITP/vGf/NWXv8LXR1wLfuULj3/tS19ZuXIVXG2Ck3jRwtdfG//a9GkzVq5cjcvB2bPnrlixcvr0mVu3bp81czb48uVvTps+c8mSZUuWLoc7a9acSRMn473z9OmzFixYNH/eAl5cUjwMdzxRKOK4hZQsuSwsibZ2dK4kSwFbhzELKVl0NYaQsjwDRgO2xWvQzp27v/7EE1/94pfw+GIJxEP8jX/4x/UbNt2+c88muaEtQkutk5JhLOQYbUsRypJrR1uk1Sgk69pWkKOKNCiRyxXUKKIMx2ulN+fNnVereo3tO3aOzH2bpG2Pbj06d+zUvWt3vIlcvWYdlo0jR48vWbqsXu06vXr0HDp4yJIlS7EQ4q2qppJIBFm4lkWGbEC1LSCcIdOmTh83dhzIgeTvzNmljgqXQFzUnjl7rn1Ju+HDRtxK/rk/Z6Ps/LYVtIVcKQopQmspLBh1RQQdcaPjFoo4biG5RpGobEwFa0kwTTbs8iLWssTBkEehWitZLFjb93lpI4VaMHMVLPpT8xDOTqxSBw8ePnbsxLHjJzEehZJv9NNV+MLF3LeG8JyEcj/YSP63Z2nyG25Xr93A8gaOFm9d8aQFRJFzS3O/58130FcL/wJNcgeD22ZbF6Z4+3V3QHYSx1Vb4rhtM6w0pR1JqHDyMExiR8vDFoWzIB2SrJu3ypo3afrZP/4Pf/GZP/vCZz/3hT/77Of/9DOf/8xnvvft75zDpWDhG3rMa6uMwtVsKdXWDZWdcS5rl2fGQSlqpYWhRwpDzmVrIWpKLR6FAf0HzJ495/jJ0/w8xpHk6XbkaO6/WPDDGFg8cLG1Zet2vJWcN29BsyZNB/Ttj21vJf+5Jvebn8m/8OS0dnJL7DkpKVOpuDnDeNriad64fgNcBeIgsdThCCmufJSFXBSPnTg1a+as5k2b4bDtt5QwefRQeXiElA7DcSoKpaiVAZ2FtvgZoCLztk2byir6OELcXXQGx9NiUtokUZIWjuYFcSvsDYnmixe35SSZPxd8xL+gllufrpUmi1mphGcaXxyZsSKMuiDuJZVQXElrhYQwtGwrKV8MdIVq5i23loUiYViynLKcRTRpLeeGxIpW2tmG9x+rVq2ZOWPW/Hnz583Na9as2XPmzMWjHz5k7gVI3LaCxVi2lRzHTu0M1mVrCaFtQ4X5cBJJlgLRMGFoZUDWH1y6eur02ZrVamzfvhNXVFo2uHK4tWT/gUNYcg4n/51x7JhxDerVHzl8xJtvrly2bPnyZSu2bNmmZ5N2YcdQjEUzgpazxV5ul91btnQ5FuOTp8/wTxjrIHXMFvJCEG+sx4waXf3Fl/YfOIg3x5qQu7C1FIWPyqNJKbSUtxahLKsMKG4DUcuO7gmr2slZdgYnQMsrTVJRK2wtxJHbVwlCmxSUrGXdkBBaK3Sh0sp+O6aov6YdWrZggFKrQofFTSgSx1mH0N0wSDHK7UJcJA1aKyQSod2LHVnIskStCGHoUjbDFmP0DnQHY4toSxFitLIBCC9GZXfuld29f/vOPQrtjVu3L36Q+1aVYtpWo1wVknUt5GglS7UkqIJ3gpIqbGtHcckGROy0llvJddCFbSy0JEvwbuPo0ePPPVsFS8XR5F8Yci3kskFxXbEEF4gH3z2ybt2GkSNGjhk9dtzYV/r07tukYSNMiwm1C+5FtSXcOwrdfMtZhy2Fi9fFi5f84qc/x8gPO0I8SB0nC5Lde/ZivHnr9prVq2vXqHnm7Dm8t9YpTdldaKdUFEI27wrWikW5swSjB6YYaysQbOIgZfMsNDq5gKRAyO0o19ZqpSiElHduBrREIneB7HBYW6IxLaDatsX+XJDixnYKFiGPQhZqrZSkopyt42pZZMttotYVTjbPIhxDKJ4Go4TK5nI1OhKFIhRjUhRS4SYVku9fsDAMC7JQa6VkMa5tScKY5ZKFqkOIUUqD4tGCNRUSB51rYVizxZIwaMCg2tVrzpo1Z968BcuWreAH8O2KoloCQeZQ8p+Hj504tXr12nZtSjDbzcLvW2p+u1NxufZF3/IQkl+6fPXM2fdeeK7qkiXLjh4/6Q7SHSdb3JwbN24e2L//papV9+5958atsvOFnbrJQ/ioPJqECKNhyULrirNwshmn0CKRBN1oZZMWRlsXtq3LWJGHbhRS4tZV7SAlEkLrWkujhVD2247rf6hV0LaqJUFxFO7ppNpKXAW2sjfJuaxt6wgL7lrcFU7gFOsosZaFlGBGxopJxULZmL0bITeDhZaLWGgVdaNEoxWT4rZQLU7oLMm6VrB4MriMtmKh+0eENVsHZVFpUFwWa0ukEJLgwEKXtYWs1UJYtK5cvb50ydJXXxk/8bWJDevV79Kp8+Yt2w4X/jNG9OpQIwQX11vdu3Zr0qDRyOEjL5o/fK+dcnSQcqecaxmmMHPZnXuvvvJqr569sPTaNQ81JUJ4+MjxzZu3lLRu3aJp89Wr1uSWwJTJ0erR1ygJStaVZVvHNUoMZIiPKZP2btEMtByRZLGwslBhl4xuCClMCapmm82tCG3SnQOhbFhERZplWxuzAXISjnoULKTELax0FXyE/y9ouSwrnbIuKYU8GoOYdPkozLAsJHcFa0mtHnIbJpEE7ShOWddCyfGwsCKUZQOClmh0kAXlLAelEDIpbgvVVuQ25jiJa62cFQYouWHAWi4QEgul0AqJhdmWI6wJcQZezX02v+zO3fuAWGaaN2nWrHHT3j17z5w5G9d5WBH3HzikNYYFVx3W+5J/lLhjx66WzVvgavLqtVJNzh25PVouV9CNLDAnimulN0eNGLVs+YqDFf+MuD0YtVjFN27aUrXKc4tff+N22d3ryecdMZWkyTk6ngadpVYw6tpWUJaFVmmQo9ywZlISsZaSIZSVxu1oC8klBTG6RwFi2CYlx1mHYRLJWpQgC5uU5XilMLTer+TzgkX8dkwat0SQnCMPwnJJ0HEqhNGwhRmW7gty1VbkzuUMDmI2x1lYUqkYjuYJnZURlvBOP/cZtau5X7JNC7tC4gyUJSxIVNOyPApFHJdliRRNSs6yAQudKyKRiNuWJC0ZtdTaM40ixwhLLvO0RKK1hMf0xs3bWDDOvX/hjcVL+vXp17JZ847tO+7cuZu/jQnh4s+K8O19+0+cOjN0yNAZ02eWButNdF8QOK0wL+FS9c69B3v3vVOzWvXePXt17dxlzZq1WOHSDoar4Lu5vx36zsstWs6cMfPeg19iGu2Fo2Rb7lFtVMxIzgpbJZ0rWc7ajuKUiORiKsK8oOPWcpwit+cVC9ZsVbBmoTZ0HbQKeTSWIc7g5mFtSRokoaI8vS76L6hxMys7nVNG3loiFlrLQSot7wiVxqOKzgxlcEcgC+2rG5Q2T6giY5WK81xM/kPCpElT+vXtt3XbDrxC2QyVcWyyFEhLQhlWqLQweIYVkuLniSYJ7ZgtZDJixcxARZOElU7iVk0WeK+DtRBXh9eu3xg8cHCj+g0PVPzHvFxyrE6cPN2ubbt33jlwJbkWLEbao5WOBycbLgHf2X9w3dr11aq+MP7V8c2bNO3WpWuHdu1w6Wl3zYPZvWfvzl1voz52/OSqVWuqvfDSyBEj8Y5N36Glwj1mK5pPg5arJreWlAGdlTZDhjImd0qb+ZH2iPAn3yOUNk9UTNq8fZ20ypj2UTkV3VGxfzuGG2OUuH3YRrkUJnnQylM2Y4lEKMvdWdZyJCrFXJKtuG2tFHaQo7NIHCTXaGXzqtnajB1tC2HZ27Jl25DBQxctWjx3zrwbt24rY/OsWYiHls2wtQotFmpZS2ptRkStrW0rImgLyJ0VOk+YYcxmKFmOUJrBcRJZqtmyUEu5g6GlMYSWq3YcwiNedude/779p06Zdtz8NE4FtT/5h7pYeI4cOXYp/Q+yuFpEhbWuXr+xbduOF5+v2rdP35kzZp05e65Th06bN2/t3LHT5i1b+WfSKKx/GA8fOXa77O5HH/1mw/oNzz719Px5C/jHUTmtndm1VrLCvJUNWCjiCp4tSpLLDaFG24pIUUilWYSybOvyaC1xNdsQypJribgsyym61gqJhRKhzViSnZFExG0hOZJvsQp+8r8jGuUWKmahRO6sDJJmZcCopdpy1VbKs7Ctg5S1MNoMW0HbWhKGCaMFw4KhhZeV+fMXvvbapIYNGnXv2h2vj2GYclAFa1eoVcxa4qFlJR7GrCXJFUdhlyVbSCSOW5g2cma2kggL66ZZFpKotSSEaklUOEuSVXrz9qZNm+vWrrNq9dpjuf8XfwqXYoeSf+rES7F3Dx9958ChVi1alrRpe/nKtYuX8n+ePpycRLKWddleL705YtiIEcNHXr5aOmXylIb16vfp1Wfa1Gkd27Xftv0t7HfX7rf5QQgsz6dPny29Xrpv796uHTs1adgY79VwcuJqMpyWJFqzlaKQIrQua7UhDC2Oltuk45KgtRyEQs4Woz0VWahmkhK3bQhtbVsSW6tlLZHQsm4GcVCW2mhhxTxVDFQtzta6UKXXgo/22zGEskIozsLxEJJYWWgzdoxaUtQSsVCcRLWkcNhilNJeTFU4NyQWirOw3IoWdo0Xps6du9auVbtb1+49e/QC4fdIw20JQw4JWld5Qlm2UB2VNpSsSzkrzCggS3c4RS5X0G5CopGy87i8qzXKCqErpDBsFd1Qm1gRkvMnwW8sXtK0UZOmjZu83LJVSZuSJUuWYflJ/oXLmWXLVtSuUatLpy64cLxsvknOGXiSYKTkOml30rXSm68vWlyreo2StiUN6zc4cODQjh0769aqfeDAQazER5M/LJX7qMbxk7NmzGzeuMmoESOxai5a+DouIq+Xlv9skjPbyVmHnAq5iCQul0RyUElr2dG1zoLczbGFakdY2NZCG7ZyScYo61rCgpLloLXEpRDaTRwPiXjopiktLyJuA9bCKCnwSX87xrZ2tJa4rW2StT0sy52iPIQkYZKylr1HwryNCVKchAFXsGYbQkmuRhYSiZRtabQQb/PxijNt2sxly99sWK9hjWrV3967j78QaGPa0M6Am0zLBqiQUFEuKItErZW1ooFipM3tVFZKylItrtZChknsmSPZMFvlLVQRWpSdWTGOIbRcBAvhjZu3P7h0dcvW7evXb5g0cXLrVi+XtG7bt3ffzh07P/PkU6+//sb1G+V/XFTzYEOcNjhJbhf+dRFGXqIxw5iTtr1778GSN5bOnjUHe79z7wGWwLNnzty6XbZr567du3I6eeLkm8tXNGvc5ODBw9gRJudeOEk4f0gohcOAa0nSkoLWsjwKZQlShJajdueJjUk271Q8Fwl5FEpRaLksR1SkWVaM0Qrzsix0BcQ70yVJKMchQmep/YOtglYZVqhokjNkWCjClwkQwei2Vi7AGSzJkA27wo5SFGYISbeJ3dbN45IQ7gRBvDfftfvtKs9UadWi1YIFi159dcLKlavxoqMwY7a1CienQNK2Ci21LHQSs3VhkhCmKZrUzHJFNEqMRS0qhCTR8w1FdBIrF9YksuwMNiwoAYbcboLVC+scToNbt+/cuHUbF2cbN25as3otLsdu3b6rb4Taecru3Bs6eGi9WnU2bNjYq0evH//ghwsX5v6fn0sqjwUMS+bV69CNW2V3caFZv05dXGhu274DpGNJu7d3765bs9bwYSNmzZo9ZfKU3t17dihpv2vXnpu3ynjFyXkozV8MVGFra1m5jOrsMMXHutKkC0TzEHmls6mNwqhkfYxNrACpEFoi0QrPZMjBtBmiiuY5YchJiuT20fykvx3jICVoA6wlQpdx0MpZakUcpIrhLEisQov5KHHQjmErSFliLRWqrUWxtdASCAveypVrFi58feWqNX1692nUoOHw4SMBM2bItkIizjHNCgnDUTeETtpWYRWsM4igszSKp0FxWZYISo5khyFrqWZLwsK6lotYgeBpf/lK7i/UQ7gIsxluAmG9PHXqzIvPVx01clT3rt1GjxrTuGGjaVOmld7M/VKVXjg0Ic6l986d37Jl25YtWzdv3rp9+1stm7cYPnT4lCnT+vbuc7vsbo9u3du1abvjrV1Y87AoQliVc6r4CUVJ86sVtNxBWRY6iVs3Go4m1cq1MKzZkrCQ61orB21SVhRayxW2dcrmznKQhUZxisRCEcejLuSgDVsrg1gobgvqD/AX1NQ6bgu1kg2zVe2kGewmakk0ijhoCytn2fcLsmxrCwnEht3IglIbhVHRZcDGLBdxI4S38H379KvxYvUWzVsO6D9wydLlQ4YMwzt33FJuriS3crKWAoIich1XSxJy1eShJW5b62IMuQoHJZAo5Bh106S8NglJCO1oXbYW2tbWcu3KJMjWFazDjFpcmeHcaNKo8ZDBQ86cPXfi1Jmjx07Url4Tu8CqqRg3gS5dvnro0OHqL77UuWNnnFeDBgwaPGDQsKHDDx89vn3Hzj69euP0u3LtOlY+rLvayj7LKDtzSFhrpOQ6y0JxjU6CDFvJ5Ri2oRSgHFfNloWVy4RQtVoXgHjfslaAI0VLCqGSlrN2VghJpNBKa1WziG5rFbUcUesU5v9gf0Et5I6kcRuwNdtQoRXm1QpaEtZO0U0y8hBdm0FNiRCqiEpJSdBmbEHXBmThRQ0vXv36DVi3dsO83H8nHtulc5fqL1U/deY998voGq3EXYBErQgLjZJzLZRCzlo8TTasWpYdraKBcGQholoStJYjGqMwtCjXktg6DIjb2srGbKERl2gbN27GKnj85Okjx068s//ggYPvtmjafNu2Hfr+gTaELl+9vnr12p/+6McH3z1y+sy5I0ex3dlDh4/u3bd/3NhXunXpijVV3/PkJpyBo+RaEhtWwHJJ0HJHXJHhOkgiztFyttZyUlIKucLOYi2ilrK1bW1YtW2lKCeU5QrWkiC5K9S6sIgU5RbaworQcUFnhRAn58f8z0qcwhIphNo8mofSNgkhR2eRFAMpWVE3VBhmnba5DbNmK1iMbNhtGLaUhRSWwOPHTzZu2Kh9Sbs2rdv26dNv9uy5U6ZMW7p0uf5ZPxWdgURWGLCy4eykTp602CNxzpNtYY/RAEXLjhS3CjeMQopWmivZQHaYruZ0YXE9pR23RJx1uAlGrILbt79Vp2atrp274nJw/4FD585ffGPxkvZt22k90wxQ7mLwemmvHj0b1muwbNmKs+fOT548pV7tOiVt2jZp0Gjr1u24BFSY0n7JOZuFFFtytpZTrpWyY9H7ymZEHJcE3WGrUMDWxSjMsyW3loggC0us5DqYlqeieUsoclksKk26gLUcVG0LO4pTIuKOUAX+B10FXWsVziBFeRrk6CySELpRcq2UwaMzZMCoVbyQl5wFORjNUKU3bq1Zu37ChImLFi2eM3tu3779Xm71cpuXWw8eNPhW2V2bjO6LJLTCJGTD0YBTRoz8DzKP3LQMZAMuFt0KMMql7EnUqnCvy1C4iSMSrTBvW5EwKSmAdWvDhk3r123o2K59tRdexHI4YviIqs8+d+zYiQ+Sf3JrJsmNeKeFTVatXP3sU09j+az63PNYR+/ce4AT7Oq13L/I1h7NhhX2KMLWxQRZaLSFU1ogms+epMhNQKL5NE5VCnFiaHNKFqFG27oYpHkot0mGXACtI/Z9gGCGOAPDbhNrOWiJ3aNzQ8IbLmgt2xb7qXnuW0cQChblWgtDDpHzgNQ6aEUrJI6H0BbZYkwSlKVWlmsFZXGUxFlrtEV488kFWQiKC966fWfcuFeaNWnWuGHj5s1a9Ovbf8H8hRs3bhk5YvQHl67wd9PTZiC3bhph4bgkKKVZxUOIXJYtWIdEIpFA7NODxLU27BTytHAUUuThaCWCIswIOiIu151XhBLca6U3b96+c7305pmz51avWfvGG0u3bdvOs8WJm39w6TLWvLf37tu6dVvu2vDGLSx+cpV0kiVZaGPRkQXFNoSyXCsxSYWWxhBazlaWuLXEbSsoybIkHEPoXME04iznhpyF5ZSFOHOiSbSUhZSzVFsYtpR7zjKgUXkbo6wLIVDZJyUq/lyQsrPYwnJL0iBFWExeScvZWmiJpLwNWEiFMBpmay1baJToOkjuCESYlrechYOy+ErUp3dfvLVft27D+PET+vcf2KF9xw4dOv34hz/evGXb1eRP/jOsGTRaYmtHJLVRSwpbJ2spYKFTlJPQcrWIlG1pFAljUmhF8xbaMWwFLbcuLSeXUWsD1rJcI14d+BEI/UJpKJtHBsJZh5bESknJWmwFScQFMyy2UajWcrV8lRQUt1CtLLUWilCWi9jCBjTieJQJXXEbYBslhG6UmAxhaEVhaDmeDTMstoJqJXLIPnyCrC1UzUItVflvx1y9ePG8WeTd9pKDitlR3IrcWY64OhoWZOFGSgHbSiSOR8OCssJWI8SHSq2VS1pCpXEqmiTES9jJU2fatG47oP+Avr379u3Tr3evPl27dJs8eWrb1m1fX7wEr24K2xlsq5qtDYRJRyi1lrMWJwwtxx2hbJh1KFo24PI2QItyUG0Yi1pso5CFRimEqClLbG1F4s431pJeZ+UqDwmqFlEhidtWtWtDSIWQRNyNEsOynJRRYe8WjY5EoYikZOhGLdWuwBi1VItrtK3kWhIXdoQFJctCqzBsC2dJjquVLLeF5ZJ4aFHhacykGyUmoUqvBSv8T4lwe3GO1nWtVRqM5kkyNkGR9jR2cjwtBlnLTh4V94gYFbqulUQsR+1ujupQzrWT4F059Mor4xs1aNSsSdMO7Tr07d2vX9/+AwcO7tSpy9q16/HOXWErTZJmoXA3MyPpLHEHOaZZKpihyK3SrCipNBxaoaIzRMVYNE/orJA4nmE5aFvKxVQ7bmGaxdFabB20VjGQioY5Wkt1CJm03ELLw2cuFQ2Ta5QwiSXhJpRt5UppHIpahKHlIAuN4lZRmCGXT5tTilpRKIuPi4NWIRchzLCoYv92DKLhWWI5RgVsbYnkoGIQDy5qOahb4jjF1oZZUOJ2K9S2lQhDi3lxtSKS42FhZV0bYOug5SHE5WDpzdtld+/fufeg7M69W2V3b94qg27cKruafGQw3CQNWouFWkHJcspZYcZaVgqEKjJJy8bCcNQSdKqUh26USFFuSZRby8IMgpGyFmU5i2iSMOSQs1iESftMjOYtlBXlURWfpBS2m6gO52HehdWmcSdazq00b1tByy10nArDtrAuate6Ma2VnCtoFbVCiMKdNrJYOy4iRS3B0uzfjsG14JUL5deCkltUXJsmzRPeJAkWFO4xFJMoEKas62T3aCWeMcOjcklHSFWap6IxzmNns0cuWIyYt1NlC3ntgltl7PGRDoZhju54rJWtR9ojlHbDs+exWyGZFn7Ug0kT5ilyj5CstJsmXswkxSg7nHYYTnaSSo9Q3N0tqp2yj9AqTFZ6/NykyHs16qZxKGM2ivu1B8kaG6qQ9bEVncRCF7CtPTbXMhadPE1p4UfiFob3UiWflEh+R7TCmhTeJCqNV6poOGOGNOuRdlqp7GyV7tE96hniJuHD8H9B2Gl4nNEjd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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-fareast-language: IN; mso-font-kerning: 18.0pt;"></span></b>Petapersebaran tambang di Indonesia (Ilustrasi:
Taufiq, 2006)
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</p><p style="text-align: justify;">
</p><p style="text-align: justify;">Sebagai contoh, persebaran kandungan minyak bumi
dan gas di wilayah Indonesia tidaklah merata, lebih banyak terkonsentrasi di
wilayah Indonesia bagian barat, sedangkan di wilayah Indonesia bagian timur
lebih banyak mengandung bahan mineral.</p>
<p style="text-align: justify;"><strong><span style="color: black; mso-themecolor: text1;">2. Prinsip interelasi</span></strong><span style="color: black; mso-themecolor: text1;"></span></p>
<p style="text-align: justify;">Menyatakan bahwa terdapat hubungan antara gejala
geografi yang satu dengan gejala geografi yang lain di muka bumi. Tentu saja
hal ini dilihat setelah meneliti persebaran gejala geografi dalam satu wilayah
tertentu. Prinsip interelasi dapat mengungkapkan hubungan antara gejala fisik dengan
gejala fisik, antara gejala fisik dengan gejala sosial, dan antara gejala
sosial dengan gejala sosial. Hasil dari interelasi tersebut dapat menggambarkan
karakteristik geografi dari suatu wilayah. </p><p style="text-align: justify;"></p><p style="text-align: justify;"></p><p style="text-align: justify;"></p><p style="text-align: justify;"><!--[if gte mso 9]><xml>
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<![endif]--></p><p style="text-align: justify;">
</p><p style="text-align: justify;">Sebagai contoh, usaha pembukaan lahan di hutan
untuk keperluan area pertambangan akan menyebabkan terjadinya penebangan hutan
dan berubahnya ekosistem satwa dan tumbuhan di area hutan tersebut.</p>
<p style="text-align: justify;"><strong><span style="color: black; mso-themecolor: text1;">3. Prinsip Deskripsi</span></strong><span style="color: black; mso-themecolor: text1;"></span></p>
<p style="text-align: justify;">Intinya memberikan penjelasan yang lebih mendalam
tentang karakteristik yang spesifik pada gejala geografi (dimensi titik, garis,
bidang, dan ruang). Prinsip deskripsi tidak hanya dilakukan dengan penjelasan
(uraian) dan peta, melainkan juga menggunakan diagram, grafik, maupun tabel.
Nantinya akan digunakan untuk menjelaskan karakteristik gejala geografi yang
dipelajari, hubungan antargejala, dan distribusi keruangannya.</p>
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LW6LW6LW6LW6LW6LW6LW6K3GxHQXjdUwH/RXXz7Y9x78Hn74m2xuHxk7Ww/Rm3OISdlxY8llxo4qEqGUo81gapcxa2w0+EN0lxjikdcIIwCDYoDJ7lEOyS4xxSVPgaMYTEJATcoxhjLgwSEQyMiR91FpahzWzGSXaJlHHtaTMcyIuMqKSQK4wltXDfjeN1TAf9FdfPtj3HvwefvibbG4fGTtbD9GTb6E3aO3TsueVmpdRreRFcbwE82kNrlaCKBNQIu0vksdxDlMjLs85jWjESwF2l0liulvlOhMClLCODkOttxCINtsQBMEMtonqCAA8a4TWeWR8oUtbhMCRJcxreTAaPb6RmrhvxvG6pgP+iuvn2x7jskkjipRza0YRA9VljbVskdXd0HnhQx2WdLL0ikyUmedLWGGRkrPYE22Nw+MnahnSjR3s6S3jXswuEuIsiW5Gz3XU6HudeQnFyG2mY4q12wgp5lxMPFJMMnZBWa4yTuuhDgSSjoSm3GaZFHnMfBcTJKW+ciZ9rmIe9txnktQ5ZryQ5SZbZaySnHXCc2C4D3Y19BribLDw343jdUwH/RXXz7Y9x2XOKSWFoZzYJwZpmTilktiFJYX3QefvibbG4fGTtbOGLJZ8mN0utwLqSDDyOy8GZoGJRNEGbVtvCa2jGUq+KJ9ZIYpImiDNa6KN7aBi0jyw9YKgiVjoILQeCGKFmSE6HhivdEGLFKwMRkLWMasmLmqCDUhYKMyXhvxvG6pgP8Aorr59se49+Dz98TbY3D4ydrZIJHWfLzLLzLLzLLzLLzLLzLLzLLzLLzLLzLLzKnr5vLzLLzLLzLLzLLzLLzLLzLLzLLzLLzLLzLLzLLzLhqn/HeN1TAf9FdfPtj3HvwefvibbG4fGTtbD9H7R5rRk4s5kwBlCWe5w343jdUwH/RXXz7Y9x77HNYredEZ74m2xuHxk7Ww/R+yfGRJGZWdlzc6j1BHcHHiUfQb2+G/G8bqmFxrX/WV18+2Pce/fppKnCTyDEAFsLh90TbY3D4+Ma1ozh/6P2jRmFRRCXBhoIsYrPc4b8bxuqYXKsf+rT2F0I5ELkQuRC5ELkQo6TevyIXIhciFyIXIhciFyIXIhciFyIXIhciFyIXIhcp0Zzcd/uUEs0EoRshDuRC5ELkQuRC5ELkQuRC5ELkQuRC5ELkQhaT5fkQuRC5EK5NIy/FH/HBZJpm2fMTrMTrMTrMTrMTrMTrMTrMTrMTrMTrMTrnNmsxOsxOsxOsxOsxOsxOsxOsxOsxOsxOsxOsxOsxOuGv7HeN1TAps1eJ7r59se49wi5RRufcyqp5RT0zCNjpHQwZd/sSnQRPoXD1Z0WtHGQNlGNGaNQqKqzw/XEXDK+4fHxC0jnYPo/ZP66hizFNIYUY99umlmh9zhvxvG6pgP+iuvn2x7j27sRWWbCORklWqqHipDG6lKthIoz2DA3zvrb3VHktT3teG6R8VsrINQKXqlBrKyAB0Utw+Ira2H6PsLm9GCN1HxxSudOeVGGPgUR6EmE5dY5cKm/8AZpc40x1Hs7uG/G8bqmA/6K6+fbHuPaOug8Chma7HJ82NBchRGj1hMexZ6NUNiUZ1I6DzMIh9kTbY3D4ydrYfo+y41rQC3Xi9Tk3G5XMQqp52m6/xEtf4jQd2vBJmalWalV4NMjj1/iNa/wARrh4s05/pRc6fyndw343jdUwH/RXXz7Y9x7L3UYwqXMkdKpPOylJqqjh3KmWXOCiZPFVvqxqjm1ws73NM9kTbY3D4ydrYfo/ZYRVztQrRMOrUfUm9As1Zm+3w343jdUwH/RXXz7Y9x7PE0kjA8Hf1SeGP95/71StKqn8XD7//ANT2RNtjcPjJ2tlmlpZsxOsxOsxOsxOsxOsxOsxOsxOsxOq1rVUjomx0pD6TFC58LMxOsxOsxOsxOsxOsxOsxOsxOsxOsxOsxOuGvjvG6pgP+iuvn2x7j2b6e0p2FPN3Lppz5Suq2mZVC2VrC+kkdeVaUqrRXldfZE22Nw+Mna2H6MQ6MknG4FxAi/4nDfjeN1TAf9FdfO7tq4OlTmCzxyZmucjFgY+kz4J6Ve0pTPLdWJk+Ut8kkwfZdrtRUx9ZrWule5dbqqrnL+qqpSlMKfxCmVint5TTBvYE22Nw+Mna2H6MRpoxh4hLZGivliOtBLlerecTTKnVv/8Ah8N+N43VMB/0V18+2Pcd/ElycxlCeltS46VmMYx7yaPVH0XU1dbU6vJNeyraVp22U2oT2uo5veJtsbh8ZO1sP0dDhayua17XZYEcieOAeA4aeaWVkdf8PhvxvG6pgP8Aorr59se47aom9jenzbGx8/NOr1YVbRyrExObG1V5JzKKlOWELudMKIf4rKY4YvvE22Nw+Mna2H6MIWYZQWOdkJNolfPFbpmWttml6KBEwkaHPUNozuX+Dw343jdUwH/RXXz7Y9x28Rk0jDkIVeda4PfRq9VyrI/F2MHniynSyvJWMvMidwm2xuHxk7Ww/R0KkrTMSJhD6yPJHYnEQMUkkcdaFCuoySN9f8HhvxvG6pgP+iuvn2x7jtvMr5LnhV1Gp0jq9vOidiPiOznVVQtXRkDXRvLtE22Nw+Mna2H6ON1KM66KOvOacQp8soUtXTiS1Tg5FGFJSJ9ulqwSKsMfv8N+N43VMMzAPxLdfPtj3HYVdAh6kTPIITq9La1rWvbVqcyq6aqjOShpyZJTqZHDI9Ogk5c+mlOfOH5VaCeivYJtsbh8d1NGFhsP0bji+vPmIIwmQyc9sL3XCOjpimRMpcYuqM2F7c+H0QyMlZ7/AA343jdUwuNeXGN08+2PcY8Q3DIhudVzpH9NfWb1SzU6PUp3uwZTqfgM3kz+1VKcsI68pKcq05fwO4OhTa0c3ATbY3D4+MvisH0braV1aYUgwCIiqCR+pMHHK54kLkwJjYmhwto8GB6jjbHT3+G/G8bqmFx6P9WngiRlZeJZeJZeJZeJZeJRwR+vl4ll4ll4lerKRPLOyaCTnXB39pWrqV63Kr3rrl6vUmTXyLrcnPcutyie71Obl1VX/jHVo2nU3pbWjsGOq1OncnSyVpboP+jl4ll4kLBFUfLxLLxLLxK5CwPH4lgGHEsH0ZNa5nnVWOtdWMNlinmOmY8kt7Y82Q1QnP6H3OrWCy+tH7/DfjeN1TBw803E918+2PcdhEERMV6tz7eTg9tHUc2tO5yp/UxvQ1N86UUrPUjrBWr8tSjMt1KtaUTVaxs0diJtsbh8d5FnIjsP0c8do9f07KrSy2UuDo43LpYqtpVVa2q6aLlT/B4b8bxuqYD/AKK6+fbHuO2aKOaMjhwF6m4Zk5y2K6NrJG6OR0VKpzHNw9Si66c3/wArFViqv6qfxMdR9E7/AM6aKnNUpSirVcLRU9HETbY3D4ydrYfozt8uGfuzoiHTERF1kKYS6PLzMUDDGxyapRgnren7/DfjeN1TAf8ARXXz7Y9x7PE1rlIdhTF3Jcuxj3Nq2Xmm0pi6WOi9flSxxuitOIe2xuHxk7Ww/Rk3WysJ1ixKz3K1EXGQsaNOMGbR8jGUaWO+kU0Utf8AB4b8bxuqYD/orr59se4xuV8GDnANgNh7CiIBojpI5jea5/1c07H+9tK1oq1rXB/hCz04lIfBGypUDXwmNYLCQ2SWQ6BjKmxdRjuocna2H6O4AmuPyB64ZELivcwjpp5QZHSyhdajAlpRoP8AxPtLHMFhpBH7/DfjeN1TAf8ARXXz7Y9xhxRcCoSlDJJDJDxEextOJ69H+qKp/E8tWlkTlS8u2uL6dTaslXRJzja+lcKYV/tLUbEaKird69ZLX6rmW6s0EIs0U0dukjfS2sjdJA0YAna2H6P/ACeG/G8bqmA/6K6+fbHuMOMR39eNH0XW1dTe3+c1XDl7XB43QNiJtsbh8ZO1tfqOtzYnuWXmVYZKVy8yy8y9GTnl5ll5l6bq1y8yy8yZE9yy8yy8yy8ylkjikH5ELLzLLzLLzLLzLLzLLzLLzJnqxG8N+N43VMB/0V18+2PcYXCChQNP/MKxNXpMVY286U5U7a4//e+2C1NOhjZFFiJtsbh8ZO1su1oGQ1VbcGsnZPIyCt15RtuDpzY5nGt1b0hs624EjPYT1XBjoCLpNbwGEx3DC5VdMYb0Dw/7AZlJPBHJ2yfZ8N+N43VMB/0V18+2PcYX43JW/DlT2Oa59n/3H/7jwc2uo9gm2xuHxk7Wy7XtOmcONn2uQRMZMM80UEQ548ro2MZRUrStXuaxoNbi5jo5D1DIwoWOFkZ0Y8bW2t7ml9kn2fDfjeN1TAf9FdfPtj3GBg0JY92t8lun9l7eplWOrV0buisf8rG9Vx59vCQroQuwTbY3D4ydrZdr23D7Aydo8AdvHYJa4olQapg1uip6MlZnmFQxiQn1PqJOZSMuDOzyS1ub2jDCTRShU5Wetch2SfZ8N+N43VMB/wBFdfPtj3GN5Fcbb5GPik9quNf/ADta2rqsjbG23w0gC7BNtjcPjJ2tl2vZcJ54n1eSycmGWaSYujqPKl6LedzgnknZNbXSHKXrDgiA9UceacWIEussryRmVCkZJOSXHC63xOhF7JPs+G/G8bqmA/6K6+fbHuMLpdsrMbdCiaktd1d1U+OSNWe1TXCs/DoT2iWEHputlIEkrzpWkEtRsK0d6vOZDwvqxjaNoCykp3aJtsbh8ZO1su17Ch3SyCSveo2+sXGJDGPAWxkQNHSScRlOmZZDJRTJZCnPIzkEVukjecJUQuS4DxNtpAkUrgxZICO2T7PhvxvG6phKXUfiq6+fbHuFxLNNm8KuYpWdHcHLSEu424a7wRMbFGoPNF2IIkkaCIeHS7f6xzaMNYxz1HE1uAnpVLZaAmT9om2xuHx389wMNk2vabNEFcJImkKueqiaMkNcAK+l1DcUTSyOgPjKCdWShVJnRmvQQ5GWfbYCIgpHTD90n2fDfjeN1TC5/rzzR3k5iFZiFZiFZiFZiFMni9fMQq/ua654Pi6n5d9aSCSNVYJFWGXlyquVUMPIRODlhBcxCsxCoZ4qPzEKzEKzEKnMghgqx0kuIkfqk5iFZiFZiFZiFZiFZiFCzxUHzEKzEKzEKuRMLR+J5YioLJte04SIxstpkoLkxKqS2x+v6BbVM0zMvPo5ogcQ4ZsTpoJmXZw8NDCIKByVZE2gJPdJ9nw343jdUwMo6vF108+2PcLiQWJnc+Cic2rcBuHjpFbreMDFng/UecIx2dE64Ch/WpcAqszQ/OGaOZvEEVZLbjbgpDZhR4hoe4TbY3D4uKer0bJtZTBIZIpI5Wez0t54gvo0Akqk0QwQ41e6T7PhvxvG6phlYJ+Jbr59se4V7EkMFdSrXd1gBbJccNPldMWESQpQHyENDl6obaXFFOEQQ0WB7SK8q0u1sfBNCAZM+Id1VY4/+53ibbG4fHcwhiorXLFCHfonE3NtY9Bob0K1EtHRtYaHSEvhpKdPymOI5sKkhQJ0PoZ8JZ8JZ8JZ8JZ4JPiEzOeCWfCWfCWfCWfCWfCWfCWfCTZ4Zrnw343jdUwH/RXXz7Y9xhxCFFF20pWtbfZpZHUpyp2wefc8QqQq3gyjEd4m2xuHxk7WxV5WPsrWlPYrWlFStOyteS507+G/G8bqmA/6K6+aLmoONJcKNrqDMy64MbE85kZdbgylUdA0oQoecV2Nht3R7EHn74m2xuHxk7WKCSew11nopDcqkAtuWZuUT5rbdmPnBeKfDHG+50rUc2MEGl1jq2O65Upl1rJLqtJ5xyX2d7DsuNHdomDyXaULou7IJYZ57c0Q0aJur8n6wh4blAyH1PRw4b8bxuqYD/orr5ouHMDPtbKptuZQyMGjYaW1jnZBro8ZreHLDJYP6LYq0npSlKd8Hn74m2xuHxk7Ww/R43aVsUd2k/6tCj4GNNKIt2crBMXcyMiQTLIBAbPGm3SdriiZpBiz30HkupEa1KfrZcy/TOzBAjTCYlHdJ3R6hPyhuBkYl1lbGDJMT6lvkIcVw343jdUwH/RXXz7Y9x78Hn74m2xuHxk7WyGCss2fEWfEWfEWeDWfDWeDWeDWeDWeDWeDWeDTCwY2Z4NZ8NSFgyMocFSmfDWfDWeDWeDWeDWeDWeDWeDWeDXDVaVjvG6pgP8Aorr59se49+Dz98TbY3D4ydrYfo1cDYAoSOJy5qCcUT0aGTEVEjXVYI06dksV1kYLqlZHFHVbNqBD4Bp6zjUmfqcBdWi6k+Vau+tNT/5biVONI+4PjuA1zrJK26ue7HhvxvG6pgP+iuvn2x7j34PP3xNtjcPjJ2th+juJTQhZppjZaCVZeRxJq3UMma2lBzsJgc2jm0gho30Yun0IedY46u9CFUjZRsT4p5qTiNnjmt/TLKHEJJQSOlSwKSyy2/qpBDSuWH7OG/G8bqmA/wCiuvn2x7j34PP3xNtjcPjJ2th+j485aLwy+Oaa8sY+3CRCwhcU+kw7hTq0jvGHfE7ItrNW0sqsmyQOYKOd2nxsbDbomxdVOqrqN7OG/G8bqmA/6K6+fbHuPfg8/fE22Nw+Mna2H6PiCDMWoC4GWggomc1sVymFbISTd7kDBQYTvAikimjGdQgSO5NmnHNlBKcRHG2C4NkZFdGQkQzxlTQGyTA+rk8OG/G8bqmA/wCiuvn2x7j34PP3xNtjcPjJ2th+jXEnDb5psoYPVoZpruGOH8k72ADHEFmXCaKAYyhBUJjq2ue6SdLrr/vGuDZze3hvxvG6pgP+iu9JOnPyLPyLPyLPyLPyKG41cTn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5ELcqvrn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5Fn5FQ6RBXBzw8/Is/Is/IpiZZ6zNq+AEi9Cg6he1qF7WoXtahe1qF7WoXtahe1qF7WoXtahe1qF7WoXtahe1Uy8VdUi6OpmrrRzZrk1tSLnWlZ7nzaTdWv1C9rUL2tQva1C9rUL2uH4CYR7xuqYMlji4hzgizgizgizgizginuUjSoriVRWy4yPkzgizgizgizgizgizgizgizgizgizgizgizgizgimuZTZm3AmOltuFZKZwRZwRZwRZwRZwRZwRZwRZwRZwRZwRZwRZwRSGjUjpdTawtuJcSBPjcLnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFnBFc54ZS6YEAhkv0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWtJta0m1rSbWorcBDIv//EACcRAAICAQMEAQQDAAAAAAAAAAABAhEDEBIhBCAwMUATQVBgBSJR/9oACAEDAQE/Af2haLX3+Xv8M1yRkn4V8qUqLekY1+CnLahSE0Nm43si7X4DK7Yj7FNj40xO18+c/wDChto5GmciMOSuPnZMm3gc2W/uOdH1GSbZG70h7MU748F/EbSJytjlRubORU/Y4r/RJCjYkkRdMjK+5tIUl8TPubE4jcBJNmwcRpWJKiC0XApEJX2zaSFNN/Fn09v+o8E17JRop2bJGw+xB8CbL0xql255UiGW36+Ippv3r1EUuUKzkdlCdCmzcjcLhdueTS4RjyZHLlfDzXt4E2nZHNM+tkHJt860Lg3jbb1hbS+TL1onRb0RQ9KFpiScvC2l2ZJUhTcKH1CE7Xjz49rvXg9ClQ5MbbL0XJ08K58DdKzI1KQ9wt97UTU4T2t0xveSk79H9t3AvXinkok3Iaa1x4t6I4YxXI8UWhdNyZMOwiRirIR2rwNWiUdkhRv2fx/UwwdTHLL7H8x1eHrc/wBbDEar2Uk0UvfjyKmJ0WNtEYOXoxY1Bdmbn2cEIXz3IjFydJXq0mUmPFEhjUPQ4qQ9zlSIxcVz48sb51jByIxUV2uKkPEkRVLv6Pq59Jk+pAnJzk5PvryvCj6TsjFJfraIxXtkor2vwsOeGS49frP/xAArEQABBAECBQQCAgMAAAAAAAABAAIDEQQSIRMgIjFABRAwUEFRMmAUYXH/2gAIAQIBAT8B/sg+Ht9vRIvwfx8I7/JDXC00pccsN/RwYuoW5DHiam0ApHF9hEEH6HFg4xWjT2Thaa1GJpTsZrlKzQ6voMFhbHZCPtrAQIPZbLOFS7efi44PU9a20gQSukJrmIEfhHdZWOXC/h7IeJi4wk3cgxbBBoK4YTGgfhGh7FZ8NHWOcNJ7IsI38QNJNBQs0sApUqA3WyNjsgXEdkCi4tQcT3TwHA2sjG09TeaBrnHpT45Q3f5h35sDQB/tEPQEgKc4gLiH9JrigTSDjacV/wBR3CLCsqEMPLiNc49KlhkDDbvE7KD1AAU9DMid+U03uiQuIxMfey/KI3RaCtAHtlya5OXBZrd3U8BEZ6vEMbgLr39PlcRoIRpdITaVgLutH6VEKk42Ty4jGOPUVLDEGGj4eIGmUakWgiq2TsOElDCgTWNaKCpX7d1wgh0hd1VqZoa8geSz+QpAogHutDfYqwgirCPtlP0RE+UCQbCwsjitoqrVLdAWiwIRhBlKtkAiaXqEnTp+QEEbfNjYYeNbkyNsf8UCCPfIyeC8ClJlyOdYKjypWG7T/URQoLGy+MaTmj9pztItZU3GdfxyN1NoKBhY2j8I78uGbj2RBcuEgxSTCIdRWTk8Y8npze5VFZWVotg5ya7+JhZGk6D7yzMjG5U0pldfLFKYjYUeaXHqUztT755IxIKKaKFeGCQbCj9QIFOC/wA6OlI8vdZ+2tA39J+FJ6hoyeDSx/UONkGMhDf6Mi0+CMv111KOBjXa63/rP//EAFAQAAECAgMHDwoEBAYCAgMAAAECAwARBBIhEyIxNEFRkwUQIDI1YXFydIGRkrHR0hQjM0JzoaKywcIwQFKUNmLh8AYVJILT8UNTJWNUYIP/2gAIAQEABj8C/wD0x5gU5+jttsoUA1Vwkqzjejdin/B4Y3Yp/wAHhjdin/B4Y3Yp/wAHhjdin/B4YIapmqS0BQHqX3u4IBNKp8sJsRgy8+CFClaoU5qQFoqWnojdin/B4Y3Yp/weGN2Kf8Hhjdin/B4Y3Yp/weGN2Kf8Hhjdin/B4Y3Yp/weGN2Kf8Hhjdin/B4Y3Yp/weGN2Kf8Hhjdin/B4YUlmlaokTIBVUzRMUqnytPqTl6vPnhflOqNObIMhtLfdG7FP+DwxuxT/g8MbsU/4PDG7FP+DwxuxT/g8MbsU/4PDG7FP+DwxuxT/g8MbsU/4PDG7FP+DwxuxT/g8MbsU/4PDBKdVqcVSsE0eGCXqTqgFBHq1DbOQycMFKaZTD6oN6LZ4cGCUBbuqlPbUSb28sE7PVzRuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDG7FP+DwxuxT/AIPDFClqjSnkuv3NSXKspVSc29r0vk7XauEBDYWpapWqkI9BR9OfDGL0fTnwxi9H058MYvR9OfDGL0fTnwxSlFDCropKgm7G9vQP070YvR9OfDGL0fTnwxi9H058MYvR9OfDGL0fTnwxi9H058MYvR9OfDGL0fTnwxi9H058MYvR9OfDGL0fTnwxi9H058MYvR9OfDGL0fTnwxi9H058MUgFDLlZ9SrX1WTybWMXo+nPhjF6Ppz4Yxej6c+GMXo+nPhjF6Ppz4Yxej6c+GMXo+nPhjF6Ppz4Yxej6c+GMXo+nPhjF6Ppz4Yxej6c+GMXo+nPhjF6Ppz4Yxej6c+GKO2WmFlDaU1i8bfhjF6Ppz4Yxej6c+GMXo+nPhhJdYZqlQSarxOH/bBUcAtMBaNT9U1IVaCKMZERuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0Mbmaq/tDG5mqv7QxuZqr+0MF1oOJkooUlaZFJGSNTOV/YrXpfJ2u1cUfj/UbJ3m/IPcf6D8g3wbBv2zfzCHOIeyKDydHZBacbdvW7qSBMBOUwtlLD6qi0oUoASttGXBHk3k1IC5BRsFiSZTww/RkK84xVrjNPBDNdDirs4Gk1ZbaFaoErSyjbTTaDglDN2rBtw1bp6qeGGEOsvIu7paSSBKt0x5a9Wban6w35ThmjOBc3QohWQVcMMrpDTzKHTVrLTtONmhhDrTyLs6WkkgSrdMNvu1m0uuBCKwwzMhBddnKcgAJknMIdeeZfRcZFYq5+2HXnmXghpKVKwZeeHmglaHWCAtKsk4/zNNdyj50i3DKHqKGnUraSkqnKVsOm4UjzTwZVYNsefg6Yfo9xdK2W7obBaOmKNRVtu16ROpYMlpikNNmu4wZLSOCcIUyh0hRKVTErmRkVrU/l73bGpnK/sVr0vk7XauKPx/qNk7zfkHuP9B+Qb4Ng37Zv5hDnEPZFB5OjshFKdS040lq51FJnlnOHqaCxWdWDMgzQmQBHuh2mBTdVbIbCZZrfrCKZdwSW6jyZYbZ2RRgC3Jl8OkKG2lkhuhreSpq/KwlMsPqic722GaHS1NPtpbLS7CKwslH+WppEyFXrrgmRfTHdFwUtKGi0QQn9XdFDFJfSo0dtSSoTBJOBW8bAYbapqmXxUUh69Irx/liaQSQb11y0i+mO6FMqWhCLlVSEj1oZQ66kUhlaXUrCb2uneh6iUhxKS6JTQNrD1HW40lx4BJISZCUPsNOtht41pStRPbW5d6KfQkUhNzpTldNZNqTlik0jzYQ+lAqpGCr/wBw+usxXcpKXwapslk90OUltxEnmQ0sEWiRwjphulmkJIYrlpJTgrJAl9eePKUvpVXZqOpUMJzwimzqvXG5uhOBZyHWp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m2NZxaUDOoygEKF9gg1Hm1SwyVCpuJFQTVM4IqJWkqlOU8mze4/0Gu5XpDyVgquJr2LF0zyw/SGlsPKcUErKmkrrV0z9U580IqUl5wh6S0q/wDXUtJzf2IpIWt1qslDzRsmEEykJf3fRXbVWTn/AAW+DYN+2b+YQ5xD2RRGC84hhVBYv6iarSlWVj0Q0pKqxSoKcrC1SARW57YWKO+5UFDW9ehBEwRbbkgoFK80rU9L4qJEqxyiYnHktCdUtXk7bgCwmrOvI1suDNC6FXSlC2jcjlrpw/3vRTW1Ux0pYWEpvUWzQDmjyhylPIWWJ2totVhrJg0SlrUH2EXwCRVcGRYilt3dZudWktgJTaz64wZO6KJc3SBTKTVDhAvEHBL+ueKbQmKTJ1haC24pAvqwnVVZBeRXbcXSUUdaXEiVGOXh/wCopNDZdu6kobW2pVVJEzIozTsssihMtOLTd3loccW2ApurbVlgrQWEPqVc9UEMXRKE36VCcs0xFDoxdkt2kONOO1RNFS2rmrGKfRVu1iwuoh8JGUT4JiKa4/S3FN0Z9SKpQnahI3o1TVdUppFGrqSUSNkqyO7mhaFPPJA1PD18hG3zxRnjSnK7lEuhklO2s3t+PIqa4Q+ygkySKryZ2Lisyq6tJZW441U2she25yYQyXJlxyji6hImm6IrHe/7jUylkkIdUEPgJErZgHPaZRT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvNsUBpJJDqVWETEjvwxJtmdGkpCZ4ZqvhPJe2Q8xcm20OOqVWsNkrLLMvZCXS2hulJYlWKr1R9ZB3oTYiqKQp0uWTKSDIcOAcA2b3H+g/IN8Gwb9s38whziHsiiLcozS1LoraVEpnWEhZBTcG5FFzIlhSMnBACqGwZJqCaBgzQlS2G1KTtSU4I8ouKLtKVeVsoaAo7XmfR3u04IdKWGwXfSWbbhgpTRWQkpqkBFks0AhImBKCVtoUapTaMmaC042lTf6SLICUsNgBd0F762fhhaFtoUle3BGGC2KO1VJrEVMJgMFlu5DAmrZCWzRmqqDWSKmA54FHFHaDQwIqCUVGkJQnMkShxHkzUnTNYq7Y78LWujtKU4JLJTthmMBxujtoWE1AoJtlmhbSKM0ltYvkhNhgSSBVEhZHlXk7N3/8AZUFbNhgsCjtho2lNWyLqijtJXKVYJyZIp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m/IPcf6D8g3wbBv2zfzCHOIeyKERTH0g0dFgCLLOLGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4YLHlb+HbebzcXDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4Yx6kdCPDGPUjoR4YpwnP/XPW57Y1M5X9itel8na7VxR+P9Rsneb8g9x/oPyDfBsG/bN/MIc4h7IoPJ0dn4YSBdHVbVM+knMIZH+YUHzza1BdTzZq1cs9+L4BDmGrWnMZxnH4tP5e92xqZyv7Fa9L5O12rij8f6jZO835B9S1BKQu0k7why5TvFSty7/47fBsG/bN/MIc4hig8nR2fhDyZ25rBnvGLn5Qtv8A09aumrOQNu24Zw5UtQnb3e9ldP1VNrOr77csV3qVRi/5KoSZTbI7W+4R2wgOVq0ra2H8Sn8ve7Y1M5X9itdmRValvauVcpijcf6jZO835Byjk+bSoGWcyhL7WEZM4iumaVDbJOEfjN8Gwb9s38wijSUsbfA7VGCKDydHZ+Hc1kpkZpUnCIdKaTQg6tpAPmz6s7as9+CE2qVatX6j+LT+Xvdsamcr+xWu2FLAUQzVBROd8YbLlIaUguXibjKVoy1o9I31D3x6RvqHvj0jfUPfHpG+oe+PSN9Q98Oecbyep/WPSN9Q98ekb6h749I31D3x6RvqHvj0jfUPfHpG+oe+PSN9Q98ekb6h749I31D3x6RvqHvj0jfUPfHpG+oe+PSN9Q98ekb6h749I3oz3w+qu2q/lMJ3hGEdEXRCkzy2YYuai225KYvZhXBbHpG+oe+PSN9Q98ekb6h749I31D3x6RvqHvj0jfUPfHpG+oe+PSN9Q98ekb6h749I31D3x6RvqHvj0jfU/rCJON4P0f1j0jfUPfHpG+oe+PSN9Q98Jk60FXVEjc8tYb8UfyukILlRySktVZ4N/vihgURahcEW105oxJzro74xJzro74xJzro74xJzro74xJzro74xJzro74xJzro74xJzro74xJzro74xJzro74xJzrp748o8kenVqyrolGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfGJOddHfFOsl/rnrOeNTOV/YrXVcmnVC5M11IclVFfNl/wC4o/H+o2TvN+KUICnVDNg6YvUso6VRfUlf+2SYPDrVUCZht9aplK+YA2fX8FaF3W9FYyaUbOiG0G6JLpKUVm1C0CcTull2uO1O3nghxklV0bkSmoZyJwjPFqyA2k1lVDVsw2wgedBWuoJtqFspwEErSpSVKSC2ROWHnioiuf8AYZTzQ37Zv5hDKmGHnZIcE0uSCbMO/FB5Ojs/CdDa1oUUyCkCZEUeu28KwKVqv1gX9nTnyQHXEPJKK8pMrlalOEcM+iG1PTS5Vvk1CMv4tP5e92xqZyv7Fa9L5O12rij8f6jZO834hYSo3NG2kdsde8VOFG3DGCKuX1oKSJgxc31S/Ss+t/X8B0h1KQ4wWrUTlPLhi43VCJEqSUN7U5CLc8Ot+U1UKrVAhJFUnLhtwQHHXRXSpKkqQiUv1DDgMISqkkISk3OSbUzII4ZSgu+UC7XW6A1L3a1cE+GKinfVsUlMlBc9sIbk/wCabcU4lFW20Gzgthv2zfzCHOIeyKDydHZsSsJrHABOUJWMChOHWyixHrAwXnMGDDrtJqzrqlhwb+upsNTKSn1pVpzwdGuGbkRflJM+DvhXmnLFVbBb/wBQFpwETGzp/L3u2NTOV/YrXpfJ2u1cUfj/AFGyd5vw32wvz7abARhVm7Ikdtv5ddSLqspUqsRLLOEmtJSTb0zhVtaYltYk4K4z5Y9G57okUODmnHm1kp/9a0HthLqMBz4R+E3wbBv2zfzCHOIeyKDydHZsX1JaDyg2SlsidYywQG6VqcaI3L0iqO4Y/wBDqYmlBaZrdRRVptzRdqifKLnW8n8lcw/pjcNehcjcJehchpFL1JuDc53VdGWalkYyj9m53xjKP2bnfCFUeht6oKrWp8jXe2YY3CXoXI3CXoXIeXqhqb5MpqRbJaIJnOeGJ3NHR+BT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvN+EVKMgMMOvkekVO2LCfpGES37YQXKxzyVKLT1iYO0iba0IMTrgR6RMWKHTrXP1XEzPN/wB/hN8Gwb9s38whziHsig8nR2fhPJDLk2lSlZfWThJWzVE1XRVsky5u6FKLUnAtKKlbKqUreeC4WVXMAzttrBNaUKrIqLQqqoTn+JT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvN+EhCVyDiqqhLCJZ9erB2Blbzx6sS7YsJhAUo2oVL8Jvg2Dftm/mEOcQ9kUIJojqvMItrJzcMYk710d8Yk710d8Yk710d8Yk710d8Yk710d8Yk710d8Yk710d8Yk710d8Yk710d8Lnqe7f7e/TbkzwP8A454yzug1uG+t54LQ1Pfqn/7R4t4RuY7tasq6ZfN74qt0B4DfcST2xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xiTvXR3xTsn+ues541M5X9itel8na7VxR+P9Rsneb8IMNTqNrtP6jrk5rIM8EW4YBwX0p5oSm5kqIGWUSCfiivYOeJHtiRijH+eXuP4TfBsG/bN/MIc4h7IoPJ0dkPsIQ4FsGS6w2BpL1a5gichOX5Wn8ve7Y1M5X9itel8na7VxR+P9REkhRN0RgST6wzQ1UafPk6i4cIK01zYP8AbOw/ywt1pDzjRdTdG7bMBrp7CIZuLL3mPPKEzNc1bXfNWdnBFIWtp+5rDgSkJVbbO36S34UFh12VxDbhClGrM7YDLAIZdV5pAo+2ABnfTtmMmGKSosP3OkMrqgViUlOCz1Z/SF0QJfrur218lKUkeqbZd84bcfQW3Sm/SRK3LsXaNRxWsqlyeDg17YkLYlYInWMC+PTGWJGJS1rLIbXKakqBEoDyElNpBScIP4LfBsG/bN/MIc4h7IoPJ0dkapv+Quru6wpq1FtnDGqNIpCn0CS1tvtKRtakqmfmh5NDQsO3Zlx2j3G5AtiyQrYcGWKrdGecAoSm0FxxMwuvNIw5IpUqOXi40zcSSnzclXwhqleSqS2l5c1XQGsgow9OT8pT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvN+AGaK8mX/nIyCJKSK0sAsiUle6KqROUTM4y4ZROsOmJhaemNuMETrp6Ywp6diHDMtmxafrAUkzB/Ab4Ng37Zv5hDnEPZFB5OjshTaXCSldzJCTKtmnBSoApNhBhx2olppArKqo7oW+4ZNoTWUZYBAabUorLYdE21C9OWEBRN+qomzL+Up/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m2awzdFq9Uys4ZwATKLAOeJnXtnBrT4IsshPBFmtI5NgIQhSzcF3pGQb/4DfBsG/bN/MIc4h7IoPJ0dkKYrNro5WpVovr4zl/WC2txlQmxkNtzsPTFILS2ktuUdTCU24ClI90op1ErNzpCnKkpyQFQ6gloBygijZdt+qKOmpWrU5VIKkbVCapsgsKWwTXUrAbJtVO22KEV1VLYwkz/AEEWfkqfy97tjUzlf2K16XydrtXFH4/1Gyd5tkWUPJDi9sn1qsSR0xOc9fOc0WACNtrp4Nfm2AESMBK1TebsXnO/s2+DYN+2b+YQ5xD2RQeTo7ImGRLjx6EdeEpU2BWMttCwukNJqSrzWL2FBT7aam2mvawm6LSisZJrHCYmmkMm+qbcbbNwwqotKqpqqkcBzfkqfy97tjUzlf2K16XydrtXFH4/1Gyd5tlSqx/8pHRrzVZFlg2OEQng11GLdaucGt2Q2tCyFg7aJUkVD+obX+myb4Ng37Zv5hDnEPZFB5OjsiRrT4hj1uoYalPbfpOYw6oXG0yRbKScuTCc8LLVzSJ3qSSQbJc1maGkJUlbYN+FWGVlgMt6EKC7+6FalViMJ99llsPpugFYVU1Z4Jk9NsKQmkKSDbt1fzy7U9WCitWviRwfkKfy97tjUzlf2K13kOrql1lpKbDhmqKPx/qNk7zbF1DlIQHGxMonbC33AkLcMyE4NacTJnssJEJvskbYwLYmcphSc8SDgTIRJLtmTrTgAmJmyEcOt5O4q9/8fdsW+DYN+2b+YRVfcKVLQqqAgq7IoPJ0dkKk7YFH1Rnj03wiG21uTSo23u9DiSy6aia2S+HTDiAhalNkApBTOcp580NrqqUhwgTG/ghKFIWhanLnVUUg4Ac+/DijNCUWkqzZ/dBX5QiQMsP95j0GK7aqyfyFP5e92xqZyv7Fa7BtF61gTPKqKPx/qNk7zbDzahd1mSJjpMKUozKjMwMEGCN/8BPBrAb+vPPFhlv66TvxMWxbFWkVlo/VhI74CgZg267fBsG/bN/MIo5vqorepMRQeTo7IJ81aT639I/8PX/pDbi7nVScit7ghxdZZuigognNghRUp2ZwSVteCBIVROZCbArhhLV0dKUqrWqw8MOC+84bb7fwDeg1gq3+bjeIwQnKSr8hT+Xvdsamcr+xWu0SKKVAMyuqrcKtrn/6ht5FHbS445fqGE2iNr742vvMbX3mNr7zG195hwVc2WNr7zG195ja+8waRRn69no15OAxc3kKbXmUNbJ0RKyJRhgWmN6P6RbZGH3Qm3JGGE2xhjDATzRM2CK0xKLLdayMAi1QSN6GLunzlQVrTG195ja++EGrkzxtfeY2vvMbX3mAhbYUlTqAQTYb4QxR22aA22ErKbqZEGzaxQeTo7IetPpFZd+MJ6YYtOX5TDiEus4BUvZ336cOHoh1JLKJSkTakWcOezJDakSSoqSFIUnDOWDphBWpCkqeKawFtUWYJ54pC1hKrn6qclpFU79nvhRNHtGSuP5vAYrFNUhRSRPMfyFP5e92xqZyv7Fa7i26U4yG2WiUj175WH39MUfj/UbJ3m2JafbC0HIYkKxYVtF/Th17bImdkngiwRvxbAnGEmCgmU4Souky/lhSC9hhNZeDJzz1pnDDbStptl8A2DfBsG/bN/MISpqmOUcNhRIT61lkUHk6OyHK+qakqrmYqYDPgjdVXU/pDRo9PLrlsk1cNkGshJnhswwb1Nu9AmBZvQLBZaIMgLYwfkafy97tjUzlf2K16XydrtXFH4/1Gyd5tkW3UJWg4UkRNpTrO8DMe+BcKUk8dHdHoErt9RwfWFIcQULGFKovbItGtvxgJgA/onBCQYlrzGtZhjAIkLBrWCcPPGdcqq70v7Owb4Ng37Zv5hDnEPZFB5Ojsike2X261H/3fLDpabdqmrP+b4sHRDpqPKBw1XNtmCbch4IaFUlYWm/SrgnP354aKEr9OVFE7Mwy2WcMUmQWFk3tYzmZm0b0pQoIVM5DVT/N3I6egh61QUbc4nZ+Qp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m/C8soyay0pqrQMo3tc2DoiyQ1sGTYzTF8ojmiYM9/Xwz4IsA4TFHSvbFNY89uwb4Ng37Zv5hDnEPZFB5Ojsh1DmpNZSXFBRqJtM43G+BENNUbU24umcl1UiVkLrugXPbb0KJdSAmUzwwCtQEzITPRAKHUqBVUEs8KDawqoaqpZD+Sp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m2BYubjq07arKyLqwqYyg4Rsbo+6ltOcw88ygobWusEmMIjDrYYFhjAYwRm2OExhJ1jwQhE51RLWpCl1h5Ob8Vbd7hhxCl1S0gOLnkENeZpEzJMrmQbYLYS4CEJXaM//UPrv1BhUnKqZy34qgLWSRUqideydm9DShO11s2iXrCHOIeyKDydHZFJUmh0kgvLkQ0c8YjStCqGFu0V9CRWvlNkDawtanRIgJkB6s5yP95YccQ6EFRrC9JGCVtvZKGpPuANLSoCQIsl3e+EFTyboHKylpSRPBv70PNqdsWKovcCZk/UwpAWlKTkCct/L5h1YLacFYkb0z+Qp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m1xRGXC0m51lFOE2nu1ro04ptY9ZJiqtLLu+RVMX1Cvt52zsjEBpv6R5uhoSrOpyf0i60hwuK7NkODXlAv7N6D5zJni+XPYyhLiFgqlfpypOs6ovEKWlSLE5MnDK3pis6+sqUFpc/mCs2bAOiAtbqVrVUKqzQkoJziApNIAFzQgi5fpn3xXbpSqxQkLrJrViFTnhsy9MV6O4UEKUUpN8kBUpplmsijUdBvW1tJ+IQ5xD2RQeTo7PzVP5e92xqZyv7Fa9L5O12rij8f6jZO82uzSxtJXNW9sDklGERhEWbIcH4jlKM5umqngH9nYN8Gwb9s38whziHsjUxlDqmwaIFGqBOwJz8MXuqDp5kd0Y891Ud0W0923Beo7ox57qo7ox57qo7oq+Xuz4qO6Mee6qO6Mee6qO6Ko1QcnwI7ox57qo7ox57qo7oNXVB1UjIyCMPRGOvdVHdGOvdVHdGOvdVHdFzXqqoOfpkifZHmdU1rlhkEWe7hjHnuqjujHXuqjujHXuqjujHXuqjujHXuqjujHXuqjujHXuqjuhDaqQtxKm1G+AyFOYb8U/l73bGpnK/sVr0vk7XauKPx/qNk7za71HI26Zc+wNptw2xlidsS2Q4Pw26PMgG1R3oS02kJQgSA2DfBsG/bN/MIc4h7I1K5D/wAcOUtlCm3UOuVEpQkEpUu04bbIdKVUla1Bu+vMxnZwxqetbSi6k1lkJE0G5n6mG691JrIrVgkTBSK3vnCVPqfkmkWpSEgVb7pG1gvtsrFRu51xVmZqSTL3wyu+K7mkrQSlN8DaP90/hiq5dlMBJFZVW03sjZ/uikLotEAIQ3UUG05FGtLfkqEFS3lISG600IAwqrE80sEV2/KC7W/QB6oz5zOHZoWlla3FSkJTvZH5tdihTKWlBTjv8yR6vSRCGaM6iirccSE1AkTvhPthhYsZPmlknBPamfD82sltx5tC17UKVInZM+xc7URT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvNrqcT6RRqN8MS/CtMTmIHB+G8rIGvr/TYt8Gwb9s38whziHsjUrkP/HsluobuihgTOUzFVll1TmVKkFFXhJgOIsPrJypOUGC68tKEDCTAQVXJ04Gnb1fRFVCEpGYDWlMTgqUQlItJMMU58h8qBSpKW6skzsKZ83NFIVNLaqtzavpqbUDWmc3qwFlF64LUm3mhbLT7zV4HEIS5ZlnZ0QsKm7dBJZcNasM39IforarpRmgJEqmUK/R/eCfRsGfYudqIp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m11MPJrJPugNqNdCtouWH8CyMJirOUA1xZvQBdJXsKvzbG2nrYNmt9xNVTqrLbav8Ac9i3wbBv2zfzCHOIeyNSuQ/8eyoVdJU1fy9phSeitEyTM3qEg2qVvQi7si6VE16/q2Z+mHKeWkoDhrNEi+SiX1tMLdeqTfSgpSpEwgC+AOffgIZfpDDrd663XrW/7u0ShNGTTH1AWvVUpTISstlHlFGNydSZVttWrKG2nhiby2KqVCs23Pztu1nknBauTikJALjibQic8nNBcfoKnEKXXQlRSESNgrZbBklACW2mLb4perGW9NMs0FRYVdZ36nPShXG7oUth59t6V6ovKUOg2QitOslSkqnlIUZnYs+xc7URT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvNsHGEVa5tTWGX6QptxBQtNhSfwxwfgyAic7c8NNBu53tqZzkctuxb4Ng37Zv5hDnEPZGpXIf+PYsNspR55dWuq2rZPBlwQXabdHEIN4Wk3ibJTI22eG6VRKShJS0oIm3WBrZfcIodGprqW1qVVpDJbtcMrAM4nmgqZoL7kv1SRPpthNDorV1pDAqqSqbYAGW0f3OPK7gGW0pk5dHhMjJny78OupeuSVOTXUVfnMP5RLpthxukIXSqO6urMu2pCrJGeTniVLW+VzmAp2tc76Y54cYW0tVLU4VC9mg112GsMnDDrDvpGztqtULt3+CCFUhoEYQViyKSWXEuNVhan9crRPqwGx5187RlO2V/eeEIWQV2lUsEyZnYs+xc7URT+Xvdsamcr+xWvS+Ttdq4o/H+o2TvNr3FptLqpTVfbXeixRYb/Sg/WC4SVTwkmZ2dsAOIUgkVhWGSK1rTA/8ksPBHmlOtKGWtWn0wtL10eUDVrFUuyCWEuPs5CBMp4YkQQcsKpIQS0ldUq34nrTlZwxKzBbCa1kSEMNqwKcE+3ZN8Gwb9s38whziHsjUrkP/HsWnUOBK254UVhbDjbok6yuquQkN49EUlNCpymUtySpKaqgF5bMkKZSNsDXUdsqeGZgppbzaXEOXIknbqydIlDlKWXTWNVuv+jeEVWnB5OlUlYQVK6IS22lKg+oIKSZR5OWqFNaCSlTyjMdWDQqi6QJBTVzJSag2wrTnm6Yml5Tql0cBSimragyNhtGGKQl1DKnFOqm2oAmSbz7YdaZbbarpuQqpq1axlFcTad/9qNtFIWt66JdKSLMFktkz7FztRFP5e92xqZyv7Fa6mUtV7u00nbSlaqKPx/qNk7zayWbooN3OcgSJ8MWa1UqTwTiYM0nBFuxZeUCUoWFEQ28HClRR5txOYwltAklIkNZ7j/Qay31F1Kl4QlWXPCWWUVEJwCC6aI0VHDNMPoCEICVkVUGYEWDnjOdZkPCbZXJVsIdQhSaloAWZTz7Jvg2Dftm/mEJAYugcChOvKUalch/49kt97zbbjQmqW3WDYOGX92Q1SKO7UXKaHE2hQOfOIrtO0VyqPRhO3552Q3c2n2KSpSbtVTVKkcbBZniTrZdGZxalS6YodESQ3RkBS1gYLKoA98JpNCeCQi1Lbs1X1uXNCKc4HGllqRUpKqoGGU8GePLWk3K6kIuThM14ZT/AE/1thxxtiiMvOJkFzv08JlF2UEv0X0iWXAFG3NPAcOUznkiaHqUiu3VT55Ukg/2OiErcSErwKAzjZs+xc7URT+Xvdsamcr+xWu1tdq1tgZbY5ubnlDbQUus25fVm1AYRllKNuI24jbiNuI24hw1xkjbwSlZUKicuDD/AE169aUCboMs4MJIcnKNsYwk88YIwQllsCZynAN+G6O2u9QJRtxG3EO3/r/QRtxG3EbcQt0qnUE5Z4W89KstRUQN/YNpqVk10180pxt424jbiNuI24jbwi/GCNuI24jbiErK7EuoNiSTthFGdZKdq5KslaVnP/e9GpXIvBsmw7Pzaw4mWeBRaNTLm1PaqZSQROdWyVkW0Vg//wAxDb1GV5OpIKTVSJSMp2ZDYIITSG15q7fdDDiqJtFGsppytekc2WXRCW6OP9U5Yhl29I31DNDNFq10NSq1rbRliohQSoEKSSJ2gzhSAiiBagRWDirPhiokJobYQpsWhagra2++Lk7S3FNSAqpFT3iKOyypQadWpNyJsFk7Oj37Nn2LnaiKfy97tjUzlf2K10yW4LxqxDiUztVnNvvij8f6jZO82sKWkkLcVVIyGz+mymmyLRLWSXS0yk4bZqEVGEWnbKO2VBb8parBVUprWzwRJdIbSZkWnKMMFHlDcwVAif6cMLTdkViZgT/lEBYpLZSTVsOWUSuyJ3O6YfVz8EVmlhQnKwwqqisUEL4M/unsChCqiU7ZWaA0ymSR79m3wbBv2zfzCGhdXUJVWBquISD1iI1K5D/xxUdpTKFZlLAgLbWFoOBQ/CBkLNhdHSEVaxcngTaZwWqNd7ouyaWlXluX9MAtJVeiqmayqQ59mz7FztRFP5e92xqZyv7Fa763m66m2Gii3BfK7oo/H+o2TvNrJS0U1krrW5bD3wUqElJMiNlIw24Wl1G7+cjKdku/XdpClJut2rs3xkBe9tWEzLe1XWFcymZSG+myRi73SoSUqKRbbKqrpTLoh1sFBb8qu8ztp2Kl/XNDaBc1G9KlB5SVWJlKcsEG6qbTJCAnCqZBCreiHqQ7VC3aoqpMwJfWJRWojC1MkYE21TFVNGcG+sVRHnJpkZShRSAEobkec/0/Ab4Ng37Zv5hF0farqbQqrbGpSnXEIT5FhUZWyRC3mFsLbIFt3R3xRqNdmBSErR66VVL/AA4Yo6WKjKa83hdUEG20zw5zOFtrfZDPqJrosvlYN6Uo8ooztFUApL3pk7fakc4PuhTNEpTQQgSbqqRI3m/61aKqKUmyvJRW3hsqz/lww4lFKRKsqqpK25/y2HJ/eeHLlSGpKUVEBbcrVjacxVh3oHlFMYrzOFxM5TsnzRjdH0gjG6PpBGN0fSCMbo+kEY3R9IIWtrVKjhp11LrjSlzEwcluWMcY0ojG6PpBGN0fSCMbo+kEY3R9IIxuj6QRjdH0gjG6PpBDVxebckyudVU8qIp/L3u2NTOV/YrXpfJ2u1cUfj/UbJ3m1xSmhVKlyWM88uxkAScwhK6WLm3+idqokBsnuP8AQbN2qwQFOKvlKEoU4p5JBTKSU4f7+v4DfBsG/bN/MIc4h7IoPJ0dmxt/Gw7On8ve7Y1M5X9itel8na7VxR+P9RrOPqSpQbFYhOGB/pnlBU6pmmRl/uhTJZdBSSmdlpArZ80NvKZeDakpVWsva2e2H0hpxdVSEGUsJ4TCkFl2vUDiU3t8N4zlZrOMn1hZvHJFWkN1N/1TzxLXTTXSCSnzaRknl/Ae4/0H5Bvg2Dftm/mEOcQ9kamFpuutDCJTkRtRhBye+JecmCLRc7bF+7aw0/VUHACisqpgmg2722wQk0lxdzqqrCSJVpiQz54faDSnVGdVJq5+iFtoZrqrJkDK20HLC6PRnFBu5LqVQkX5rHmySikktrIqi4hRRYZn6SMO0JtvzVdQFSrahSf5v5s8MpWl25ggEG5ylM/SrAbU0fRpFSTVUGSPrWh1TKnLLpcpFI9W9mOGFhu6FuV7Opvf1gMlrz91BsCL3zk55sEIZbogbviHqpTVctw57RM54YRfVBUSReWAFE/dXhp1BcVWCSSQgGeWzN74bShb00tStqKJXPKYF0Snyltd0buksirJy3u2EoowRNM20qTVnU9We9nhVa6bbJc5yv8Aa/Bh34VLPYU1c2/6s+eC2gFLddRkipO1Sje9Iwwi61bpK+lgnr0/l73bGpnK/sVr0vk7XauKPx/qNZxgqKQ4mqSICQ8sNpJKEVUqSmeaYjypTi1GsVSkn9NXIIDReWtAkmSgNp+mFtXZwgXPbBKp1Z4c8BLjilVapTYE1SODYFosIA/lEpR5qlWfzoj/AFS0OMywJmK3DEhYPwHuP9B+Qb4Ng37Zv5hDnEPZFB5Ojs2CJvuNKK7yqCbeaEltagbuhN6qU7636wlh0NqW3cwtapzMyJmQFotw70UpbLcnkbSSd6eA5d7ehCWFrfacqyK52GsAbeefNCFBFRbrJVehV5MGWTDOEOCaXPKkokkkAyXLolCUlNe6PrBmVGr50CWDMfdCGwyL41TWUqw15YZYO6KA+yFhxwzKAZeoZj/uEtUMuqSWphw1q8+jehU6Mk3qlJw3wAXb8I60NoDSTXURWkqRzEc9kImyzMhEzNQtInOUsHdFHpFHLyC4mqUpO1riw8xl74SosOVnACULnwED5oQfJhMm2Va2xJqjfvvhhMmQSVqFk5GRFgPP7oSlTRdWkSrmdqpG9P8ANZ74UtTrjWYpBJnzQZrdCZ+dyVUzEiOacN3WtO4edvtqqyV7kin8ve7Y1M5X9itel8na7VxR+P8AUbJ3m/IPcf6D8g3wbBv2zfzCHOIeyKElT6ARR0dkenRHp0R6dEYwiMYRGMIjGERjCIxhEYwiMYRAQh1tKRgAyRjCIxhEKQ462pKhIpOAxIPojGER6dEYwiMYRGMIjGERjCIxhEYwiKcoYDTnpdMamcr+xWvS+Ttdq4o/H+o2TvN+Qe4/0H5Bvg2Dftm/mEOcQ9kUHk6OzWuryubLC/IqMbDhlOXOe6EKpdHNSclKlKXPn6IDjSpg5Mo4dZ5xCpKSgkHmhDanbsFJaUVJkCisoCR4Z9sN3ZAWuoCV3SQN4pWaw3uDfhQYQ2ZLbvrpYQpVXJwQ4w2mUrwrrWpNQqBlmhNRNoudZ2YkSalnPWht0JSK2EVoWwVJqXELllww8466la0uOBImE2JVLuhstktVrkSKwItdqmFLQ00UICyrzuGSUqss/mhKbiiRXVJuv/2VO6HTdRcqotq2tKOA8EXKdl0U1VUoSneStlZh6TCUrYSgKlbdZ4a/gMIdCQEAKror2epbP/dsKfy97tjUzlf2K16XydrtXFH4/wBRsneb8g9x/oPyDfBsG/bN/MIc4h7IoPJ0dkKeVKzAJymYLtdReWa6a2BKR66vpBolMrLDXqC9ukhYBC6PRHioMzWkynVlbb/eGA4PMqbVVdbKrEz+z/uEvNm9VBSoAg54qBlATOtKrlgpuaJE1pSywTckW4b3DFYoSTKU5ZI9EjBLa5ICQhIAtAlDqTRylYSJ10YUnBC0mhqQC5cFOXNMiT9DOJk0ZN6VYU7UHDC6S2226hJtuYSd6EXRLSMiZgQfONBSkVirOAZfWJVqMtaiL2smZrEW9kTDLYl/LErg1LijYU/l73bGpnK/sVr0vk7XauKPx/qNk7zfkHuP9B+Qb4Ng37Zv5hDnEPZFB5OjsgZwuzoMUl9TK3Grmlg2lRSmX9IWu7IpBZTNDw9K2fVgMBTbNHUNpLzjozq4YW860oeUMXglamWAy5oE/wBau38BR8rddrKnfBP0H9ygrXSHCgvXapYBWydggTpDplWlYn1q29/NDjXlKiHjWrirvd0Iuz11WK22SkzTZklvCEjylxFshaM4P2xcU0hZCQ0n1bKlogpmJ5otIGwp/L3u2NTOV/YrXpfJ2u1cUfj/AFGyd5vyD3H+g/IN8Gwb9s38whziHsig8nR2Q+gJrEJmIdDCk22KChMGEpS+umeUNC4i5VZKtrJ5rPdFKeFIXR0okEMqZ27mZXBKELpHnTgqpHqw0yABVT7/AMB5dxqIcWJCSQU9Bt7YdQaMmqukh4LvZYB77IaLnlCkzTXrLR/PP7Y1PFzlSGzNalVb29I9+9FDUlhyho2imkKbEjWTej3w2s11rIZrmsJWTrf2IUpLLoeW4lajdEmd4kHsMJbYWptoJQ22msBPbBW/YJK5odStpxTd0bKL9JlJeEZr2GbvMO1BXnny69P5e92xqZyv7Fa9L5O12rij8f6jZO835B7j/QfkG+DYN+2b+YQ5xD2RQeTo7NYv0NOTBmjye4KmuyV0lW5oKAypShe2rrSi7UpCSsG9z/3/AHm/BpLZEgirUBQUm0ZZxTUpcSXUqcuZsFUJQFc5th+jgSueBQVOdpH0ijOqdrOuXKtVkNsoCDVbCKtavf3wlVwTEssOIQylRSur6WyUl2/BHk4R6lcGtxbPiGyp/L3u2NTOV/YrXpfJ2u1cNuttFyosTSMOGMUd6Fd0Yo70K7oxR3oV3RijvQrujFHehXdFICaK7NBSFWHNPNGKO9Cu6MUd6Fd0Yo70K7oxR3oV3RijvQrujFHehXdGKO9Cu6MUd6Fd0Yo70K7oxR3oV3RijvQrujFHehXdGKO9Cu6MUd6Fd0Yo70K7ofKKK7Y8pJsOEc0Yo70K7oxR3oV3RijvQrujFHehXdGKO9Cu6MUd6Fd0Yo70K7oxR3oV3RijvQrujFHehXdGKO9Cu6MUd6Fd0Yo70K7oxR3oV3RijnQruhlaKK7VUgEWHujFHehXdGKO9Cu6MUd6Fd0Nt+SuDzqLZGy3ghSBhKZQxRv8iKrk2lE/K0WyEbgH94iP4fP7xEfw+f3iI/h8/vER/D5/eIj+Hz+8RH8Pn94iP4fP7xEfw+f3iI/h8/vER/D5/eIj+Hz+8RH8Pn94iKx/w7bhn5WiCD/hlJmax/1LeGFKH+GxNW2PlTdsST/hlAE//wAlvmiqf8MplOeMt4YJP+GUW2n/AFLdsV0/4bAVgmKU3H8Pn94iP4fP7xEfw+f3iI/h8/vER/D5/eIh9VKaDK3qQt2pWrSmY1M5X9itell1xCJ0drbKllXGMs6QRjLOkEYyzpBGMs6QRjLOkEKDbyHGw4nBYctgOXJ3wV/6cKXatYSLf5uayzLDgpa2W7B6wsP1jGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIUGltOpClSvZTswYYVcwwkE1phItzK4Ve6HPK3GWyFWXw6P6xjLOkEYyzpBGMs6QRjLOkEYyzpBGMs6QRjLOkEYyzpBGMs6QRjLOkEYyzpBGMs6QQopfaUQLEhxNsKLhbbVUyAG2Y3+HonFzaTRqqLEJEgmz1eCVs+aEl+kNBdvrBMxOwy4IxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCMZZ0gjGWdIIxlnSCNTbk62uVK9VU/UVr16RRGHlSlWW2FGNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoExubQ9AmNzaHoEwHGaDRm1jApLQB1v//EACkQAQEAAgECBAcBAQEBAAAAAAERACExQVFhocHwECBxgZGx8TBA0eH/2gAIAQEAAT8hynXKdzKdzKdzKdzKd8p3ynfKd8p3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3ynfKd8p3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3Mp3ynfKd8p3yncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncyncy9n4wXTsoitOzP7OX9nL+zl/Zy/s5b16oLQ0HicqkNjvh5wFEGV1J9A678M7b8wReN6BLxu8zP7OX9nL+zl/Zy/s5f2cv7OX9nL+zl/Zy/s5f2cv7OWrM6kYJua3d8JA3gVSsNUZpJ1cOhvHw9wYU2m9Lw6+mf2cv7OX9nL+zl/Zy/s5f2cv7OX9nL+zl/Zy/s5BKyoYvQuWGEQiscC1yQqASrMsU7VJNV0Le99YqKipaNio6U6Nz+zl/Zy/s5f2cv7OX9nL+zl/Zy/s5f2cv7OX9nL+zl/Zy/s5f2cv7OX9nL+zl/Zy/s5f2cv7OX9nL+zl/Zy/s5f2cv7OX9nL+zky7APXZi2jrnA+J6LeN8qhbHudPm5u3bsSPx0Rgk+9Opz/ALyXbt27du3bt27du3bgnQLHwMILxP8Agku3bt27du3bt27duxKRMgdgF2+Zfk0u3cnT8gUBpF298dOA+AYc/BeRwiMT/qZZZZZZZZZZZZZZZZZZZZZZZZZsHMJ1FD2zy7Ph8T3l/wAx5b9X/vEeM8t+bFx7v24k7U+ChyXS7AXsOIOHBBInUwiw0O8hQpzxARsFHpTnWLheJTTfq1nQkprawaksd/rKA03gzSO91miO4lZku6Gy8eJnCQQ4aKmljOrMJU4KF2Ro8Nt7bwUqdiQqW6gnTrmk8sATo0Xbvx3mcJF3gwqKWM6szStxFVDTI83tvGD0mSzADaq8YZ+EsoJBEYO8WY5VAB6Uh1I8+VwnwXlhRoo03pxzrq9CKMZ1xIDmYTrha8/h8MWEoDfCB2b/AAeMlRicE4j1aeZw+GdAyyAiC3UN9b0uL2G5ioEuuv5HIux5QtgtH8/D2Xtzy7Ph8T3l/wAx5b9X/jEp3ymU6ZT/ABeM8t+bFx7v248K63yjk1pDp38MR5IQwE3FQb6PfCyoMqKQre6E8DxyvvlaWyzJFZaxS8ODDIySCcOLXfTs4OcsAAUD4AiNeESTGcftkR1aSb/OG3FMBHRSsla1XwyLZNboTlHQew9sN9jYcAt0PWbuOEKhCZIXXG/KZHpKCI6LqEqmt+GM5boI0a04EEkdO96VXeyk0tGndL15yXnJexw7d7Dt28cV+2YSvC1Xf0pzNkKqE7aE2juTV6wzfAxRUjcgjKAEV5wkty4sT72vpDJ1V3UzOe7FfF1xDsGHtREsdIidt9Md/HLqqTkEa54aDdLbgiaoUB0rzWKXIQoKk06vJELWM+Hsvbnl2fD4nvL/AJjy36vy7y7AAv1cUQNmPP0wnwSTL9MOWtAk93txgpM0jexnb/ISV3wY0y9AEJGIS1QWhBt0tAUXbrI9xI5emEmgGWo631cDO6RgDyGtDvfZrD4nUBsYx39f8HjPLflxe+d2RxvUVaEs0C0rvWag5UhEATQPTQ9sPFKBgQSKy7Cs4M6S2E0Smhqg3x7YeWjjpSoQh7rx2wdGwolGUfqJ0+/AHSbYVKHdb5I5pbkZEAAHBxHnsdZikEHJxrvYgwR1nb/xOY9k5btwoAPnIIENoEh2rcF01UhZiA1KRBPuxqdAiD0EC0VTfiMOZQRW8QuJvutzhe/wLVUKS7NKHbnwRJeKkWlIcUM7zXatQ7aaE5l05yXDAYgQ2rHQOtc4VIOCKAsDRX/zDYHiQdESJNvqwfrYopSYOtcPjrA7WLsoQh2UBxOa7xNBcxgD1R5EGX8YCXIpAlHOFJwl1q4FrX9KCE4JBTg2piK3rzsBx4CMDkc9l7c8uz4fE95f8x5b9X5WumkAUpsXXHjk87cks6ATsYlWAQyoZhkSNQ7RedT3wGTJCigDa9N6MQ0mWRiWMQgigWhrqHH+Qk8XPzkyfX/F4zy35cXvndhfAFoGq8lDWAjI8GcJnZePFwNGQKAtPovTjBvLAFHY1xga3V532XmYZBJdWy36PtnI0EG8/u5cZaggVax2YawgmCzYdsVqEptfP0MNY6TAJ1fbjpk5JwGve3nHwF01myb0B9sPSPEgcL3Sc86MWBIKhCNs73d74k3axH5HZ63m4gWqIFts73d74CP1Qo21464GISTdTb3N6uDZQTUuO4aNOBKuAAeK5nGsdNoHAeidtuvHFHxzbB2PDRnVa/tP1ONY9qQJKJGeEJ2h2wUAgjGCD7GvDPZe3PLs+HxPeX/MeW/V/wC8R4zy35cXvndkKqMjToqfy/6X79+/fv379+/f2WRpS1skNQzTKNFiH+t+/fv379+/fv3799hDYCuqdvjnl2fD4nvL/mPLfq/94jxnlvzYuPd+3/M8+l0oBV7icsekFQypXeU2Gq3Tb4ca2G04hFOH6psYeIP+vsvbnl2fD4cnO8v+Y8t+r/wOVIQA7j0wN6eDiE1HZ3zvX+zxnlvy4uPz/wCTnu/b/lr/AHFfsOmnGtYrEk9Rq2UUhNNcGtlhJQjsNRzINS7BFzHjVRru5DkSnQNtxsGdsU+MX9v+nsvbnl2fD4BI7pg3nt0k5OUobTPJfmPLfq/8BqwieoWv0/8AvO8YF6+0bkZ0efBB6ZLus119Ts9f9XjPLflxPwLtsmISKvZ4NjyZ7H2/53YqEV8LR1pEiKNx+cBugJwbwvHhgs1i5QA+wAAGg0f6+y9ueXZ8PgHSmK/e3XIgxBUBzV47JHVeTXgfNdu3bt3T6y996f8Ag3bt27du3bt27du3bvnaxjQ7Cet0idcJ4H6L/wBwiZEC4OY777HpvujxUEV3CoeppD9z/O7du3bt27du3bv9vmrKTy35N27dSDqs0NJTn5YUEvo1dDbA4EqWIa0NqSADrvbf9Hjx48ePHjx48fGhPdJLdruvhVlZK3/V48ePHjx48ePHjx41TRRrhnWeXZ8PgH3Lrq2KED14YQ8j5P8AMeW/V/11aw6b7K9LPrrOHSThL3tPxPvgSBFsH2KFn3vjgAIACh9j4UrlZQA7q8GRVOoaoN3tTa60Ou5x/hPEuo0ctITFODRZoGwjL9YyzBmxqqF0Rre9XjXOTowt1AaNLylnXKjhIVciIx1BexceYglzoGmiDvjN3yDR1BTYlhtNmsIq3CzEVTIIcnfXOvhiYvEEXnYjUEKTacpns/b/AJBcFQ+OA2v032xpp6A3JsGUlbEWkcF5WtISdFREr1bttKBwaIi7PDj/AF9l7c8uz4fE95f8x5b9X/SMUTUF5GdA0nFWmsAAAACAEA+CQBhUBJtOp3E+2dhFnD4HE74EFp7E5e2ACFxXVZv7dA6YKISI9RImElEQ4InV4PBd8nMPng+SqknlFN8efTCkZARdGh7Bd2jNGdYzxIYu1HatdZbxBDQFNrGTtOUHA8Vlh1S2XE0ePWjasSOd0W2RWk2366nw3CkRrCV1OqKimPlLygbKGNJBKa3r4Cvbu7Pd+35UJLCJqs5eMNLQF5jgsNUp56J0es3pOLnAQQEFV8dfEeo8dJoeZO35gnw1VY6odJuu2mdehcOPhFl7HUDR1TaYKfnWI22kVoZYzsj1rOLiiU3iD8/svbnl2fD4nvL/AJjy36v+fBYqoMEDqu19HwYSMnXVp2t6qq/f4GnIag/INm6aUgnDB5NpbgABQJcZV4I666NYwDRUggKwniuvAwgYZAMP1unyfrn9L/3ihGJEQE7IPH1wtG8CIdgjDsI/UJHJZ8CJ2To/4vGeW/Ni4937flgZVjJJHWpjoilBDNEpiMIjGbStqsnXrjtsrbf1rz048vi8MT8nE3UTjbxz1+O/f0jlig02Xun3+vxGGJAxiwBD1wOO+d4JLN5v73gIAAdPn9l7c8uz4fE95f8AMeW/V/yGYOp6BzlgIxCUOATuAHu5QaXYW/hz54w1AqqIdhB88vpll42PAIEfXnCqi9mJ9FXN9PLW3iHj9cG9BaWPgnU8eetwElcIvD1MFYUfHAFTOYMj45FnZB7xH6yH6Hb/ABeM8t+bFx7v2/5afKarqDcB4Km+2SoCCO0gDrXoP7GQXhbNCvoNbrW5dXifRBQxE7Qd9Xw3nEMHgMHmFInT/T2Xtzy7Ph8T3l/zHlv1f8qhtFbZqhDi9HWnnHle/wAOLua+AJfQ++LZ1ET6iY6U8fjqwAzmJCdnO5rwB3919MQoR7CL/wC/bEqge4pii0BCrvT+h/H+Lxnlvy4vfO7DyBIGJO915f5WbNmzZs2bNluwdbo9E1SYNVSqveizW06TDxmFN9JG9RobSEmAdQN50ScMLGUWasy4kaqheVW1/wBLNmzZs2bNmzZspWilFdNdZ5dnw+J7y/4Fz85c/Odh0/Vy5cvzgVau6CmpuDd9fpH47dAAfXl9MtTI2mdI4bnfCYgQmULdp+DtveEqI6Rslk3OnfnN7Brc9SmvJ7YIii6l4ft+MoITyeJ441oL0Th/+9zHIDaX3t/i8Z5b82Lj3ftwsm9aDyA3dN5cufnDVlHZSAz6ph/yey9ueXZ8Pie8vw3c03YbFEKS06muuHzdMyQEit1NS0vODe0tGmgZeoOfqIz7HhUE6x3LTpftW1Fj6CVvEuAo5lNgNFtrcKDS9SXamAUZ4y6gFKVVxroikoOyjB0KDedvIwJRxzdtUWpsa2OI4cmA3B1B2tnhPlOVyxSN0x1Qu6RnO4AAAAIAaD4KBUAcrhIF1qaFrvxw5oHUD1cjEq87c2ALDhd3LCWHnbmw7BIjgEAMh2PxjXUq2mbpjVAo8M4EopeXWcVzFidjF+v0n+DxnlvzYuPb+3CZMmWs7eJ9enjrDwWSF8B6XuBd0YvAtb1tUhSl4UT6i19JuuIDTiUNAsyCLxq7OrpeaW8XRkBDxMgGzZAyAcxan/H7L255dnw+J7y/CeGQ7ZDIZDtk8Bx+rkO2Q7ZDtknybwg01oEpw8qc66XIA3VgCKI10CM+mLVqKx02kd86cWkaRVAdKTfcm5gjeGwoHTgviZtULMpuz9eODnB1uJvjd8MIkBBqD7+XlhwIoFFL16W5JGORi8Xjvi2HFeN/+ZXoE8XN+B9N5CyC9V3iFnfa9cKI1E7QdA6pH6inbCwGETdH53jPLfmxce79uVaJCLnTls1ddcIuqBRMVow/EBtg7GJHYA2BVhvCDzFDipA32504PonBt2YzjQ7dZ+cv/F7L255dnw+J7y/5jy36vzICrAyV40tG9NhrrTpxiIAADuzwxEhtQRXEVa+IZBeBfpgGw5pKfrECBXTGU7fTeO1Sow7dNv1rbhTojQR3ohvnjIrWBga6uEZU8Xwnp8GdqgR7nHlr84rYc/rCBzA6ucFeXeft/twmpK2q8A6bgzUVeL87xnlvzYuPd+3DyE9aBEzh29XGp1yww8nAKfQec8ciHT1gC89X88Wq1DQ0CZPsq6l8LcMl8StLNum+Okxs1OcYSlbanQH65fjW6KUBzy67rdd5VLo1G0u3Let1dWJ/w+y9ueXZ8Pie8v8AmPLfq/NH6kWp2zte7OobmBVQO439jFUSeq2/HRv0D+3p+8YTxCV88WSj6Afo+PH6f7fjVTv5wgPm4c1PodsBdBV0YZPQ39euBCFEiPUw5qSzo6ff+78zxnlvzYuPd+3NyRZYdKcTwz3v/wAwBpsF9F7eGIoPEjXF7Xxx5mJqEPF7XxwZWnAU6HdwwVZIhpero6c4SdRSh1dnwy/8Psvbnl2fD4nvL/mPLfq/K8YFWhDw0PwB8IbTT3wgoHibv0Muie0O36vX5dz0OdmHWvT+34GymzvgAZ7H5r6GdKoG4sDCdEfo4waA6Hq/BoAFVnZ704FbsHJvYHEeE6nONHTcm/r/AOteOCO/keM8t+bFx7v24CIBb9V8M9r/AMcEwfNoAc1SdT851k0CT9O0lvfUA1VYYClXOnEJJo6vGAgmN1JoOC0jzAoZSVPTKHgZAI0n0joy54agVG8ozGFwjosCtuuG/pidQ3qqJUK8y/8AB7L255dnw+Azm1sK1qENobS0zyf5jy36vyhQbyC8B3fDktcksRkDAh+OerV5+BoyyAd1s/WMqDy/NRUQ3jxP/Qftk27jrcldc8b8s3Do15decbQ4PBfDx8PPH6hQPCQf37cURBCF4xeYTZS70sOXr+cVrQ0qoOh2NQhzqeOAErAgqr4Xb9cCQaEB5Dqvi6/GeS/vDuYPLk36O7f2p9zoHyPGeW/LiV2KBMNrDDZt1nu/bgwEADiBB07GeA93hhC2AQcJ5PEMbX8eYMUo6s3LuXF86SUodkDthplxpgLLVBootpor4Y6VCqGx9g0V3xkD/wBGDaAjxURjrjitANheqL5FO2zhwWRFKdxR/X/B7L255dnw+EkWgJLdDboS3llTcwrIWHj5jyH6vyIQXnJIlDsHnMs0R3qqq/dXOGIRXe/sevH05wmUgWid/rO35e2VgQhGm9VHfO/pmldw+m9vj4OElpmu+a75rvmu+a74ybnH9uU7n5wk3SB30u8UW63mu+WY279jR65VSA5Bb4H/ALhVDnldr9Xr8CaYAV7FxiQDwmxxpAo8iYVefUozuciddve84eIUJwnf4OeS/KisQSNYFgCtEdwutt3M9t7cUZlW31VPNnj/AJMolYWi7RwjudcqvDeRQx1DXFnPfOtvRbXJ2WbyAWBTQAPFwc9u2d/5C5CndUqu7d7wj2UpaBJ2Arrxc2US3frt7+p2wlUuVu1r/wAHsvbnl2fD4deQGOExwtidRI6pbGIEVZqc1zZa/P8A9zx3u8c8d7vHPHe7xzx3u8cS5QOv2fHPHe7xzx3u8c8d7vHLjETpjpxG9xNqq4vPu1X6dE8RTOJuzjR/5gvSPs/8ynoKaYaenT2YvTEgiH/me8H/AJh1CA7AOz649dyTQcdHxw02HFY78/vWPd4nY593PbH/AJgDwPQ7vhntB/5miB3YgemSC0caAxj/AODEQmLK7aq/gcrQBDwKwP0YINqgLoVYH51gDZDGdHs+OzCpQX7OL1a6jY/bAyCugB2/dxNqbZrOu3jXhlbJGIRhp8e+eO93jmwRfn/7iuVT1/8AueO93jnjvd45473eONddch2lwmtPzQTc5uzh1Zq+29uectd/jn9d/wC4wFC6quEk42KUwmdvGA3uM19WEB3Vd96B6hLsyopR6NlKUDkDvUuslkDmUHNutbLqauJ0TzSpoFdIV14DGTXaGEBrfqIddcVlXRyDFD0/4PZe3PLs+HwscV2DgFiQG+Num/J/mPLfq/LzWPO/x3ziQVyxdt3eyP1I834mqo4ZfsmDwhZel+bifD+3AoEVYBhKsUVTc8BwvOz+slOoIu/HBFVHFWuAmCBQuqM5OZjpQgKKgiDvfAXBwGAVCkAhunB945YbCIgo7xVL0MUja8AV/GB3CufA7HvnCMUUnqhr7qH0X4vGeW/Li0sTpX3BEnbdF4Ynv/bn5uVwp9DT4BCRtPPIPQ4Fc+oFy/di+3EvdO/0zdlVLU8c2hq4OHvgOgquuc38cAOD/g9l7c8uz4fE95f8x5b9X5uoJUh+piKrTQ/x0/hMPBJsk3pHTy145BBTlseJpr678MTrMIia4R7k+pmyV9mp/wCnnm4gd7T8mKRaaO+aNz7tG++bgQVpOPz4YZNESkaFXrMoOIbVFdyU8TjXfePT1JA75Fyh9N/vNlORtcoajydR7PwsYotH1ev25+2AgEzihhA6hYk46B+t4QgS7d1fq9cSpR1rA+v/AJhCkG5IAk+6viTp8XjPLfmxce79uX1//pzfjldbj92RPEDkQ3WmxB6J1rLulrICHETYryO9mVXsFwmzcl00Dw6Zvir5ILy8QLoFbLipIiHkhVCkmuODA7Lq/RJJxtR+vjADKDFDYrXhP+D2Xtzy7Ph8T3l/zHlv1f8AIiggLZbHuStOpxxERKNMKWMvPjkXuOzt9MGcPoAfrEFVBXbTNAxY6b5cOVfqGjywA4J8FAqzG0C6bsfthmK+An53nIDdU3Xa5Hxx4ro7uGuq6G1e2VPqFTl5We+meHheRdE+/wAXjPJfmxce79ubHiKwQu2854j3eObq58cJdm9lyLeA9f1/Tv265ZWJuDkV4rTXbC05sBVYD6uW6rHbyh9t3ibxhVtH2H/i9l7c8uz4fE95f8x5b9X5KsMTqvcqlZGeOWzJhIvZPZ2+VSf9WV7Hd+mOhRyhQtnFazpZiOv5MBUCJ365TufnI4i9hxU4kHjxcHWkPx+8r/8ATniQfnABvXutfia4U+mcIV7KY5FB3VDA6rXPyUeWdJRucwnwRecXOwKDuuvG9nDf99Du71k3ONd8a2iTsbDvU131dxxeLDUBcPrtrpMswEarUdDaA7S8PZwcIDhCGodgavGw5QwyQDhkd4dj8OPd+3EosIRFojNjnuD0wn3VtBBV0YcYcWUFUW3ZSaVHWQIxYC0Q7ss7m7M0qoGItNlFEU7u+KvXQqiBqaiNJqcqoARTiIB3t1dDwx6grwSAuemj6JNR8DXggEYfn/g9l7c8uz4fE95f8x5b9X4vLI61BLyB2RbznVVVdqtXBOtAgZ2vU8GmVL5plPGafsGG5Ov7DWvL4duTohIPtD5mK3E0ugdg4D6c9a7yO3nhrjX0+EOx+M4NZx+h+3DSnfZ6/C7pucs4bgEGyGyBB3J3mjCs0UBXN0v21lNLElXtOng/n4KBVypXlb8DUMUQcBUQdo7E6bvwQXUcIpsXbaOpeWIRUYMIFRmlN/c44eWqqwptVq3oQMmEggU0zei8OwfXNyBNKSY9R0NfYYJBIMUPqoQpHjWsRghV5YN+vX4ce79v/V7L255dnw+J7y/5jy36vx1yToHJaL4OzwZ3+RLshIroGznBOltNocKdfEzuF9U3q4IgoaURo/JsEbCKdPvkThX67xsoeHG+rjFI8bUcRPHou8N26T5FgrwYc15/XyPHgB47v7r9gfF4zy35sXDfbgpQnBA28seaBzHnwxRwFWiK/HFi+HPjb9fjixSqdybfE+OLF5dBZwdHvPkq1bum+XxqWF838PZxWenieSbOPA+3+EWrVq1atUtx2HiAkO7PZe3PLs+HxPeX/MeW/V+JAG48Oh+zH7ZSFIps7Pb4fbEBRGoIu7vXswgiISbfFen1cWls9nwD0MIhwfFljxNePx4fQ/b8fS/s+R5Dx9+nyEdPFyHlProHopgCAH4A4Pi8Z5b82Ljz79YOBoBbNNOsDI8jDAwAGiSg2B0odyJtGs0WUCu9WWims4fz97BGiVka6oRIxQdFQ1FdtDs5nIJaigjUXWAVY9h1gr9mYtxOhWnT4plx4lYA6Al6fzNZxFy+qdqcyWb6431iMKHW6qi1NXZm0DSC82AgKUCQBBe9tLy5zeN7/wDqavw0zTPah3A0cUEvJkOK5AoEERYtximPAstlSqrnkL1S3WGXEBM+hHn5yfsvbnl2fD4nvL/mPLfq/HoSWzhjv7AvjMIAKoTx+7kXlngf+54Be/XBdi7PMxgVQPH5UEjsyAYAMqzAQCCwR0uMRCJ1H1c+3wUBvvlAt++CeP3Phz9HPyMGa4vZTD71+PkeM8t+bFx51+vmAQH36QCxnPbNF3mkGtgAN9Ku5Y4qnKK6rpHCOnCErVwMbNNoMOxE1E9RiIdXhRBmsWlByXeC3FQgByvhik7OJ0jRaiaCggIiMYxLYWEIlubgDu4WzisHUV0Tk7J4OGQamkoYxArZNMSVu22ETS1XU26AbdYV+wRNbfUCO26NkPmE/Ze3PLs+HxPeX/MeW/V+Pho3pXRHonfJs2oII5E4E8HY3uHwd9x7mAW8vdyTYa6hlNdb0OcE7/nKvC+Lxkf4ZQGxN7vN/OLZSCCBiNlg6yJJAF3trt3z/wCtxYAdFut9N9plIjNqVOtOX7azlfGPiXABsX6Y74Y9HCjXPbt9cNE8+/xOYcuEZCXtEJe26nj9j4vGeW/Ni486/XzBRaOh0AEHLBvwM6xEljDQhgUy1Nuja6HKJVchUCwcRpRtVVyHaDtC2rsVTlRBdQRffy6AnZq9FGEg54BKjD2CRRQKPIbOogNVkI3gGyqw3dAmfKFOYrKqIWJj/Wm7sBVJSEjeFi4qTgBQijfUqGhF1sPUmkvBK0sDFLWk1O6hrDrRN6jihuZtzGRBotERGRUgTUyhMUWM1WUWUnfvjZBRtQHASpZCXj5ifsvbnl2fD4nvL/mPLfq/I8ZglCG8nLpdy8OPECLEe3/3hETXzM6g/Uw1rp08Pk4/Q/b8ef6fNuyfI+uIGECrONdDLoAHdrvxNrv5HjPLfmxcedfr5WwoHqShqjQjknLjYBUaS1S3vqQEThyf3gDw7U06Izq0o6wABUUGxQDTaGrM3iYThLuC2hoQqhTaAuWfZUE2KBAFEDAuFrWYQxRABFp22kjqIioAkUucI6VShBrOzv1QlICA0q1i3JiatzqQpEAcjIgoq7Wj2qSDoXcDBhJkpRZCBRQS+KU3zyCnvgJUsS61vfTNjfckNEjHQvCp9NWTqR3Q10LytBVdZtb9lEyF6VefmJ+y9ueXZ8Pie8v+Y8t+r8LkMloZOzQaoPbp3x6Tmnip1SDz0ITm5tx9Wo91q/V+eAVABtXUxkeIIKrGO9x/GLWkN2XvRdMeXg428HQkkQXdK39JhxoIniDog69bwYmV76utA266hHrHkIAFAiInIjscHiYwoIpZwcV7odcOIaPU4+EspkJpve+emqdfGYKqpAiAbXVvOj1zbkACrV/9+uQLDr4+LhmdoWhYnZk+i4cfI8Z5b82Ljzr9fK1skyQEdUR42Pc3cdIUZUuw26UMrFR4xY8bbtYQxNISt2I14KEiV5IVV6+gZJu7xoFALtFDYqdMUUPpAVQDir12gLNAOUEMYKHIEEYil8ZkrWYlXTYom+jbJcFUDKcDCaVK+M8cfLExMRYUOqVSCtloGNLpAKIUsFWVFLbmm0KRNi1qhQwkiCACNMNAtTrH64idk4SRoV5OdInhiVCCwotZrcOAPDq/MT9l7c8uz4fCvChyEuyRg3k46szyf5jy36vwACG24VHR3wQ+uABAB4HwatXYoXitL239N5cAiq99h4+uKHIPqzN9vkD2uCqDuHVnTOtCgrJ2POuLxcnc8+wED5BOKvlA/Yt+86y7wnAYH78byvOKr/2BF7zg/GG2jrGMAXmTfZpCQc4C7XBkFdHV6fQ+AAQhqAES0RIo26l6YkmRQAdKtW/nrfleM8t+XFvlm5waNDVr0muc82/XzAS15boQA3bi7JDbBxgYhBKDQjHkR2I2vYF6orU5nigxN7NY3hEVHEdTRJQjKDszq/IGrewTHbE2XnBdM3IQIIGkD0Kmwwn0JgWCIRJTuidTAKhB9mkXEhObpaUeWcUEFBY1gBxTboNU45NQBBikKFBDaGSl5YwOqoRFqhxba0zDtQrIti0l3BQ0rWFRUERlBlOv+BP2Xtzy7Ph8Jb6itI1CxLUCwFgO6TgQmKm+31z+U5/Kc/lOfynP5ThXSSdPZzwv4cNUNVoloC60JCdHr8SEJkoHKUv3FPx2xM2KggKJrfj14hOuNRIKxpPvon/3FBzF2q889fp+M1AhaxHVer4hrtnj88fhQD7vHqpwHmocubV5ltXlXxVufynP5TjQnfY4fynP5Tn8pyYmsOV0DxXNjKP1Ur9q4SAABwHT40VHHFDFs4EHnnPC/hz+U5/Kc/lOfynNkD+HB9sHo5/Kc/lOfynK8UX0hAK5EKWBgQggocohquBzzf8AXzYhbmNEQ0iPOQutu+IRzqidvvU4EHA6PLCFS8psoWqbv30ZjOdNNcKwd+Bp6zNxaDpiJG+rw9fbA4WBF8WnYAVnIAbTAmC0Iuhw5u/1juSu4GKapQ7PbFT4QCzkFVF4Xfhiyb/CIIgQiI71ZsybTmaY8OyIBBHTVGACaFi3dCwvVh9p/gT9l7c8uz4fCwmM8y2wEANA0uhiWRU14cJ8viOP1c/OOkV8ct/WDw1xd/L0jsx9UXZ4/wDmOzwzNP3xgceWOSCQol4gSzxTvn0EhvYr+g0Yk7gwRRH1qH3O5nYwF9gD7U/JlLjnBECfsJe1xA25cqUJ9tztvjAa1Dyqg+5s7maXbmfe743LqNI8x7OzEMDhXYHY79j5A2BFyw0AOqx51pvQQw7jDa6r3fHJ8rnIvT8oIMYgSJKD4LkuqOnfmX6wsIwVoXwc2FpTR+ifH8/JfiohHhrj4vGbenxCjGrwN31I9coXMIjQFSFStdks0CR0rsqahTKhx2P8Cfsvbnl2fD4FZWyiqUj3HPidW+X/ADHlv1fhxFmuGg7jMLuQ6gRRPyfMgiAjyJRwE8pmZ0V08xOx0wPgsQEXJGjqjE6y66jZi7i0Sk3aDLWTjOsncApt1SA0RDiJq63QhMgUDbsl3igEnEUZNc6cSpMqqRMESWaoO6LxxkrvogFjUKq7hoDpcFAEemCBRtmTEDmSd5HgmFLXlZeKpfwL4YoxQXVRRPDY4YnB3KCfvft87xnlvy4mu0TZKdhjwJeEExxagCHg7+mC8XCOwjyXKGxokRSgIgWg8MxrgIVedxrSGj4XQ8OboKWsNd3e/MxSFKI0HNeibwPe3E9vR503amuCxJrlOS5OlQrn5EsB0ddrQN9jjwEulqummgCR7k4pdtq3osd8EDDv5C4tXSzrc9l+uey/XPZfrnsv1z3365LDgWzLIlAtuw5NYe9f3nsv1z2X657L9c9l+uey/XPZfrnsv1zpaFcXtfTPZe3PLs+HxPeX/MeW/V+JomzeltHZvM555PlJKCACqvABtfDDoUHUl2ZoO5VSmsIiAaAP9BHH1CgSLp0rGa1+MoAVaEOuV43+XzvGeW/Ni4KlCj5fjDNYBUB44IlH46ynf4iVQ+riLEej8gckPq4M6Dr5/Ze3PLs+HxPeX/AdI2BQcyoeeDrpZEQNKNePWPSOQGRtoTBKKrWHTTKvde9SodTVrKH2xUmkJNsBC+Pa/WDRjrBpfEBd6o8fCYfUPQ2vsxwXteLqeER+jHwwSwiywSzv8WViYLq5PdGa4F23X/MI8Z5b82LiuMBW6E1lHKIJrlM6hEKtiyUCm9l50FMoST5kwm9B6uOOcTuXQuAIqJQ66WcYBgwunkPJByXcnXN95xsiyIEO1HX0cqNcjawq0iwKARcRDiSaTcSm1eyF6361C2xhTwo8psvGcM4jUvTeqaen1Gkgl1pbV6x7BIcZAo1DleQ0gNK2uwLnApqW6LtIlpdMlB0ZJiimkODbTadX6uLOsRJpGF0S1203nKKnpawrwiIrE4eHk8IqO0A+lgbSSMVlXKSqJ0iQet3g85PdG7QurO7KoToyK7gIVAbgJu0yuIbIpErWi+qaK4UCK7Ag8YcurUQkCNGdeJAE3qcpvLIm5U6PPwbl3LlPh7L255dnw+J7y/4Bv5ACg6ZRPLK1KNyIgSByHSzjQnpYiqiFokOF530IIzKvQJWuo7eXJA3zzY2TZVVd3iYnLJo7VpBKKJ2Zxfi8YxHt1tdxOuLVToBUPsmIUEpYXg6HOhbrpRJiAQA/5xHjPLfmxce79vyTIsLnxyBpOjrfeIm2QDOgBTgn2fa5WDQkIwgARsbTOmdA67KiAgGlTxQ9soJoQ+0js0PFcHEo0xsWhuwAJOU41U1HCZq3FoVZw/fLPPexaJjRc45dKiIVUQuK6sKmjmd5fyctimwBRkIFgpcknQOgKWq2x1S9NGFQAhSOgM0L+JzpaFMUwE6Dps/OiVCIDXWam0uhUahx3TtRwVJd9PQpNTLv+GmkZ2EirybLtHx3IDlhDcYWFVm47lTwoAkiokWGwgjCRhQa1NWkxZKDmCjrSFBjLK6d8JrdKMOt3gjp80tGbN2IQMTRRpyAwCRWjWokCey9ueXZ8Pie8v8AmPLfq/8AeI8Z5b8uL3zuwQhCXdDfk7u/sZo9TP7Gf2M/sZ/Yz+xi5FO+8O/4a4DpO2f2M/pOLE5tQThOtMABhxvP6T8C/sZ/Yz+xn9jP7Gf2M3epjuigjrc+XZ8Pie8v+Y8t+r/3iPGeW/Li987s937cnj54qiAoUosv079sOGgAeYL2KgodnXCb+lZdoU5Gk03eMj+BU/ZHRyZXBebBE2YT+lhOPElENMNupJiMhQRZCLHoA74yKkWrXqI5FcU3zRMrUcQroJvTleR0guQb6sZJsOgE0rzo1aBjNkNxiG9nh9s0hYIgbFW7NfaeOK33GwZ125Mu+ODGlIMCaeJbpL46BHIbjVUhL0afRrSm8FKjCnU6ctqunU5NgQ2epuCd2k3sUeLLA6IQ4aRQj02gdQFltQKBA6b31OHwQH3LLQLCgXXGA3mRcmTPZe3PLs+HxPeX/MeW/V/7xHjPLfmxce79uVnRvPKZXglV6AvTLfouOZdMlgNhElRbGwiFcIBw6jzFTeUrVrMUhkGgOk6LmxU5RlSKKohKpHlHKfg4oo9RnUaZqwsgo/XOn1oA8X1xSitIxXV8fHHkTNRY79+D8GXTTsFrk+mXRXY4+DQ+h2xtBwaDzTthVjGFu0d0UdMSbDWXKNSSoKK0BUlQYuKPEReL6FIIvhHqOLFRvC2uodW+C5yrhDTZo7bn3xGWLSImz9QB45y170IDbm/lCXWDEC0gEl/9fzhP7B/8vA/Hyey9ueXZ8Pie8v8AmPLfq/8AeI8Z5b82Lj3ftwJJadOsnyV+16YDAnWfsNxdkNagHG6rUAfaUdiwdHIx5CWpoDvChWIdAs0I6BotzwiBNEotLQSlJjUck9TX7fX/AASe6wU0k0PbmsB9ZkJW8ElQqCkvJu5xfpDAYr4t/wAHjY2GgEhBrUTxDzilMaGI0VADtOvPOJfItIVmBIcCENsmoiOr1VwGHLq3pxMF0aC1sG78nDjeM28vb5PZe3PLs+HxPeX/ADHlv1f+8R4zy35sXHu/bimrBKmznyuvHCbOvoLH/wCnfEyADLWCSaQlWAJWCwuig1GslEQ+E4IJQujRQNQDvv7vOSKEIcdz+b/hv8JpgNXQNEe5ugiukiwnQ53W51t6Y2oqGcw0E0HSdKHN0n6Ex2WJyQ64qRDNYKlZCEvU1icHGRQou2DQutoqBenUy4rOZlDYIvUOTUgR5FvGQdS27qp1zZwp8rqLUx0tHa7ZkSmGLryTXPx9l7c8uz4fE95f8x5b9X/vEeM8t+bFx7v244SOUp+rU5TepU44gbFEUV96h41EudUr4bGyFePt1xGutXBOrFIchzdvEH+FAXYlEZArpdcHfnDjBuiwG7DoeQeAXDVSEKCtkgi9b6WNARVl6xciJNp3YxHjVxEkG8GhKN6jNLjkqU6KgpOahC89YxiQOsuiUdzpXxmrD5fZe3PLs+HxPbeOW6Rsg3jNnylatWrV3jvEJElcPWfjf+7Vq1atWrVq1atWrVq7MqjSdpADwtdrHuH+7Vq1atWrVq1atWrVqpnK5XDt57Epwz8L8jVq15BOdMBVaCQ75MSoXxMGPFi6BZvtnsn0z2D6fFVX2D6f4wwwwwwwwiKSwuXi/XbhAqauPc658ecBEnooPHW8fNoUBFOXHTplKrUsa5eOXriUJVNq78c7fy5NPGgM0Szjj8HzQwwww6E5ORtFNPv6Hl2fD4FBgEK7Fc92+ue7fXPdvrnu31z3b65qxMkQSmM2HWEUhkhgJFGFFFqkAt0yhUEWOEhLQbyI+FTpnu31z3b657t9c92+ue7fXPdvrnu31z3b657t9c92+ue7fXPdvrnu31ytcOg6kp1jdsECV1l95IxvlB2lE5iszhJJl9eWwdd2e7fXPdvrnu31z3b657t9c92+ue7fXPdvrnu31z3b657t9c92+uLmygq6HMMMnagmsJHpodqHeLCvC2rgDYB0aFnLWNmqNwCKHVhnjnu31z3b657t9c92+ue7fXPdvrnu31z3b657t9c92+ue7fXPdvrnu31z3b657t9c92+ue7fXPdvrnu31z3b657t9c92+ue7fXPdvrnu31z3b657t9c92+ue7fXPdvrnu31wvXFQYOfWcPgVDYCh2qcc57d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30z276Z7d9M9u+me3fTPbvpnt30zi+fU6aQvf4f/2gAMAwEAAgADAAAAEPMMMMMMMMMMMOMMMMMMMOMMMMMMMMMMMMMMMNPPNPPPPPPPPPPNPPPPPPOFPCPNMPNPONNMPMPFPPFPPPPOPMPPPFPGEPPPKFPLMHLCDLGLGAHGPFPPFPPPPPPDPPPFPPLPPPKFPPCAAIMIIAAEEEEHPPHPPPPPPPPPPEPPPPPPKFPKPPPPPJANPPPPPFPPMMMMMMMMMMMAFMMMMMIEMLHPPPPKHPPPPPPFPONPPPPPPPPL9AgVPPPLBGLLHPPNPLBMPMPPPFPPFPPPPPPPKRAB6w/vPPKFPKPPLPDHMFDPPPPFPPFNNMMPPOIAxxSSe/PPKFPOOMOPLDHPPPPPLFPPBKBHDNPMbUY5YY9fPPKFPKGLKNNPPPPPPPPFPPFPPPPPCdXK3RbvSufPKFPKLCOLEPPPPPPPPFPOHPPPPOH43vruYX6YcfKFPKP6/MCHPPPPPPPFPOFPPHPIQ7Ws/lmZkS7maHPMOwoCBHPPPPPPPFPPNPPPPLm+nuMGc3MVq3aFPKCh0AFPPPPPPPPFPPFPPPPNPPM6nS87bhmHrOOILyyDPNPPPPPPPFPPFPPPPbfmrfcQ5bH/AO7xjRyjzDDDDDTjjTzzxTzxTzzy7Sc9y3VXn2nzzyhTyizBQQijiRSDTyhTzxTzzyxby9+f/Sj132vyhTyjzzxHhFARGTTyhTzhzzzxXH3zyZXV/LBXXyhTyjzywWDeH2RTzyhTziAwyQBEMsnkAgzqFAQwywxhnzwzh20mVXzyhTzzTzzx4ABE/wAMUcua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<![endif]--></p><p style="text-align: center;">
</p><p style="text-align: justify;">Cara melakukannya dimulai dari pengumpulan data,
klasifikasi data, pemetaan, deskripsi tiap satuan pemetaan. Jadi, deskripsi
baru dapat dibuat setelah dilakukan pemetaan tentang kajian geografi yang
dimaksud.</p>
<p style="text-align: justify;"><strong><span style="color: black; mso-themecolor: text1;">4. Prinsip Korologi</span></strong><span style="color: black; mso-themecolor: text1;"></span></p>
<p style="text-align: justify;">Terbiasa melihat permasalahan geografi dari sudut
pandang persebaran, interelasi, dan interaksinya dalam suatu wilayah (region)
tertentu. Hingga menunjukkan karakteristik kesatuan gejala geografi, kesatuan
fungsi, dan kesatuan bentuk. Misal kita melihat definisi bumi, tidak hanya
meliputi bagian luar dari kerak bumi tetapi mencakup pula lapisan atmosfer yang
mengelilinginya, termasuk air yang ada di bumi, baik air yang ada di permukaan
bumi maupun air tanah, serta makhluk hidup yang ada di dalamnya.</p>
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</p><p style="text-align: center;">Bumi dan segala isinya dilihat dari prinsip
korologi (Sumber: IDN Times)</p>
<p style="text-align: justify;">Nah, secara keseluruhan dapat dikemukakan <span style="mso-spacerun: yes;"> </span>bahwa dalam mengkaji gejala geografi pada
suatu wilayah baik sempit maupun luas harus ditunjukkan mengenai persebaran
gejala geografi, interelasi antargejala, deskripsi masing-masing gejala dan
hubungan keruangannya.</p><p style="text-align: justify;"> </p><p style="text-align: justify;"><!--[if gte mso 9]><xml>
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</p><h1 style="text-align: justify;">3 Macam Pendekatan Geografi Beserta Contohnya |
Penjelasan Lengkap</h1>
<p style="text-align: justify;">Pendekatan geografi adalah langkah dan metode
khusus untuk melakukan analisa dan memahami bermacam-macam gejala serta
fenomena geosfer, terutama pada interaksi antara makhluk hidup terhadap
lingkungannya.</p>
<p style="text-align: justify;">Macam-macam pendekatan yang digunakan dalam ilmu
geografi juga didasarkan pada prinsip geografi yang meliputi; prinsip
distribusi, prinsip deskripsi, dan prinsip korogi.</p>
<h3 style="text-align: justify;"><span style="color: black; mso-themecolor: text1;">Macam
Pendekatan Geografi</span></h3>
<p style="text-align: justify;">Ada 3 pendekatan geografi yaitu pendekatan
keruangan (spasial), pendekatan lingkungan (ekologi), dan pendekatan wilayah
(regional). Di bawah ini ada penjelasan tentang pendekatan geografi dan
contohnya.</p>
<h4 style="text-align: justify;"><span style="color: black; mso-themecolor: text1;">1.
Pendekatan Spasial (Keruangan)</span></h4>
<p style="text-align: justify; text-indent: 36.0pt;">Pendekatan Spasial (Keruangan)
merupakan studi tentang keragaman ruang muka bumi dengan menelaah masing-masing
aspek keruangannya. Dalam pendekatan ini, peneliti akana mengkaji kesamaan atau
perbedaan suatu fenomena geosfer lewat aspek ruangan. Aspek-aspek ruang dalam
spasial geografi meliputi; faktor lokasi, kondisi alam, dan kondisi sosial
budaya masyarakat.</p>
<p style="text-align: justify; text-indent: 36.0pt;">Peneliti juga harus
memperhatikan distribusi/persebaran, interelasi, dan interaksinya. Tercapainya
manfaat bagi manusia dalam aspek hidrologi, pedologi, dan klimatologi merupakan
harapan dari keterkaitan pendekatan spasial geografi ini.</p>
<p style="text-align: justify;"><strong><i>Contoh pendekatan keruangan</i></strong>
: misalnya sebidang iya tanah berharga mahal, karena tanahnya bersifat subur
dan terletak di tempat strategis.</p>
<h4 style="text-align: justify;"><span style="color: black; mso-themecolor: text1;">2.
Pendekatan Ekologi (Lingkungan)</span></h4>
<p style="text-align: justify; text-indent: 36.0pt;">Pendekatan yang didasarkan
pada prinsip ilmu biologi yaitu interelasi yang menonjol antara makhluk hidup
dan lingkungannya. Untuk mengkaji fenomena geosfer dengan memperhatikan
interaksi antara organisme dengan lingkungannya adalah tujuan dilakukannya
pendekatan ekologi ini.</p>
<p style="text-align: justify; text-indent: 36.0pt;">Aspek yang diteliti dalam
pendekatan lingkungan antara lain adalah interaksi komponen fisikal (alamiah)
dan non fisik (sosial) dengan berfokus pada prilaku organisme dan perubahan
fenomena lingkungan yang terjadi secara mandiri tanpa keterkaitan.</p>
<p style="text-align: justify;"><strong><i>Contoh pendekatan ekologi</i></strong>
ini dapat dilihat pada fenomena banjir di suatu daerah. Hasil dari pendekatan
ekologi melalui beberapa tahapan dapat ditemukan sosusi atas banjir tersebut.</p>
<h4 style="text-align: justify;"><span style="color: black; mso-themecolor: text1;">3.
Pendekatan Regional (Kompleks Wilayah)</span></h4>
<p style="text-align: justify; text-indent: 36.0pt;">Pendekatan regional atau analisis
kompleks wilayah dilakukan dengan membandingkan berbagai kawasan di muka bumi,
dengan memperhatikan aspek-aspek keruangan dan lingkungan secara komprehensif. Secara
umum pendekatan ini merupakan gabungan antara pendekatan spasial dan pendekatan
ekologi. Analisis ini menekankan adanya diferensial areal atau perbedaan
karakteristik pada tiap-tiap wilayah di bumi.</p>
<p style="text-align: justify; text-indent: 36.0pt;">Hal ini kemudian mendorong
adanya interaksi antara suatu wilayah dengan wilayah lainnya. Nantinya hasil
pendekatan studi wilayah akan tertuang menjadi peta dan dipelajari melalui
disiplin ilmu kartologi.</p>
<p style="text-align: justify;"><strong><i>Contoh pendekatan regional</i></strong><em><span style="mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: major-fareast;">
</span></em>adalah dalam membangun rumah atau bangunan harus dilihat dari
karakteristik wilayahnya.</p>
<p style="text-align: justify;">Misalkan membangun rumah di daerah rawan banjir
atau dekat pantai, maka fondasi akan lebih ditinggikan untuk mengantisipasi
banjir atau pasang air laut.</p><p><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"> </span></b></p><p><b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">GEJALA GEOGRAFI DALAM KEHIDUPAN SEHARI-HARI</span></b>
</p><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gejala-gejala geografi yang sering ditemui dalam
kehidupan sehari-hari tercermin dalam berbagai hal, antara lain dalam
persebaran pemukiman, persebaran pusat-pusat aktivitas penduduk (sekolah,
rumah, pasar, dan industri), peristiwa alam, seperti banjir, gempa, letusan
gunungapi, cuaca, atau iklim.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Peristiwa-peristiwa
alam di dalam geosfer banyak yang berkaitan dengan kehidupan manusia baik yang
terjadi secara langsung maupun tidak langsung. </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span dir="LTR"></span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Gejala
pada Atmosfer</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gejala-gejala yang terjadi di
atmosfer, seperti terjadinya perubahan musim dapat berpengaruh antara lain
sebagai berikut.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada musim
penghujan para petani mulai menggarap lahannya (sawah tadah hujan).</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jenis
pakaian yang digunakan penduduk, seperti di daerah beriklim dingin, pakaian
yang digunakan pada umumnya tebal-tebal.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span dir="LTR"></span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Gejala
pada Hidrosfer</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gejala-gejala yang terjadi di
hidrosfer antara lain sebagai berikut. </span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Besar kecilnya air limpasan di permukaan bumi, selain
dipengaruhi oleh besar dan lamanya hujan juga dipengaruhi penggunaan lahan oleh
manusia. Apabila perbukitan yang seharusnya dijadikan tempat peresapan air
(catchment area) dijadikan areal permukiman atau kegiatan pertanian yang tidak
memperhatikan pelestariannya maka air limpasan (run o</span><span style="font-family: "Cambria Math","serif"; font-size: 12.0pt; mso-bidi-font-family: "Cambria Math"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">ff</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">) jumlahnya
semakin banyak.<span style="color: black; mso-themecolor: text1;"></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Besar kecilnya cadangan air tanah dipengaruhi oleh
banyak sedikitnya peresapan air ke dalam tanah. Hal tersebut dipengaruhi oleh
jenis batuan dan vegetasi penutup lahan. Cadangan air tanah juga dipengaruhi
cara manusia yang memanfaatkannya. Jika manusia memanfaatkan air tanah secara
boros, ketersediaannyapun akan cepat habis.<span style="color: black; mso-themecolor: text1;"></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span dir="LTR"></span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Gejala
pada Litosfer</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">.<span style="color: black; mso-themecolor: text1;"></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gejala-gejala yang terjadi di
litosfer antara lain sebagai berikut.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk mengurangi tingkat erosi, pemanfaatan lahan di
daerah miring dilakukan dengan membuat sengkedan (terrasering).<span style="color: black; mso-themecolor: text1;"></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk menghindari penurunan daya dukung lahan, maka
pemanfaatan lahan harus memerhatikan daya dukung atau kemampuan lahannya.<span style="color: black; mso-themecolor: text1;"></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span dir="LTR"></span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Gejala
pada Biosfer</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keragaman
flora dan fauna menyebabkan keanekaragaman konsumsi bahan pangan. Pada daerah
penghasil padi mayoritas penduduk mengonsumsi nasi dari beras. Pada daerah
penghasil gandum menggunakan terigu sebagai bahan untuk membuat makanannya.
Keberadaan hewan juga demikian misalnya orang Thailand menggunakan gajah untuk
membantu pekerjaannya, sedangkan di Indonesia penduduk memanfaatkan kuda, sapi,
dan kerbau. Hal ini disebabkan karena faktor keberadaan dari hewan-hewan
tersebut.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><span dir="LTR"></span><b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;">Gejala
pada Antroposfer</span></b><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-themecolor: text1;"></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Manusia di permukaan bumi beragam
adat dan budayanya, hal ini mengakibatkan interaksi penduduk yang berbeda.
Penduduk memiliki keahlian yang berbeda-beda sehingga terjadi adanya saling
membutuhkan. Penduduk juga menempati tempat yang berbeda-beda kondisi alam dan
sumber dayanya. Hal ini menyebabkan kehidupanpun beragam karena dalam
pemanfaatan alam yang berbeda perlu pengolahan dan alat yang berbeda pula.<span style="color: black; mso-themecolor: text1;"></span></span></p>
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www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-80071539565606223252020-08-04T12:36:00.001+07:002020-08-04T12:38:55.909+07:00AKUNTANSI SEBAGAI SISTEM INFORMASI<p style="background-color: white; color: #202122; font-size: 14px; margin: 0.5em 0px; text-align: center;"><span style="color: black; font-size: 18px; text-align: left;"><font face="arial">BAB I</font></span></p><p style="background-color: white; color: #202122; font-size: 14px; margin: 0.5em 0px; text-align: center;"><span style="color: black; font-size: 18px; text-align: left;"><font face="arial">AKUNTANSI SEBAGAI SISTEM INFORMASI</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial">A. Sejarah Akuntansi Dunia</font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><span style="box-sizing: border-box;">Pada tahun 1494, Luca Pacioli memublikasikan buku yang berjudul </span><i style="box-sizing: border-box;">Summa de Aritmatica, Geometrica Proortioni et Propotionallia</i><span style="box-sizing: border-box;">. Dalam buku tersebut, terdapat subjudul “</span><i style="box-sizing: border-box;">Tractus de Computies et Scriptoris</i><span style="box-sizing: border-box;">” yang mengajarkan sistem pembukuan berpasangan. Subjudul inilah yang menjadi cikal bakal munculnya akuntansi.</span></font></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Seiring berjalannya waktu, akuntansi mulai diakui sebagai disiplin ilmu tersendiri. Setelah Perang Dunia II, pengaruh akuntansi semakin terasa di dunia barat. Bagi banyak negara, akuntansi merupakan masalah nasional dengan standar dan praktek nasional yang melekat erat dengan hukum dan aturan profesional.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Dari sistem ini, pembukuan dan laporan keuangan dapat tersusun secara sistematis dan terpadu karena dapat menggambarkan laba, rugi, kekayaan, serta hak milik perusahaan.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Selanjutnya, sistem akuntansi diberi nama sesuai dengan nama orang yang mengembangkannya atau dari nama negara masing-masing. Seperti misalnya, Sistem Anglo Saxon di Amerika Serikat dan Inggris serta Sistem Kontinental di Belanda.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><span style="box-sizing: border-box;"></span></font></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Saat ini, sistem akuntansi yang paling banyak digunakan adalah Anglo Saxon. Ini disebabkan karena Anglo Saxon dapat mencatat berbagai macam transaksi secara lebih mudah. Di samping itu, sistem Anglo Saxon melakukan pembukuan yang terdapat dalam satu bagian akuntansi. Sedangkan sistem lain justru memisahkan antara pembukuan dengan akuntansi.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Setahun setelah buku tersebut dipublikasi, akuntansi mulai diterapkan di Italia.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><br /></font></p><div class="MsoNormal" style="background-color: #c0a154; color: #333333; font-size: 13.524px; line-height: 20.286px; margin-bottom: 0in; text-align: justify;"><b><font face="arial">Perbedaan Akuntansi Sistem Kontinental dengan Anglo Saxon</font></b></div><div class="MsoNormal" style="background-color: #c0a154; color: #333333; font-size: 13.524px; text-indent: 0.5in;"><font face="arial"> </font></div><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><span style="box-sizing: border-box;"></span></font></p><table align="left" border="1" cellpadding="0" cellspacing="0" class="MsoTableMediumShading1Accent3" style="background-color: #c0a154; border-collapse: collapse; border: none; color: #333333; font-size: 13.524px; margin-left: 6.75pt; margin-right: 6.75pt;"><tbody><tr style="height: 22pt;"><td style="background: rgb(155, 187, 89); border: 1pt solid rgb(179, 204, 130); height: 22pt; padding: 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div align="center" class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: center;"><font face="arial"><br /></font></div><div align="center" class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: center;"><b><span style="color: white;"><font face="arial">Objek</font></span></b></div></td><td style="background: rgb(155, 187, 89); border-bottom: 1pt solid rgb(179, 204, 130); border-left: none; border-right: none; border-top: 1pt solid rgb(179, 204, 130); height: 22pt; padding: 0in 5.4pt; width: 135pt;" valign="top" width="180"><div align="center" class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: center;"><font face="arial"><br /></font></div><div align="center" class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: center;"><b><span style="color: white;"><font face="arial">Sistem Kontinental</font></span></b></div></td><td style="background: rgb(155, 187, 89); border: 1pt solid rgb(179, 204, 130); height: 22pt; padding: 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div align="center" class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: center;"><font face="arial"><br /></font></div><div align="center" class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: center;"><b><span style="color: white;"><font face="arial">Sistem Anglo Saxon</font></span></b></div></td></tr><tr style="height: 32.35pt;"><td style="background: rgb(230, 238, 213); border-bottom: 1pt solid rgb(179, 204, 130); border-left: 1pt solid rgb(179, 204, 130); border-right: none; border-top: none; height: 32.35pt; padding: 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin-bottom: 0in; text-indent: -13.5pt;"><font face="arial"><b>1.</b><b> Buku harian</b></font></div></td><td style="background: rgb(230, 238, 213); border: none; height: 32.35pt; padding: 0in 5.4pt; width: 135pt;" valign="top" width="180"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Pengelompokkan debit/kredit belum rinci</font></div></td><td style="background: rgb(230, 238, 213); border-bottom: 1pt solid rgb(179, 204, 130); border-left: none; border-right: 1pt solid rgb(179, 204, 130); border-top: none; height: 32.35pt; padding: 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Pengelompokkan debit/kredit sudah rinci</font></div></td></tr><tr style="height: 107.5pt;"><td style="border-bottom: 1pt solid rgb(179, 204, 130); border-left: 1pt solid rgb(179, 204, 130); border-right: none; border-top: none; height: 107.5pt; padding: 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormalCxSpLast" style="line-height: 20.286px; margin-bottom: 0in; text-indent: -13.5pt;"><font face="arial"><b>2.</b><b> Akun buku besar</b></font></div><div class="MsoListParagraph" style="line-height: 20.286px; margin: 0in 0in 0in 0.25in; text-indent: -0.25in;"><font face="arial">o<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><b>Penyusutan</b></font></div><div class="MsoNormalCxSpFirst" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormalCxSpLast" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoListParagraphCxSpFirst" style="line-height: 20.286px; margin: 0in 0in 0in 0.25in;"><font face="arial"><br /></font></div><div class="MsoListParagraphCxSpLast" style="line-height: 20.286px; margin: 0in 0in 0in 0.25in; text-indent: -0.25in;"><font face="arial">o<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><b>Akun campuran</b></font></div><div class="MsoNormalCxSpFirst" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormalCxSpLast" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoListParagraph" style="line-height: 20.286px; margin: 0in 0in 0in 0.25in; text-indent: -0.25in;"><font face="arial">o<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span><b> Prive</b></font></div></td><td style="border: none; height: 107.5pt; padding: 0in 5.4pt; width: 135pt;" valign="top" width="180"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Menggunakan akun cadangan dan dicatat di sisi kredit</font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Menggunakan akun campuran</font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Terdapat penyetoran prive</font></div></td><td style="border-bottom: 1pt solid rgb(179, 204, 130); border-left: none; border-right: 1pt solid rgb(179, 204, 130); border-top: none; height: 107.5pt; padding: 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Menggunakan akun beban penyusutan dan dicatat di sisi debit</font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Tidak menggunakan akun campuran</font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial"><br /></font></div><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Tidak terdapat penyetoran prive</font></div></td></tr><tr style="height: 30.55pt;"><td style="background: rgb(230, 238, 213); border-bottom: 1pt solid rgb(179, 204, 130); border-left: 1pt solid rgb(179, 204, 130); border-right: none; border-top: none; height: 30.55pt; padding: 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin-bottom: 0in;"><b><font face="arial">Neraca lajur</font></b></div></td><td style="background: rgb(230, 238, 213); border: none; height: 30.55pt; padding: 0in 5.4pt; width: 135pt;" valign="top" width="180"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Arsip disimpan sebagai dokumen</font></div></td><td style="background: rgb(230, 238, 213); border-bottom: 1pt solid rgb(179, 204, 130); border-left: none; border-right: 1pt solid rgb(179, 204, 130); border-top: none; height: 30.55pt; padding: 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Arsip tidak disimpan karena hanya sebagai alat bantu</font></div></td></tr><tr style="height: 85pt;"><td style="border-bottom: 1pt solid rgb(179, 204, 130); border-left: 1pt solid rgb(179, 204, 130); border-right: none; border-top: none; height: 85pt; padding: 0in 5.4pt; width: 1.45in;" valign="top" width="139"><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin-bottom: 0in; text-indent: -13.5pt;"><font face="arial"><b>4.</b><b> Laporan Keuangan</b></font></div></td><td style="border: none; height: 85pt; padding: 0in 5.4pt; width: 135pt;" valign="top" width="180"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in;"><font face="arial">Terdiri dari :</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 8.45pt; text-indent: -11.4pt;"><font face="arial">1. Neraca</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 8.45pt; text-indent: -11.4pt;"><font face="arial">2. Laporan perhitungan laba/rugi</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 8.45pt; text-indent: -11.4pt;"><font face="arial">3. Laporan perubahan modal</font></div></td><td style="border-bottom: 1pt solid rgb(179, 204, 130); border-left: none; border-right: 1pt solid rgb(179, 204, 130); border-top: none; height: 85pt; padding: 0in 5.4pt; width: 139.5pt;" valign="top" width="186"><div class="MsoNormal" style="line-height: 20.286px; margin-bottom: 0in; text-align: justify;"><font face="arial">Terdiri dari :</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 0.05in; text-align: justify; text-indent: -9.3pt;"><font face="arial">1. Neraca</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 0.05in; text-align: justify; text-indent: -9pt;"><font face="arial">2. perhitungan laba/rugi</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 0.05in; text-align: justify; text-indent: -9pt;"><font face="arial">3. Laporan perubahan modal</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 0.05in; text-align: justify; text-indent: -9pt;"><font face="arial">4. Laporan arus kas</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 0.05in; text-align: justify; text-indent: -9pt;"><font face="arial">5. Laporan dana</font></div><div class="MsoNormalCxSpMiddle" style="line-height: 20.286px; margin: 0in 0in 0in 0.05in; text-align: justify; text-indent: -9pt;"><font face="arial">6. Laporan catatan keuangan</font></div></td></tr></tbody></table><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial"><br /></font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box; color: navy;"><span style="box-sizing: border-box; font-weight: 600;"><font face="arial">B. Sejarah Akuntansi di Indonesia</font></span></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Pada zaman penjajahan Belanda, perusahaan di Indonesia menggunakan sistem Kontinental atau tata buku yang digagas oleh Luca Pacioli. Meskipun sama-sama berasal dari pembukuan berpasangan, tetapi akuntansi berbeda dengan tata buku.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Setelah tahun 1960, akuntansi cara Amerika (Anglo Saxon) mulai diperkenalkan di Indonesia. Seiring berjalannya waktu, akhirnya sistem pembukuan di Indonesia pun berganti dari Kontinental menjadi Anglo Saxon.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><span style="box-sizing: border-box;">1) Pada tahun 1957, </span><span style="box-sizing: border-box; font-weight: 600;">peristiwa konfrontasi Irian Barat</span><span style="box-sizing: border-box;"> yang melibatkan Indonesia dan Belanda, sehingga berakibat pada seluruh pelajar yang berada di Belanda ditarik dan melanjutkan studinya di berbagai negara. Salah satunya adalah Amerika.</span></font></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><span style="box-sizing: border-box;">2) </span><span style="box-sizing: border-box; font-weight: 600;">Penanaman Modal Asing (PMA)</span><span style="box-sizing: border-box;"> memberikan dampak positif terhadap perkembangan akuntansi, khususnya sistem akuntansi Anglo Saxon.</span></font></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial"><span style="box-sizing: border-box;"></span></font></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="box-sizing: border-box;"><font face="arial">Pada perkembangan berikutnya, akuntansi di Indonesia menerapkan Pedoman Standar Akuntansi Keuangan (PSAK) sebagai upaya penyesuaian terhadap kondisi global, peningkatan transparansi laporan keuangan, dan peningkatan kualitas laporan keuangan di Indonesia.</font></span></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial">Indonesia memiliki Wadah organisasi profesi keuangan bernama Ikatan Akuntansi Indonesia (IAI) yang dibentuk pada tanggal 23 Desember 1957. IAI bertanggunggjawab atas penyusunan prinsip-prinsip akuntansi yang berlaku di Indonesia yaitu Standar Akuntansi Keuangan (SAK). SAK merupakan hasil perumusan Komite Prinsipil Akuntansi Indonesia pada tahun 1994 setelah menggantikan Prinsi Akuntansi Indonesia (PAI) tahun 1984.</font></p><p style="background-color: white; box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><font face="arial">SAK adalah suatu kerangka dalam prosedur pembuatan laporan keuangan agar terjadi keseragaman dalam penyajian laporan keuangan yg ditetapkan oleh IAI</font></p><p style="box-sizing: border-box; font-size: 16px; margin: 0px 0px 1em; text-align: justify;"><span style="background-color: white; color: navy; font-family: arial; font-weight: 600;">C. Pengertian Akuntansi</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><font face="arial"> Menurut <i style="font-size: 16px;">Accounting Principles Board </i>( APB) Nomor 4, akuntansi adalah sebuah kegiatan jasa yang berfungsi memberikan informasi kuantitatif terutama informasi yang bersifat keuangan dalam pengambilan keputusan ekonomi(dalam membuat pilihan di antara berbagai alternatif).</font></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><font face="arial"> Menurut <i>American </i></font><i style="font-family: arial; font-size: 16px;">Accounting Association </i><span style="font-family: arial; font-size: 16px;">(AAA), akuntansi adalah proses mengidentifikasi, mengukur dan melaporkan informasi ekonomi yang memmungkinkan adanya penilaian dan pengambilan keputusan secara jelas dan tegas bagi pemakai informasi akuntansi.</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"> Menurut<i> American Intitute of Certifited Publik Accounttans </i>(AICPA), akuntansi sebagai seni pencatatan, penggolongan, peringkasan yang tepat dan dinyatakan dalam satuan mata uan, transaksi-transaksi keuangan serta kejadian-kejadian yang bersifat finansial dan penafsiran hasil-hasilnya (Hery:2013)<br /></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;">Menurut Soemarso S.R, akuntansi merupakan suatu disiplin ilmu yang menyediakan informasi penting sehingga memungkinkan adanya pelaksanaan dan penilaian jalannya perusahaan secara efisien (Dina Fitria;2014)</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;">D. Pemakai Informasi Akuntansi</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;"><font color="#000080"> <span> </span></font></span><span style="font-family: arial; font-size: 16px;">Pihak Internal, merupakan pihak yg terlibat secara langsung dalam pengelolaan suatu perusahaan, yakni manajer/pimpinan perusahaan. pihak internal memerlukan akuntansi untuk mengetahui sejauh mana keberhasilan yan telah dicapai olehperusahaan.</span><span style="font-family: arial; font-size: 16px;"> </span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span> </span><span> </span><span style="background-color: transparent; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;"><font color="#000080"> </font></span><span style="background-color: transparent; font-family: arial; font-size: 16px;">Pihak Eksternal, merupakan pihak yg tidak terlibat secara langsung dalam pengelolaan suatu perusahaan, yang termasuk ke dalam pihak eksternal antara lain: pemilik perusahaan/ pemegang saham, investor/pemilik mmodal, kreditur,pemerintah, karyawan,dan masyarakat.</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;">E. Karakteristik Kulitas Informasi Akuntansi</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;"><span> </span></span><span style="font-family: arial; font-size: 16px;">Standar Kualitas laporan keuangan harus memenuhi karakteristik berikut (Rudianto:2009)</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span> a. Relevan, artinya laporan keuangan harus sesuai untuk memenuhi kebutuhan pemakai <span> </span><span> </span><span> </span>informasi</span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span> b. Dapat dimeengerti, informasi keuangan harus jelas dan dapat dipahami pemakai <span> </span><span> </span><span> <span> </span><span> </span><span> </span></span>informasi</span><br /></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span> c. Daya uji, informasi keuangan yg dihasilkan harus dapat diuji kebenarannya oleh penilai <span> </span><span> </span><span> </span>independen</span><br /></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span><span> d. Netral, informasi keuangan harus ditujukan kepada tujuan umum pengguna, bukan <span> </span><span> </span><span> </span><span> </span>ditujukan kepada pihak tertentu.laporan keuangan tidak boleh memihak pada salah satu <span> </span><span> </span>pengguna</span><br /></span></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span><span><span> e. Tepat waktu, artinya laporan keuangan yg disampaikan harus tepat waktu atau sedini <span> </span><span> </span><span> </span>mungkin agar dapat digunakan sebagai dasar untuk membantu pengambilan keputusan</span><br /></span></span></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span><span><span><span> f. Daya Banding, laporan keuangan dapat dibandingkan antar periode akuntansi atau <span> </span><span> <span> </span><span> </span></span>dengan perusahaan lain yg sejenis pada pada periode sama untuk mengetahui <span> </span><span> </span><span> <span> </span><span> </span><span> </span></span>perkembangan perusahaan pada masa kini dan masa depan </span><br /></span></span></span></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span><span><span><span><span> g. Lengkap, informasi keuangan harus menyajikan semua fakta yg penting sekaligus <span> </span><span> </span><span> <span> </span><span> </span> </span>menyajikan fakta agar tidakmenyesatkan penggunanya.</span><br /></span></span></span></span></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;">F. Prinsip Dasar Akuntansi</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;"><span> </span></span><span style="font-family: arial; font-size: 16px;"> 1</span><span style="font-family: arial; font-size: 16px;">. Prinsip Biaya Historis (<i>Historis Cost Principle</i>), biaya historis sering disebut dengan <span> </span><span> </span><span> </span><span> </span>harga perolehan </span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"> 2. Prinsip Pengakuan Pendaptan (<i>Revenue Recognition Principle</i>), Pendapatan adalah <span> </span><span> </span><span> </span><span> <span> </span></span>aliran masuk harta (aset) yg timbul dari penyerahan barangatau jasa yg dilakukan suatu <span> </span><span> </span>unit usaha selama periode tertentu<br /></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span> 3. Prinsip Mempertemukan (<i>Matching Principle</i>), prinsip ini mempertemukan biaya dan <span> </span><span> </span><span> </span><span> </span>pendapatan yg timbul karena biaya tresebut<br /></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span> 4. Prinsip Konsistensi (<i>Consistency Principle</i>), metode dan prosedur-prosedur yg <span> </span><span> </span><span> </span><span> </span><span> </span><span> <span> </span></span>digunakan dalam proses akuntansi harus diterapkan secara konsisten dan <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>berkesinambungan dari tahun ke tahun<br /></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span> 5. Prinsip Pengungkapan Penuh (<i>Full Disclosure Principle</i>), prinsip ini mengatur <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>penyajian informasi yg lengkap dalam laporan keuangan<br /></span></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"><span><span><span><span><span> </span><span> 6. Prinsip Objektif, prinsip ini merujuk pada laporan keuangan yg didukung oleh bukti-<span> </span><span> </span><span> </span><span> <span> </span></span>buktii transaksi yg ada.</span><br /></span></span></span></span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"> </span><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;"> </span><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;">F. Bidang-bidang Akuntansi</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "Arial Narrow", sans-serif; font-size: 14pt; line-height: 115%;">1. Akuntansi anggaran (budgeting), yaitu bidang akuntansi yang bertugas
untuk menyiapkan data-data akuntansi dan cara-cara yang baik untuk menyusun
anggaran.</span><span style="font-family: "Arial Narrow", sans-serif; font-size: 14pt; line-height: 115%;"><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">2. Sistem akuntansi, adalah bidang akuntansi yang mempelajari tentang
cara-cara, prosedur, mekanisme dan kerangka aturan yang dibutuhkan dalam proses
akuntansi di suatu perusahaan.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">3. Teori akuntansi, adalah bidang akuntansi yang menyediakan dasar-dasar
kebenaran terhadap setiap konsep yang digunakan dalam akuntansi keuangan.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">4. Akuntansi keuangan, yaitu bidang akuntansi yang kegiatan dan tujuan
utamanya menyusun laporan keuangan yang akan diberikan kepada pihak-pihak yang
berkepentingan.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">5. Akuntansi biaya, yaitu bidang akuntansi yang kegiatan dan tujuan
utamanya mengumpulkan data-data yang berhubungan dengan beban.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">6. Akuntansi manajemen, yaitu yang bertugas menyediakan data-data
akuntansi untuk membantu kepentingan manajemen.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">7.Akuntansi pemeriksaan (auditing), yaitu bidang yang bertugas memeriksa
kebenaran laporan keuangan.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">8. Akuntansi perpajakan</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">9. Akuntansi pemerintahan, yaitu bidang yang mengkhususkan kegiatannya di
bidang pemerintahan.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">10. Akuntansi sosial, yaitu bidang akuntansi yang digunakan di
lembaga-lembaga sosial.</span><br style="box-sizing: inherit;" />
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">11. Akuntansi pendidikan, yaitu bidang yang diajarkan di lembaga-lembaga
pendidikan.</span></span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="color: navy; font-family: arial; font-size: 16px; font-weight: 600; text-align: justify;">G. Etika Profesi Akuntansi</span></p><p style="background-color: white; box-sizing: border-box; margin: 0px 0px 1em; text-align: left;"><span style="font-family: arial; font-size: 16px;"> </span><span style="font-family: "Arial Narrow", sans-serif; font-size: 14pt;">Kode etik akuntan yang harus ditaati dan dijunjung tinggi oleh para
akuntan antara lain:</span></p><span style="font-family: "Arial Narrow", sans-serif; font-size: 14pt; line-height: 115%;"><span style="background: white;">Independensi</span><br style="box-sizing: inherit;" />
<span style="background: white;">Integritas dan Objektivitas</span><br style="box-sizing: inherit;" />
<span style="background: white;">Tanggung Jawab kepada Klien</span><br style="box-sizing: inherit;" />
<span style="background: white;">Informasi klien yang rahasia</span><br style="box-sizing: inherit;" />
<span style="background: white;">Free profesional</span><br style="box-sizing: inherit;" />
<span style="background: white;">Tanggung Jawab kepada Rekan Seprofesi</span><br style="box-sizing: inherit;" />
<span style="background: white;">Memelihara citra profesi</span><br style="box-sizing: inherit;" />
<span style="background: white;">Komunikasi antar akuntan publik</span><br style="box-sizing: inherit;" />
<span style="background: white;">Tanggung Jawab dan Praktik lain</span></span><p style="background-color: white; color: #202122; font-size: 14px; margin: 0.5em 0px; text-align: justify;"><span style="color: black; font-size: 18px; text-align: left;"><font face="arial"> </font></span><span style="color: black; font-family: arial; font-size: 18px; text-align: left;">.</span></p><p style="background-color: white; color: #202122; font-size: 14px; margin: 0.5em 0px;"><font face="arial"><br style="box-sizing: inherit; color: black; font-size: 18px;" /><span style="color: black; font-size: 18px;">T</span></font></p>www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-74303238850643607702020-07-30T10:32:00.003+07:002020-07-30T11:13:23.395+07:00MATERI PEMBELAJARAN BAHASA INDONESIA-KELAS XII-1
<p align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;"><span style="background-color: #ffa400;"><span style="font-family: verdana;"><span style="font-size: 12pt; line-height: 150%;">BAB. 1. SURAT LAMARAN PEKERJAAN</span></span></span></p><p align="center" class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: center;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">BAHASA INDONESIA KELAS XII-1</span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"> </span><img alt="Cara Membuat Surat Lamaran Kerja Yang Baik dan Benar Agar Bisa ..." class="n3VNCb" data-noaft="1" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHDEiRUVgpwI0hV-dib2alhZcySpzOB2VfDnEF18iBQAAfx6fWnuUK5HL4-e1MN_ZbbLjEFpkHo8p6sBKG06xCesqABADGvF7wVgFggRq-qSRzZdFFFR_Eq_wNPIVajn0BrqJAxukm-zg/s1600/surat-lamaran-kerja.jpg" style="height: 243px; margin: 0px; width: 453px;" /></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><br /></p>
<p class="MsoListParagraph" style="line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>A.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Kompetensi
Dasar</span></b><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;"><span style="background-color: #01ffff;"><span style="font-family: "arial";"><span style="font-size: 12pt;"><span style="background-color: #93c47d;"><span></span></span>3.1. Mengidentifikasi isi dan sistematika surat
lamaran pekerjaan yang dibaca</span></span></span></p><span style="background-color: #01ffff;"><span style="font-family: "arial";">
</span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background-color: #01ffff;"><span style="font-family: "arial";"><span style="font-size: 12pt;"> </span></span></span></p><span style="background-color: #01ffff;"><span style="font-family: "arial";">
</span></span><p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt; text-align: justify; text-indent: -21.25pt;"><span style="background-color: #01ffff;"><span style="font-family: "arial";"><span style="font-size: 12pt;">4.1. Menyajikan
simpulan sistematika dan unsur-unsur isi surat lamaran baik secara lisan maupun
tulis</span></span></span></p><span style="background-color: #01ffff;"><span style="font-family: "arial";">
</span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;"><span style="background-color: #01ffff;"><span style="font-family: "arial";"><span style="font-size: 12pt;">3.2. Mengidentifikasi unsur kebahasaan surat lamaran
pekerjaan</span></span></span></p><span style="background-color: #01ffff;"><span style="font-family: "arial";">
</span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="background-color: #01ffff;"><span style="font-family: "arial";"><span style="font-size: 12pt;"> </span></span></span></p><span style="background-color: #01ffff;"><span style="font-family: "arial";">
</span></span><p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt; text-align: justify; text-indent: -21.25pt;"><span style="background-color: #01ffff;"><span style="font-family: "arial";"><span style="font-size: 12pt;">4.2.Menyusun
surat lamaran pekerjaan dengan memerhatikan isi, sistematika dan kebahasan</span></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; text-align: justify; text-indent: -21.25pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>B.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Ringkasan
Materi</span></b><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -21.25pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>1.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><b><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Mengidentifikasi Isi dan Sistematika
Surat Lamaran Pekerjaan</span></b></p>
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</p><p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Surat lamaran pekerjaan adalah surat yang dibuat oleh seseorang untuk
melamar pekerjaan di suatu perusahaan, kantor, atau instansi tertentu.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Surat lamaran pekerjaan memiliki isi dan sistematika yang berbeda dengan
jenis surat lainnya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Isi surat meliputi
bagian-bagian yang terdapat di dalam surat lamaran pekerjaan dan hal-hal yang
harus ada di dalam surat lamaran pekerjaan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>Sistematika adalah
klasifikasi atau penggolongan atas isi atau bagian-bagian yang terdapat di
dalam surat lamaran pekerjaan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span> </span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Surat lamaran pekerjaan memiliki isi dan sistematika yang berbeda dengan
jenis surat lainnya.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span> <br /></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span> </span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 12pt 72.31pt; text-align: left;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"><span style="background-color: #b6d7a8;">Isi dan sistematika surat lamaran pekerjaan meliputi
tempat dan tanggal pembuatan surat, lampiran dan perihal, alamat surat, salam
pembuka, alinea pembuka, isi, penutup, tanda tangan, dan nama terang. Isi surat
terdiri atas unsur nama, tempat dan tanggal lahir, pendidikan, alamat, serta
beberapa hal yang dilampirkan. Hal-hal penting yang dilampirkan antara lain
daftar riwayat hidup, fotokopi ijazah terakhir, sertifikat, Surat Keterangan
Catatan Kepolisian (SKCK), dan pasfoto. Kadang-kadang instansi/lembaga juga
meminta persyaratan lain, seperti surat keterangan pengalaman kerja, surat
keterangan berbadan sehat, dan surat izin orang tua.</span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;">Berikut disajikan contoh analisis
isi dan sistematika surat lamaran pekerjaan. </span></p>
<p class="MsoNormal" style="line-height: normal; margin-left: 42.55pt;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt;">Contoh surat lamaran
pekerjaan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcRk3xoPMjHoYBq096LjvQLUcOfsaIMA7czvdzAZTXgmBBRGOhpjFqp4p9aVKvQHhflHADya_hZ-XSQbEpUg94q28CVCBk-U7pC7TL-R_nQI4jIPc287wVLJ4SuDFON_rTqpjSpFaiU0fp/s1600/surat+1.png"><span style="color: blue; font-family: "times new roman", "serif"; font-size: 12pt; text-decoration: none;"><span><img alt="" /><br /></span></span></a><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="margin-left: 42.55pt;"> <img alt="" height="511" 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2aorqikqaGBIYWCwYF++np7GR8bY2R4iJ6ubjra2+nv62NkeIQhxRADvf10dnQglUiQtLbR293N3OwsE+MTFBcUUlJUhMlkulUOEUIEQRC+49xuN10dnTz5/BGF+QXJtvvtrW2aG5soyM2luqqK6spKent7OTk5wWazMXrTGXVnZ4fV5RVam5rp7+1lcmKCdomUgpw88nJyGejvR6/TMTU1RWdHByqlkvDNHXcwEMCg19NYX09+bi5DQ0MYDQZ6e3ooyM2jqqKS5uYmpBIJszMzKJVKOtvbaW5sZMP8m5EWrycgez2B1tLSErLBQZYXl7Ce/WbobyKR4MLhwGQ0sriwgPlmHhGXy8XC/DzNTU309PSwv7+Hw+FgfHSMgtw8CnLzqK2uRiGXs7+/fz0kN3GFWqWiqKCAmqpqLCcWEjcdPudmZ6muvO6/IZVIGB0ZQa1SYTIaUatUaNRqLi4urju/jo0xOjKCzWZjf38fhULB8vIyBwcHTE9NUV5aSm5WNmkvUniZls5AXz9Wq5VIJMLx8THywUGKC4soLy5loLcP5doaWo2G5aUlVEolB/v7yZqn1y7jcRbm53mZlnY9kuinP+PdX75DQV4+M9PTHNzMl9Lb3X3dWTYnh4H+fo6PjpIT1c3NzvKqtIysjEwkra0YDUb8gQB2u52piUmKCwp59uQLCnLz6OrsRK/T4b8Jn6+JECIIgvAdF4lE2NrcYnFhAZPJlLxQBAIBDg4OMOj1GAwGNjc3OD09JRwOEw6Hk0NUL6+ucLvc18NLLRacTid7u7to1RoMej0WiwWv14vD4cBiseB2u5NzWCQSCYKBALs7O2jUao4OD/F5vZwcH2PQ6TEZjezs7HB0dHjd4fWmyUO5tobz4uuvRYFAgIuLCwIB/1dG1ESjUXxeL86LC7xeL/F4PDkc13p2htVqJRwJc3l5id1mx6DXo1GrMZvNyYv/az6fj+2tLXZ3d2+97jh3YDaZ0a2vYzab2d/bw26z4fF4rhe3m2g0SiQSwW63Y7fZCN/MrWKz2XC6XASDQS4cDna2t9Gtr7O6soJKqeTk+DjZt+Py8pLjoyM0KjUalZrtrS3Ozs64uLjA6XTidrsJBoNfOQaJqyusVitajZblpSXmZ+eYmpxEuabk+Pg4+RsfHx+jUavRqNXJAPLa6xoX5doaO9vbBAK/CTrn9nN06+sszM2jVqmwnJz81k7FIoQIgiAIfxJOLRbUKhW7e3tfO0pG+NMiQoggCILwJ+Hq8vJ3eq6N8KdDhBBBEARBEO6ECCGCIAiCINwJEUIEQRAEQbgTIoQIgiAIgnAnRAgRBEEQBOFOiBAiCIIgCMKdECFEEARBEIQ7IUKIIAiCIAh3QoQQQRAEQRDuhAghgiAIgiDcCRFCBEEQBEG4EyKECIIgCIJwJ0QIEQRBEAThTogQIgiCIAjCnRAhRBAEQRCEOyFCiCAIgiAId0KEEEEQBEEQ7oQIIYIgCIIg3AkRQgRBEARBuBMihAiCIAiCcCdECBEEQRAE4U6IECIIgiAIwp0QIUQQBEEQhDshQoggCIIgCHdChBBBEARBEO6ECCGCIAiCINwJEUIEQRAEQbgTIoQIgiAIgnAnRAgRBEEQBOFOiBAiCIIgCMKdECFEEARBEIQ78VZCyOXlJeFwmGg0euv1SCRCOBzm8vLyK18cjUYJhULE4/Hfq8CJRIJ4PE4gEMDj8eDxeAiFQiQSCQBisViyLFdXV7/Xtr/J5eUloVCIUCj0Vrf7TRKJBLFY7Hpf3W48Hg/hcDi5r/+avS57JBwmEokQi8WIRqNEIpHfej58ncvLS4LBYPK3DofDye0HAgFcLhfum2PjdrvxuN0E/P6vPa9elysajXL5xu94eXlJNBIhFo1yeXnJ5eUl8XicWCxGPB5PHvOrq6tbr11eXhKJRIhGo1/7u7w+Z8PhMAG/n2AwmDw/X59XHo8Hl8t1Xf5AgHg8ntx2JBK5te3Ly0ui0evXg8EgXq8Xt9uN1+PF43bjfr2NWOz6u2Nx/H7/zfa/eg5dXV0RjUYIBAL4/f6v/F0mrq4Ih8OEw+E/2rkvCMJ3w1sJIdazM+bm5lhZWcHr9QIQDodZXlpidGSEw4MDEolE8h9YJBJheWmZwf4Bdra3f68CBwIBTCYT7dJ28nJyKCooZGxkFOuZFY/Hw+bmBqsrKxgNBi4uLn7vA/J17DYbY6OjTI1PcPFHqgny+XzodTraWlvJzc6hpKiYibExbDbbH+X7/xCBQIANs5mpiQmWl5bY3tpiXatFrVJht9t/p21EIhH29vbo6+2lMC+f4sJCJiYmcDqd2Gw2erq7SU9NIyP9JdmZWWRnZlGQm0dvVzfHR0e/dZvhcBi9Xs/y0hJWqzX5+tHhITPT08zPzbGzvc3Z2Rk7uzusra1hNpsJBoMEg0EODw4wGQzs7e3hdDrZ3dlhdHiYhfl5/H7/b/1Ov9+P2WxiZHiY7q4uhhQKjEYjXq+XE4uF/r5+MtMzSEtJpbioCNnAAEeHh1jPzpgYH0cuk2OxWJLb29/bY25ulrm5OcbHxqiprCIjLZ2crGwy0tPJzc6mv7eP7a0t7Od21rXrtLa0kJWRSUlhEeOjY9hvzqFYLMbR0RGzMzP0dnfT2dHBxPg4BwcHye9zXlwwrFAgGxjg+Oj4d/rtBEEQfhdvJYRYTk6QDQ4iaW1lcWEBq9XK6ekp7RIpBXl5jAwPYzIa0el0WM+s2O122lpbSXuRwuTEJKFQiHAoRCwW+xcLfHx8TG9PD2kvUnhw7x7pqWk0NzUzPjbGyvIya6trrK6soNfpsNlsybvacDiMz+dL3uFdXV3h9XqJ3NxZvykajeL3+QgGAsm7drvNhkImZ0QxhMPhSG7j9d1oKBTi8o27x8vLS/w+H26Xi0AgcOsOMpFIcHlzRx26+exvu4ve39+ns6ODlGfPeHjvPhnpL2msb2BIoWBnZ4erm7L5/X7cbjehUOg33wHE43GiNzUpfr+fWCxGLBbDd3PnHIlEbpXX6/HgvLggFAzeKkfi9f74/Xi93lu/UzweJxgMXt9lezzJY+B2u5manORVWRld7e0Y9Hq0Wi1ra2vY7HbisRherxeX04nf779VK/Ha+fk5oyMj5Ofm8eyLL3iZlk5LUxPTU1NMTU5RX1vHF48f896v3+VXv/gln370MS9TUunp6uboa0KIx+Ohp7uHqopKjAZD8vXVlRUyX77k+RdP6enuZntri7W1NcpKS2mXSnFcXLC/t0eHtJ2B/n6MRiNmsxlpWxsPPrtHWUkpZ2dnv/U7d3d2kbS2UV5aSldHB6MjI6xrtZyfn6NSqUhPSeVnP/kpL54+41VZGUNyOUeHh+h0Ol6mpfH+r9+ls6OTC4eDeCzGwvw8ZaWlSKUSxsbGqK6s5NOPPuaf/v4f+MmPfkx6aioDff2oVSrGRkeoraqmqLCQzJcZ5OfmUVpUTF9PDycnJzgcDmSDgxTm5dPc2ERfby8jw8Nsv3FzYDaZePH0GZ98+CGyQRlOp1PUiAiC8Fa8lRASCoXY3tqiu7OTkqJiOqRSFubnkctkNDY00NrSQl1NDa/Ky5menGJ7awupRELaixR6e3rZ3NjAaDCwu7NDMBj8xuYGvU5HQ10ddTU1TE1OYtDrmZyYpLy0lOqqajRqDc6LCxwOB6enpxwdHXF4eMiG2YxSqWRrawun08nJyQlajQajwcD5+TnxeJxQMMj+/j4ajQatRsO6Vsve3t71xdfjwag3sGEy4ff58Pl87OzsYNDr0et01+vu7hG8qUp3Op1sb22h1WjQarUcHh4SCoWIRCJYrVb2Dw7Y29vDoNdj0Oux3wSmN/ddo1ZTW11NQ10dszMzGPQGFDI5WRmZNDc2cXZ6ht/nw2Q0sra6yubGRjKM2Gw2dnZ22NjYYGNjg62tLfZ2d9na3ES3vs7mxgYXFxfJZoKTkxNUSiWLCwuYjEZcLhexWAy/34/NZmN3ZweNRoNGrWZ7e/s6cNwErZ2dHVRKJbr1dQ4PDnB7PJyfO5idmaG6qoqBvj6Ojo5wnJ9zenqK5ybsbJjNrCwtoVGrsVgsxG6aD17b3d1F0tqKpK0NlVKJyWhkWKGguLCQuppaDHo929vbDPT10dTYyOjICNubW/j9fuJfE2hdLhctTc3k5+Si1WiA6zA5NzvL0ydP+OmPfkxeTi5bm5tsbGyQk5VFYX4+er2eIYWClOcvGOzv5+z0lNmZGVKfP+eDd9+jpKgYg8FA5EtNkgCrK6u8TE2jrKSEne1t/H4/gZtAtzA/z8vUNHKzslCrVNhsNjweD8FgELVazfOnT/nB//hrPv3oY2anp3G7XExOTJCTlc3oyHCyqWp2Zob0lFQqyys42N/H5/NhNBgoKSoiJyuLtdXV6xokq42Gunq+ePSY0ZFRNjc2KC4s4vHnj5ifm8PlcuF0OpPB2e1yMTM9TUZaOh+89x65OTksLy0RiXw1vAuCIPy+3lrH1HA4zNTkJF98/oiP3n+fivJyFhcWWF9fRzY4SE5WFukpqcgHBjGbTEja2njy+SMqKyqvLyINjbRLpWg1Wtwu19cGEY1aTV11NR1SKWaTidObi0FeTg6Z6S9RyOVsbW2xubnJwtxcsoq5XSqluamJqopKqioq6OrsZKC/n+rKSqQSCcfHx2xublKQl0fqixQ6pFJamppoamhkXXt90W6XSpAPyrBZraxrtZQUF1NeWoa0rY2K8nJampoxGgzYbFbMZjNqlYqZ6Wnq6+qQtLayvb3NyfEJQwoFLU3NdHd10drcQlNjI2Mjo+zv7d2qzVhdWaGmqoruri42NzewWCyMjY7xMjWN7IwsxkZHWVtdZWR4mK7OTvr7+pidmWFxcRG5TEZ9bR211TWMjY6yurJCT1c3tdU1DCkUbG9v3wSVbaanphjo76e3p4ee7u7rbfX2sjA3z7pWy5BCQW11Ne0SCf19fTQ1NDAyPMKF4zrsLS4uMj42xsTYGF2dnchlcoxGEysrKzQ1NNDV0cG6VovBYECtVrO1ucne7i5qlYr+3l6aGxqRDw6ytbmJz+dL7v/W1hbNjY3XF/2zM2xWK0MKBZkZGdTX1mK1WgmFQiwtLiKTydBqNPjf+PxvPeFdLpoaGsnPyWFdqyUSDnN0dMTE+DhVFRV89MGHPHvyBco1JXa7ncGBAQry8igrLSU9LY3srCw0muug29fTS+qLF1RVVNLd1YlcJmNjY+Mr/VGWl5d5eO8+H3/wIfLBQS5uatISiQTTU1M8uHePD99/nw6pFL1Ox9npKW63G6PRSE11Ne/87Of89Mc/prW5heOjI0ZHRsjOzGJ6auo3x2pzk5LCIro7uwhHwkQjERaXlqgoL6ettfVWE97I0DAv09KRDQ6yrtVSXFDIe7/6NZWvKjDoDcnyR8IRVpaW6WxvRzYwQH1tLV88eYKkpRWf95uPsyAIwu/irY6OMZtMlJWU8t6vfk1GWjrrWi2BQACtRkNdTQ2V5a9YmJ/nYH+fdqmUp4+f0NzYyMT4OC1NzVSUlzPY38/u7u7XVvca9Hrqa2spKymhQypFNjiIbHCQvp5e2iVSOtrbGR0ZYXpqCmlrK8WFhdRUV9Pb20tvTw+52Tl89vHH1NfWMjE+TtqLFB7ef4BarUalVPLR+x/w6Ucfo5DL6WzvoLiwiNGRUYYUCu59+in5uXns7e4yMjTMr37xS9JT0xjo7+dVaRkFeflMjI+zubGBWq1mbnYWSWsrH3/4IZ8/eMDc7Cwateb67jQzi76bMtVUVdFY38Dc7CzON46tRq2mpqqK8tIyOts7kA0OopDL6e/to7G+gZKiYspKSqmqrKSosJCC/Hxqqqupr6ujuLCQ9JRUSouKk7UbdTW13PvsM0oKi1CpVFitVmampynIy6OupobFhQVWV1bo7ekhIz2d0qJihhQKmhobyc3OZqCvj7GRUTLTX1JWUsrR4RE2mw25XIakrY362loe3n9A2osU5mbnUKvVtDY309rczOT4OEMKBbLBQcGjyCIAACAASURBVNQqFWazmfGxMYry83l0/wHZGZmMjozc6qext7dH200t2vDQEMOKITra2+ns7GR1ZQWXy4XNamVifJye7m6Wl5Y4/xf6m7jdblqbWygpKsJkNHJ+EzSqKq/D6f3P7vHBu+/R1dmFzWbj9NRCW0sLv37nHe59+imjIyN4vV4O9vcpKSziwb17NDU0UFdTQ+rzFwz09xP7Um3I0dERne0d5GRlUVZSQn9fHzqdDpvNzuzMDA/vP+AX//wzqioqrvuk7Oxwfn7O5uYmfb295GZlkZGejrStjenJaepqasnKyGRuZjb5HetaLQW5ebRLpMlaQIVcTrtUmqzheG1tZZWGujpGhofZ3NhgbmaWuppaigoKqa2qZnpqmnO7HY/bQ3NjE08fP6azo4Omxkbe+cUvyM7IxHJiQRAE4Q/1VkOI3W5ncnycgrw8yktKMej1RKNR9vb2GBwYoKujA6PRiMPhoLe7h5zMrOQ/SINOn7wTX19f/9r+IWazmeqqKr549JiUZ88pLixiZHiYg4MDdnZ2GBkeRi6TMTk+TmtzM5UVFYyPjXF0eMjh4SHyQRnlpaXMzc6yv7dHWUkpD+8/YHV1FZPRRF5ODjVV1RweHGA0GOnp7mZ8bJyO9nY+fP99CvLy2dvdY1gxxCcffkRrcwuWkxOWl5bokLYzPjaGcm2N+bk5FHI5ZaWl/PJnP+ezTz5lYnyc+bl58nNyaaxr4OjoiLPTM6YmJmiXSBn/UqdT3fo6FeXlfPHoManPX1BaXMz09DQnJycszi+QnpLK5/cfUFxQSFlJSfKut7mxkdKSYipfvWJibAy73Y7H42Fmepqc7GxSn7+gp6sLo9FIb3cPL54+o7en57pvTjiMbn2d/JxcsjMzkctkKGQy+m/C4fbWNhVl5VSUlbO3t8fh4SFSiZRXZWXk5eTwy5/9nAf37jM1OYVGo6bljRAyPDSEQi5Ho1aj1Whol0j54tEjPnj3PZ598ZS+3l6Oj3/T8fHo8JC2lhYy0tLJy8mlovwVgwMDbG9vE4lEuLq64uTkhJGREbq7ulhaXEx2uPzaE97lormxiZLCIswmE9tb2xTm53Pv08/Iycjk8cPP+fD9D8jNzmF1dRW/38/U5CQffXD92vHxMcFgkOmpKZ5/8ZSPPviAvJwcnnz+iJ/86MfUVtcQCASS35dIJIhGo/h8Pg4PDxkfGyMjPZ2U5y8YGxtjcXGRgrx8SoqK2d7aInTTNyoQCGA0GpG0tdHU0MDkxATjo6OUFBbx0fsf8OLpM5YWFpPfs67RkJ+Ti6S1DYfDgc1mY3h4mIb6ehRy+a3zamF2jldlZfT19nJ6ekooFMLtdmPQGygtLuHTjz6mv6+fw8NDKl9V8ON//EdSn78gIz2dn/74f/H0yRNWl1cIfqnvkCAIwu/rrYYQt9uNcm2N2upqaqqqkyHk4OCAwYEBpBIJRoMBt9tNf28fudk5qJRKEokEx0dH17UPnR2sLC/jcrmSQ2LfHNKp1+morKgg62UGTQ2NTE1OcXR0RDwe5/z8nLHRUQYHBpgYG6O5sZHqqioW5+fxer3JtvPG+vrr9nerlaqKSj5/8JDVlVV02nVSnj/nVVk5J8fHaDUamhsbGRkeprenh48//JD83Dx2d3YZkiv47KOP6e3uIRAIYDabkMtkTIyP0dnRQWlRMQP9/SwuLFBcUMjzp08ZGx1janKKnMwsJK1t+Hw+wpEIK8vLdHZ0MDI8fKtzo1qlory0lOzMTFqampmbmeH09JSrqyvWtVqyMzLJTH/J6PAwRoOene1ttre3GR8bo7LiFTVVVSwtLuLxeLhKJHA4HKytrl6Hit5eOtrbSUtJ4f6nnyEbHEwOO31dRZ+fm4tCLmdsdJSJiQns5+ecWk6praqmpKgIjUaDcm2Nhrp6+vv6GB4a4vHDz/n4w48YHRlFpVLS1NhIc0MDUxMTjI2OJpvGZAMDjAwPI2ltJS83l5ysbHq6u9nb20vu//7uLk0NDRQXFt7UdCxzcHBwayj40dERCoWCzo4OFhcWsFgshEKhZGfcLzeNWK1WKspfkZGWjlqlYl2rJSsjk4y0dGanpllaXKS/r4/UFy+orKjg+OgYjVpN6osXtDQ1c+FwoNfpqKqopPJVBSMjI6wsL9Pa3MLjhw+pfPWK/b09ojchKRAI3OoEfHx0RF5ODr/65Tt0tLezuLhIWUkpzY1NBN8IL7FYDN1N/6furi4ODg5Qrq7y6MFD/tv/8//y2UcfMz87l1xfo1aTnZFJU0MjTqeTUCjEytIyGekvycrMRKfTAeBxu2lraeHz+w9oa21N9ocCiMditEuk/N3f/pDUFynMzc3R0txMVkYG/X19zM3O0tLUTFFBAa1NzZgMxt9ruLUgCMKXvdUQ4vF4WNdq6Whvp6Ojg63NTeLxOHabjeGhIaqrqpgYH2d/fx/5oIzqyip06+tEo1GODg+ZnppieGiIlaUl9nZ3OT4+5uzs7FY/CbPJhFQiSdaqvHk3ZrVamZ2ZYWpyksWFBfp6epBKJMlOeRdOJ4sLC3R2dKBbX8dmtSJpbSM/Nw+DwYBGpebep5/x4NPPkMsG6eropLKigsWFBVaWl8nLzqG2uobDg+vhnC/T0hmSK/B4PGxsmJmanGR5aZHOjg6yMzLpbO9ArVbT2d5OVUUFK8srrCwvU11ZRX9fHy6XC7/fj0qpRCGXMz83h+P8PLk/uvV1JK2t9HZ3s7GxcWskz/7eHgqZnJ7OLubn5jCbjFhuRjusa7V0dnQgaW1ldXUVt9tNLBbDarWiUqmYnppCPjhIu0RCdWUlNVVV14FpcZHFhQUUcjndnV0MDw2xvLTE9NQUszMzN80Tp7RLpTQ2NKDT6VhcWKCmqprBgQEWFxYoLS4hKyOThfkFDHo9PT099Pb0sLy0xOLCAoMDA7S2tNB502wmlw3S3NREQ309Y6Ojt2pCDg4O6O3uZrC/n6PDQxJ8tZ/Q2dkZMzMzDA8NoVaprmuXzs7Y293l4ODg1vnhdDqZn5ujIC+fwvwClpeWrs9XaTsTY+PEY/HkepWvKsjPzcVsNLG1uUVTYyPjY9dDW8fHxigrKWVhbj5ZopPjYxRyGV0dHaytrCRHkPj9fra3t1leXkapVLK2ukpLczOVr16xvLR0EzSvm/KWFhfZ3dnBYrHgcDjY3Nigr6eH0ZERHI5zjg4Pqaut5YN33+PFs9s1ISajkaqKCro7u/DdDJM/OTmhtrqG9NQ0eru70Wo0zExPU11ZSUlRMbMzM1w4LtjY2GB1eRn9+jp9Pb28eP6c3JwcBgcGrmv2lMpkXx3nxQVymYyK8nJmpqZ/73l+BEEQ3vRWQ0gwFOL4+Ji1tTXW1tawnp0lJ2rS63RIpVIG+vtZ12pZXFhgdmYGi8XC5eUlFxcXbG1uYtDrMRquR6GYzWYO9vcJvDH/wtnpKWurq6iUSk5PT4m+0Wzj9XjY3tpiY2ODnZ0dNGo1qysr7O/vX98ZBwLs7uygXFvj5PgYr9fLyvIy42NjnJ2dYTQYSX2Rwgfvvkd5WRnSNgmjo6OcWixYb/oezM3OcuG4LqtCJkev0xEKhbCenWE2m9nd3cVkMjEzPX3T8fQ3zRGHh4fXczzMzqLVaAgEAoTDYQ4ODtDrdNcjJ97oWHl8fMzK8jJqtRqr1XrrH34sFsPlcqFSKuns6KC2pob+3l7WtVq2t7ZQrq2xtrrK4eEhsViMYDDI2toaDfX1VLy6btbY2tjA6XRydHTE9PT0rfd2dnZwud1YLBZMRuN1p9Gbob2rq6usra7icDjY2d6ms6OD+ro62qVS2qXXzUoHBwdYLBbUajVqtZrd3V12trcxm0xsbm6yurJCV0cHNVVVtLW2MjoygsloxOPxJPfR4XCgUatZ12pxfs2cLx6Ph62tLYxGI4cHB5ydnXFwcIBufZ0Ns/nW3B16vR6pREJTQwOjo6MYDAZ2dnYwm82cnp4m1wuFQkxPTzM8NMSpxYLNamNxcRGzyYTH40G3vs7o6CgH+/vJz4TDYQ4PD1EqlWjU6mSz0NXVFXu7u/T19fGqvJyGujqGFArMN2U7PDyku7OT/NxcqiorkbS2Mj42xu7uLlarFb1Oh16vx+f1Eo/HOTw4YHhoiL7eXjbM5uT3v+6grVIqCd+E9ngszt7uLhNjY7Q2N1Px6hV1tbXJsr+e6GxxYSE54qy7q4vJiQlmpqdZmJvDZDRycXFxq6O40WhEJpOhUatFTYggCH+QtxpCXs/+6HK5cLlcydktAbxe73VzwdYW1rMz7DYbFw5HcvbGaDRKwO+/vtC5XFw4HJyfn+N2u29Vv4fD4etZMm+aa978JxiPxa634fMlZxl1uVwEg8HrGTAvL5PV469nhXS5XJyfnxOJRNCt60hPTSP1xQsmJybZMJuvL/43M2ReOBxcXDiu5xG5Gbrq9XqvZ7a8mYckEAgQCofwuN1sb2+jUioxGgzYbTbC4TDBYICLi4vkENerq6vkxeDLM32+PpZut5vQ18xW6Xa5MOj1LC4soNVoODk5uZ499PXnbi5I0WiUw8NDVldWWFpaYnd399ZxPT09RaVUsvyl96I383m8btp4HX5elz8QCLC7u4tGo0G3vs7u7i4XFxeEw2FC4TDuN2bw9Pv9BAOB5DbMJhMqpfI6BFgsyQvta9FoNDlTavRLs4a+9noYsc/nS04o5na7sVmtOByOr+yjTqdja3MTu92Oy+XC6/USCoeIv3kexeM4HA7sdjvhmxlfnU4nPp+PWCyGx+3GZrPdmk/l9Uysbreb8/PzW/1CvB4PZrOZhYUF1lZXOT46Inazn6FQiIP9fVRKJSvLyyjX1pLDpyORCD6fD4/Hc6uPlNvt5uzsNDkx4Ou/iwuHA7fbfTsYJBK4nE6MBgML8/OolMpbnX9fT1amXFtjeWmJrc3N5Dlnf+P8fpPP58NisXDhdP5JzN4rCMK/XuLZMW/Y3dmlq72D8dFRggHR6U4QBEEQvk0ihLwhEokk79oFQRAEQfh2iRAiCIIgCMKd+FZDyOuH1r3NduNvY5uCIAiCIPzxfWsh5PWIF6vV+lYnNfL5fJydneF2u8VDtARBEAThT9i3FkJi0Rjzc3OMDA1zcnLCud3O6vL1022//OTa8/NzFhcWUa6t4fuax6G/ZjIa6e/rY2119dZTa39fV5eX+P0+PG739UPzRKARBEEQhD+qtz5E1+f13ky0tMmr0jJKi4rZMG+wt7uLtE2CQi7/ykPGzCYTBbl5VFdWJecWCQQC2G02zk5PcTqdRKPR5AO/sjIykA0MEI/FCIfDeDweIpEIoVCI8/Nzjo+Pb9XAvB4CHAqF8Pl8OBwOTEYjU5OTyGUylhYXsZycEAwE8Hg82KxWTr/0vYIgCIIgvF1vNYTYrFbm5+YYHBigpbmZp4+fUFRQyNbmJjabjenJSZaXl2/NrwDXtRu5WdlUVVRiPTsjFouxubGBXC5H0tqKbHCQ3Z0dwuEwc7OzZGVkIh+U4bmZf2FxYYHj42OOjo4YGR6m5uYpu3q9Hp/Ph8vlYntrC7VKxeLiImOjo9TX1l0/++PmOSGz0zPs3jySvr+vD6lEwtDQEBtm860nuwqCIAiC8Ha8lRASjUax2WzMzc7S2NBAa2srLc3NPP/iKYX5BWxubnJycoJscJCpyamvDIHdMJspKiikvrYO69kZl5eXHB4esL6+zpBCQVlpKf19fdisVtQqNfk5uVRVVDJzM6vlyPAw+/v72O12NGo1MpmM3p4eRoaHWVxYYHFxkd6enutndDQ1MTU5SV9vLxnp6dz79FNKiopZXVnl9PSUjY0NVEolc7OztLa00NLUhMFg+JYOvyAIgiB8d72VEOJyuVhZWUEqkSCVSFCpVKyvr1NaXEJ+bh4mkwmT0UhpUTGtzS23puYG2N7aoqSomPraOs7OzohEIlhOLVw4HKiUKtJSUinIy7ueEt1oIutlBu/96tdkZ2Qy0N+fnGHS5XZzcnKC0WBkZmqKtpYWqquqaG1pobKigpRnz5G2SbBYLBwcHNDX20tDfT2TExOcn58TDoc5Ojri9PSUo6Mj6mpqefzwc8ZGR7+lwy8IgiAI311vJYTYbh7qJZVImJqcvH6UuNVKU0PjTZ8QMwa9nsK8fJoaGnG73bc+v7mxQXFBIU31DZydnXF6epp8Gm7lqwp++r9+Qsqz52xvb2M2mUl7/oIf/uBvePTgIRNjY8mpwde1Wvp6eqmurKKspJT8vDxKioporK+nqaGB2poa5ufn8fl8yZqZluZm5ubmcHs82Gw2ZIMyJG1tdHV28uTRYz549z1Ghoe/pcMvCIIgCN9dbyWEOG+eTtvW2oqktfW6CWR+npysbHKysjGZTOh1OvKyc6ivrUvWhCQSCdwuF6PDwzy6/4DqykqOj49ZmJ/nxbPn5GZff/5v/+cPeHDvPhtmMzqtlpRnz3l4/z51NbV0d10/7XV2Zob+vj4K8wt4+uQJz58+Iy0lhYK8POpqaq6f3NrRgVarJRAIYLVakctkFBcVIW2TsLe7h0atIe1FKp/ff0BpcTEfvv8B//yTnyAbHPyWfwZBEARB+O55KyEkEolwsL+PbGCA0qJiaquraW1pISsjg+rKKvb29tja3KS+ppae7u7kk03j8eunfLa1tPD0yROkEglnZ2dMT02R+iKF2upqujquayQK8vLZ293FZDRSU12NXCbDaDDS0d5Obk4O7VIpQwoFLc3NVFVWUltTQ211NY319XR3dTHQ349cJkOv1xMMBgkEAijX1q7XrapGrVKzsrJCfm4e+bm5dHd1kZuTy5NHj5ianPyWfwZBEARB+O55KyEkkUgQiUTY39tjdmaG8bEx5mZnmZ2dxWAw4PP5uLi4QKvRsrGxQezmyaaxaJSD/X3mZ2cZHxvDbDYTDAY5PT1lYWGBmelp5mZnGRsbQ6vV4vN6sdvtaLVajo+P8fv8mEwmFubn2djYYHt7m4X5eSbGx1lcWEC5tsb6+jobGxtsbW2xvb2NzWYjHo9zdXV13ZdleZmJ8XHMJjP7e/ssLy8zNTHJ3E2Z5ubmsJycfMs/gyAIgiB897z1eUK8Hg/ndjsXFxfJx7/Dda1HKBQi/MYj2S/jcTweD47zc7xe763HrkciEWw2GyfHx7hcruR2YrEYoVCIeDyenP8jcrPNSCSC3Wbj1HLdqdXn8xEKhYhEIsnlzUeiA3h9PmxWK06nk2AoSCgU4sLh4OTkBLvdTigUEjOzCoIgCMK3QDzAThAEQRCEOyFCiCAIgiAId0KEEEEQBEEQ7oQIIYIgCIIg3AkRQgRBEARBuBMihAiCIAiCcCdECBEEQRAE4U6IECIIgiAIwp0QIUQQBEEQhDshQoggCIIgCHdChBBBEARBEO6ECCGCIAiCINwJEUIEQRAEQbgTIoQIgiAIgnAnRAgRBEEQBOFOiBAiCIIgCMKdECFEEARBEIQ7IUKIIAiCIAh3QoQQQRAEQRDuhAghgiAIgiDcCRFCBEEQBEG4EyKECIIgCIJwJ0QIEQRBEAThTogQIgiCIAjCnRAhRBAEQRCEOyFCiCAIgiAId+KthpBwOIzNauVgf5+TkxPcbjfxePzbK/0du7q6wuVyYbfbCYVCd12cb5S4SuByuTj/Eyjr23R1dUUgEODi4gKXy4XP58Pr9eLz+YjFYsn1/H4/NpsNl9N5J+es3+fDYrHgcDhIJBJfu14ikcDjdmO1WvF5fd+4zcvLS7xeLy6nk2AwyNXV1dsutiAIwh/krYWQRCKB2WSmtbmZvJwcGuvqWV1Zwe128/X/Uv+0BYNBxkZGaWpswqDX/8Hbi0ajOBwOLr6FC6HH7UE2MEBbSys7Ozu/12d9Ph92ux2/3/9Wy/TH4PV6USmV9PX2MjY6im59HbVajU6nw+VyJddTKZXU19UhGxjEZrP90cupXFNSkF9AR3vHNx7neDzO8uISHVIpWrXmG7cZDAZRq1RMT02xs7NDOBx+28UWBEH4g7yVEOLxeDCbzQwODNJQV0drUzOT4xNsmM1cOJ2EIxG8Xi82qxXH+TnBYJBYLJZcrq6uSJAgkUhweXlJAohfXuJxu7FYLFhOTvB6PF8pfCKRIBqNEo1Gb93lxeNxgsEgXq+XC4eDs9NTHA4Hl5eXtz8bieB2uXA4HPj9/lvvw/XF9+z0FJvVisftJhQK3QoHfr8faZuE50+fMdDfz/n5OaFQ6Kvb8XqxWq1fqRmKRqP4vF5cLhdul4vNjQ16e3ro6e7GbDIRjkQACAYCnJ2dcXZ2dusCdXV1RSweIxwO43A4cJyfE41Gb3335eUlfr8fo8FAQV4eOZlZ6G8CUygUwm6zYf3Sdt/k9XiZn5ujXSplfm4et9vN5eUloWAQu91+c0fu5fLm+F9dXRGLxYjH49c1EA4HgUDg1jYj4TAup5Nzu53z8/PksQ2FQlw4HNfH2+u9dazi8TiRaJRgMIjb7cbn831jjYHP58N6dsbuzg5ymYyy4mK6Ojsxm81sb22xvbWF1+tNrj8+Ns7TJ08oLy3DaDBgu/m9vrzNs7MzTk9Pb302Go0QCYchcX0Ox+PxW+fA1dUV0WiUUDhMIBDg/Pwcm9WKz/ebmozx0TF+/ct3yEx/yfHxMeFwmHA4zNWX9jEej7Ou1TKsGGLDbE7+zYRCITweD26Xi8DNuRyJRDCbzaysrHB4eEjk5nwSBEH41+KthBC73c7E+Di1NTW0NDWjXFvD7/f//+zd91OrWZ7n+X9tN/aHNRM9Gxsxs9PTrqq6uqrSm+sNXLz33gokIQsSRhLIgCQkQAgjvJOEHCDhPcJIwHt/gKvNW1nV09N1q25W5/OKyMhIlEg6jx70fM4533Me7u/vuby8ZG9vD5/Xi2d6GtfYGJ5pD5FIhJ2dHdbW1lhfX0+FBq/XSygU4uDggMD6OqMjI1itVmY8Hra3t7m8vExdfK6urvB6vSwuLj5cHO/uODo8JBIO4/P5WFpcZMbjYXJigumpKVZXVjg8PCSRSBCNRhl3uXA6HIyNjjLidLK8vMzZ+TlXV1dsbW6yuLjI2MgI/QYDtiEroWDwg4v8xcUFSrmCV89f0NLUxIjTidvtxufzcXl5ydXVFdvb2ywtLuIaG2N0ZAS/3/94cT7A4/Fgt1pxj4+zsrKCcWCANy9f8ez7J/R0d7O9vc3F+TkbkQgu1xjDdjuLCwvs7u5yenrK1tYWa6trzMzMMDo6ytjoKAvzC+w9hpHDw0MWFxeZnJhA19dHRno6RfkFLC8tcXt7y8bGBp7paSYm3ExNTuL1ejk9O/3gs92IbNBYX883X35FQ109vrU1Dg8O2NzYYG5uDqfDgXt8nM3NTeLxONuxGKurq6yuruLxeHA6HMzPzXFwcMDZ2RnHx8f4fT7GXS7sVit2m40Jt5u1tTXC4TAry8u4x8cZGxvD5/NxcXHB6ckJa2trzM/PMzs7y9jICFOTk8RiMW5ublLnw/39/cN72N5m5nEEwGI2I+vooKGuDuPAAJubm+zs7BCLxT6YlnI6nORl51BWXMKAwYDdZsM9Pk44HObk5ITz83MikQiTExMM2+0P52MsRnRri5lpD6srK1ycn3NwcMDKygp+ny8Vbvf39lhfX2d1bQ2fz8fiwgKTExO43W42Nja4ublhxOnkybff8S4tDcfwMDMeD9NTU8RisQ8Cze3tLet+/0P7t7a4uLjA6/UyOjLCuMvFiNOJa2yMjY0Nzs7OCAQCLCwssL29/cH0k0AgEPwUfJQQcnV1xcrKCq3NLbx6/oLa6moWFxdJJBJcX13h9/uZnJhgxOmkQyqlprKKocFBFubnkXfIUMoVbG5u4l1bQ9TaSqdazerqKktLSxgHBlAplchlMvQ6HctLS6kv0+PjY7QaDW2iNpaXl9nd3cXlcmE2mXAMDzM0OIjZZGLE6UTX10dDbR0Ws4W9vT0GBwdJf/OWutpaOtVq8rJzqKupYXVtjZWVFVRKJT1aLQadjrycXLLeZeAaG/tgxOXs7Iz62jp+/YtfUlleQadaTWlxMTJpB+t+P3Nzc3Sq1PT19NLX00tNZRUKuRyv18v4mIviwkKy3mWgVqnweDwMGPp5+ew533/zLZquLvw+H8Fg8KHnOzCAXCajU61m0GJhbGzs4QIr7aC5qZlOlRpNVxdNDY309vQQWA8w7nJRXVWFqKUFqUTMN19+yfMnT5nxeLi4uGBmZoZhu52hwUHqamqoqqhkdubDIf5IOEJdTQ1f/O4z6mtrWVxYwOf1sjA/j9vtRiGXU1tVjdlowuv14hgeRioWI2lvp0MqpUMqRalQ0G8w4HQ4GB0dRa/T0dbaSn1NLQ319cg7OjCbTExOTDA7O0u/wUB5aSkdEimBQIDlxSUkYgnNTU0oFQpEzS20t4qwDg4SiURSIyaJRILpqSnUCiUKmQyVUomotZXK8nJqqqro6+1lamqKsbExJtxu9vb2Uu10jY6Rl5VD2uvXNNbXI5fJ6JBKEbe1Y9DpWVpcZG1tDcfwMEqF/OE9G410a7RUlJXRpe4kGAwy6Z6gpbkZiViC0+FIBY6BgQH0ej2O4WGmp6Ywm0yUl5UhaRcTCUdwj4/z3Tff8O3XXyNpF9NYX09VRQV2m42joyPuHyc1k8kkBp2eqvIKJicm2NjYoF3URvrbt4haW2lpaqa8tAyTycTS0hI9PT2I29rwTE8Tj8f/1O8LgUAg+Kg+Wk3I9fU1M54ZpBIJ5SWliNvaGLYPs7KyzML8PE6HA5VCwctnz/nit5+hUiqZcLuprqyioqyc1ZVV3OPjZGdm0trcgtfrxePxIG5ro7S4mNzsbMrLyrBZrake7OnpKT3d3TQ2NGCzWhkaGqS+thaVQsHszAwjIyOolEoUcjnlJaV8/fmXiNva2dzcpK+nl2+/+pr2tjZsViuZ6e/IysjA7XZjMVtIf5tGdWUVapWKp98/4esvvmTEaLCDLQAAIABJREFU6fygzWdnZzQ3NvH02+/QajQ4HQ7KS0qpq63F6XAgbmvjq88+JzP9HdUVlTz7/glFBQWMOJ10azQ8+/4J+bl5uN1uNjc3mZqYpDC/gML8Aibcbg729wkFg9isVpoaGsnJyqIwv4A2kQiNRoNKoaC1uZkOqRTX2BiO4WGKCwspKijENmTDODBA9ePF1zE8TF52Dhlp6czNznJ2dobL5UoFl9/9y2/48rPPsdvsPzpBFDI5796moe3qYjsWY2tzk8mJCXq6u8nOzOS7r7+htbkFp9OJWqWiqrISmVSKxWzGYjYjl8loqK9HKZfTo334vNLfvOX1i5eUFBXRqVIxMuLEPT6OdWiIqooKfv3LX5GdmcnU1BR2q42C3Dwa6uqx22z06w2I29pQKZVMT02lLq7xeByVUknWuww6VSpmZmZwOp3IpFLqa2tRK5UMWSz09vSkRkXeG3WOkJeTQ1F+ASajkenpafQ6HW9fvaYovwD3+DgLCwso5QrysrLJzcqiubGR1pYWigsKkUokuFwuujVaMtPf8e5tGjVV1UjaxXRrtVjMZhwOB8N2O2aTifraWv7p7/+B1y9esrjwMFr17OkTMtLTMZvMKBUKyktL6dZqCYVCqeCdSCRobW7hmy++xGwy4V1bIzc7m68+/xytRoNBr6e6qgqNpgvr0BAVZWXkZGRiGxr60bSYQCAQfGofJYS8n/NOJhLE43HGRkapr62lrKSU9rY2erq76TcY6BBLePHkKZ//9nfIZTLm5+fp0WppaWrGZDTSo+2murIKXW8vq6urDNvtNNTWUVJUTEFuLsVFRZhNptSXaSKRwOv1MjQ4iFqpJD8vjxdPn9Gj7WZnZ4fJyUka6utprK+npLCIr7/4knZRG5ubm9isNkqLSxhxOAmHw7S1iqiqqMTtcqHX6Xn1/AWZ7zJoF4koKymlubGR9fX1D9p9dnZGh0RCQW4e09NTRLe2UCuVtLe1YTaZKC0q5m//y3/l2fdPaG1qpqG2jk6ViumpKbRdXeRmZdOj7X6oibm/x+/3U1FWTmN9A9GtrVT7ert7qCgrI/1tGgW5eYhaW+nq7KSrs5O+3l6mp6Y4Pz9nc2OD5sZG8nJy6evpxWwy0d2txe/zEYvFaGtppaSwkKWFhymbgf5+RC2t1FRV8/lvfsc3X32FY9jxQRsTiQQ92m7ysnOw22zc3NywtbHJ0KAFhUxGdlYWz75/QnNjE2aTCZlUSltrK+7xcQ4ODtja2sJiNtNQV4ekvR1NZxc1VdW8ev6CtNdvUMhkLMzPs7i48PB+tVqqKir47De/JScrC5fLxYChn8K8fPr1hodaj+1tLGYzapUKp8ORqq04Pz9H1NpK+pu3jDidJJNJ9vf3MQ4M0Fhfj0Imwzo4iF6nw2wysbW1lWqn3WYjNzub5sYmQqEQNzc3LC4skJGeztvXbxi0WHCNjdHS2ERm2juyMzJpbGigt/fhOPf19tIuElFdWUVxQSEZaek8+/4Jz588RdIuZu1xKqbfYECtUlFTVc0//t3f8+LZcxbmF5hwu3n98iWN9Q1sb2/j9a7RrdWg7+tjZXk5FbSSySTtojaefPsdFrMF79oahfn5ZGdksra6yvZ2DLPJhNE4wEB/PyVFRRTk5DFst3P6WGdze3v7r9bTCAQCwV/KRwkh7y+A+/v73NzcEAoG0fX2UltdTea7DF49f4G4rZ3pySk0nV28S0tDLpMRCARYXVlBIZOTkZ5OTlY2aqUKu9WG5bHHqtVo0Ot0yDs6qKmuZsBg4OwHRYHX19csLi5SXVnFb/751zz97vuHC8zmJvo+HSWFRfQbDBiNRjLS02lpaiYSiTBsH6ayvAK3a5xoNIpUIqWmqgq3y4XFbCEz/R3Pnzylvq4uNQ0U/72lracnpzTW1/Py+QtGnE78Ph8NdXXU1dSkRkKeff+EdlEb3rU1wqEQ27EY+/v79BsMFOTmoe/TpZ4vsL5OWUkpjfUNbG5sENvexmg00qXuRNuloUMqpU0kQv441dDV2YlBr2dhfp6bRILtWIzW5maKC4uwmMwPIaO5Bc/UNMFgkJKiYl49f45naprV1VVqq2sQt7czNjpGVXkFz588wWa1fdDGZDKJWqUi7c1b7DYbh4eHWExmOsRinA4n/QYD1ZWVdEilmE0mpGJxavj//Pyc/f19bFYr9bW11NXUIG5rp76ujtLiYhrr65lwu9nd3cVsNFFaXIKxv59J9wQVZeWUlZTicrnQ63QU5uVjNpq4ubnh6OgIm9VKp1qNY3g4VSR6cXFBh0RCdmYWw3Y7e3t7zMx4kIjF1FRVoVIosFmtfzCEOIaHycnMSr3mxsYGk2435aWlvH31muamJvoNhocQoVTR2tKCuL0dh8NBIBCgr7eXr7/4kifffkdjXT3lpWV88+VX/Muv/pm2FhFbm5tMuN2UFZfQo+3G7XKTk5VN2pu3zM/N4R4f5/XLV7Q0NXN4eEg4HELX15s6994H72QyibitnafffZ8KIUUFBeRl5xBYX+fo6BCb1YrZbKLfYHgYGcsvwOlwsLW1RSgUIhqLCStlBALBT8JHCyFrq6u4xsYehssNBnR9fZge58zramqRtIux22xoNRrqamoY6O/n8PCQq6srBi0W/vkXv+Tbr7/G7XYTDAYYGx1FpVTSIZU+rBjRalEqFIyNjBD/vWHlYDBIeWkZX3/xJXU1taysLLO7s8OAoZ+K0jI0XRoGHnvD/QYDu7u7TE5MIpVImJ2ZZXt7G11vH0q5nLnZWaxDQxTm5VOQl4dCLkfX24djeJhAIMDFxUWqF3kZv6RHqyUnO/uhl9/V9VAbolIRDAQe5uS1WvQ6HS7XGFOTk0TCYc7Pz5mcnKSttRXr0FCqzmR3Z4fe7m7aRCKMA0bGxsYYfAxjSqUCpUKBVqvBODCAxWxm0GLBMTzM6upqao8WbVcXKoWS5eVlxl2uxxEAOTqdjvycXMpLS1lbXWNtdY26mhqaGh+msqRiCXU1NT+qCUne3jJosVBeVoZWo8HtdtOt0SKTSDENGFMB0WQ04h4fx6DT0dfTw9LiIqenp+zv7zM1OYlKoaCxoeGheLmjg26tFqPRyOjICMN2O6KWVsqKS+jr6cFus9Hc1IRULGFhYYERh5P2VhGjzhEuLy85PDx8nDYzp+pb4GG10dTEBEq5gi61mr7eXuRyGa0tLcikUoYsFqYmJ3E4HLhcLnZ3d1PtnJuZoamhkdrqGtRKJZquLjRqNX09Peh1Onp7eujWaNB2dT081tWFrq+PpaUlzs/PGbbbefH8Ofm5eQxaLAz0D1BTVU1+bh4GnZ79/X0809NUlpUjk3YwNDhEdWUV9XV1rPv9LMzPU1VZiaazi8PDQzY2Itis1lTIeR8abm9v6evto6ykhHHXOOFQiPa2NpobmwiHQhweHuB2uVKF0JL2djokUubmZpmdmaXrsabo4ODg3/2lIRAIBB/LRwkhiUSCWCzG6MgI8o4Ompua0Ot0BNbXuXhcXjridKJWKpG0t9NvMLC6skIikeD29haXy8U3X31NRno6kUiE+/v7VG9X3N6OXCbDODDwsApjY+NHVf7r6+uUl5SSnZmJY9jB5eXDEmCfz4eurw9ZRwedajVDg4NEwmEuLy+JRCJMT00RjUY5OztjeWmJudlZNjY2sJjM5GRmUV1RSadaTVFBIdkZmZiMRg4ODlIh5O7ujlAw+FggKkUqkWDQ6/F5vVxfX3N3f89GJMKgxUKbSISotRWnw8He3h7RaJSpyUnW/f5UCEkmk0S3trDbbKgUCkZHRtjY2MDtdqcKPN+vkPH7fPh9PgLr6+zu7pJIJDg9PX2Y2lhY4PRxWbB1aAiVUolaraZbo2F6auph6fLBAU6HA4VcjkKhoKe7G/e4m/39/Q+O7f1jGxzDw+j1euw2W6rnrunqQtbRgcVsZmV5mUgkwurKCkuLi2xvb3N1fc3FxQXRrS0809N0a7W0trTQ3tZGV2fnw383NVNaXIy8owOnw8FAfz9SsRi5TMbY2BixWIxQMMjkxATBQIDE45RfJBLB5/US3dr6YMVSPB7Hu7aGrq8PqURCb09Pqhh03e9nc3OTQCBA+DEMvheLxRgfH8dus2E2mZDLZPR2d+P3+bi8umJnZ4cRpzNV8GqzWpmbnWV3d5dkMkk4FMJkMjE6Oko0GmVjY4MZj4ex0VG8Xi/xeJyDgwPGRkdRq1RI2tuRSiSMjIxwdHSU+htZmJ8nHo9zcnzMut9PIBDg4OAgdc7f3d2xtLTEsN1OOBzm6OjoYaXN+DhHR0cPxyYcJhwKEQwGmZqcZG5ujp2dbcZd41RXVqKUKz7JXigCgUDw+z5KCLm/v+f6+pq9vT0C6+t419aIRqMf7EtwfHxMKBgkEAg87KfxuIPj8fExdquN/JxcWptbUhfB+/t79vf3CQaDhEKhh70jTk4+WJL53urKCtkZmeRmZeNd9aZ+fnV1xe7uLqFgkHA4nFqe+/79np+fc3Nzw+3tLfF4nIuLC66vr7FbbaS9fsObl68oKSziyXffk5GWzujI6I+GsROJBEdHRw9f+o9t+2G7b29v2d3Zwbu2xurqKrHHofCbxA3n5+dcXV1+0J67uzsODw8JhYLs7e2RSCQejl0oRCQS4eDggIvHZcRXj8uA37fp9vaWi4sLLuPx1H4Vh4eHRCIRwuEwOzs7qZ0zk8kkJ8fHbGxsEAwEiEajf3CvlPdtPDk5IRaLsbOzw8X5Oaenp0QikVSb44/H7vLykng8zs3j/i+3t7ckbm44OTnB5XLR3NREXnYOme/ekZuVRUFuHo319bjd4w87gcZi+P1+IpFI6vO+vr7i/OyMq6sr7u/vubu7S73W7+8RA3BzfU0sGiXw2K7jo6PHY33F9c3Nw7+vrz9oa+LmhrOzs4cdcHd2CIVCbG1tffBZHh4eEg6FiITDD8tvf7Dr6vX1NcfHx6ljmEwmuby8TL3u3d0dd7e3nJ2dsrGxgd/ve2jj6Sm3t7fc3NxwenrKxcVF6vP5/c/3vXg8zsnJCdfX1ySTSc7Pzjg7OyOZTKaOzfXVNVdXV5yfn6f25fF5H0K50+n8YI8SgUAg+FQ+6b1j7u7uODk5YXlxCefwMHOzc/+uCv5YNIqut5cBQz+HB3/6e1tfX6evpweFTE63RoNaqWLIMsj29vaf/Nw/Z7FYjJGRkYf6FokUhUzOgKGfudlZDn+we6ngz+P87IytzU329/eFLdwFAsFPwie/gd37HnwymeTu31m1/351zu/3GP+93j/f9fU1N9fXDyt/kklhRcGf6P3ozM3NDdePoxHvp+QEfxn3j7u6CgQCwU/BJw8hAoFAIBAIfp6EECIQCAQCgeCTEEKIQCAQCASCT0IIIQKBQCAQCD4JIYQIBAKBQCD4JIQQIhAIBAKB4JMQQohAIBAIBIJPQgghAoFAIBAIPgkhhAj+w3u/1fvd3V1qs67/mU27Pvj9P/N7FQgEgp8TIYQI/sO6vr5mb3eXYCCQuj/OwcEBBwcHHB4dcXl5+W/avvzo8JC11dXUDRkFAoFA8HEIIUTwH879/f3D3XS9XkxGI91dGqxDQywuLhIIBAgGg0TCYY6Pj/9NzxcOhdF2dWHQ64lFo3/mdy8QCAQ/Hx8thPzwHjA3Nzepu9O+H/J+f9+QRCKRul/IDx+7Td6mfi+RSHCb/PFzvff+dd7/c/vvvOeM4K/b+2mS29vbD0Y0kskkGxsbGHR6SoqKqKmqwmazEggECIfDLC8vs7y0xO7uburOs4lEInWPoPdTL7e3tyQSCcZd45QUFdHc2ITf5+Mmkfjw/Es+vv49P3o/vz8V9P7xh99L/ujnwo3lBALBz8lHCSGJRILtWAz3+Dhd6k5ampqQiiUYBwbw+/1cX19zcHCA0+FArVSi7erCYjKxuLj4cKv5cAS9TkdDXR2ilha61J3o+vrQdmkQt7XT2tyCzWrl6PCIeDzO8tISdpuNvt5eZNIOjP0DRLe2/vxHS/CTcnl1RSAQwD0+ztrqKolEAoDEzQ1+vx9NVxelJSWolCpisRiJRILj42OsQ0P0aLtZWV5ha2sLx/AwYlEb7aI2Bi0WlhYXmZuZwWI2oZQrePvqNf/4d39PWUkJy0tLBEMhRpxO+vV6NJ1ddGu0LC4ucnZ6xvLSMsYBI941L5eXl2xEIizMz+Pz+fD7/Xg8HswmEwadjlHnCOFQiOPjY0KhEBMTE6ytrnJzc/OJj6xAIBD8ZXyUEBKPx1lcWEDc1s7b12948/Il+Tm55GRloZDLU3PxZpOJ6opKCvPyycnKQtzezuLiAq4xF29fv+FX//RLMtLTycnM4s2Ll+Rm5ZCXncOzJ0+orqxiceEhtCwsLKDr7aW0qJjPfvNbMtLTmZyYEO7G+jMTj8eZn59Hr9Mx4XanLt63ySShUAitRkNudjYVZWWMOJ2Ew2EikQgdEgmV5RW4xly4x8fJz8nlX371KzLfZaDt0jBst6Po6KC0qJjiwkK++fIr/tt/+a+UFhezsrxMKBRicHCQdpGItFev+frzL1GrVES3ovT19vH65StMA0aOjo6Ympykt6cH69AQBr2Bupoa3r1No6SwCINeTzgc5ujoiOWlJfr7+5lwu7m6uvrER1YgEAj+Mj5KCDk/P2dhfh6lQkFLczMjIyPMemYoKykhIz0dz7SHm5sbYtEoHo8Hg15PQW4eBXl5DNvtOJ1O8rJzqK6sYnp6mm6Nlqx3GWg6u1iYn0fX14e4vR27zcbmxgZHh4eEgkF0Pb1kpKWTk5XFsN0uFA3+zNzd3XF4eEggECAWi6WmMu5ub9nY2EDe0cGvf/FL/tP//n/w9ZdfoVIocQ47aGpooLy0lNGRUcwmEy+ePiPz3TsmJyc5PDxkaWmJttZWWpqamfF4GBoaIutdBjVV1XjX1jg/PycWizE3O0tTfT1ff/4Fba0iNiIRtBoNT7/7nn6DgZOTEzzT0/T19mIbGkKr0VBeWkpRQSFqlYqV5WXi8TiJRIKjoyOCwSCxWIxkMvmJj6xAIBD8ZXyUEHJ2dsbiwgJ9vb3o+vrY3t7m+OiIuppannz3PUODQwSDQRz2YRzDw7hGx6ipqiY7IxOLyczIyAgVZeVoOjs5Ojpi1DlCaXEJI04nl5eXzD8+99CgBevgIKYBI66xMYZtdmqrqikpKsJus3N6evrnP2KCn7xkMkk4HKZTpeL506c8+fY72kVtTLjdLC0s0tbaSnlp6cOUisHAs++fUFNVxcnJCQA+n4+WpiaUcgWnJydsbW3RWN9Au6iNxYUF3ONuBgz9uMfH6dZqefXiBW2tIiLhMN1aLS+fPmdocJCbmxsWFxbo7enBZrUyMz2NZ3qasdExzCYTvd3dOIcd7O/tfeIjJhAIBJ/GRwkhp6enzM3O0tPdTU93N+FwmGg0SmV5BU+/f4LJaMJms5H2+g3v3qYhFUsoyM3j3dt0zCYzI04nZSUlyDs62NraYmhwkML8AmxWK8fHx0xNTdHX18vQ4xD4q+cvKC4oRNTcQvqbt6S9ecugZZCzs7M//xET/GQkEgkODg6IhCPs7e6mpuNubm5YX1+nt6eH2poa+g0G4vE4AOdnZ0jFEooKCrDbbOh1Or77+hvKS0s5PDgAYH19nZamJqorq3AOOzDoDWSkpdPWKmJqcpKmhka+/uJLaiqrqKuu4bPf/Jba6hoi4TBDg4NkpKejkMuZnJhApVBQX1fHQH8/gfV1YtEYM54ZxKI23rx6TW11NT6fj7OzMzYiG+zs7AjTigKB4Gfjo46E6HU69DodkXCYWCxGY309me8yGB0dZdzlIu31G776/AsKcvN4+/I1udk52G12xsfHqa+tRdPZSSwaxW61UV5aimN4mOPjYzweD/0GA8N2O1qNhuKCQvKyc8h+l8nv/uU3vHj20PMUpmN+Pu7v7zk9PcU1NoZMKsVutaZqKZLJJJFIBJPRSJtIhHVoiJvrawAuLi7oVKmpqaxixOnEZDTy9tVr6mpqOTo6AuDw8BC1UkVOZhalhcWkv3nLF7/7DFFLK3Ozs6iVKl4+e/5Qu/TyFX//3/87VRWVbG1tsba2RlNDI8WFReTl5PLkm2/Jzc6h32DAMz3NoMVCe1t7qt6kp7sbv9/PxMQEbS2tDBj6hfNYIBD8bHyUEHJzc8Pe3h5+vx+/38/pyQnn5+fMzswwNjpKLBZje3sbp8NBv96AbcjKkGWQsdFRNiIbRKNRZjye1Hx7JBxmcmKCjUiEq6srtre38fv9RCIR1tfXmZn2MDoywpB5kJ7ubgYtgwSDwdTqCMF/fPf391xeXuL1enE6HCwtLqYKU+/v7zk7OyMYDDI/P08wEEiFkJubG1ZXVvFMTbO5uUkwGMQ57MAz7fkgxHjXvNisVsxGE7reXvp6epmdmWFvd5d1v58Rh5Nhmx3jwACari4m3G7Oz885Pz9naWkRu82GrrcPTWcXdpsNv89HJBxmbnYOp8OJ0+Fgenqa5eVlXC4XapWKdpGIEYdTKEwVCAQ/G8JmZQLBJ3R8fMy4y8XQ4CAry8ucnpwIe94IBIKfDSGECASf0N3dHacnJxwfH6dGawQCgeDnQgghAoFAIBAIPgkhhAgEAoFAIPgkhBAiEAgEAoHgkxBCiEAgEAgEgk9CCCECgUAgEAg+CSGECAQCgUAg+CSEECIQCAQCgeCTEEKIQCAQCASCT0IIIQKBQCAQCD4JIYT8FUomkySSyQ+29767uyOZTHJ7e8vd3d0f/d27+zsSicSPfv/n7u7u7n947AQCgUDwcX30EPJT/BL/n7243N/f/yQv0Pf39xwdHeHzegkFQ1w/3ujs/c+3trbY3t7m7Ozsj7b3/Pwcv89HMBDg6vrHN0pLJpNcX19zdXVF8q/8hoC3t7dcXV5ydXX1P/z8t7e3WV5eZnNz80/+7D/WuZNIJDg9OWFvd5e93V1Ojo+5/sHW7tfX15ycnHB0dMTJyTEXFxef/CaO9/f33N7efvS/n7u7O+LxOIeHhxwfH5O4+f/beXt7y+XlJaenpxwdHnJ0dMTl5WXq8UQiwfnZGYeHhxweHnJ+fk4ymUw9fnV5yeHhIfv7+5ydnn7wmEAg+PP6aCEkmUyyf7DPRiSSuiX6T8HN9TXhUIhgIPDBF9Mfcnt7y/n5Odvb20S3tjg7Pf0Lvct/m+vrazzTHsRt7fT19HL8eJyTySQry8tYh4YYGx0lHA7/0fuQbEQ2UCqUaDUa9vf3P3gsmUyyu7PD8vIyc7OzbEQif9VfyLu7u4yOjjI1Ocn52dm/+v867MNUlJbRrzf8SW2+jMfZ3dlhd3eXi4uLPymUx2Ix9Do95aVlVJSUopDJmHC7OTs74+r6mtmZGRQyGVKxGLVKiUGvZ3l5OXU34U/h+PgYv89HLBr9aM95f3/PyfExToeDqspK2tvaCKwHgIdwEo5EGLbb6dZqkbS10y4SMT42Rjwe5+bmhpWVFYz9/Yjb2mluaGLAYCAcCnF7e8vJyQnu8XHEojbqa2rR9fayvh4gefvXe94LBH9NPkoIubi4YGV5Ga1GS2tzM3qdjkgkwu3tLYlE4vEW5rN4vV5OHy/sNzc3HBwccLC/TzQaxefzEY1GuYzHicVirCwvE4vFuHvsUd3c3HByckIoFGJpcRGf18vh4SF3t7cAnJ2dse73Mzc7y7rfz+npKVdXV6z7/cg6OqiprsZithDd2vqjvcWT42OmJieRy2S0i0TYhobY2tri8PCQSCTCwsICy0tL7O7ukkwkuL+/5/r6moP9fSKRCH6/n1Ao9EEISyaTRMJhZmZmmJ+bIxgIsLu7y+VjD31ra4u52VlmZ2YIBALs7+1xsL9POBRifm6O+bk5YtEoiUSCi3icQcsQWRmZNNU3sLe7Czz09CbcbtQqFQa9npXlZY4OD4lubTE/P8/c3BxbW1skk0mCgSBVFZWUl5QyPzdHJBzG7/NxdHTE7e0tsWiUqclJXKOjqbbu7+8Ti8UIh8PEolHi8fifcs59NPf39yQSCS4vL7m+vv5R79vn9dLc1IRKoWRvb49kMsn29jaLi4vMz82xsbHBzc0N9/f3aLs0fPG7z+iQSEkkEpycnBCNRjk7O+Pk+Bi/38/s7Cw+ny91DieTSU5PT9n/wTlst1qRd8iQSqQMDQ0RCoY4Pj5me3ubleXlD173f2R3d5dBs4XmxiZam5upqqigsrwCp8NBMBCgr6eH0qISpBIJErGY4sJCujo7Ofy9v8+bmxui0SgL8/PMzMywsbHB7Q/C0cnxMYFAgMWFBebn5lhbWyMWi3F6esrF+TmXl5fc3d1xfX3N0dERFxcX3N/dcXV5yebmJstLS3i9XrZjMdxuN431DbS1ivB4POzu7hKPxzk7O+PicQTi6uoq9TzvRzE2NzdZWlrC7/dzfn7+wfu/vb1lIxKhQyzmN7/+NW9evWJ6ehqAq6srTEYjZaWlSNrbkUmllBQV06VWEwgE8ExN0SGR0qlUoenqoqaqmsaGBgYtFibcE1jMFjpVatpFbbS1tiIVi+nt6WVhYYF4PM79/T03Nzd/1WFcIPgp+ygh5ODgAIvZTEb6O7743WeUFBUxNjpKNBrF7/djNpkQiUQo5HJmZ2c5PDzE5/UyNDiIzWrFZDQil8nQ63TMeDxYh4ZQyuVYzGbC4TBnp6dEIhGG7TaUCgVSiQS5TIZtyMp2LMb19TWRcJhBiwWlXE63VsuE200kEmZsdJT0t2/5p3/4B0pLSpnxeP7oiMh2LEa3RsOzJ0/4/He/o762Fs/0ND6fj7HRUTRdXUjFYvofe1KXl5f4fT4Mej1ajYauzk7UKhUTbjenp6dcP47CDA0O0tLURHlpKXKZDM/0NBsbG6ysrDA0OEi7SERFaSkyqZQZjwefz4djeBiFTIZMKsViNuP1etnZ3WXYPkxhfgGtzS3s7+0BDyFkanKSbq0Wk9HI8tLeWUrSAAAgAElEQVQSmxsbeKanUSkUNNbXY9DriUajBNbXaWpooDAvH11fH/0GA2qVisnJSfYfw9T7UOSZnmbc5cI6NIRxYADjwACe6ekfXeQ+lUQiwe7uLoFAgO3tbW4fA+l7K8vLVJSVI25rZ2dnh8vLS2ZmZujWapFKJHRrtfh9PuLxOAOGfr7/9juk7WJisRjzc3M4hocJhUKEQyHMJhNtIhFdnZ3Mz89zdHRENBplemqKQYsFk9GIXqejrqaGZ98/4duvvqamuhr3uJtwOIxnepqe7m7kHR0M9PeztrrKxe9dbH/f3d0dNzc3XMYvOT87w6DX8+blK5oaGhh1jtAhkdLS1MzSwgLjrnGyMzOpKC8nFAx+8Dynp6dMTEyglMuRiMWYTSZCj+fv2dkZ83NzaDUa2kQimhobkYjFWMxm5mZnWVpcJBwKcXV1xc7ODq6xMRYXFjg5Pmbd76evtxepRILZZGJhfj4V5r747HMUcjkLCwus+/3MzsywurLC+dkZW5ubjI2O4vP6uLi4wOf10q3tpkMqxWa1svsYrt9LJpNsbW3R19NDRlo65aVlzM3NAXByckJ9bS1PvvsOi9nM+vo6Go0GuUyG3WZDpVBQU1mFyWhkZmaG3t5eFDI5Br0eUUsr+Xl5aLq6UoHTNTZGWUkpLU3NBAMBLi4u2I7FOD4+/ghnrEAg+H0fJYTE43EWFxcRtbSQm5VNt1bL6vIy1sH3YcLCoMWCXCajp6cHu92OQiantLiYuppaOqRS2tvbqKuppa6mhm6NlqHBQWQdHShkMubm5nA4HORkZVFSVIzZZEIqkVBaUoJtyMre3h7hcBjv6iqrKyv09fbS0tjEuMvF0uIiVRUVvHz2nH6D4WEU44/0ao4OD3HY7ZQWF5ORnk63VsvW5iaxWIz19XXW/X56unvIzclB19dHLBajR9vNi6fPaKirQ9PVRV1tLZ1KFUuLi7hdLnq03TgdDsxmM9mZWZQ9jkDMz82jkMnR63TYbTYqy8opKSxiemqKo6MjvF4vc7OzuMfHUchkiNvamZiYYHRkhPLSMtpaRR+EkOmpKXq6uzEZjczPzxMJh4nFYiwuLqKUy2lubMTpcDDuclFbXU1OVhYdEim9PT2oVSp6e3uxmM0MWiwMDQ4yNDiIrrcXSXs7NVVVNDc2YjGb2YhEuLr6cS3JX9rd3R3n5+esra0xNjrKysrKj0YXlpeWKC8tpV0kYju2zdXVFcFgkPV1PyMOB1XlFagUSrY2Nxm223ny3fdkpKej0+kwG40M22wEg0H2dndZW13FZrXS19vLQH8/w3Y7VqsVhUxGeWkpMmkH4+PjmI1GaqtrqK6spN9gIBQKsb+/z9raKgsLC8x4PHR1dtIhlrC4sPBvbu/pyQkmo5HysjI61WocDgeVFRXkZGVhG7I+hqhvycrIYHlx6YNRodPTU9bW1piZmWF6epp+vQGlQsGw3c7iwgIWsxmlQkG3VotapaJNJELW0UFfby/6vj4mJyY4PT3F7/PRLmpD26VhdXWVocFBGuvq6dZqCUciHB4eMmQZ5PWLl5QWlzDr8RCJRBgbHUUplzM0aGF/b4/5uTlEra047MPs7u5iMhqpLK+g32Bgc3OTy8vLDwLl/f098XicGY+HyrJyqisqmZt9CCFHR0cUFxbxT3//DyjkcjweD+L2dioej5NtaAi9TkdtdTUvnz3n+dOnKOUKVlZWMOj15GZl09vd88E5k/42jYz0d0xNThJ+HMX9GLVCAoHgxz5KCLm/v2d/fx+b1YpCLmd1ZYXDgwNk0g5ev3yJQiZnaHCQDokEhUxGT3c3FWXlvH39hoa6+oeL36CF1uYWSouLGbbZiUQiyDs6yM3OZmhwEOOAkedPn9JQV8/m5iZ2u42CvDyUcgUL8/MP0z1ra0TCYTqkUl6/eInZaCIWjdKpVtNYV08kHP5XD8bF+TnLS0t0qlS0i0TMzsxwk7hhZ3sbn89HLBajq7OLf/7FL6mrrSUQCNDa3MI//+KXD2Fpdha1UoWiQ8aw3Y5KLqe8pJS+nh4GDP28e5tGVXkloWCQ6alpCvLyaG1uwWa1Ul1ZRUVpGasrK8QvL/GurbG2tsbi4iJ1NTWkvXmLcWCAsbExqioq/mgIMT/2+Pw+H9s7O/h9PiTtYrIzMlHIH3qAZSUllBYXM2QZZHlpiQm3m061mvq6OkStrXR1dtLV2UlbayuV5eWUlZSglMtZWVn50WjDp3J/f8/l5SXRrS28a2tEH6ebfsjn9VJTVYVULGY7tv1wIfX72d7exu1y8er5c/Jz8/B5vbjHXXz5+Rf833/zN6S/TcNsMhGNRlMFv0tLS9iGhlArlbQ0NdHS1ESHVEqbSERdbS1DlkH29/cJrK9jHBjAYjETDAZTUzbzs7MP03nLy7Q0NZGRlo7dZvs3tXV7e5t+g+Ghd2+3EVhfJxgM0tPdTVNjI3qdDqlYzPfffEtRQSGrK6sfXDAPDg6YnZlhdnaGlZUVOlVqcrKyUcjkOB0O2kQiigoKkLS30683pEb2FHI5HVIpo6MjXFxc4F1bo7K8Akm7mJWVFUxGI8X5hbSL2lj3r3N9c8P83Bw1lVUYdHpurq+5uLhg0GKhvrYGva6Pg/19ZqY8VJSVMWDoZ3dnB+PAAAV5+SgVCtZW1zg9Pf2DtTQbkQj1tXVUlVcwPzcPwOXlJcYBI9UVlXR1dmLQ66mtrn4IISo1w3Y7/QYD5aWlfPX5F3z95VfIpB0sLy1h0OvJz82lX29Ivcba2hrv0tLJfJfB7OwsOzs7hEIhDg8PhRAiEPwZfLQQcnBwgNlkoqW5manJSWKxGDJpB19/+SU5WVk01tfT3NiIsb8f1+gozQ2N5GRlo+/TEQgEWJifR9fbS1dnJ2urq+zv79OpUlOYX4B1aAi7zUZBbh4dEilbW1u4XGPU19bS1dmJ3WZDLpMhEYvRaDRkZ2by5WefM2DoZ2tzE4VcTkVpGSvLy6n3/H5J6w+/7OIXFywvLaGQyWhqaGByYoKjoyPc4+OolEr0Oh2Fefn8P3/zn6mqqCAYCCCTdvDk2++wDlk5ODhg1Omkr7cXm9WKWqmkMDef3Mxsst9l8PLZc5RyBbu7u8zOzpKVkcGz755QlF9AXnYOHRIJoeBDEa1aqUQiFtPV2Ul2ZhZvXr7GbDIxOjpKRVnZH5yO6enuxmIy4RobY9huZ2hoiC51J69fvuLLzz5H1NpKb08PxfkFNDc2pgpPw+Ew3Vot1ZWVNDc1pULI+zqE9rY2RkdGUq/3U3F3d8fN9TXxePxHNSF3d3fMz81RUliEpL09NRXV29ODXqejXSTiV7/4BZnvMvB6vYy7XPz21//C//a//K88e/IUm9XK4eEh29vbOEdGkIjFlBQVkZ+TS0FeXuq4aLu6GLRYCAWDXF1dEVhfR6/T0dvTw+LCAhcXFwTW1+kQS2isb0Ahl5OVkcGr5y9w2O2p1SR/aEVJMplkb3cXi9lMWUkp4vZ2IuEwyWQyNUWxuLjI1MQkMqmU9DdvaWlqZmNjI/Uc9/f3+H0+xG1t1FRVoZTLqaqoJOtdBr3dPYw4nOTn5vG3//X/5buvv0Em7WDC7WZqcvIh3EgkWMxmYrEYnulpSouLUchkbG1tMTszQ2lRMU+/+562VhF+v58Jt5vS4hLUShXHx8fE43FGnM6Hv1W1mkgkwqhzhML8Anq6uznY32d+bo7Kx9HKuuoa5ufm/mDNjM/rpaKsnOKCQibcbq6vr7m7u+Pk5ITA+jpzs7Po+vqora5GKhYzZBlE0t5OQX4+apUKp9OJprMLiViMWqWirKSUtNdv0PX1cfO4Imx6eprC/ALqamrZ3NxM1bB86lVHAsF/VB8thMTjcfR9OtLT0lEqFCwuLqJSKEl/85bK8nLUSiX9BgPzc3MsLS4iam4hJzML04CRaDTKyvIyAwYDur4+AuvrHO7vo1aqKCooxGa1YjGbefH0GYV5eYw4nchlHWRnZqHr68NqtZL29i3Pnj5FIhaTl5PDZ7/5LXpdHxuRCG2trbx99RqLyczJyQlXV1fEolG8Xm+quBMeCvjW19eRSaUU5uVj7B9gdWX1YSQhMwt5h4yCvDz+8//5f1FWXEzgMYQ8+/4JjmEHZ2dnuMfH0et0qbqWnMwsXjx99jAKUlHJhNv9UJvg8ZD+5i2/+dWvyUhLo66mBpvVSiwawz0+TmFePgV5+UjEYjLS03n1/AUmoxGnw0lJURFNDY0/KkztfgwhBp2Ohrp6WpubkctkpL9N44vPPqeluRmtRkNedg4tTU2p349Go2g1GipKS2mor6dTraZTraa5sZHKsjIkYjGTExOp1Tg/FYlEgp3dXbxeL1tbW6lRmru7O/b39+nt6eG7r7+lobaOjUiEEaeT/NxcWpqaaW1p4Rf/8I+kvXnL6uoajmEHn//2d3zx2WeIWlpQq1R0qtX09vSgUCiorqwkNzub7MxMcrOyKCspobWlhZ7ubkaczlTx8NbWJgP9/bQ0NtGt0bK6ssKw3c67t2m8S0tH3N5O5mMgdTocxOMXBAMBvF7vjwp+Q8EgErGYd2lpVFZUYDaZUnUKiUSC/b09VlZWGHe5aGsV8e5tGjKplIODg9RzxONxRkdHycnKIu31G0QtrVSWV/DuzVuUcgVmo4mcrGz+7r/9LU++/RZNl4ZgMMju7i7jLheN9Q1UVVah6+tD1tHBqxcvaGpoYH19nXA4TJdaTfrbNEqLinHY7fR2d/Pi2XPKS0pZWVnh8vKSubk5KsrKKMovwGg00i4S8dUXX9Lc1MTW5ibhUAilQkH62zRys7MZMBgeitJ/0EG4uDjH6XCQ9voNz548oVurJRqNcv042rL1WCDbqVKTnZFBh0TKwsICUomEb776GnFbG3Ozs5iMRlpbWmhqbKSosJDcrGykEgkjIyNYh4ZQyOXU19YxYOhnb2+Pg4MDgoEA+/v7wkiIQPBn8NGW6N7f3zM2Mkp5WRkdHR14PB7GRkbRPc6h2202xl0u1tfXCQWDDPT3IxVLcLvG2d3dJRgMMu5yMeJ0srW5yenJCcM2OyqlkunpaQb6B/jq8y94+t13dKnVyDo6aG5qYnbmYYi5rqaWgrw8+np7Ucrl1NXWMjU5yd7eHsb+fmqqqtD36VhfX2djY4MRp5O+vj6Wl5ZSbbh73G9jaHCQpvoG+vUGZmdm6VR3Ul9Xj75Ph6yj47EX2c12LMagxUJDXR2zM7OcP07nTE5MMD09jVQs5t3bNBrq6jEODGDQ6xl1OvF6vfRotbx89pzCvHz0Oh16nQ6T0fhQ/2K309jQgKi5BV1fH20iEa0trUxNTbEwv4BapUKv06eK5ZLJJKurq4yOjjI9Pc2Iw4lCJketVGIyDtAhkdLY0IDZbGbE6UQm7UCv06UuVru7uzgdDjRdXeh1Oobtdobtdgx6PZquLkwmE8tLS5yenHz0E/BPcXV1xfr6Oq6xMVZWVlK91UQiwbrf/zASlZdPX08vu7u7TE1O0lBfj0qppLenh6KCQsTt7WxsbDA7M0t9bS293d0sLy2h7+ujoa7uYcWRwYBKqaRDKkUhl6GUy9F0djLQ34/T6UwN2yeTSc7OzpidmUEpk6OQyZicmMDpcFJbU0tjfQP9BgMd0g6kYvFjeNpE26WhU935QUHm3d0dy0tLVFVWkvHuHZ1qNeMuF1OTkw/Lx8/OCAYCD/VGJhPdGi0qpYpxl+uDwut4PI7H46G1uYXGunoMOj19Pb20tT4UinepO2lqbKShvh5NVxcGgwGzycTy8gqBYBB9n46aqmqkEglSiYSqyiq0Wi0+n49IJILT4aBDKqVLpWZ6agqH3U5DXR1NDY24x8c5Oz0lGo3SqVJTXVGJWqVC1NJCQV4+PT09bG5uEgoGMZtMdEikqJRKxsfG2N7eToWQu7s7dra3sZjNlBaXkJudjVKhwLf2MHWztbXF9NQUrrExdL19iFoe6k0ODg7+P/bu+7uR80z0/F+3e/bu7t09Z8O9E7xzPXeuZzyWbVlqdatbUqtzM+ecAwDmnDMJgARJgAgkwIhMEDmDCARA8rs/gMR0S23ZltmS3KrPOTpHbIKFQtVbqOd9632fB+X2Ng319fSIxSwvLTExPs7I8DCLN/Oe5mZnGR8bo7+vj67OTnp7elhdWeHo8BCT0YhMKmVyYoKD/X0hCBEI3oM7TVbmcbtR7+ygUqmwWCwEg0G8Xi8H+/soNjZQKZVYzGYCgQCnp6cYjcb8ctVYLIbX68Xtdud7eh63G5PZjMPhYGlxiaePv+bls+csLiywbzBgtVpJJBL5GfaKjQ22trZycyKMRmKxGOl0GpfTya5Oh0ajwaDXo1GrmZyYYGR4GMMbQQjkvvDOHA5U20p0Wi02mw2T0YROp2NHpUK5vY1Oq8Xr9eaX2B7czIHJZDKEw2EikQgej4ceiYQnj79menIKk9HI1OQkHW1tjI2OUldTw6MHnzM8OIjRaGRmapqmhgZmpqfRajSoVEpU29to1Gp0N0tDb5Mtmc1m7HZ7fsj6+vo6vwzU7/cTCARwOBwc7O+j3tlhR6Xi8PAQt9uNx+PBaDRit9vzia9SqRRutxurxYLdbsftduN2uzk9PcVqseBwOAiFQj9q/ol3yWaz+Hy+/OqY25tWOp3GarGgUirRqNU4nU7S6TShUAiDwYBSqWR7a4vtza18/piA38/hwQFuV24Jsu1mKbjNZsNqtaJRq1EplRwcHGAyGvPHxe12EwgESCaT+SR34XAYw94eKqUSk8mE4/Q099hEqUSr0aDX6zk9PSWRTHBwcEBjfQOdbe24XK78Z7u8vMTj8bCjUrG6soJiY4PtrS3UOzt43LlJtg6Hg63NTeQyGQaDgUAg8M7HUuFwOD/3R7+3h9lszk20XVmhv6+PwYEB1uVy9vZyAe6zp88YGxnNtymVUolKqWRXp8vtu92O/2YZ+e3N//DggEgkwvn5ef54GfR6QsEgqVQKu82W386OSoV+dw+3OzdPx2a1sr21xaZCwfHREdFI5K35PdlsFvfNiqV1uTx/POw2G7FYDLfLhVajYWtzE51Gi9ViyedoicfjWK1WdFotmwoF63I5+wYDoVCIVCpFMpnEbDKxsbGBTCrl8PAwlyDO52NToaC/r4/RkRGOjo5+uIYtEPyM3GkQ8mbmwjeHluPn53huEjhFo9HcuvvLbD7N+PX1dS5t9k3q7Nsv0aurKzI3E/vW5evUVFfT1dmF2WT61gqNq5tEY8FA4FsZQ6+urrhIpXLPjo1GtjY32VQo8jf2b8pms5zHYkSjERKJBJlMJp/bIBIOv/V8OJvNkslkuLq6yn8OyPXGV1ZWblaytDLY3095aRkNdfWsra7dTBAtpbmxieHBQWoqK6mqqGRdLid0k9UxFosSiURIxONkb9Ks385luf35zc94O7fgViqZJBQKEY1GyWQzXN3MP8h84+9v5yXcbvd2O7f/dptx9qfWE7zN4fDNPCGXl5e5/B6RyLduyul0mnAkQjAQyN2obo7X5eVlLkPszWuz2SzpdDrXBjMZYtEo0ZtHeZlM5u3j9I5jk0gkiEQiuYA6nSadTnN+fk4kHM6v/ojGohwcHLC6soJ6Z4fYGwnVrq6uSGcyJBIJopEIgUAAr8eD3+fL/308Hsfr9eLxeIjH4995rC4uLojFYvnAPJ1OY74dgejsoqOtHYlIRGNdPXU1tWysr+fbeTweJ3ZzTX/zmPj9foLBIKlvLHtPJBJEwuH8dXp1eUkiHs8HKrdBxu258vv9hEKhtzLCvnksbo9nNBolHA4TDAbznZVkIpE/PtFo9J3tNH5+nss86/OR+MaxSqfTBIPBfBAH4PP5kEmlLC8vc3J8LCzRFQjek7+J2jG3czWk0jV0Ot07v6j+XJFwGIvZ/NZckPfFcbP0c2R4mF6xGFFXN7I1KT6vLzfhUSpleHCQvt7e3HDx4hIet/u975fgx3d1dUUoFMLj8RC56fn/0EFeMpnEbDSytLCIuFuEuFvE7PQMhj094XD4Jxd0/pCCwWB+RZxAIHh//iaCkNvMmKlUinTmr3skcNuL+yG+YC8vL0mlUvmsm5FIJJ998urq6j9+F4kQfeN3gp+Hb45c/Riy2Wx+lCES/o/6Mz/nAATIZ3sWrkeB4P36mwhCBAKBQCAQfHjuNAi5nVvwQ/Yerq+vyaTTJBLx3EjCn9mzTKVSxM7P/6pHO9+1Tz/FORQ/F9fX1/n8DslkMl8f5l2y2SzJZJJkMvkXPRK5Hcm6nSfxXX93W8U1kUi889r4qVZtFggEgvftTpfoJpNJwjdDun/Nl2oqleL8zwwQbmfOazUaDvb3vzXp7F2ur68xm81sb29js1q/936+a7uZm8mE5+fnXPzEVpP8XGQyGXw+H8aTE44OD3G7XH802VQ4FOLg4IDDgwNCodBbQUI2myUej5NIJL712CSZTGI0GjHo9bjd7u9MZuV2u1FsbKDTar9VtyidTudXVAlF0gQCwc/NnQQht/kR7HY7Jycn3ypA9Ze4vr7m1G5n96by65+SSqXQabV0dXQyMjRM4Bvl6d/l6vqatdU1WltaUKxvfO99/aZsNptfunhqt7+12kHww7mtZTQzPc301BQGvf6PLi+22WxMTUzkyrvbbG8Fz7FYjP39fQ4PD7+1+iQcCrG8tMTo8DD6vb3vrKej1WqpLC9H1N39rVUWkXCY3d1dDHr9n1zhIhAIBB+aOwlCbnue2pu1+Ha7ncvLSyKRCBaLhZPjY5xOZ37i5e1yV4fDwcnxMWZTLnfI7bJHrVabTxCUyWQI3NTkuM0x8mavNJlMsi5fp6igkMb6BqwWC5FILr/B+fl5PrOk8eQEs8lEOBQmnU4zMzVN4avXLC4skMlkCAWDWK1WzCYTNqs1X3X18mbpr8vlxGa1YrFYsNmsOM/O8qnALRZLfumhyWhkR6lEp9FgsVjw+/34/X7OHA6Ojo6wmM1CcHJHbpduhkIhzs/P8wHE+fk5G+vrdHd1IeruRnGT/MrldHJ8dMTh4SEuZ676stFoRNzdzUBfHyaTCb/fj8ftJhKJ4HA4mJubY3lpidA3ssUGAwFGh4dpb21FubVFIBDIVyE2GY35LJvZbBbFhoL79+5RWV5BIBDIbfvUQTQaxeN2s3hTTToUDJK4WW765ucRCASCD9WdBCGXl5cEg0GUSiXzs7McHh4SCATYWF+npqqaooJCesRi1DtqnGdnmIxG1tbW6OrspLKigsb6eqanpjg9PSWZTKJSqejv60Or1eJyupibmaGyvIL2tjZUSuVbvc5kMsnGxgZFBYVUlJWzIV9ne2uLudlZtBoNJycnzExPU15SSnlJKWsrq7hdLmanZygpLGJtdTWf5bKvp4eujg5aW1oY6O/PJzxTKZV0trfT2txMS3MzjfX1iEUiBvv7aairp6mhEYVik9PTU3RaLdK1NWRra6ysrDA/N8fMzMxN1eASGuvq2VQoiPzMl0DehYuLC6xWKyqlkuPj43xwGo/HUWxsIOruRiLOFRPUabW5CrdV1RS8esVQ/wB2ux3jyQk9EglDg4Po9Xo2NjaYmpzEYDBweHjI0NAQkxMT+L8xwub3+RgZGqKzowOVUonVakGhUDA8OERLUzM1FVVMTUzg9XpRbit59PlDqioqMZvNbG1uMtjXz9HhIS6Xi6nJSWZnZvB5vZza7azL5ZwcHwsrMwQCwQfvToKQq6srgsEg6+vr9IjFzExP5/5fIqGooIDy0lIqysooKy6hv7cX6eoq/b291FRX0dfTQ49YTGlxMeNjY3g8Hra3tm4Ck2k2FZs0NzRQXFjE0uIiTqfz7YRcqRQKxQbPnz7j49/+nrrqGpYWFpHL5UxNTtLV0Ul7WyvVlZU8f/KE9pZWVpaX6WzvoPh1AXKpLFdLxuVCp9WiVG7T1dlJcWEhcpkMp9NJV0cHn336Ka03NUVKCouoKCujVyJBLBLT0dbG8NAQc3NzzM7MMD01xeTEBJKbQnhNjY10dnQg6uqmvbWNro5ONjcU36oVIvjLfFcQsqlQIBGL6ZFIkMtkmM1mTk6OWV1ZobmpiY62djY3N1FubyPq6qKhro4eiQSJWMzU5CRWq5WjoyM62nPnzXaTndPlcuG9yTo72N9Pd1cXOzs7uFxOTCYT+j09K8vLlJeUUlNVjU6nY2N9gy8fPuLBvc/o7+tjYmyM2ZkZXC4XNpstn67c5XTicrlQbGxgFIIQgUDwM3BnQYjP52NtdZXG+npqqqpob2ujrbWV/r4+lpeWGOjr5/XLlzTU1TE/N8dAfz/Dw0O4nE4Mej1PvnpMeWkZFouFDfk6JYVFDPYPoFIqGR4YRNwtQqNW4/f535oEeHFxwcb6Oo8+/5z//J/+N/7tf/yKlaVlAv4Aw0NDfPbJp7S3tiGXyRgZGmLoptx3TVU1BS9fIZfK8pMDPW43Xq+XsdFRnj95misYZrFQUVbGH37/MXKZHOPJCZJuER1tbWxtbmI2m9lRqejr7aW+ro7uri5GR0YYHBigpbmZ6spK2pqbkUml+RTYVeUViLq635mtVfDnu7q64vz8nMBNltxb5+fnbwUha6urmM1mfD4fNpuNxYUFBvr7WZifZ3FhgbaWFh49eMC9P3xCTVUVGrWabDaL1WqlobaOhto6Dg4OcDmdqNVq9nZ3USqVSEQiuru6UKvVuFwuzs7O8Hm9mIxGWhobKS4sQrq2xtrqKg/vP+D/+j/+Tz75/ccMDQzkk2CZjEZqq6ppbswVc8tkMvj9fmJ/JPOnQCAQfEjeSxBSUlREXU0NLS0tDA4MIF1bY1OhQLq6hlwqRbq2dlNEaoFwKMS+wcBXX3xJaXEJZrMZ2ZqUkqJi5mZn8fv97O3u0trcTOHr1wwODL5VUj6dTrOxvsGjzz/nf/mf/mf+2z/+Ije07fMxODDAx7/9HU0NjWxvb7OpULCr07G/v4+4WwfnGukAACAASURBVERRQSEb8nX8fj+L8wu0NrfQ19NLUUEBn378B2ZnZrBardRUV/PwwUPUajWnp6f09/bS19vL8fExkUiEo8ND+nt7qarIPTIaGR5moL+fpoYGqquq6BGLMRj0ZDIZ9Ho95SWltLe2/lmTaAV/3Jvp5t8cHTs/P0ehUNDb00OPRMLoyEi+SFlrcwuVZeW0NDUxNzPL4sICrS0tfPbJp/zm335NUUEBio0NLi4usFgs1NfUUl9dy8HBAW6XK19/SKVSIRGJkIjFaDUaNBotg/39SEQiujo6eHj/AV9/9RWrN8UAP79/n//9P/2v/Obffk2PRILT6QTAeHJCdUUlDXX1nDkcAD/4MneBQCD4sdxJEHJ9fY3f72dtdZWWpiY62tro6+mhqqKCksIiBvr72d7aYlenQ6vRIF1bY2hwkMWFBfx+Pxq1ms8+vUfh6wJMJhOryys8f/KUvp5erFZr7sZdWsY//t3f8+LpM6wWS/69U6kUcqmcLx894l9++UtePX/B4MAAYyOjVFVU8OWjL6isqGCwv5/pqSn2dnexWq30SCS8fPacDbkci8VCeUkZ//LLf+bp11/zu48+4h/+698xNDCIxWKhqrKSzz69h0qlwmqxIOrqQiIW5+eMHOzvI+7upqSwkKbGRvr7+pCIxVRXVlJaUoJEJOLw4IDLy0t0Wh2FL1/RVF//VjAl+Mu9+Tjm5OQkv8T1/PwcmUyGqLub7s5OmhsbKXxdwIunz3j85Zf8/jcf8dUXXzA4MMD01BQN9fVUllfQ0tREaXEJdTW1aDQaNBoNZcUlVFVUYjIaiZ+f4/V6cxOdjUYk3d10dXSgUqmYnZnl0YPPefDZZzx78pRf/P0/8Otf/SuzMzPMzc7y+9/+lt/++0d0dXTS1dGJWCTiYH8fw01QWl9bh8PhwOfzod/bw3F6KoyECASCD96djYR4vV7m5+dpbmxkdmYGnUbDQG8flWXl9Ep6kMtk+aHs20BEpVQSiUQ4OTm5Kbed6yHu6nR0tLUzMjyMVpurjtne1s7zp8/o7urK9yIhdyPa29tD1NWNuLubjfV1VpdX6GrvoKOtjf6+PnokErq7uujv60O5vY3FamVhYR5RVzcGvZ6zszO6O7t49vUTWpqbKSsp5fFXX7G0uIjL6WJ4aIiGuvpcJVqXKz+M73A4iMfj2KxWFufn6evtZXJigtWVFZYWFxkZGqK/r4/F+XlsVivZbBaj0UiPSMzk+DiRSOQ9ntoPXyKRYHd3l8mJCba2tvLLcJPJJHt7eywuLOTK3A8P09HWTntbG+1tbZQWFVNTXc3iwgIbGxtMjI2h2NjAZDQyOT5BfU0tMqmUvd1dent6GRka/latoUg4zOrKSn4i9sb6BtWVVVRXVtLe2sbTr7+m8HVuVGVToaCmqpqR4RHOzs5YnF+gtqo6N/fj5IShgUGmJiZxOp0olUraW1uRyWTCaIhAIPjg3UkQcpFKYTaZGBsdpa21lY31dc5jMXxeH/sGA8qtLQx6PT6fj/Pz81w10UiEWCyWz1jpcrnwer2k02ni8Tgetxuf14ff7+f46AiVSoVOq8PhcLyVxOy2XLfP6yUQCJBIJAiHw5w5zvLbNBmNqNVqdnZ2sFqtnJ+fEwqF8Hq8JBIJUqkUNpsNjTrX+93b3cNkMuXL1/v9flxOVz47ZigUInxT8fO2Pkw4FMLn8xEMBIiEw4TDYfx+Pz6fj/BN2fDbhG5er5fgzZJkwfd3eXmZW+bq8RAOh/M37ds2EQ6FCIVC+H0+nE4ner0+PyJ35nDkKwwHbirqZrNZQsEQp6enBG8qGfu8XgJ+f67C7huurq6IRCKEQqF87RWz2YxOo2FHpWJPp+PUbicajRKNRnGeOfNF4cKhMDabjVAoRDKZzFWiDQTw+XwsLy3R1tLCxsaGEIQIBIIP3p0EIS6nk9npaUTd3SwuLHB6evrW78M3N+3vO7wci0aJxWLf++9vb0rRaPRbGSvfet319TuzYwo+DBcXF4TD4fd6ftPp9PfOA+PxeNDpdKjVas7OzoTHMQKB4IN3J0HIqd3O5MQEs7OznDkcQg9OIPgLpVIp/H4/kUhEuH4EAsHPxp0EIclkEq/Hk896KhAI/jK3peOF0Q+BQPBzcqdVdAUCgUAgEAj+XEIQIvhgXV9f/8mRhduJ0KmbukYCgUAg+OEIQYjgg3N9fZ2fIHpb3O5dAcbl5SUWiwXp2hpajeY7Jy0LBAKB4O4JQYjgg3N5eYnf72dXp2NtbQ29Xp/PIfKmi4sL1uVyaqtrGBke5vz8/EfYW4FAIPj5urOMqdlsNpej4zZfRjBIMpnMD4mnUimCwSBOpxOn00nwpmx5IpEgGokSCoUI+AOEbnJqXF1dkUqlCAVzeR58Xi++m/waoZv38Hq9+Vwjt/lGIuEwfp8vl/vhPC4st/2A3baRWCyWb2uQe8RiNpuZnJigsb6eqclJfF4v8XicUCiUywESixEMBlmcX6Dg5Su6OzvxeDwk4gmCwSA+rzefxyObzZJOp/N1atwuFx63J5cvJhzG6/Xi8XiIhMNk0mmurq5IJpNEo9F8WxYIBALBt91JEHLb89zZ2WGgr5+q8gpamprZkMvx+XyEgkF0Gg3dnV08vP+A+5/eo72tDeX2Njs7O8zPztHb00NtdTXNDY1o1Rqi0ShqtZrW5hZqq2uorqyitLiYxvoGJCIRtTU1VJaVMzM1hc1mw+v1YtDrGRsdo6aqioa6ehbnF3C5XMKKnQ9UIpnk4OCA5aUldFptvrBhJp3GZDQyPjpKTVUV/X19aNVqVpeX6Whro7OjHZlUitlsYmVphaLXBbQ2t6DX69lR7SDuFlFZVk5nRwebGwrsdjvGkxOWl5Zobmzi5fMXFBcW0dnWjqiri6qKSooLi5CIRBwfHRGLxdjd3WVhfp6D/X3hMY9AIBD8EXc2EhKLxTDo9fT39PL8yRMef/klLU1NLCzMs7qywtTEBK3Nzfzuo9/yD//lv/LsyROWFxfR6/UoNjYQi0Tc+8Mf+PX/+BXjo2O43W5GR0Z48Ok9iguKqK6s5P6n93h4/wHVlZVUV+WCkubGRlZXV3E4HFgtFibGx3n1/AVfPnxEQ10d29vbRMLh938kBT+4ZCrF4eEhS4uLaDWafBCSzWSwmM3MTE3R1JALWmemp6mrqeXzz+5TX5urDeNyOVlZXqGksIjuzi5MRhNHh0dIRGJePX/B65cv6WhrY3lpCZlUmvv3Fy94/fIVpcUlPP7iSx5/8SXlpWU8f/KMrx59wdzsLKFQCL1ez+zMDAf7+6RSqR/5SAkEAsFP052NhKRSKbweD1qNhrHRUZqbmqiqqKCqooL62lqGh4aQSaWMDA/nfh4c5GB/H7fbjdN5hk6rpba6mj/87vcMDw5xdnbG0MAgRa8L2Fjf4PjoCIlIRF1NTe7L/eAArVZLf28vPWIxh4eHRKNRjg4PmZyYoK21leamJuZuEqgJPkypVIpQKPRWRt1MOo3FbGZ6cpKm+np6xGKWl5YY6Ounoa6OmalpTh0OAsEAS4tLFL0uoLuzizPHGZFwmN3dXRYXFugRi6mrqUHc3c3S4iJTk5OMDA9zdHTEyfEJNVXVlJeWsbe7x4Z8ncKXr+jv6yMWi5G6uMDv95NMJH7kIyQQCAQ/XXcShESjUQwGA2urq8zMzDA0NERXRwfVlZWUl5ZSX1uLWCRicKAf0U0huYP9fdwuF8tLywwNDCKTSunu7OL+vc8YGhzkzHHG6PAI1ZWV7BsO8Pl8udo0LS3IpFJcbjdWq5XRkREa6uoYHxtjY32dxYUFhoeGEHV3097WxvTUFKd2+/s/koKfjNs5IRPj4/m2YbfbcbvcrK6s0FhXT3tbGyqVErlMRllxCZXlFawsLSGXSpmanGR2ZoaRoSEa6uroaGtjaXGRhfl5Fhbm8flyNY3aW9torKvHcXqKYU9PWXEJvT09QuAhEAgEf6Y7CUJCoRByuZymxkaePXnKV198yctnzyksKKC2uhpRVxfNjY08e/KEhw8e0FBXx97uHkcHh1SVV/LxR7+loqycp4+/5p//2y+RiMU4Th0MDQxSUlSEVqPF4XDQ19tLQ309a6urOE5POT4+ZnBggMrycjra2+lob+f1q1c8+vwhT7/+mvKyMibGx3EIIyEfpFQqxandjk6rxWI25+f+ZDIZzGYz42O5+UFDg4MYT06wWa0MDQzw77/6V373m4+Ym51FsaGgtKiY1y9f0SORUFtTw6MHD3j5/DmV5eWUFBXT2tLC/NwcM9PTzExPc3p6isPhoLWpmfraWkxGIyqlkuKCQgYHBoiEw5w5HOzv7+M8O3ur4KJAIBAI/sOdBCGpVIqTkxMGBwZ48fQZD+7d5+Wz59TW1NDZ0UFbSwslRUV88fAhn392n5KiYkaGhpmenKK+to4XT55S9LqAzz+7z29/8xHjY7k5IXMzs7Q2NXOwv4/H42F2Zob+vj52VCp8Ph82m43ZmRl6xGIWFxaYmpikuLCITz/+A189+oLa6hqWl5bwfqMMu+Bv3/X1NZFIhPX1dbo6OlheXMxPAL28vOTs7AyZVEpvTw+jIyPIZTJmp6eprqzi0f0H1FRVo9Fo0Gl1dLS2IerqQrq2hkQs5ouHD/ni4SNKCouoq6lhaHCQdbkcmVSKXCbD4/HgcXsY6h+gr6eHU7sdg15PR2sbqysreDweZqamqKmqZm119XsXtBMIBIIP3Z1NTE0kEpyenqLTalFubaPTajk6OmJjfZ3S4hIeff459bW19Pf2IRaJaG5qoruzi9XlZfS7e+zqdCi3ttje3MLhcJBMJXE5XZiMRiKRCKlUCpfTid1uJxgMcnFxQSKRwOV05lfHuJxO9Ht7bG1usqNScXhwgNvtFiYGfqAuLi44czgw7OmxWa35kZDr62uSySQ+nw+7zYbdbufs7AyzycSubheNWp1vV+FQGLPJjM1mI+D3Y7Va2VHtoFIq2dvd5ejwkFO7Hd/tMnGfj1QqlR+FsdlsJOJxIuEwZrMZr9dLIBBgoK+P8pJSNhWKd+YoEQgEAsEPkKws4PczOjxCc1Mzc7OzbG1uIl1bY3pqCrlcjt/nu5tPIhD8RKSSSTRqNetyGW63+8feHYFAIPjJeu9ByNXVFeGbXqJOq0WpVKLf28PldHJxcSFUDRV8cK6vr8lkMqRvEpcJBAKB4N1+sLTtV1dXRCIRfD4fkUhE+HIWCAQCgeBnTqgd854JIz0CgUAgELzb32QQcn19zdXV1Tv/e9drLy8vuby8zL/m9ufbf3tfgUI4HObMcUYoFMq/txCU/LAuLy9Jp9OkLy7IZrN/1vH/Pufp+vqa6zfa4d/Seb69nm6vB4FAIPih/M0FIRcXF3g9HswmE0ajEZvVypnDwZnDQSAQIHuTuhtyN6BAIMDh4SEGg4GzszO8Xi8Wi+Um6+UxVosFv8935ysYrq6uUG5tIxaJWVla4uzsDJ/PRzgcForq/UBisRg6rZbp6Wnm5+bYNxiIx+Pf+Tcul4ujw0N8f+GE6duMwSajEYvZTPhvpFTAbXHJ2+vC7XLl098LBALB+/begpD31aOK3aRmX1tdZXFhge2tLY4ODzGenOD1eN7qgV5dXWGz2ZianGR0ZASDwYDL5UKv17O2ssLc7CxrKyscHx29cxnv9fX1W0HNnyubzeLz+RgeHKLg1Wv6ens5OjrCcXqK1+sl/RdsM5PJ/NVBy+1o0Hf9/kOSzWQI+P2o1WqGBgZoamxEIhaztbWVH5X6pnAojFajQdzVTVdHB3q9/i96z3g8zr7BwMLcHKsrK7hcrvzv/trzl1sOfIrL5Xpr36+urri8+n7bfnOfLi4uOD09ZXd3F7PJJAQhAoHgB3MnQcjV1RXpdJpUKkU0GuXs7AybzUYwGHxrCPzy8pJwOIzb7SYUCnF5eZm/QcZiMXw+H263G7/fTzwefyvvQzqdJhAIcHJ8zMb6OuNjY/lU7UajEYfDQTgcJpPJkEgk8Pl8uFwutFotYpEIiVjM/v4+4XAYk8nE6soKoyMjzE5Ps6vT4fN6SSQSxONxLi4uuLi4wO12Yzab8fv9+X3NZDJEIhECgUD+v0gk8tZIis/nQ7GxQX9fH329vaytrWE0GnE5nbjdbrxeL9FoNH8juLy8JBqJ5ErMn5+TTCYJh8M4HA4sFgtOp5NoNPrWsUwmkwQCAWKxGNlsllQqRTgcJhQKkUgk8o8F4vE4TqeT09NTwuFw/lFBNpslEongcjpxOBz5c/W3NBx/23YymcxbxyZ+fs721hYSsZjO9namJifZ29vD4/FwHo+/Myg4PDikqbGJj3797zz+8ks2FYp3vufV1VX+2J+dnREIBLi4uCAUCqFRqxkfG2N6agqj0Uj64oJ4PI7X68Xr8RCLxfLHP5VKEYvFiEQiRCIRzs/POT8/x+v1cnZ2ljtXN48MDw8OaG5opEcswevxcHl5STabxePxYLfb8fv9pNPp/HUSi8VIxOMk4gk8Hg8ulyvfJm6vQY/Hk2+D2ctLvF4vhwcHWMxmUqkU2WyWdDotjNoJBIL36k6CkEwmw5nDwdLiIi1NzTf1Ntppa2lhbnYWn89HKBhEJpUy2D/A0MAAEpGI+dlZ3C4XAb+f+bk52lvbEHV309yYS2R2O3xuNBqZm53NFRSrrqG8pJSG+noGBwaYn5tDoVCg39vDZDTmeqPz87S3tlFXU0ttdQ1lJSV0d3bmRk2Ojtjc3GRifJzRkRFWV1aQy2RMjI2zOD/P8fExJpMJmUzG6OgovRIJ4u5upGtSgsEgNpstn967q6OTxrp6ujo63+o56/f0tLe0MtDfj16/h06nQ6FQsKvToVIqWVhYYGtzE6/HQyqVwuPxsKlQsLK8zK5Ox7p8nY62Nupqaxno72dpcZHt7W0ODw5yj5yyWcwmE5PjE6yurGA8MaLaVjIxPs783BxGo5FkMonL6WRxYYG+3l4GBwYYHR5mR7VDNBrFbrPT39dLXU0tXR0dtLW0MjI8jMVsfo/N7e5cX18Tj8fZ291lZmqaHaUynx49lUyyo1LR1NjIi6fPcmUA/kTqfo/bg3RNysvnL3j85ZfIpdJ3vmcoGES9o2b4pj7S6PBI7tzu7rK9tcXS4mKubQ0Ps7S4yN7uLgqFgtHhYTY3FJzHc0Gm0WhkR6Via2uLrc1NFucXkIjFNDc00tHWzujwCOsyOTqtloH+fn79r//GZ5/eY3lpicODAzQaDYsLC0hEYlqbW1haXMLj8WCxWJgcn0AiEiMRiamrqaW7q4sdlQrjyQlKpZK11VXkcjlbm5u5Gk4eD8aTE5YWF1Gsr2O1WlFsbDA2OorBYHgv508gEAjgjoKQRCKBfm+PpsZG7t+7R+Hr1zTWN/DZJ5/y4tlzdDode7u7vHrxkt/95iMePnjAP/3jP/L73/6WTYWCk+NjKsrKeHj/AfV1dTx78oT79+4xPzeHxWJhaHCQ1y9fUltVTU1VNUWvC6irraW/r4+hwUEmx8eRrq2xMD9PZ0cHNdVV1FRVU1lWTllxCaXFxXS0tbG4sMDa6ipjo6MM9Pcz0N+PWCSiobaO8tJShgYHOT4+5uTkhInxcepqa3n85Zf893/6bxQVFGI0GtFo1Dx88IDff/Rbqioq+fLhQx7c+4y52dn8KMKGfJ3CV68YHhzC7/ezv7/PxPg4S4uLTI6N0VBfz0BfHyfHx8RiMY6Pj+nv7aWlqYmZqSkkYjEP7z/g6ddfM9Dfz8T4OEODg8zOzGAxm0mn06iUSopeF9Da3IxcKqOtuZXP79+ntrqKvb09Li4usNts9IolFL1+zZPHj/nk9x/T0tTMqd2ORq3hy0eP+OzTT2moreWLzx/y+f0HrMvl77nJ3Y3r62tisRjK7W0G+vqRy2T5R2pXV1f4vF7WVlepra6hoqyCyYlJTEYjoVAIv8+HxWLBeHKCy+kkfRO8XF5eMjY6SlFBEXKp7J3vGwoGWb6pvHvv4z/w1cMvqKupZWZmBrlMxtjoKBXl5bx4+oyujg60ajVLi4sUvHqFRCQmEAgQjUbZ3NxkbHSU/r4++vv6aGpo5PXLl5QVl9BQV8frFy8pLihicmKCvt5ePv7d73nw2WfMzsxg0OtZl8uRiEQ8vH+fv/t//wuvXrxEp9Mhl8l5+ew5Tx9/TW11dW47hYUMDw0xPzeHRCKmrraWxoYGBgcGUG5vY7PZ2N7aoqO9ndHhYQ4PD1laWkLULUKtVv9g51QgEPz83EkQEovF2NvdZXBgAHF3N2q1mqOjI+pr63j5/AUymYzVlVUefHaf3/zbr3n25An/8s//zG///Tesrqywt7tHdWUVTfX16PV6VpaXaKivZ2V5GeX2NmUlpRS+LkC9s8OZw4FMKmVkaIiB/n76enuZmpxEJpPSK5Hw7MlTOjs6sJjNeDwethQKujo7aW1uZnZmhrXVVcbHxhgdGaG7s5MHn93n17/6V6orK9HpdMTjcaLRKFq1hqHBQV69eMEv/v4fePLVYw4ODtjb3aWkqIj2llb2DYabGiFVLC0s5Eq4p1KsraxSVlLCzNQ04XCYg4MDJsbHWVxYYOKNIMR4ckIsFuPo6Ii+3l6aGhqYmphgcmKCzo4OlpeXcZye5uY2DA4yNTmJxZILQpTb2xQXFCLq6kKlUtHW0sr9e5/RUFfHvsGQf2Qgk0oRdXVR8OoVv/7Vv1JaXILx5IRd3S4lhUV0dXZi0OuRiES8fPaCjfX199/q7sjl5SXx83OCN4+l3nyUdHl5STwe5/j4GLFIzLOvn9BQV8fa6iqrKyv0SCS0tbSwuLDwVnseHx+nuLCYddm3j8NtOnj1zg4dbW28evGCp4+/pqSwiJGhIVaWl6muquJffvnP3PvkE6anpgj4/WjUakqLixF1dRMMBIlGo7nRkZERent66JVI6O/rY2Z6mpObILimsoqHDz5nbXUVnVZHRVk59bW12KxW4vE4JpOJmelpnj99yi/+/h94/uQpm5ubzM3OUvDyFQN9/VgtFvb29pi8CWKnp6aYnZmhraWF0uIS+nv7ODw8zF0nm5u0t7YyNjqaf1x4+1hUIBAI3pc7CULOYzH0e3uMjowwNjqC1+sllUoh6urmyVePWVhYYHlpmedPn1FZXs7W5iYymRSZVMqp3Y5+b4+qikp6xBKCgQCHhwf09vQgk0qRra3x9PHXlBYV4/F4ANBqNIyOjNDf10ePRHKTAl5GV2cnX3z+iP7evvwcjYP9/VytmsZGZqanka6tMT42xvDQEBKRiKKCQu598glfPvqCqckpwuEwVouF4aEhFubnka6uUvDqFa9fvsRgMGDY01NbXcPk+ASRaBStRkN3ZyfS1VXsdnsu4JgYp0ciZlenIxaNYtDrmZqcZHlpiYnxcepvHrOYTSaCoRA6rRaJSERzQwNTk5MsLS4yPTXF8fEx6YsLDg4OGBoYYGpyErPZRCwWQ7q2RtHrAgb6+vH5fRwfHzM9NUVjfT2D/QMY9HrUO2pGR0aQrq0hl8koLiikpKiYg4MD9Ht71FRVMzU5STAYZG5mhpKiYhQbG++zvf0grq6u8vOJAI6Pj+ls76CosDA/Ira9tYVcJmN/f5/EGzfa6akpykpK2VGqvrXdYDDI4cEBqysrTE9NMT83x/DQEPW1tYhFIpYWF+nq7OKTjz/mv//yn6mvrcNut7NvMFBRWopEJCYcDhMIBFheWmKgvz8XhPT0MD4+hkqpJJNOk0gmaWpo5LNPP2VTocBsMlFXU4u4W0QkHMZisTA1MYlMKmV1ZYWK0jLqamrZ3tpmcmKcotcFLC8u5UeLZFIpgwMDrK6sYLfbMRqNrCyv0NneTl9vLxq1GuX2Nl2dnUxOTLxVcO9Dm7QsEAh+Wu7mcUw8jkGvR9TVTXlpaW7CqHyd2uoaSktKUClVaNRqGurr6Wxv5+DggNPTUwKBAOl0muOjI2qrq5GIxLicTnZ3dUjEYqRSKeqdHVqamqgqr2B5eRnFxgYD/f2IursZHBhgaHCQmelp1uVyZqanaWlqRtwtYm11lY31dcZGR2luasrffOQyGZMTEwwODDA2Osrc7CwSsZgnjx9TW13NjlLJ1OQkT79+Qo9Ewo5KRWtzMzVVVRwdHWHQG6itqWVsJNdj3N7aQiISsalQoNNq6ZH00NHeztbmJqFQiPTFBfq9Paanp1heWmJpcZGB/n4GBwZYXFjMj8y0NDXR3trK/NwcK8vLTE9NYdDrSSQS2Gw25ufm6O/tY3pyErlMRo9EQuGr1wwPDhHw+/F6vazL13n9/AUlhUXI1taYnpyipKiIsZFRdnZ2aGpopKaq+q3PMT4+jsvlYnpykvLSMrY2N99/q7sj2ctL3G43Br0e6xsF7DKZTG5SscmE2WRmZ2eHifFxOtrbGRsdxWQyfWtbwWAQrUZLeWkp9z75lK72Dswm01sjAW63G5lUilgkQtwtYmFhgfn5eTra2hCLcm1ubW2NjvZ2vnz0Ba9fvWJpcYl1uZy2lhYkIjFbm5ssLy0j6u5GLBIxNDjI0OAgE+PjbCoURCMRQqEQbS2tfP3VV2xvbXF8dERFWTm11TVoNRomJyYoKSxkYnw8Fzx0dCLq6kaj1jA9NUVpcTELc/MkEgm8Xi9rKyuMDA+zdhMou10u1Ds7VJSV8fzpMxYXFtCo1fT29DAzPY3X4+H01IFKqcRus/9g51MgEPz83EkQkkwkMOj1tLe2cf/Te3z68R8oel1AQ109y0tL+P1+HKenjAwPU1tdQ1tLK10dnSwvL+Pz+XCcnjJ4E0z4fD5Obnr1SqUSh8OBVqOhv7ePyvJyigoKaKivZ3hoiKXFRVZXVpBJpWg1Go6PjtBqtQz09VP0uoCiwkJampsRdXczNTGBSqlEq9Egk0pZmJ9nbXUV9c4OOyoVC3NzTE5M5G72fX1UV1bRUFdHe1sbleXl9Pf2cuZwYDKZ6O/rVIBmbwAAIABJREFUY3VlhWAwiF6vZ252lv39fRQbGxS+ek1dTQ2n9lOurq7IZHLzN0aGh5mfm2N3d5eDgwPmZ+eora6mvLSUluZmuru6mBgfZ3trC5VSiVwm4+T4mEwmw8XFBcdHx4i6uil8XUB1ZSUN9fW0NDezMD+PTqtlbnaWmqoqnj7+mh6xBJPRiHpnh/qaWirLymlrabn5HH1vfI5+1tbW8Pl8yGUyRN3d6Pf23n+ruyPxRAKdTsfE+Dhbm5v50a+LiwuOjo6YnpqivbWNksIiykpKGBsdxWazvTMnjEqp5NXzF/x///gLfvF3/8Cvf/WvtDQ2YbVa86+5uLjAaDQyNDBIWXEJNZWVdHZ00CMWszA/j0atRqNWI11bY2V5mcWFhXybup38XFdTQ3FBIY319YyOjLC8vJxvw3u7u8RiMaLRKJPjE7Q0NbFv2MdxakciElNZXs7w0BCTExP0iMVIRCJam1uoKC1jsH+Aw4NDNtbX6e7qYlOhIJlMEgwG8/u0vLTE4sIC46OjdHd1UVNdjUQsZnd3l6OjI+bn5pCurXF8dMTM9AwtjU1sb279UKdTIBD8DN3N45jzc3RaLd1dXTc3ySqmp6bQqDUEAoH8s3Sz2czm5iaryyssLy2j0+mIRCLE43HMFgt2m41kMkkkHMZms+G5WT2SSCQwmUysLC8zNzvL9vY2xpMTzhwOnE4nTqcTv89HIpEgkUxydHjE/Owcc7OzqJRKDvb3sdls+Lxe/H4/rpslq86zM/x+/83S1iDOszNOjo/ZNxjyqx3kMlluGfDJCYlEgmg0itFo5OzsjIuLC4LBIKenp7lluevrFBcW0tneTvDmGLlcTjra2njx7BmDAwM4zs5IppLYbXZka1KWFhdRKpUYDAasVmuuXLzXi8vpJBwK5YfDE4kEe7u7LC4ssLqygnJ7G4PBgP2mnLxGrWFpcRHp6hpmszm/zHdXq0O6uoZMKkWxsYHJaHzrczidztxKGpeL46MjgoHA+2xvd+ri4gKHw8He7u5bIyHZbBav18vu7i5rq6tMT06xvLiE2WT6o0uQzSYT42NjSMRiBvsH6OvpZWVp+VtJy5LJJCfHJ8ikUtZWVtje3mZ/f58zhwO/34/P68Xj8RCLRQkFgxwfH2M0GgkEAljMZlZXVliYn0elVGK6aUdOpxOX00kgEMgXvrPZbBweHBAKhYjH45wcH7O9tYVOq8VkMmG5KQgpW5Mil8o4OjwiFArhdrs5OjrC43aTzWa5uLgg4PfjcrmwWCwY9Hq2t7ZQbGygVquxWq1EIhHC4TCnN4+Otjc3mRgbY3J8gpPj4/d+HgUCwc/Xna2OMRmNyOVyZFLpW73Hn4tMJsPJ8TFzc3NsbW5yfn4OgNVqpbOjk/LSMpaXlolGoz/yngoEf1wgEMCg17O/v5/PPyIQCATvy50EIZeXl6RSKc5jMeLx+N9Uwqu7dJus7c1jkEwmcbvdOBwOoXqw4Cfv8vKSRCJBKpUSJqUKBIL37m+udoxAIBAIBIIPgxCECAQCgUAg+FEIQYhAIBAIBIIfhRCECAQCgUAg+FEIQYhAIBAIBIIfhRCECAQCgUAg+FEIQYhAIBAIBIIfhRCECAQCgUAg+FEIQYhAIBAIBIIfxXsPQm4zMN5mEs1kMkImRsFPTjwex+fzEY1Ghfb5V7i+vub6+pqrqysuLy+FDMHfUyqVwu/3EwoG8zWRBIIP0XsPQm4L1+3t7mIymQiHw3ez53+GbDYrBD0/Y5lMJl9K4PLy8jtfe3h4yMzMDFqN5k++9s+VzWaJRiKcn59zfX2d/zkajZLJZO7kPb7vfl1cXPzRAOH6+ppEPE44HCaZTP7J7aXT6bdqzGSzWWKxGJFv/P3V1RXJZJJQKEQwGMz/7vr6mouLC5KJxHfu148hm8kQj8eJRCIEAgF8Xi/hUJj0zX5eXFwQvfldwO8nGo1ykUq98zNcXl7mjksk8idr8pydnbEwP8+6XJ6vQ/V9ZTKZ7xXI3HYgg8Eg3pvin7cFFd9HYJTNZkmlUnd2/Qn+Nrz3ICQSibC1ucn01BSKjQ2cTucPEhQkEgmOj47QabX4v1EJVfDzYLfbGR0eZm5mllAo9J2vXZib59mTpwwNDN5ZgHDmOEPc3c3QwAAejweLyUx/bx9Tk5OcnZ3dyXt8H2azGYVC8UcLTWazWZYWFmmsb2Bjff07t5VMJtHpdKhUqnwH4zwex2qxYLqpHnwrHA6zsb5OXU0NpcUlyKRS0uk08Xic3d1d5DIZ+r29v/qme5c8bjcKhYLx0VFampp4/eIlHW3t7BsM+P1+NBoNvZIeKisqqK+tZXpqiqOjo3zg+aaA389AXz/tra1/sjrxrk5H4avXNDY0/FXfX8FgEJ1Wy/7BwV9UPPPq6gqfz8faygrVlVW8fvGSuuoaWpuamRyf4NR++r336Y8xmUzIpFJOjMY737bgp+tOgpCrqyvOz8+xWq3sqFSsy+Ts7e4SDAYJBAJI19YYHBhgeWmJw8NDTu12Dg4O2FJsotjYwHhyQjKZJJVKYbPbOdjfR6/Xo1Iq0ajVmE0mjo+O2FQo0KjV+Lxestks8Xgcs9nMhnwd6eoa+4b9XI8k4Gdra4vGhgbKS0uZm5nB4/H8qL1Pwd27vLwkHA7jdDoJBALf6kHp9/YoePWapoYGXE4X0WiUw8NDdlQqdlQq9vb28Hg8pNNpxkbH+P1vPqKrs5NYNIrj9BTF+gZyqYxdnQ6n00kmk+by8hK/z49hT8/25hbK7W32DQa8Xs+3eofHR8c8+vwhn33yKYsLCyzOL1BZVs7oyCinp6d4PB52dTqkq2tsb21hMhoxnpyg2layLpezq9Ph9XpJp9MkEgncbjcHBwdsrK+zLpezbzDkRxm3t7bQ7+0R8PvJZDIEAgH0e3sot7fZ1ekwm0z4/X58Ph+jo6M8e/KUlqZmDg8Pv3XTv7i4oKWpmV//j18xPDjIxcUFZ2cO1Go1KqUSg16P3W4nGAxycnxMc1MTL1+8YHRkBOX2NitLy8zPzqLc3sbj8eS363a56JFI+O+//CX/5f/+f2isb8BmtXJ6esriwgK9PT3IpFKi0SjRaJS93V2Wl5ZZl69jNpu5uLgA4Pz8HJPRhHJrm02FAp1Wy9HhIfq9Pba3ttja3MRsMuWv98vLS6wWC7I1KfOzc2jU6lx7yWaJRqPYbr631lZX0Wq1RMKR/D77fD7UOzvMz83R1dHBl48eUVxQyMryMjqtlpHhYQpevebJ48e0NjezubnJmcOR39c3OU5Pefr1Ez79+GOU29vE4/H891quHe3j8/nIZrOolEruf3qPooJC7DYbHo8Hg16P2WTC4XBg0OtRrK+zo1LhcjrJZrMkk0msViu7Wh0qpRKVUsnoyAilxcVUllcwPzuH3W4nEAhwfHTEhnydjfV1jg4OCYVCXL1x/WQyGUwmE5Lubu7fu8fzJ0/paGvn5fPnPHn8NTKpjFgshtfrIRAIkE6nCQWD2Gw2QqEQ2WyWUCjE4cEBOyoVx0fHuZEkn4/j42O0Wk3++91usxEOhZibm+PJ48dUVlSg0+mIxWKkUilcTidOp1Oo6PyBurMquj6fj02FAlFXF0WvC2isq2djfZ3joyNWlpcZGx1lbXWVvb09dDodszMzNNTV8ezrJ3R1dOa+gI1G+vv7aWpspKO9nerKSqrKK+gRi5GIxVSVV1BTXc3czAwOhwOfz4dcJqOhro7igkI62ztYXVlhY2OdHomEB/fv87vffERjfQP7BgPJZOL9H1HBD+bi4iLfqz84OPjWl9S+wUB5SSldHR24XW7cbjfzc3NIRCKaGhooLy1jfm4Ov8/H3Owc9z+9R19PL6FgEPXODs31jVSWldPU0MjY6Ch2u43z2DnrMjnlpWWUF5dSW11NXU0ti4sLxGKxt97fYjbz4tlz/ukff8GLZ8/pkUhYXlrC4XAQDodZXlri5fPnPPr8Ic2NTawsL7O6vEx3RydlJaU0NTaxsryC2WzGbDKxtrpKa3MzBa9eUVxQSH1tHR3t7bS1tlJZXkFNZRVyWe4mbrFaGR8b4/9n7z2/Gs2yfM0/a9as+TKz+k6b23etO3fN7a6u7r7VlZmVVVnpMzIM4YGAgMB7KwFCCCMvAZJAWOGtcEJegDzeSUjYZz4IqSIyI8v0RFZWZulZKz6EkN73vOc9Zp9z9t6/luZmhAIBTQIBgwMDLC8tIWho5L1f/Ad3vvgSXW8v29vbb5T7/PyclqZmvvzsc3q6uzk5OWFpyUxHezstTU0IGhroaG9nbnaWqclJsjOz+OX/+gW5L14gqG+gsrwcYWMjw0NDhILB1HUDfj8d7e1k3LvPnS+/pLiwCK1Gw9TUFKMjI2jUasZMJvx+PyvLywgbBWQ/z6SooJAOSTvrFguxWAyX00WzQMjLFzmUlZRQUVpGZXk59bW1lJeW8uplHkqFglAwmDgOdrnQqNQU5OXz7NFjaiqrGB4awuN2s7a6ilIu5+WLHJ49eUqHpB2f15cq8/X1NZeXl1xeXrIdDqNVaxCLWhkdGWFudhatRkOTUEh7WxvTU1PsbG8TOX378Z/f5yMvJ5fHGQ8xLy6yt7fHgNFIY0MD9TW11FRVo9Pp2N3dZdm8xOOHj24n/FFMo6PIpFJGRkZYXFigW6OltKiYgrx8+vQGQsEgDocDWVdXoj7KyhE0NPIqP5+PP/qIT37zEVUVlczNzeF2uxkwGqmpqqasuITW5hbGTCbCoVBq9yYej+Ow25F2dlJcVIhWo2FtdRWhQEDG/Qf0aLtxOp2Mjo4wPz/PwcEB5sVFZFIpK8vLqV2v2poa6qprGDQOsLGxgdPpYHBgAGlXJ3XVNeTl5CLt7GRtdZWuzk4++OV7/OZXv0IulRIKhdjf32dqcpKpyck/aScnzY+Hd2KEJM90d3d3cTocdGu11NfW0dLcjFKhQCGXo9VoGDOZcN/6hQT8fmanpyktLqG4oJBB4wB9egMFr15RUlSEXCpFLpPRUFdPZXl5YgA3DiBubaUgLw+DTk8kEmF7exur1YppdBRJWxtVFZVIOzsxGo001NVTmJ9Pn6GP/b29tIPXT4zz83N8Ph/Ly8t4PJ5v7XStWyyUFZfQLGwiHAonVlXBIG63i/7+fp48fEhVZSUet5tB4wAP7t6jTSzm7PYc3G6zsTA/j7hVTP7LPAaM/QSDQTrbO3hw9x5dHR3oenvJy8mlsb6Bne03t803NzbJffGCv/+//5Z//dm/0NzUxM72Njc3N+zt7VFWWsqHH/yKqopKls1L+P1+wqEQToeTocFB2iUSWpqbU31HrVRSVVGRum/+yzwePXyIQqFArVTx8kUOba3i1Lm9z+fD6XSiVqu5f/cuFWXlrK2s0KPtJuPeA+pqavB4PESjbxrn5+fntLaIuPPFl2jUGi4vLzk8PGRjY4PV1VWaBAKynj1H19vLusVCXU0tjzMe0q3RsmQ2o+/tRdLWRm9PD263O3Vdr9dLZ3s71ZWVtDQJKSooJDszi3aJhDGTCYNej0ajob+vj96eHpRyBcODQwz0D1BRVk6TUMjmxgZzs3M8f/KU4qIijH39VJSV89XnXyBobKSnu5smgRBZVxezMzP0GwyImltQyOSMj40xOTGBXCqlqqKSDomEAaORJoGAnFsj0W6zcXry9uOgw4NDWpqbKS8rY252lnA4zML8PAqZjNrqairKypC0ihkfGycc/vbOWMDv51VePo8zHrIwP8/5+TmhUAi73c64aYzcnBxe5uSysryCZW2NRxkP+fk//4z83Jf0dHezZDYTDAQ4ODjA7/PRb+ijtLiE1hYR01NT9BsM1FRVUVFWhlqlYmF+Hr1OR0F+PiWFhQwODBAMBjk5OUntqo2OjNLS1ER1ZSWjIyOpMl9cXOByOpGIxWQ8uE9O9gtaW1ooKSoi/2UeQwOJnSCZVMrAwAA72zuMjoxQUVbOxPg4Pq+P1hYR2VlZ6Hp6CIdCRCIRTk9PCYVCbGxs0N/Xx+OHjyguLGRuZgatRkPGvftUlJVjt9uJRqMcHR2xZDazsrxM5C/omC7Nu+MdGSHXRKNRAoEA1vV1jP19tDQ3UVZaSkV5OaKWFnq6u5kYH2fdYsHn9bHh8bAwN0dddQ0lRUVoVGo6JBJeZGYiqG9gcX6edYsFg15Pk1DI0OAgh4eHDA0O8vVXXyFoaGRvb49AIIDL5cZus6FUKMh69pyWpmZWVlYYHBhALpXi8Xi+/5pM82cnafxGIhFisdi3zuDdLhdV5RW0NLUQCoVSW+8bGxsMDw2Tce8+RQWFOB0OhgYGeXD3Hq3NIo4OjwgFg7hdLjxuDzKplIcPMpBJpfi2vLS3ScjOzMJsNuNxuxM7dOUVhIKhN+6fNEL+2z/8V977xX/QJBSysbHB+fk54XCYnOxsPv34E8ZMJiDhi+H3+1lfX2dychK1SkV1ZSWN9fUY9Hp6tFo62tuxWa1sb29TX1vHsydPWVxYwGq1UVZSQnNTE7s7u+zv7eF0OPF4PKhUKn713vtkZ2bhdrmYmZ6moqwc0+jod9Zte5uEO19+iVaj4ezsDK/Xi9Vqxbq+jqChgXt3vqa3p4dgMIhcJqO+tg6fL+Hn4nI60ajVaNRqrFZr6ppbm5t0SiSIW0UMGI1IxGKyM7MoelWApK0NhVyOqKWFmupqOjs6Ur+NRqPUVFXzIiv79uhphuzMLOQyGeFwiFaRiC8+/Qy9TkcgGGDMZEKv09FvMFCQl8+9r+5g7OtPlWN1dYUXWVnkZmfT092NtLOTNlErTofjO+sjFAwxPDRMXU0tsi5paofn5OQE2/o6A/39iEUiKsvKqa6sYqC//1t+SHu7uxQVFPIoI4OF+Xki0Sibm5uJsXBhgadPnvDV518wNTmFzWrj4YMM/o//7X/n33/+r/R0dyeijW5u8Hl92G02BvqN1FbXIGpups9goLO9ndrqapQKBVtbW0BiN65DIqFHq2V3dzdVn263m/X1dZaXl2kViXj25AkKuZyL84Qh/7oR8uDePZ48eoxYJEKtVDEyPILL6WRudpaW5mb6+/o4OjxiYmKC8pJSTKOj7O3uMTQ4iKBRgL5Xh8PuYDscJhwOs7mxwebGBoMDgzx++JBXeXnMzsxg0OspLixkZHg4VWdJJ+doJPLGcVGanw7vxAiJxc6w2+3IpFLycnLJfPaMgvx8igoKKC8tpaW5Gb1Ox5jJRJ/BQFurmLqaGopeFXD/67vk5eai1WjokEjIfp6JqLkFu9WKx+1maHAQaVcXMzMzHB8fY+zv58vPP6emqorFxUW6OjspyM+ntaWFhvp6nj15gkTcxurqKj3d3QgaGpifn+fy8jIdJfMT4+bmJuXY+LoRkvx8fm6OVy/zaG0REfD7MS8uUlVeQVVFJaXFJXz04a8pLS5J7YTc/eoOouYWHHYHCpmcvNyXNAmEVJSV8eDefdRKFYFAALVSRXFhEctLyzgdTqrKK6ivrXvD/wHA7XKT9TyTD9//gMrycjra25FJpdjtdjweDwX5+dy/e4/5uTkgsVJub5OQ+fQZL3NyqK2poby0FEFDAwa9nj6DAa1Wi9vtZnd3F4m4jZKiYixra6xb1qkoK6Ozo4NgIMjoyAj5L/OoKCvjZU4uP/uf/0ROdnbi+GpigoL8V2jUamLfiOS4urri6OiIhrp6vvriC/oNffj9fsSiVp49eUpVZSWZz55x54sv6TMYCPgDdHV2UlpcwvLSMpFIhLXVVVRKJWqVivXXjJDNjQ0kYjGChgaGBgaYn5tDrVKR9ew5d778isrycsStrTTU1dEukbCwsMDp6Smbm5tUV1ZSXFiEdX0d8+IiJUXFdGu0+H0+moVC7n51B9PoKIeHh0xOTNDb00N/Xx/FBYXcu/M1WrWGyGmEs2iUudlZCm93XPU6Hb09PfR0d7/VUffi4oKd7W2knV3k5eQiFolYt1g4PT3l4uKCWCzGyckJe3t7eDwe9DodpcXFiEUigq8dRV1cXOB0OHiRmc3zJ09ZXlrCbrdTXVlF0asC6mpr+fij3/LV518wOzOL1WrlUcZD/ub//L/46MNf063V4vN6WV1dpUMioaSwiGePHvPs8ROahUL6DX10SCTU19YyODCQOrpw2O20tbamjLqTkxNWVlaoKCvn2eMnNDY0UFZayrPHj9Go1Vze7iaex+PYbTZkXV2UlZSgUanY2dkhFotxcXHBWSzG/Nxcol1L2nE6nfR0d/MiMwu9Tkc8Hmdvbw+tRkNeTi41lVUY+/vRqtVUV1RSV1NL4asCfvPhh7zMyWVqagp9r45XeXmolEoikQjX19dcX18Ti8W+1U7T/HR4J0bI0dEh42NjVJSV8eVnn/PJR78l4959sjMzKSkqokkoRKfTMToygkTcRtbzTLIzM3n+5CkfvPc+d+/cQSaVIhGLef7kCc3CJuw2G263+/b8MGGEHB0dYdDr+eSj31JSVMTQ4CBlJSV89Otfk5uTQ35eHhn376NWKPG4PUja2vjis8+oq63D6XS+1VkszY+Xs7MzrFZrwklwaSl1HBOLxVhaWqKirJxfvf9+YpXu9dLf18/nn3xKxoMHZD5/zs//+We8yMrG6XBg7Dfy5aefI2xoZHFhkdLiEt77xS94kZVNTnY2X3z2OQqpjEAggEalpqigEPOiGZvVRnlpGbXVNd8yQuw2O48yMsi4/4DxsTFGhocpLS5Bo1QxOjLC08dPuPf1XRYXFoDE8VFJURHv/+KXfPrbjxO+H/n5NNTVodfpMOj1aLVaXC4X29vbSMRtlBaXsLa6ytrqGiVFxUg7O/F5fUi7uvjgl+/x4P59Hj3I4B///h94nPEQp9PJ5MQkTx4+Iif7BWMmU2qFDBAOh+nr6+POl1/x6ccfMzoygsvlIi/3Jb/4t38n63km97/+mt/8KjExBv1BpJ2dPMrIoEkgZHw84eyoVqlQKpVYLJbUtTc8HkTNzVSVlzNgNLK3t4fDbudFVjb/47//Pzx78pTenh4GjEZaW1oofFVAXU0NzQIhLzIzaaitZ2NjA/PiIsUFid3Trc1NGuvq+OqzLzCNjnJ0dMTYmAmVUsmA0Yi0q4uyklLKS8sQNDTSLGyiWdhEXW0tXR2dDBqNdGu19Pb0vHXH1ON2I5dKufvVV3z4/vvk5eZi0OtZWV5m3WJhYX6eMZOJ3p4eRLdHNTVV1QwODHB0lHBwvb6+xmKx0CwU8ttf/4b83JeJ3a6JCT79+BM+fP8DsrOyeO8//oPPPvmU2ZkZ1lZXeXg/g998+CFNwiZkUim1NTVUlJVTWlzEi6xsPv/kU3774a8pLylB36tD0tZGTXU1Q4ODKWfjzY0NOtvbeZWXR31dHcNDQ+h6e/n6q6/493/5OdmZWbzMyeHpo8f0aLtTRkg8FsO6vk5XRweV5eUYjf3fOl5aXVnhRWYmGffuU1tdw707X/Nv//JzJG1tCadlh4MmoZAnDx9RWlyCUi6norSULz75jKznz3n+7Bn/8k//zIN79zGZTIwMj1CQl09OZhY92m5CwSD7e/tMjI0xPjbO8dERaX56vBMj5PT0FMvaGlq1GkF9Aw21dbS3taGUyzHo9YyZTCwvL2OzWhkzjSHr6qJD0k5bayuVFZWIWlqYmppianISpUKBaWSUYCDA9vY2lrW1ROSAy0U0GmV1ZYXWFhH63l5WVlZQKZQpnxG5XE5XZyeryyscHR7R399PXm4uzU1NrK+vE4vFvv8aTfNn4+zsjPX1dYz9/SwuLqaMkEgkwvj4OJUVlbzKy8PYb2R/bw/zopmGW6fndomE0uIS5DIZwWAQy5oFibiNkeER3C43SoWSkqIi2iUSZFIpohYRs9MzHBwcsDC/gK6nl82NTYKBIH0GwxuTTpJgIIi0qwuNWs3Ozg5+nw9dTy8jQ8PMz83R2d5OZ3sHm5ubwA0+nw+NWk1FWRn1tXWoFAp6ursTDt3Ly6wsL7OwsEA4HOb4+JiJ8Qn0t07aPp8Pg07PzPQ0+/v7qVBYkUiERCzmVV4+XR2dKZ+T1pbE0UFvTw+BwO/Chbe2tlAoFBQWFNAsbMLpcLC9vZ3qZ10dnbSKRDQ2NLAwP8/R4REz09M01tfTJGzC2N+fcD43m1lYWCAQCKSuvbuzw7jJRH9fH+sWSyIPRSSCrreX4qIipF1S7A47wWAA0+goFaVl5L/Mo762FrGolYmxcQ4ODtjc2EDX08vC/AJ7u7uMDA0hEbdhtVoTESd2G3Ozs6yvr2O325iamqRDIkk475ZX0NXRiclkYt1iwWa1sjA/j3lx8VsOupAwQjQqFfW1tdTX1tImFjNgNLJkNrNusTAzPU23RoOgoYHS4mKahE2MmUxsh8Mp59Srqytmpqepr6mltDjhDB0KhbCsrVFbXUNZSSntEgm1NTWIW1txu914vV7kUhlajQa328301BRNQiFiUSu9PT0oFAoEjQ3U19bSo9WyZF5iamqKwYGBWyf8RA6Wo6Mj5ufmaL71++gzGJiemqKluZnS4mI62ztQKRQo5QqWl5ZSZb68uCAYCDAzNUWfwcDy0tK3xs9QMNG+S4tLqK6sIvfFC/JfvmRkZCQRVbSwQIdEQmuLiP6+fhbm5tD19CBsFNDR3k5HeztlJSW0iduw3S46e7TdVJWXIxG34XY6sVmt1NXUIGwUvOHknOanwzsL0T0/PycYDGK1rLOxsZE4x4tGiZ2dEY/Hubi4SG1fHh8f43I6WV1Zwbvl5fT0lHg8TjweJ3qbsOjq6oqrqysuLi6Ix+Op45SL2+RBZ2dnRKNRvF4vNqsVr9fL/v5+Kivr9fU129vbOBwONjc3OT4+TifB+YmRPHZJtpnkccz5+XmiXdhs+H0+zs7OUomyAoEATqcTt9tNOBQiGo2m2lnyWCfpwJpsO9vb2xwfH6cSVJ2fn3N2dsbl5SVXV1fEzt6+XZxM9nR2dpbKInp2dsbZbZ+BIFuZAAAgAElEQVSIRCJEI9HUCvPy8pJwKITNZmNzczOVLCy5BX5xccH5+XkqE2k8Hufs7CzVV87OzlJlPD09JRAI4PF42NraYmdnJ5W0LRaLE7q9j8vleiPq4ODgAOdtpNr+bbbOZLjl1uYWGxsbBAKBVMKt5L22traw2WxsbW0RiURSCcxe73PXV1fE43FiZ2dvOBHHzs44Pj4mepsE6/r6mkgkkvKPsdlshMPhVCKzZDhq8v6xWOyNbMzJerq4uODqKpGYbXt7G7fbjcvpInT73i8vL7m8/e43y5rk4uKCyOkpJ8fHnJyccHp6mkqqlmx7W1tbrK6s4HQ4ODg4SLTFbxxx+bxe1lZX8Xq9qYRc0WgUn8+Hw+FgY2ODcDicSgR2eXmZGD9v21U8Huf4tgzJd+Sw29nd3eUsGuX8/DxRt7dtJdkXrm/9pra2tlhbXSUYCBCJRAgGArhcLgKBAIeHh0QjkZQ/SLJvXb32vs7Pz791nJ08uvN6vbicrkSo7eEhsVgs5fdkt9mwrlsJBAKptr+7s4PH48HtdrN9+8zJhGqHh4c4HQ4sFgsBv5+V5RUkbW1oVKo3cs6k+enwTpOVJSeFP4aLi4tveeX/Z7i+vuby6uoP+nuk/UH+ekgaCt9ldCYH+T9E0nD4c/MujeXr6+vvbPvJSeb1uri8vPy9ffj3lS1pKL1LkkbHu+L7GAWS9fid97w1BM7P3/6d5IT/p3B+fv4n10vSaPs+eFsbS7al5KLyda6urr6z/NfXiUCHvb09Njc2sFgsbG5spI/Tf6KkBezSpEmTJs1fHNFolNPT03RqhZ84aSMkTZo0adL8xZEUQ0zz0yZthKRJkyZNmjRpfhDSRsgf4OrqiuPj45TT61+Kc+vJyQlulxu73U44HCIW+8Nqp3+NJJ1B37ate3Nzk8rz8J3nzbfn9d9ckV1cXHB6evpWv6bkmXYy18F3cXPr75D8TtIB8eTkhMPDQ06Oj9/qn3F+cZFK4JR0woxGoxwfH3N4eMjR0VHK2e+Pfdbk86TbUZo0af6c/FUbIX/MVt9ZNMriwgJDg4PYbbY/Str8++bm5oalpSUa6uopyM9HIZezsZHOCvtN4vE4gUCA5eVlFhcW8Hq9XF1epSIowuEw6xYL5sVF7PaEwFYyCuvq6oqjw8NUvprYa+/9+PgYj8fDktmciDgIBlMRCfF4IvLEYrEk0sm73d+KzLq5uUlFiLmcTk5PTri8vEyJey0uLDAzPc3a6iq7u7u/i3S4vubo6AjnbWSZx+Nhb2+P3d1dNjY2WFleZn5ujoX5eRbm57FZrRwfHXFxcXEb7m7BbDbjuI3iuL59zmREgvlWCG73VgQvTZo0ab5v/mqNEK/Xy/zs3Bs5Et7G6ekpBr0+lcvkh5YZPzs7Y3Nzk8GBAepr63iUkUFh/qtUwqs0CWKxGHabDZVCiVAgoLO9Ha1Gw7hpLDH5u1zoenvpkEgSeRdkMjok7aytrnJ6csLqygrVlZU8uHuXJoEglYjs+vqaxYUF5DIZCrkcWVcXYpGIyYlJjm/DFfsMBnp6epDL5VSWldPZ0UEo9LuU7n6/n57ubvJyX9LY0IDH7eZgfx/T6CgKmYye7m76DAZmpqcJBoPc3NxweXnJ6soqXR0dtLe1MWYyYbfb8fv9+Hy+RPKr8XFMo6MY+/upr62lurKKmekZNjweDHo97RIJvb29yGVypF1diTDIQACDXo+gvgGFXI5KoUDa1cXiwkLaEEmTJs33zjvLExKNRAiFQjjsdpaXllhbXWNzY4Pj4+NUmN3e3h4bHs9t7Ph6Imb+Ns/B/t4eHrcb67qV5aUllpeWcd3mc1hZXsFisbyR2fH4+BiP24N13YrDbmdzY5PjoyOurq5SUt8L8/OsrqykVqpASu5a2NjI44yHtInF+P1+IpFIIn4+GMRut+O6zZOwv7+PrqcHQWMjExMTqdwN+/v7eL1eHHY7W5ubRG5znexsb+Nxe3A6HKyurLCyvELA70/dPxqNsrW5xbplPfHbW0n0y8tEPgOfz8fK8grLS0tY1hJ1ePJaHodgMEhPTw9atYbJiQlaRSJeZGbR1dHJusXCsnkJl9OZymtxeHiI3+9PlWfdso7P6+P09PRHnwY5mVcgEAiwv7+fep54PI7DZqNbraWxvoF2iQRdTy+N9fUUvSpAr9MxPj5OaXEJeTm5qFUqhI2NPHv8BH2vjuOjI2ZnZnh4/wF/9zf/hft37+G5FWK7vr5mYX4erVrN6MgIcqmU+1/fpba6hkAgkDAQBweZmZ5Gq9Hy2cefkHH/ATabDUjsgszMzJCVmcl/+6//yN07X7OyvIx3awtRSwvFhYXIZTImJybwuN2pHCgejwdZl5TC/Fc01tUzPTVFOBzi9PQ0VQcOu52V5WWM/f0U5OeT9TyT/r5+JicmKC4soiD/FT3d3dTV1HL/7l3aJRKmpqaor62jrKSE4aEhFDI5z58+o6uzk7N3EEKfJk2aNL+Pd6QdE8PpcKBSKBMqkQ8yyMl+QU11NaO3eg4729sY9HrqamqpKC3j1cs8RC0iHA4HoWAIfa+OqvIKigsKefQgg7tf3aG0uIT6ujqynj0nJ/sFup4edra3OT09ZW52NiHHXlhEZVk5DbV1TE1OcHR0hHlxkbzcl/zmVx+Sk/0CY38/x7cy68FAAIVMxq9++R7/8Ld/x5effY5arcZsNjM3O4tCJqOooICSwoRCp8ViQaNS0dLczMzMDF6vl+WlJfr7+hKKvq9eUV9by+LCAg67A6VCQVV5BTVVVeRmvyDr2XPaJRJsNhuHh4esra4hFrVS/KqA2upqmgSChJz87i4Bf4DmpibufPEVjzMekvXsOdWVVSzO/26XI6k30SFpZ2tzk7FRE9nPn5P59BmF+a94+vARVeUVTE9O4nQ4GDOZkIjFlBQW8eJ5Jnm5LxE0NDI1NUUkEvm+2tWfhUg0ysrKCr29vczNzqYMvYP9A7rVGhrr6ukz9LEdDrO7u4u0q4vnT56iUiqZnpqmqKCQxxkP6ZC0I2lro7qyEtPoaMqQHR4a4vNPPuXZk6e4XS4gYUREIpGEz8bJCTPT02RnZlJdWUUoFCJ+a/gdHR0xPTVN1rPnFOS/Sv1+d3eXkZERXuXn8/Of/QtPHj3GsmbB7/PRLpFQXlqKUqFgdmaGYDDI5eUlwUAA7W1WToVcjrG/n7nZ2ZRxfXl5mfINSapYtzQ3093dzfq6lYnxcXJu26JSoaC5qYnnT58ibBTQ39dHe1sb3dpuNj0bDA4MkPnsORJx2zvJ45MmTZo0v493YoREIhGWzGaam5rIffGC2upq2lpbycnOpqy0lJWVFdZW16ivraOqohK1SkVLU0K/YXBggKGBAUoKiyjIy6ezvZ2GunqePXnKq/x8RC0ttEskNNTXU11ZhUalZn5ujt6eHhrr65FLZci6pBS9KqCzowO32023Vstvf/2bhBS5Ss3a2hpntymHjw4PmZ2ZIft5Jh+89x6VZeUMDQ7S1dlJTVUVgsZGKsrKyMl+QXVlJWKRiLqaGtolEpaWlpiZnqGhrp7y0lIa6+vJzckh89kzOtrbkUtlvMzJIS8nF4VMTrdGQ7tEkjBKqqtRyOV0a7vpkLSjUSox6HRUVVZSVlLK6uoqToeTvNxcPv/4Uxrr66koKeX5k6f06Q2pul5eWqKooJD2Ngnb4TDT09Pk5eRSUVaGUq6grbUVQUMjHRIJKqWSzo4OqisrKS8tRSJuo0kg5Onjx9TV1hJ8LaX2j5H4+Tkej4fJiYlUGnBIKJ4K6hsozH/F1NRU6vu9PT28fJHDoHEAh91BTVU17//iP7jz+RcUFxWhVCjeUFL1eNxkP88k90VOaifkdfZ2dzH291N+W/cHBwdcXFzg83qZmpxE2Cjg0YMMhI0CfF4ffp+PAeMAU5OTmEwmXmRl8yIrG5vVSiwWw2w2J45yursTqeXbJCwuLjI7M0NVeQU52S9oE4vp6elGo1KjUigYM5nYeS3d+Mz0NCVFRXS0txPeDhOLxbBYLOS/fMmvfvk+GffuU1JUhFjUmtB5mZigpbmZirJyxC0icrKz+fUHH9DS1JQ2QtKkSfO98860Y1ZXVlDIE2fNHo+HcChEVUUl976+S5/BkNCyqKhEr9OnjkTUKhUqpZJmoZDnT5/R1iomFAzi9Xrp7elBJpWyuLBAJBLBZrVSWlJK5tPntInFKBUKRkdGODk9ZTu8jaipGUFDI4uLi8ilMh5nPEStUr31oa+vr9H36igvLWVxfoGA3091ZSVPHj5icGAAh8POxMQEWrUasUiUUiddWVmhp7uHu3e+pjD/FfNzc8zOzqLr6cGg16fE+ZoEArZvfQhisRgtTS188Mv3+OqLL2hpbmZ+bo6bW4VIuUzGsydPMY2acDqdVFVU0lhXj8/rZXpyiuKCQgw6Pefn55yenjI6MkKTQMjI0DC7OzsMDgxQmP8Kg0FPLBYjGo0yNTmJoKGByooK2sRiJG1tDBiNRCIRNjY2yMnOJvPZ89Tq/MdMMjvq6/4LoWAQYUMjha9eMTkxmfrcoNOTk5WNVqXGsrZGZ3sHzx4/Se1WtDQ3s7y0lPq+3W7n2eMn5L7Iwev1pj5POpEODQ4iaWujp7sbh8ORkh6w22zoenuprqzi6aPHiJpbsKxZMOj1PH/6jCaBkN7eXh49yOCTjz5Cr9Ololb2Dw6wrK0haGggJyubluZmOtvbycvJJTszC3FrK6YxEwa9gbycXPJyXrJkNgOJjJgatZonDx+hUigSqdyjUZaXl2moq+Ppo8dkZ2ZRXJjQxFlfX8fn89FnMFBXU0tVRSWf/fZj/t///j+ora5OGyFp0qT53nknRsjJyQkry8to1Gq0Gg2BQIDdnR2qKqr4+qs76Hp7GR8bp7a6JnXmbnc4UCmVdGu1iEWtZD57TnubhL29PYLBIAa9Ho1ajXV9naurK9wuF6XFJTx59JgmoZCuzk6M/f3s7+/j9/lpETYhaGjEbDaj1Wh4mZODQa//zgfX9+ooLSpmZnoG79YWdTU15L98ydrqKvFYjNNbeW6Xy4WsqwtJWxsLC/P09vTw8EFGQjU1FCISiXBwcMDB/j5zs7MUFRRSX1vL1tYWkDDQxCIxH//mI+5+dYcmoZDJyYmUJoi0q4vMp88YM43hcbtpqKuntUVEKBhkZmqaksIiBo0DHOzvMzs7S7tEQn9f4oghGomg1+l4lZfP8NAQkNCKmJ+bQ9DQQEVZGW2trYhbW9HrdOzv7+N2uSjIzyf/Zd5bVUN/jHwzqdHe7i5qpYrG+npGR0ZSfhU92m4ePcigoqwcvU6HWqViaHAQy9oaXR2dPHn0CLlUlrrW2uoajzMekp2Zhfu1nRC/38/w0BBCgYCuzk4cdntKu+bq6orTkxO2t7dZXlpC2NCIsFHA8OAQbWIxH3/0ER++/wEf/fo3/O3f/Bf+8e/+nqKCAlZXV4nfppqPRCLMz80h7epC1NJCXU0NxYWFCBoaUqq3G54NGuvqKch/xZLZnDJ+kruG83NzxGIxPG43vT09dLS3Mzw0zNrqKp2SdrKzstDrE5LrBwcH+H0+tja3aGsV8/nHn9IkEBKJRNIJo9KkSfO98k6MkOPjY8yLiyjkcpQKRULkyuejrKSUB3fvYRodvY02qEr4gjQ1UV5WRlVFBabRUYYHh8h/mUezsIlgMMjW1hZarRalXI5lbY14PM66xUJxQSFlJaUMDQ7R2dFBTnY2ddU1tN469MmkUjY2NjDo9LzIzEKjUr81r8fl5SVdHR18/vGnVFZUYDIlpL+FjY1IOzqRdUkx6PQ47A68Ph8qhQJBQwNTU5NMT03R2NBAVUUlSrkClVLJuGmMYCCIdX2d6opKnjx8SG11NRJxG53tHbQ0NSMRt6Hr6UUuk1FWWkp1ZRWStraE9HdlFevr63jc7pSfyObGJqaRUQry8hkZGiYUDNLZ0UlpcQnmxUW4ueH6+gqNSk1OVjbGfiM3JHJITE1O0lhfT01VFWKRiKLCQp4+fkxNVTXCRgF5uS8Ri0Tfkp7/sRGPx3HY7QwPDbG8tJzKfxGLxXA47PRotTTU1SecU9skCBsF1NXUolIq0ajVlJWUUlZSgqxLSmlxCffu3EGjUicmb4+HtlYxv/nVh3z624+Ry2T4fD6Oj48ZMBrJev6chxkZVFVWou/txel0cnhwgNPhwNjXT5/egFatpij/FTWVlUxNTmFeXESr0dDWKqa8tIyf/c9/4l//+We0ikQsLy8zPTXFgNHIgNGIqLmZmqrEEZ7JZGJwcCChtFpdjVjUikqpRCwS0dOtJRQKsrW5iVjUSk1VFSaTKSWktrW1hVwmI+/lS8rLypBJpZQUFvHw/gN0Pb0cHR5is1rR9failCtorK+ntrqGudk59vf3GRoaQi6T43L++HfN0qRJ85fHOzFCotEoLqcT0+goptFRgsFgajUqam7B5XSyvb2NVq1J+X7kZr9ALBLhdrnwbm2hVqow6PXs7e2xs73N9PQ042NjbHg8nJ+fs+HxIJfKGB4cJBwKM2Yykfsih8ynz6isqEDc2op5cZGTkxMWFxYQt4gYN429NQLk+vqagf5+Xr7IoaK8gtHRUSwWC2MmE8LGRnJf5CScFEdGsdlsDA8N0tvdjcViwe/3szA/j1wmo6qikld5+YhFrawsr2BeWKCspIQvP/uc50+ekpOVTWV5Of0GA36/n7OzM8yLi5QWl3D/7l2KCgoRi0SMmUwcHh4SCgbRqtUY9HrC4W1Wl1eQdnaxMDePw+6gsb6BsuIS7LeRFgCT4xO0i9tYmF/g+jb/xbrFgl6nQyaVIm5t5fnTZ3z4/gfcvXOHitIyOiTtLMzP/+gdU8/OzpibnaVd3Mbw4NAbOVyurq5YX1+nSSDk2ZOnFOTlI5NKWV5aIhwOs7S0RF1NLRn37pOb/YLyklI62iQ47A4ikQgrKys0CYXk577kVV4e4tZW7DYbe3t7DBiNFOTlU1FWRmtLC5K2tkS0SijE/NwcjfUJIzXpA6VVqwkFQ2+U/fDwEGlXF60tLXjcHnZ2djDodDQ3NSEUCCjIz6e6opK52Vli8ThHx0cMDQ5SkJfP44yHVFdW0Wcw4PN5ub6+xuV00iZqRS6V4vf7v1VH5aWlZNy7z8ucXCrKyunq6MButREKhRgeGqKooJCsZ8+pr6tjeno6tUPS0d5OSVEx5kXzn+29pkmT5q+HdxaiGzs74/joiONbie+Liwv2bw2KpFLn/v4+W1tbeNzulJR6PB5PfHd/P+XYd3GbEfL4+DglZR2Lxdjb3eXk5Jjrq2uOj4/Z8HhwOpxsbW0RDoeJRqMpGfDt7W2Oj47fupV8c3PD4cEBW5ubeL1eDg4OUtkk/T4/LqeTzY3NVJbUo8ND9vf3iUajXFxcJOSod3fZ2tzE7XLh9/k5OTlhbXWV0uISSotLmJmewel03spbH6SMoaT0t81qTfjOhMOpcNnz83P29/c4vK2HaCTK7s4OQX+AxYUFWkUiujo78ft8qWc5OT5mZ2cnlb/k5uaGaDTKwcEBqysrqJRKqiorETY2MjIywtZmQtY9WVc/ZpJS4gF/gL29vW/tesViMYKBAA6HA7fbzc7ODvF4LFVHfr8/FY7t3fKyt7vL+a3i58nJCQG/H++WF6/XSzAYTEnU7+/vs7m5id/vJxQKEQwGOTw8JB6PJ6TNt7xsbmzg9Xrx+3ypEOxvcnh4mEqQdnl5ye7ODj6fD5/Xi8fjwef1vWEoHh0dpULctza3ODw44Ooqcd1oNEooGGR3Z+eNe93c3BA5PcXn9Sae1eXC5/Wyt7tHPBYjHo+zdxse77A78Pv9KV+Qi4sLAoEAHo+H49fCxNOkSZPmXfFXm6zs+yAYCKDr7cU0anqniZ7Oz+N4vV5WV1ZwOp1/dMK0w8NDzIuLmEwmLBYL0bO0o2GaNGnSpPnLIW2EvENisRjh25wUfwkaM+fn5xwdHbG3t8fx8XE6A2aaNGnSpPmLIm2EvENubm64vrn+i4omSEY3pKMc0qRJkybNXxppIyRNmjRp0qRJ84OQNkLSpEmTJk2aND8IaSMkTZo0adKkSfODkDZC0qRJkyZNmjQ/CGkjJE2aNGnSpEnzg5A2QtKkSZMmTZo0PwhpIyRNmjRp0qRJ84OQNkLS/NWSzpqSJs3v5/r6msuLi7+I5ItpfpqkjZA0f5VcXl5ydHTE0dHRW3Vd/to4Pz/n8PCQk5OTH8WEk9T/OTw8JBqN/iCJ+JJaQT/U/f+z3NwKXUajUSKRSEqf620cHh5it9nwerfe+M75+TmnkUhKT+vH9Px/KkntsuOTk5+E5laSm5sbIpEIh4eHb4h//rn5URsh5/E4bpebmalpZqanmZ6aYnpyig2P50cxkH6T09NTHLeCakkRse9if38fp9OJ1+slFov9mUr44+Xm5oaA34/NamVvb4+DgwOmp6aYGBtn/y+kPf+QhEIhRkdGmZ+b5/z8/Icuzh/k5uYGm9XK0OAgVqv1BynDhseDTqdjbnb2/5ckwsHBAQ67HfPiInMzs0xPTWFdX//eRAOvLi/Z3d3FZrOxsryM1+v9zvHS4/Eg7exCrVThcrnY3t7G7/djtVpZXVnB5XT+5MUNY7EYGxsbzExPs26xvNE/To6PCQYChIJBTk9OfsBS/uewWa0MDQ3hdDq/t3ucnUU5Pj7+zjb2ozZCDm+lxp8+ekxJYRE1VVWUFZcgk8pwOp3EX2ss5+fnRCIRzs7OvmXJXl5ecnZ29lar/ubmhlgsxunpaUJF9VYR+Pz8nGg0ysmtdfx6Bd/c3KSs50gkQjwe/6Os54Dfj0ImR6NSsb29DSSUYuPxOGdnZ8RiMS5vVVPtdjsqpZKhwcE/OIneXF9zdXWVKvfZ2Rnn5+dvrIji8fgbv7m+viYej6dWSjevlT+p+BuNRhNlurzk6uqKq6srrq9/l7b+5uYm9VnyOSLJenzt3SS/d3FxwdntNa+vr1PqzGdnZ9+q39ff2TfrN/muI5HT1N8uLy+ZHB+nq7ODdYsF79YWLU1NNNbV4/V6ubm5SSk6J8uafOevTzDJZzk/PyeabE9/rMF7+5zxeJxoNMrZ2dm3Jq/Ly8tE2U9P36ij6+trLi4uOD8/T/1Lqu/G43FisRjn5+ep9xCLxTiLRr+1y/P6Cvj161vX16ksr0DQ0MjW5mbqvb7eF65vrjk7O+P05ORb7yRVL/E40ds2//rfkvV5+o3nSvaVZLnOolGu/oidqevra/oMBooLChkwGlNt4vwbff709JRoJPLWsr7eP/+Ysib/nmz7GrWae1/fRdTcnLrH2dkZp6enief4I9rFzc0NM9PT1FZVU1VejqC+gdLiYpqFQpbM5tTY8nqZ4vF46r0knyVZf9FvvPNkPzk9PU1d6+L8HLfbzYDRiFqlYm52lsht+S8vL1N9+OrqCvPiIjWVVVSUldPT3c3o6Cj9fX1oNRq0Gg3DQ0NYrVb29/ffqMfX+37yHSf//6eQvE5yDH7bGH11dUU0Gk3U+22fSraFSCTCyclJYgx7vS2/3ua+0Za/ef/j42OmpqZoaWnBoNNxenrC9fU10WgUu83G1OQkc7OzbG1upur/9b6aHL+T5fvmWJZUZk+Oy8nx9JtjabIOk+NPJBLh9PT09+5kvY2LiwtisRiHBwcoZDKKCwsZGxt7Yz44PT0l/o06e/3v33wPyfku+Y6SY0csFmN5aYkBo5G1tbW3zr8/aiNkd2eHhrp6nj56jFqpwmw2MzI8QpNASJNAiNls5up2UF9cWKC3u5uhwUG2trZSL/no6Ii11VWM/f0Y9Hrm5+fZ2dlJNZRwOMz4+DgyqRSlXM7M1BQejwfr+jrG/n6kXV0YDAY2PB4ubxvIyckJW1ubmEwmurVaJsbHCfj9f3CFuR0O02/oY2R4iP39fU5PT7Hb7UyMjzM4OMjoyAgOh4PY2Rler5f+vj7Gx8bY39//zu3Qm5sbDvb32fB4cDmdLJnNDA4MMD8/TygUYt1iwaDXMz01xf7eHpDo1OFwmKnJSbq1WkyjowT8/lTj93m9TE5O0t/Xx+jwMKsrK2xtbhIIBAj4/ezv7XFxccHJyQlutxuf18v29jbLS0toNRrUKhWLCwucnJxwfXXF3u4uHrebxcVFDHo9w0ND+LxefH4/ptFRBgcGcDocqQ58sL/P6uoqQ0ND6HU6JsbHCQaDqUa/vr5On16PRqVifHycUChEPB5ndXmZPoOBjY0NPB4PNVVV1FbV4Pf7OTg4YH5+HqfDwe7uLubFRdQqFVqtlrXV1VTH2g6HcbtczM3O0tvTw+DAQKo9/SGOjg5Zt1gYGRnBoNczYDSybrG8setlt9no1mpRKhQszM9zenLC5eUlXq8Xs9mM2WxmdXUVq9WaWMmuLDMzPc3Y2BjTU1PYrFZcTifjY2MY+/pwuVypa0ciEdbW1tD19qLVaJibm0utYq1WK4X5r3ic8Yiuzk5Mo6Osra5yeHiY+n0oHGJkeBiZVIrRaMTr9XJ9OwGEgkE2NzaYnZ5G19PD9PQ0B7e/PTk5SdSnWo1aleinp6enXF9fc3h0hN/vx7y4iL63l/6+PuxWK5FIBH7PFv/19TXdWg252S8YGhjkLBbDbrezsrycMnQXFxZQKZXoe3vxuN2pyXxnZwe3y4VpZIQerTbR9m/HtNPTU5aWllCpVCjlchbm51Pv5/r6mkAgwPzcHAa9nmdPnvC//u3faRYKOT4+Znt7m9GREVQKBca+Phx2+x98jqurK5QKBQ/u3kPU3MKSeQm9ToewsRG1Usn6+jrb29usrqygUauRy2TMzs5yeHjI+fk5oVAIl9OZGMOMRvQ6HTarNWWIBINBTKOjyGSyVNuPRiK4XS4Mej2yri5GhofZ3NjA6/Xi9XpTk4zT4cDY34+sq4uO9nakXV0o5HJkUildnZ2p/0ulUlQKBdPT08zCY/QAACAASURBVOzt7XFxecnJyQl+ny/V9w4ODnA5nQQDgT95wgyFQsxMTaHVaOjt6WF5aYmjoyMgYWS5XE76+vro7OhA19vL2toagUAAi8WCXqdDLpUyZjKxt7sLJI7RAoEAc7MzdGu1jAwPpxZ93+Tm5oajoyPGTCbq6+rQqNWEw2G2t7dZW1tjbnaWJbMZ6/o6bpcLt8uFdX2d1ZUV1tbWWLdYWFpaYnh4GI1azaDRiNvtSi0Ydra3WVhYYMBoZMBoZGZmBofDgd/vJ+D3s7O9TTwW4+zsDO/WFm63m2AwmHg2vR6FXM742BjhcPiPqs9oNIplbY2R4WF6urt5+eIFz58+ZWJ8nHg8zsbGBn19faiUSiYmJtjZ+d1ieDscTrR9nQ6DXo95cZGjw0Ourq7Y399nbm6Obo0GY18fdpuNw4MD3C4XQoGAO198SUF+PpMTE2+MKfCjN0J2aWlqorykFLvNDsDF5SWyLilPHj5CrVSyu7PD2uoaWpUKtVJJV0cHcpkMm83G0eEhYyYTVZWVCBobaW5qor6uDpPJxNHREV6fD6PRSE93N21iMfkvX9IkELC8vIzDbsdo7Efa2YlMKkWv07GyskIwGGR1dRW5VEaTUEhbayvNQiFajRqf1/t7nyccDtNnMDBuGmNvbw/L6hpCgYCG+nokbW3U1tSgUCjY8Hhw2B303BpV4XD4Ozv21dUV1vV1ent66NZqUSuVCAUCmpua0KjUdGu1dLS309rSgrGvj3A4zP7+PmMmU8LwUiiQiMWoFEq2trYIh8MoZDKKCgoRtbQgbm1F2ChgcGCA1dVVBo1GTCOjHBwc4PV6UcoVGHQ6PB4Pa6urqJRKWpqa0KjVLC8t4XI6mZ2ZQa1S0SQQUltdjVAgoLO9A6VCiUwqpaW5ma6OThx2O4eHh5hGRqivraWluYVWkYgmgYDhoSFCwSDhUIhls5nhwUHa2yTU19YyPDTEzs4Oa6urGPQGPB4PXq+XZmETJYVFDA8NMTszg0GvZ8lsJhgMYl5cRC6XI25txaDXs7a2htPhYHJ8HIVMhrBRgLCxkQ6JBH1vYuD/5m7SN5mdnqG0pITy0jI62ttpaW5GqVBgt9nw+/23g8MQSqUSQUMDXZ2drCwvY7Pa0Ko1NDY0IO3qYmpyktmZGZQKBY23bUPS1kZdTQ0tTYlrStraEDU309fXh9vtJhwOY7VaUSuVtDQ3IxGLaRWJGBoc5GB/H4vFQvbzTL76/AuEAgEtzc20NDWxsrLCyckJHrebAeMACrmclqYmmpua6O/vZ211leXlZYaHhlDK5YhFIlpFIqRdXbfGa4D9/X3MZjNKpTI1UczNzeFyOllZWaGnuxthYyPNQiGtLS20t0mYm539vceMNzc39Pf1kZ/7ks72DhbnF+g39KUmYZvVikGvp10iQX7bP5Pb6dNT00i7umhpaqajvR2JuA1dby9+n4/j42PMZjNqlQqFXI5Wo2FiYgK/z08oFGKg34hY1IqkrY3HDx/yb//yc4QCAUdHR+zu7jI6PIxWo6Gro4Oujk7m5uZ+73NcX18j7erik49+S+GrArq1WupraykuLESjVuN0OgmFQqytrqJWqRA0NqKQyzHfTnwDAwNIOzvpaG+nQyKhs6MDpULB7MwMOzs7BAMBRkdH6bwd94aHhlgymzEvLjI8NIRCJqOtVYxCJsc0MsrmxgZnZ2dsb2+jVChoE4tZmJ9PLSA62tt/Ny7cjkl1NTW0tYqRdnWh1+mxWq1seDyMmUzMTE9zcHCA3WZHpVAwMT7+Jx33xWIxNjc3mbk1bgUNDbQ0N7O8vMz+/j7LS8voehJGdXVVFTlZ2SgVCjweDxaLBV1vL0qFAo1KxfDgIC6nE5/Ph0GvpyA/n4JXr9D39rKzs/Od7ez4+JiZ6enUWNyn1zM3N8f83ByzMzOYFxex2Wwsmc30GQypuh4ZHmZxcZHZmRkGBwbo6e6mQ9KOrKsLm83G4eEhA0YjJUVFCBoab/twLWqVmpWVFcZNYxj7+gkGAuzu7tKt1dLZ0ZEYE2w2DHo94tZWZFIpkxMTCYPvO9ra9fU1JycnWNbWkEmliFpaELW08DjjIRn37mMaNRGLxXC5XOh1OpQKBXKZjMGBAcLhMAf7++h7dVSUldHy/7H3nt+NXle65983s2b19L09033d7e6WW7ZlycolqapYkTknAARBgiCJRIDIYEBkQmBAIADmADABYM6hAllk/ebDC8IluVSS2/Jtu0d7rfpSAPGec94T9tn72c/T3o5KqaSjvZ3xsTGOjo7Y3NxkfGwMt9OJxWTC2N1NaGKC2ZkZpE1N/Orf/p3Cp08ZHxvLO5C39t/CCWmorWN+bj7//06Hg8cPH6LVaIjH45gMRrQqNYl4HEdfH0VPC+nt6WFjfZ1WmYzPPv4kH1osKSpGrVSRzWYZ8HqpqarC7XQRDoeRiMS0NMtILi/nN+bk8jJjY2O0NMtQtCmYjEZxu1yUlZTSrdMxlUjQ3qagvLSUaCTyzv6srKzQ0tyMvktHJp3G43Lz1Zd3aJW1EPD7kbe0IhGJCQYCeNweaqtrUHUqWX0HBubq6orRYBB5SwvKzk4c/f3YbDaaJBIqSsuwWa0k4nGUHZ1UlJUT8AeYnppC3tKKJjdmOm0XJUXFjI2OsrS0RElxMXe/+pqR4WH6+/p4+ugx+i4diXicDoWCJrGEpcVFpqemqa+pRSGXs7KywsnxMXNzc3jc7vxG1tvbg9lkQiZtRiISY7faMBkM3PvmLqUlJYyNjtLb00t5aRkDHi/pjQ1aZS3c++YbnA4nk5OT6Lu66NJoCAQCJOJxUskkR0dHjI+NU1pcTEuzjPn5eTwuNxKRmEg4zNbmJhqVmk8++j0P7xeg02pJxOPs7OxwcHDA5uYm09PTeD0erBaLEBWx2zHo9YgbG2mVtTAaDOL3+WhuktKt03OQiyR9n+m0XfzyF/9MXU0tM9PTeNxuVEolbpcLi8lMfU0txu5upnIRm86ODhz9/ditNqoqKiktLsFqsbC+vp6bKzIe3i/AaDDgcjqprarm8cNHtMhkOB0OBgcGMBoMaDUanA4H/X19GLq7CYdCLC4s0iaXU1lewVQiQTwW55s7X/H44UPGRkcxG02UFZcw4PWyuLCAqlOJTCplMjrJ6soKvpERVEolrTIZGrUatVKJuKERg76byclJeux2JI0iBrxeDg8P2dneZm5ujslolN6eHjrb2+mx2/G6PUgaRTTU1REMBBgaHKS8pJTO9naOjo7eOZ4jw8M8efiIO59/gaRRRF9vLwG/H6/Hg81qpb+vj1AoxMT4OO0KBY119fTa7dgsVurr6rDbbCwvL6Pv0lH05CnDg0Ocn5+TSWdILi+TSqWwWazU1tRgt9kJhUIoOzpRK1XEYzFUnUr+7Zf/ikQk4vj4mNPTU1ZXV9na3GLQO0DRk6d0KBTv7Mfr16/psdv57a9/zb/+87/w4Qcf8Mtf/DP3vv4Gj9vN1tYW+/v7HOzvk0wm8Xq9GLq7805Si0xGTVUVirY2YpOTzM7M0NwkpbKikmg0ytnZGevr68xMTTEaDKLX6VB1duJ2uRjwepG3tPDg3n0KHz/B6XDkHaa11VVEDQ00N0lZW11la2sLp8OBVqPJr93O9g4a6urpsdlYWlzCbrNRUlyMxWxmKpHAajbT39fH7s4Ok5EojfX1WC2WPwnD9uzZM9bX19na2mRrawtDdzdPHj2ix25nemqattZWmsTiXGSyn8LHj9Fpu9jb22N3d5elpSXW19cZGhyksa4eY3c38ViMVlkLn/z+Y9oVCjKZzDsjmWdnZ0yMjyNqaOSzjz/hycNHeD0eMpkM8Xgcp8OB3+fD43KhkMsRNzbmLxC3karlpSWy2Sy9Pb08fvAQm8XKRm4v+/Sj32OzWAkGAtRUVtHWKicRj2M2mqitriESCpNMJhE1NFBWWspkNJqfa4FAAIvZjF6nw+/356PZ37UXL16wsLBAj91OZ0cHHrebcChEQ309X3z6GR6XmxcvXpDNZPPRVKvZQn1tHeNjY6ytrlJfW8f9u3fxjfiYGB+nSSxGq9awuLDIykqKVDLJ/v4+wUCAspISNCo1G+vrOB0OykpKcDmdXL4FmvA374QoO4SFMD83l/9/t8vF3a++pkksxu1yIapvoPDxE7QqFW2trZQUFTHg9ZLNZGhvU/DkwSMi4TCzMzNUV1ahUanJpDP09vTw+aefUllegVatoaG2Dr1Ox+rqKsnlZD583NvTQ3lJKbXVNYyNjTHg9SJqaGBocJDtrS102i6KC4sIjY+/sz/J5SQNdXV0KNrZWF9nwOPl0YOH2K021tfXsVmsSJuacDkcdOv0FD5+QltrK6lU6nsX0eXlJcNDQ8iam7FZrUwlEoTDYbp1OlplMibGx9nd2cFsNPHk0WNMBiP9fX08evCAhwUFdGk0SERiqisriU1Okkomqa2uobqykqXFRcZGRykuLEKn6SIeiyFvaaW0uASvx8PgwCCihga0Gg1zs7PMzMxgt9qQt7Qia5Ki7OhAr9fRrdfTpdXS19vH7MwMvuFhHj98RF1NLcnlJEF/gLKSMpz9DjY2NmhvU1BWVMJUYorz83MioRBWkwmzyYTNamVoaJBEPI5ep+fD335AaXEJ4XAYm8VKdWUVE2PjbGWzKORy/uff/T3/7//4n8hbWvMh2UwmQzAQpFunRy5robWlBbVKhV6nQ9fVhUatZmhgkP39fWZnZqivqaW1WfaDIVF9l4733/sVyo5Ojo+PmZ2dwWg0YjGbqa2p4T/+7d+5/81duvV6NLm56nY6sZosFBcWIapvYG52jhcvXnBweEhbSyslRcWMBkeZm5tDIZdTVVGBxWxmZmZGiMgZjdRUVSEWidCo1Xg9Hg4ODjg/P6dLq6WsuIRoJMrszCwVpWXIpFLW19YIBgJ5JyIcClFfU4uooZF0OgPAyckJ3Xo9DwseUFNVRZdWi7HbQDwW4/DwEK/bQ3lJKT02O+l0mtDEBCaDAZNRiBA21tej1+nwuNyoOpWYDAYymQyJeJzy0jJaZbIfdOr8Ph9ff3mH/+v/+D/54rPPGRkZIZVKYrGYqamupkkkpkujwaDXI2tupkUmw9HXR39vH2qVmngsztnZGT02u+CEDA2xs7ODLxc6HxkaQtHaxsOCAtrbFIJT121gaGiIo6MjBrwDfP7Jpyjkbezt7TGXS3WNjY6h1Wj45KPfI2poeGc/bm5uMJmMfPzhR5SVlOB2unD2O1B2dNIqa8FutRGPxfJOa4eineYmKarOTjra22lsaECa2+fOz8/Z3dmhvqaWr+98RcDvJ5NOM5BLqRi6u5FKJMikUlxOJ1aLhQf37/P+e7+irKSUcCicb9fc7CyNdfW0tynY3Nxkb28Pl9OJVqPB0N0tpGR0eqxmC8nlZV6+fMmA18vTR4/p1utJxOMY9HpsFquQcohEqamqxmgw8OIHIoZv2uHhIaGJCcZy0b/62lo++M1v0Go0hCZC1FRV8eXnX9DRpqBd3kZlWTlet4f9vX0mo1GsZjPDQ0N06/Q8efSIDoWCaDRKl1ZLRXk5Pp/vB1OpFxcXDA8PU3DvPv/w9/+Dzz/5FP+Ij4uLC+bm5rDbbHg9HnrtdpqbmmhXKAhNTOSq744ZDQTptdvx+/1IpVLef+9XdLZ3sL6+jkal5smDh0yMjZNKpWhva0Or0TCVSNCtF/Z4i8lMIBBAIhbTLJUSj8dJLi/jcjhpb1MgFUtoaW7G6/Gwn0s5fddOT0/zTmhvTw/ra2scHR1hMhopLiwi4PNzfHTEaDBIj83G0NAQzU1NFNy7z4DXy/r6Oi3NzVSWl7O8tMTO9jY2ixCpDgYCDHq9eFwuwqEQXRoNn/7+Y1qbZWSzWXwjI4gaGghNTLy1bX/TTsje7i6yJimFT54S8PvZ2tpicWGBDkU7hY+f0KXVMuDxUF1Rye8//JCK0lLa5HL0Oh3Ly8vs7e3R3aWnsa6eudlZFubnETU00K3Ts7W5hcft5qMPfsd7//pvPH7wEKlYkgdi9ff2UV5SSn1tHa0yGY8fPKSmqpqxsTGCgQDKjg4mxsfZ2d5G36WjorScSDj8zv4sLy1TV1ODQi5nfW2NgM9PdWUlQ4PCgef1eJC3ttBnt6Ps6ORRwQPkLS0/6IQMeL20yGQMer1sbGzkc6U2q5WlpSWODg+xWayUFBVjNVuw22x8/umn/Me//7twy5LLsVrMZLNZIXrU3EJbawvra2tEwmEqy8rRqjXMTE/jdrqoq66horSUZmlTPqTndrno0mqpq66h8PETKsvKhbSLTodBr6e/r4/JyUk2N7OEJiaoqarOgSQ3GB8do7qyCo/LRTqdRtnRSUlhEX6fn1Qqhdvpwmw0YjaZaG6SUl9Xh1ajobamhl/84z/x8P4DgoEgJoORqvIKJsbGSW9s0CSW8It//Cc++fAjOhTtjI+NMz01hdfjoa1VTvHTQuGQrayis6MDvU5Hd7ceR39/Pu8+PzdPbVU1zU3SH3RCTAYjv3n/10glTTlMkRdlZyd9vb3Impt571//jfff+xV1NTW0KxRYLRbisRhup4uSomLaWuWcHAuhzNPTUzraFNTV1DI7M0s2m6W7q4uW5mb8Ph/pdJrFxUWMBgPVlZWIGhtpVygwm0zMzc6SSqZoa5VTXlJKLDrJ0uISEpEYtVLFZi4dpezsYHh4mNFgUAhdl1eQiCfY3dlhbW0NvU5HSXEx9bW1mE0mfD4fOzs7woHk8VJcWIRWo2F8bIx2eRuPCgqoLK+grraW+toa9DodgwMD9PYKuKOj42NmpqepqayiQ972TsD169ev8Xo83Pn8C/7jvV9RXlaO3WZncGAArUZDVUUFxYVFVFdU0t7Whs1qxTcyQmhigr6eXhQKBYODgywtLqJWKnn66DEDXi9TiQSi+gYeFjxALpNRW13Dw4ICNEo1I8PD6HU6eux2FhcW6NJq+fV7v0IhbyOTyWA1W3hY8IBWmYy6mlref+9X1NfWvtMJub6+Rq1U8eFvP0CjVvP8uQAa7u/r4+H9Ah4VPMiH3JskEoqfFlJWUoK8pRVlZwdNEglSiQSbxUIqmWRqaoqykhK+/OwLbFYrg7lo7pOHj6itqaG2qoqWN5yQp48f8/GHH1FTVUXA72dnZ4dsNiv0tUuH3+fn6OiITDqdv0V3abXouroEx9NgIBqJsLa6iqG7m6InT3E6HMzPz9PW2oq4UUQ0EsFutfL1l3dQdnZycX7Oi1x58w+lZjbWBQC5JOdQ3r97l3/5X7+go72daDiCRCTm/fd+xReffEppYREKuZAuX11ZRdnRyf1v7iIWiZCIxDy4d58ORTvxeJz+vj6UnZ3MzMy88/kAZ+dnDA4Ocv/uPX75i3/mwb37OB0OlhYXCQaD2KxWAeRrsSCVSOjW69lYXwcE3KJC3saD+/eRNTfz5NFj/vEf/h9aWwRAfI/NTkNtHVOJKTKZDEaDAaPBwPTUFH6fD4lITFlxCaKGBrq0Wrxeb86p0lFVXkHB3XsUPn6CuLGRwYGB710z5+fnRCMRTAYDxu5u4UKZStHZ0cGjBw8ZHhwilUzS1iqn6MnT3GW9mDtffInX7WFjYwN5SwvFhYWMjY4ylZhCrVRhNpoYGR6mpVmWuxTLqaup4f33fkVzUxMbGxs4+vt5VPAAi9nM+fn5H+EX/6adkP29PVqaZRTcu4+hu5sBr5cORTvihkZMRiPzc3PMzs7SoVBQWlQshKx8PkITE+zv73N4eIjZaEImlbIwP8/y0hKtMhlWi4WtzS3cLhdffv4539z5Sgi5d+kYHhpiMhrFZrYIN2BZCxqVisryCprEEiLhCBPj4+i7uohGIuzu7GA1W2isbyAei72zPyupFZqlUrRqNZl0mvHRMSQiEX6fj4ODA4aHhlCrlHhcLrp1eipKy1Arlaytrb3TCfH7fCg7O/GNjJBOp1lYWMDr8dDf18dycpmjw0N6e3oQNTTmkd5lpaU8uF8gHC4jI4RDIY6Pj0lvpOls70DV2Ul6Y4PY5GTuVqtnbW2NjY0NVEol//4vv+SbO3cYHxtjZmYmj+1QdXYiy+WRu7q68qkOj9tNPB5nczPLZDSKRCxBrVSRSWeIhMI0icX4fT42NjaQiMR8+NsPUMjbMBmM1FbXoFGpCPoDQlqptIxuvR6VUsnnn3xKVUUl4VCYHrsdcUMjkXCYzWwWjUpNZXk5ZqMJm8VKk0iMqLGRjhzmoVkqpbGhgVaZjG69Pt9Wr8fD0uIiV1dXLC0uIZVI6Gzv+N688q1p1Wr+x9/9HXe++AKz2Uxzk5QmkZix0VF8IyNUV1ZRUVqGOee4RSMR1tfXCfj91NfWolaqOD76A9izS63JOTQLbG5uYjWb6WxvZzQYJJPJsLy8jM1qzWOSTEYjkkYRXRoNzn4HDbV11FZV50otBaekW6dne3ub6akp9LougsEg0UgUqaSJqvIKeu09DHi9GAwGNGp1/lbcY7fnD7GXL14Q8PkF5629HbfbjaJViNK0yGQo2tpokTVjNZvx+3y4Xa48YG1+bk6IYKg1fwRge9Nubm4YHBiguqISnbaLkZER2uRt1FbX0K3TYTaZUORulSM5HMTC/DxTiQRdGi0P7hdQX1dPX28vEpEon44YHx+nsb6B0uISdFotrbIWqiorcTtdxGIx2tsU1NfVYjGbqSyv4Jf/6xd0treTSacxdhsouHePDoUCeWsrX372ObLm5nemY25ubrCYzdz54kuaJBIi4TCjwSAatZqGujrqa2ppa5XnI3BNYjGSRhFatYZuvY7mpiaKnj6lrERob4/dTl1tLaVFxQJ+o7ub+tpa6mtqaVcoaJXJ6FAo8LjdjOYO0CaxREiVmM0E/H4sZjMqpRJfbt959eqVEFZ3OgXMicWM3WZDrVLRUF9PR5tCcKSlzVRVVBKamGB9fR2ZtJmH9wvo0mppqK3jg1//GrVKxeHBAYsLCwJmaHPznWsmlUzRJBJTV1OLzWKhtrqaT37/Md06PbHJGK0yGV9+9jllxcXIW1oEpygaJRYTPnv66DEd7e2oOpVUlJWh69IxMzODx+1G19XF3BsR9LfZ69evOTs7IxqJ0N7WRnVlJc1SKd16PT12O3a7HUcOHO/o68s7vOkc/m93ZweZVMqDe/dRK1WIGhr53W9+i1olpPyd/Q5kTVJmpmfY3NzEbrXmcWKbm5v09/Xx0Qe/4ze/+g967Hbm5+fp7elB2tSEWCSkMUUNwgXD7/N971x79eoVW5ubeN1umkRiOts76LHbqSgr5+sv7+ByOpmZmaGluZny0lIMej1SSRNFTwsJBoKsrqxQUVrG+++9R2d7B/ouHcWFRRj0Qvq4TS7n7tcCuFrVqeSbr4SqsUwmg9vl4sH9AuQtrSSTyT9yPP+mnZDzszOGB4dQdnTmvVGnw8H42BjZbFYgmDk9JZFI4HG7GRkeJjQxwcz0NEdHR1xcXDCVSAjo4u1t9vb2GBsdFQCmm1tYzGaKiwqxWa1EI1F0Wi1qpZKJ8XFCExP02u04HQ5GhodxOZ0EAgHS6TTr6+tMRqNsbGxwdnbG1NQUI8MjZDKZd/bnYP+AYCBAJBLh+OiItdVVfCMjpFIpLi4uWF5eJhwOs7iwQDwWw+vxEgmHOTw8fCcwNZVKEQqF8liJnZ0dFhcXmZ2ZYXd3l2cXF8xMz+D3+clmsxwcHDAaHKW3pyd/e5ybneXs7Izjo2NCExOEQiGODg/JpNOMDA8TjUQ5Oz/n+voan8/HB7/+DXe/+oqlxSVOTk6YnppiaHAQj8eD1+MhEPAzOTnJ1NQU09PTLC4skMlkODk5Jp1O4/f5CYdCHB0dsbG+QTAQYGMjzdbWFq2yFr787HMUbW24HA6sZjORUIid7Z0c+NTJwMAAXo8Hs8lEIBAgk84wMz2Nb2SEjY11jo+PiUaijI+Pk81kWZifp9feQ39vL8FgkOGhIRwOId02OhokHo8zPT2dA4ousLOzI1TL7O7mAHghzs/P3/l+TQYj//KLf+abr+7Q29OD0+FgeGiYrc1NDg8OmJ2ZJeDz4RsexjcywlQiwc7OTn4ehHOllCAg/KORCAG/n+3tbU5OTphKJAhNTLC6ssLx8XG+Iik2OcnGxroA1syBzlwOJy6nk9BEiMPDQ/b39hgNjjI5OcnJyQmb2SzRaIRUKpUfV9/wMF6PB0d/P87+fiYnJ9lYX2d5eZnp6WmSyaRA/nZ1RSqZYnhoiNjkJEtLSwwPDmG1WBgcGCAYDBIMBpmemiKVSjE/P8/qyopQZbO9jd/nJxqJvJNA6ebmhsXFRUaGR1hZWWF/f5+AP0B/Xx8z09MsLS4SCPgZHBggHAqxtLjI6uoqM9PTmI1Gqioq8mWnAx4PAb+f9fV11tfW8Lo9WMxmfMPDjAwNMzIywsb6Ovv7+4yPjwtYpp4edF1aVJ1K4vEYJycnxCYnMXZ309/Xh7PfkQeIvqsfr1+/ZmF+HpvNhtVqZcDjwe1yMTw0RDwWZ3ZmhslolIDfj8ftxtHXx0huXIeHhpC3tFBRXo6osRGdVovb7Sbg9xObnGRxYYFwKESP3Z6vcnuzimpjfZ1kMsn01BST0Wh+fdTnnNNYLJZnFT48OGB+fl5Ys9NTzM7MEMqBue1WmzAnHA7GRsc4ODjg7OxMSMEZjdjtdrp1enRdWhYWFtjb28Og11NXW0sinnjnmjk8OCQYCODo72docJAem+2NdOMsrbIWGusbGA0EGBsdRa1UYTGbGR0dxZUDSQ4NDhLIVdlNJQScxsL8PJFIhK2trXc+HwQ8RSadJhabZHJykvm5OSKRCCPDw4yPjjI/P8/a2hrzc3OMj4/nQbMgXBZuQf4Dbg9OhxOT0cRUIsHp6Slzs3ME/H42Nzfz+2Q8Hmd/f18oKlhY4N7X3/Db93+Nb2SE8/PzfNVSb0+PMC5DQ0xMTJBKpd7JNjK73QAAIABJREFUL3V5ecnaygpul0uoGnM4MBmM2K0CNmpzc5PhoUHMJhNDAwMMeL35wodsJoOovoGPP/qItlY5LoeT3p4e5mZnhcqYaBSTwYjT4cDr9dLb08NUIsH5+Tlrq6u4nS4cff3M5IDub9rftBNyfX3N/t4ey8vLzM/NsbKykvfc37SXl5fs7e+zkkrlF99ZrvTx2bNnnJyecnl5ydXVFaenp1xcXLC3v4cpt1k5+voI+APUVdcgqm9kZnqG/f191nOlntlMht3dXU5zv3Nb0//ixQuur6/zrHQ/VD1xdXXFyelpvm0vXrzIs9ndchDc8pKcn59zdHSU/+67GAufP3/O6ekpz3PcD7c8B7ccGLdtfDM8+vLlS3a2t0kuLwteeTbL8+fPeZUrvzvNPffly5d5ps2bG4FHIhqN0lBXT3tbG9tb24DgiW9vbZFKpUin0/kSZIHP4yLP93H7mycnJ5yenubH4fT0lOubG/b39+nSaKmprGLA6xXKf3d2vlVGeXh0xEquJHl7ezvPHXB+fs7x8TEvXrzIlxCfX1xwkyvt3d/f5zTHgHnb1mw2y/Hx8R+19U2elZOTE05/BNOos9/BV1/eQdwoYmlxiYP9/T9iKD05OSG5vMz01BSrKyucnp7y8uVLTnPz4va7t2j323d2yy9yy4lwy1VwW7efXy/7+ySXl0kuL3Owv89Nbt5cXl5yfHLC+fl5fo7czrXbufX82TPW19ZYXFggm8nkc/uvrq85z3Gm3M7F58+fc3J6kp9ft6XNt07uyckJFzmOhlu+mdsS8JOTk/x8+j67ZUw9OTnh5eUlNzc3nJ+fC2swx4Ows7NDMpnMlzzeHj63wOj+vj7mZmc5eqPE/dXVFXt7e/mS1d2dnW+15dnz52xubpJMJlldXeXw8DDPrXFxfk42m2V5eZmVHLHXd/kp3maXl5ccHh6ytrbGwvw8S4uL34qq3Y5fMplkdWWFg/19Li4umJ+bQ6NSIW9txelwEI1EWF1dzTuqIByCG+vrrK6usrO9zWFuz7jlpXj27BlXuf3y6uqKhfl5AW+iUJBcXs7/zpv8Ebfr4HYPSqfT+Sqe2733NQLvzv7eHqmVFVZXVjg6OuI1AjFel0aDtKmJ2ZnZd47N7Z6yvb1NMplkJZVif39fOFBXV1HI25BKmhgLBvO8McqODmZnZ8lmMqTTaTLpNNvb299a+7ccTz+mUufm5obnL14I38/x+tw6zPt7e/m969mzZ/nz43Ycrm9uOD09JZvNsraywsbGBgcHB1zm5uztvnu7992O6+0+mEqlkLe0Imps/BbucT9Ha7Cec45PT0/fysHxXXv16hUHBwfC2bWyQjaT4eT0JM8Rc0uXsJJKsbm5mb9Y7e3toVaqqKqsxON25SvJrnPPe3l5ye7ODqlkMn8Ov8mB9OzZM7KZDJl0+lvzE/7GnRD4A3HVVW4jfhdfxqscgcyrq6sffFkXFxf4fT5kUinNTU1C2VxVNWajid1cSezti7u+vv5vSVt8e8he/sDY3tqtoxGJRBjwepmcnOTijejALWnYnzNex8fHOB0ODN3dJJPJ7/2tV69e8epPpJP+LpnRq1evuPkJ3+1YcJQmsQSXw8nz58+/93evrq7yxGk/NUV0fr38J6m2b9fan8pI/FO8+z/VbgmpbveGFzmuhXAohN/nY25ujouLiz9qzy1B1veRa71LT+X2mT9mvXzXbp2wq9wB9bZnvvm72Ww2D4yfSiTY399/qwTB24gE32Y3Nzfs7+0xlUiQiMd/9D5/S5b21rmam2+3Y3V1dcXOzg5TiQTTb0QMfsjeHNdbOzw4oLenB4lIhLylBYlYjLihkQGvN89f8Z8lSfuxbfqxv/vm/P8x9vr1aw4ODpienmZwYICxsbFvgU5fvzGuf+o8u53ft87zj/ns6OiI/r5+jAYDK9+DQbxt0/fJYNx8zzP/5p2Qv5RdX1/nCWnCoRChiQkhxbK+wdXVXz+t9X+F3eS8/tvU1vn5+Y9nE/2Rdnl5SSaTYX1t7Qep7f/abHdnh4X5+Xx06Gf732yvX/Ps4oL9vT12d3Z+MH32127Pc1GZTDotHLp/5kH7B0bMC569cZv/Ke02+nzLqvvnOAdXl5cCiV8slpftmEok2Nne/m9xKby4uGB3d5fdnR1OT0//LGmAP9devnyZhxr81DIhPzshP9vP9rP9bD/bz/az/ZfYz07Iz/az/Ww/24+0169f/7e4Zf9sP9tfi/3FnJCrqyt2trfJZrP50N4tSO4vlec+OT5me3ubo8PDvykV3VvRrDcF4X7sRncLpt3b22N/b4+Tk5O8ENLf0hi8zfJCdS9eCGDQd+AYnj9/zuHhIYc50OMtQOxvTWb8+fPnHB4c5AnF/hIh8Z/tD3YLbk+nNzg+Pn7nXBEI5mZZzJVn39re3h7r6+s/yPD659ptKuPiJ06V5IX+3iJ4+J+1W0Dp0dER+zkA9l8Cl/FT2O3+mxcJfcf+e3JyQjqdZn9//6+2Pz/Gjo6PWF9fZ29v7y/ej9s03+np6VvTSn8xJ+Ty8pLRHGI5m8lwfn5OKpVifX39L7KxPn/xgoX5eUZygmo/Jn92i7A/z5WW/lfZ9fV1nn9/e3v7T8pVX15esra2xvjoKMFAgIWFBQG1vb/P+V/xwv8x9urVq/y4bG1tcXZ29r2bw9HRkaBjkkiwvLT0rSqcN1VH/9pte2uL2OQk8VgsLxr4/yc7Oz1leXmZ2ZlZkskkyeVl1tfW/mJy8VdXV0TCYXpsdhLx+FurJW5ubjg+PiIRj2O32bBbrcRj8XyVQ2hC0KL5McRX/1m7vr4WeHrSabKZzDvLfv9UOz05YWNjg2w2+0eVC3+OHR8dMT8/RyQcJpVK/UmaMf877eXLl+zu7pLJZNjf339nFePC/Dx9Pb3EYpN/0jNulYBvnZz/akskEhj03Yz/AIv3T2W3YqapVOovX6J7Kzm8v7+PRq2mRdrMwrxQGy4QH0XylQG36OJ3VbR83yF6+9ltePT4+JhgIIA6J8p1C1q8/fzN79/aixcvBA6PkRGSyaQw+X6gLd+VNn5X29/52Ru/dVtVsrCwwNLSEru7u/kb/LvG5+bmht3dXcZGR9GoVKiVSvwjI8IhnEyy80bJ3A/15ce0/btj/uZ3fwh5/0P2tvnwPKcbMZvjfTjY33/rM25ublhaXMTpcOB2uQhNTAjqlokEa7kD7PvQ3P+ZcXjzsx/b5ze//645mUomcfT309fbSyKREMoa31K98X1r589dVz+mDz/0rl//iDF9c/68aYlEguLCwrzsQnVFJY319Xmivx/Thu/7/LvrDoQ9oLenh5qqahx9/XmCtDe/c3l5STQaxZLTQjF2G2gSifG43ezu7GK32XhYUEB/b99Pshbe1ofnz58LtPaJBHOzsxy/EXX57vv8sfP29jt7u7tMT00xNzf3rdLKt43Xj2378+fPSSaTDHi92G02JqPRPKDxh9bO63dUnbztb9/Wp7f9zfe9l7OzM4F7KR5nbW0tH7V522+OBUepr6uj127Pl8R+3xp88//Pzs6Yy/GL3PLpvNmun2K9/tAYvGlup4uCe/dRq1T5Mvy3jemfsj9+X39ev37N3t4e0UiE0MTEH5E6/qROyGY2y6B3AJPBiKpTycN796mrrmVxQWB/czgc+H0jeWEhR18fpm4DI0OClPTZ2RmHBwekkklGAwHMRhMmgzEvVfzq1StOTk7yokEWkxmbxcr46JggXx4M0q5Q0N/XRzabZSWVypPwCEqfw/T39uEf8ZHNySSbDEYK7t+nobaOgN/P/hsDdMuVMZMTMjMbTQx4vczOzDIZncwTPs1MT+dvahfn58zPzTHo9dLX00NoYpzjoyOurq5YXV3FNzyCy+HEZrHidgmKri9fviSbyQhqlVNTJJPLLC8tEZoI5UleopFIPtx7fX3N/Nw8VouFZomUupoayktLkUokOPv7iU1OMjc7y9bmZv7wffXqFZl0mmg0it/no9dux2IS5OIvXwo3lNOzM2KTMexW4baXiMfzN67T01NBGt1sQaftwuP2MDc3x9LiIuPjY3lim3BogqWlJTKZjPAvnebZxQXXr16xurJCPBZnf08Iz87PzTE7M8PW1hZLi0u4nU5MBkHpc2N9XZCCXlkhHAoxGYmwmc3m383NzQ3HR0ckYnEsJjM1lZWUlZSi1Wjw+3wMDw3h9/lYzokN3i7iV69e5bVMBgcG6LXb6ckp+t7e1A4PDohGIvT2CORl83PzPH8ucLbE4zF8vhFGcw51NBIhEg6ztrbGyxcvuDg/J5PJkM1kOMgJjy0tLeEfEciS4rFYfmyi4Qi99h76ciWWJ8fHpFIpLGYzMmkzLdJmOts78Lo9rK6ucnV1JWzuy8u4nU6M3QYGvQOkkkkuLgSOjOWlJbweDyaDAa/bw0oqxfn5OYeHhySXlxkfG8dqtmDsNjAaDLKbW1dvruFIOEwqV/4McJ6Tfg+Hw3mRuUGvl9FgkGQyybMc38T83Bxupwur2YzFJJB9bW8LlUBXV1espFKMDI9gMhiwmMyMBUfZ2tz8VtRyYnycr+/coejJU/p6e2msa6Dg3j0CPh8vXrxgdXUVf06kbmhgQCglPToSqqayGcKhEEODg9gsguDgwvw8l5eXXJyfszA/L+jCWG04HQ5SyRQnJyfYrTZKi0tw9jtYXxOIBkMTE3ktoWfPnmEyGKmrrSXg9xP0B6gsK6dLoyGTTmO1WPjwN7+lqqISl8slEJ2NjOQrcLLZLOmNDY6Ojri+vub09JT5+XkWFxd5/sZlaWdnh5kcCZjH7cZiMjE8NEQ6neb09JSNjQ3GxsYIBAKkkknSGxvCPLXbsZotjI+NMT83TzAQoK+3N0fMtyHw7hwfMzszQzAXnTYZjQR8fg4OD9na2mJsdDQnm7DJRo4JWSAHs9Nr7yEei3N+9sMR2sODQ8aCQdRKJRKRCLFIhEqpJB6Pc3FxQWYjjdfjwaDTMzQ4yObmpsDpsr3N3Owsfp9fkGAwmoiEw5zmFFePj44ITwhq2xaTGWe/g0g4zEoqxdLiIn6fD6vZgsvpYnl5WdDRyZUb+0d89NhsmI0mRoNB9vf2vnV4Hh0dEQmHCfj9zM/NsZ7jaxkNBunv68PR38/c7BzPnz8nEgpRWlxCXU0tjv5+zCYTbpeLdG6cd3d3icfiuJ0u7FYbE+OCinA2m0Wr0fLk8WOaxBLGx8bZ2tpiYX4et9MpaF4NDLK4MM/FxQXX19dsbW0RDASwW23YLBYGvF6Wlpb+KAr2/PlzFhbmcTtd9Nl7mJme5tnFBZeXl6yurBD0B3A7XYKWUCbD1dUVbpeL3/32A77+8issJhNWiwX/iI+9vT2uri5JZzKExicEUjJ7D6HxiXw59eHhIbHYJM5+gSrB2e9gfm6ejY0Normoot1qIxgIsJLjOspkMgwMDOB0OP6ItPMncUJunQPf8DD1NbWUFhdTWlzC5598Sn1NHctLy6ytraHX63E6HGxubjI1NYVGpaK2qpomsVhgvQyHSeRktGsqqih8/ITy0jIa6xsYHhriOLdJd3Z0UFcjUBEX3L1HXXVNjm48QrtCgaK1Na8S6fV4mBgfZ2JiArvNltM1KWPQ62V5aQllZ6fA7nnna6wWK9k3Bkhg1YygViqpLC+norQMUYOgoHorO19eWoqirY1kMimIqYXDKDs6qKupoeDuPaoqKgiHQqyvrWEyGoXfqG+gurKSqvIKnA6HoHI5M8PI8DDhUIiF+XlmZ2YYGhhEq1JTUlSMRCRiemqKs7MzZmdm0Gm7qK6opOCbe9z7+hsKnzyhualJmEw+H/FYjK3Nzfzhe3Z2htPhQCwSIW9tRdzYSPHTQrRqDUuLgsLjaDBIe5uCxw8f8fDefTrb24nFYiSTScbHxrBZrNTV1PLlZ59TUliEo19wjrxeDyaTCVVnJxKRQCkdDoVyypZ9TE9Nkc1k0Ko0VJZVMBmdJJPJCPoTGg2Li4tMJabQa7uoqqhE3NiIo7+f6elp5mZnGQ0GBebYZDL/bk5OTgj4/bS3Kagqr+DOZ5/z9Zdf0tnezvDQEL09PfT29LCwsPCtUt6L83McDge1NTU0icU01tdT9OQp3To96+vrecGvvHZMjnZ6fm6O8bExpE1N1FRVo1ap8LjdgiMoleJ0ODg6PGR7a4tAjr1xMhJhcGCALq2Wdnkb3To9o8EgqzmSO9/wCK3NLVSWlaNRq4nHYkxNTWExm2moq6foaSElhUU0icRYzGYWFhY4OjpiZnoafZeO2qpqGuoEIbhEPM7W1hbTU1MYDQZqK6torKunx24nNjlJKBTCZrEgbhRRUlhERVk5TRIJbqeT7e0/sEYm4nHa29pw9PWxs7PDyckJMzMzgtKv2Uxfby82qxWtRoO4sZEurVZQOc1m0ShVPC54SGVpGSWFRdRWVTM2KvAbJOKJ3N9pKX5ayCcf/R6pWMJyTvzs1iajk5QWl9DaLCMSCtHZ3kHhkyeMjY5yeXnJ8vIy/X196Lu6qKupQSIWk0gkODw8xOPxIKpvQCaV0lhXT2V5OSajUWCDzGaJx2L05PaARwUPsJjMLC8v02OzU15SikHXzdDgUF5Qbz2n/3F8fJxTwi4jkRMPk0mbMej1ZLNZ+vv6+Ph3H/LgfgHNUimV5eU0iSWMDA8zGRWYNf0+X17obWN9Q6BUNxjyl57r62smo1FUSiVNEgmNDQ3U5kT4LGYzc7OzrK2t4RsZwWazMRoMMjI8jLylhbKSYqorq5BKJCjkbSja2mioq6OyvBynw8HBwQFzs7Mo5HKkTU20NMsoevKUJpGYcDhMLBajr7eX8fFxVlIrDA4O0tLcjEQkoq66JudwaXPO+NvTQK9fv2Zra4vhgUHkLS0UPS3k/t17lBaXoOzsJBQKsbCwgLPfQVlJKV9/eYfa6mr6enuJhiP4RkbQdXVRX1tLSVERVRUVtLW2MhYc5fDwkOWlJTra2yktKqaitIzSomJaZTJGg0GmEgn6enupqaqipEhQ8Z2dnSUYCNDZ3k5jfQOVZeVUlVfQ1irHNzzMzvYfyuT39vYYyl1IIuEwS4uLJOJxXA4HLdJmHj94iFqpYmN9ndjkJFUVlZQUFiFrbqamqpr62jpcTiepVIrV1VVGg0F02i7KiktoEkuITcaYnZ2lSSzhww8+4PGDh7icTtbW1ojFYuh1OlplLUjFElQ5PZvT01MCfj+lRcUUPXlKdUUlpcXFGPT6b0USXr16xdrqKlq1mqInT2kWSwiHQlzkmFVVSiW1VdX5Mevp6WF7e5sBr5ePPvgdH33wO+pr66goE8620eAoW1ubLC0tMeAdQKNSUfj4CQ21dSTiiRybdhCtRkNbSysP7xdw96uvseVYV0eGh+lQtCNrkiKTNqPX6YjH4ywtLWE2m1GrVN8iwfvJnJCjoyMikUhOWVHHWHCUYCBITVUVNZVVzM/NszA/T3OTFH2XLs/0ubm5yWQkgr5LR01lFYo2OR63m3aFgvKSUvp7ehkfG6NJLKa9TcHGxgZTiQRNYgkmg5GJ8XFampuprqjMU2fX19Xx2e8/pqy4BI/bzc7ODqcnJ5ycnLC7u0uv3U7hkydoVGqmpqaEg7W2FovZwsrq6rdqoHd3dvCNjNAildLR3s742Bi9NjuPHjykrVVONBKhs6ODirJyYpOTrK6u0twkpbSoGK1GjaihkScPH+WVHG+1QYaHhhgdHUWjUqPr6sLtduPo76fHbmdkaIilpUWOj485PDxkdXWVlmYZpUXFDA0OEo1EckqYzYTGJxgfG0fZ0Ul9bS0SkQi1SkV/Xx9jo6NsrK/nnZD9/X3kLa0UPy3E7XIxOzuLxy0cLCajMb+gWpplqJVK2uRy2tvaUCmVgnqjpInhwSFGg6O0SJsR1TcwGgyyt7fHwcEBOzs7RMJhKsrKqSgry0UJoogbGlF1djLg8fLw/gN+8x/v43K4mJubo1nShLyllWwmw9nZWf5G1q3X09baikGvxzcywuDAgHAbeYMxcCW1khemmhifYNDrRSqWoO/qYsDjQaNW5w/2N/PcR4eHyFtaefzgIU6Hk3g8jjGn7jo0OEhnewclhUW0NMvQabVIRGLa5HL6enpoVyh4+vix0PfRUfb29oiEwzTU1aNVa9jd2SWdTucdYI/LhUwqRdIowp3bpG4ZcJ8/f87RoYBjMRoMtCsUfwj3Gwx0tndgMhqJRqMMDAxQW12NSqlkd3eX8/Nztre3iYbDaDUaKsrKcjo7ac7PztjZ3iEcCmExmWhva0PZ2Ymhu5t2hQJxowhHfz+x6CQdCgXVlZWEw6H8+CwuLtKt1wt09zmqcJPRSH9vL5PRKFubm+zu7rKwsICooZHiwkIi4TDJ5WXqqmsoKy7F7/PhcjiRisT02nvw+/1IRGKkkiaikQj9vX08KnhIp6KDo6Ojb4Waw6EQX315h08++hhRfQOPCh5w/+5dRoZHuL6+5tmzZ+zv7wtCii0t3P36GzxuD+mNDTrbOygrLmFoYCAnEOhBrVIJon1zc5ydnbG3u8vgwABlxSVIJYIgpb6riwf37vPwfgGihkb0XTpisZjAc3Nzw8rKCmqlknaFglRKwKk0N0kxdneTyWSwW218/smnNEubicfjhEIhTAYjba2twjzu7sbtcjE3O8vLy0tSyRRSSROtLS1s52jDr66uGBkaQtTQgLixEbfbzczMDDaLleLCQnTaLmZzzqCyowOXw0Ffby8tzc3YrRZCoRAtzc08fvAIR38/wUCA6ooK2tsUpDcEaYWSnKDg1NQUXrcHrVqN0WBAqVSikMvx+XzMTM+gUampqqigx2ZjYmJCUO3W63E5naysrLw1PH99fY3X46GqvAJDdzexWAyXw0FnRwc6rRaT0UiXVou8tRWZVFDQFi4tYpqbpGg1GuQtLUglEkE3KRyhrVVOk0hMJBwhFouhUirRajS4nE46Fe0o5PL8xWxvb4+hwUEkIhFtcjm9PT15rZ3O9g6GBweJTcawWa3IpFICPn++7ZvZLGajEYVcLkRhc3Ib+/uCEm91RQX1NXVEwmFGhoapKq9A3tJKNBplZnYWR7+DjjYFvXY7mzmG5Wwmg0Hfjai+gR6bndFgEKPBQJtcjs1qZXFhMc/aur29zerqqiAiWliI2WRiM5vFarZw96uvMXR3MzY6SkNdHRKRiI2NjXzbz8/OiIbDNIkliOobCI0L6r3X19f02Ozc+fwLqisrUatUFD15ilQiYXp6GqvFwu9++wHVFZVEI0J0XKVU0qXVMj42xt7uLocHh6yvrdHaLKP4aSEDXi+xyUnaWlvR5FSou7t0PCp4QI+9h2fPnnF0eMhmNsviwiJatYaip4WYjEZisRjKzk5EjY3Mfgc79ZM4IZubmzj6++nSavM3lotnF2g1Ghrq6pibnWV2ZobGunqUHZ2k02lSqRThiRABv58ujTavQtvf14dKqaS5qYnFBYG+uEOhoEksIbm8TDgXDhM1NDDg8dBjs9HX28vc3Cyjo6OUFpfwD//33/O73/yWkeFhQAivT0ajhCcm0KrVFD55glYtyCU7+/vRqgWH5NV38m5bm5v4RkZQdXbi9XgEfYjoJIVPnqLv0rG3v09/Xx9VFZVMRieZnZnh0YOH3P3qa1wuJyNDw5gMRsbHxvCP+KgsK6dJJGZ9bY39/X3cbhdqlQpdVxd6nQ6b1crw4GA+IhSNRBgNBBHVN1BRVsbQ4CBej4fHDx/SKmvh2YVwww9NTNChUCBqaECRE1Dy+3ysrq7mN/i93T2am6TUVFaxnPNED48OGRocpK6mht+8/z6f/v5j1EoVkXCY8bExhoeHcfT305JTEzUZjLgdTtrlbRi7hZuicOCFmRgfZ8Dj4cnDR5SXlDA/N8fM9AwlhUUU3L1HS7OMksIiHhYU0K3T0dtjp7G+HlWnkqXFRZaXlohEhBuR1WJBIhbTKpPhdrnyrJBvAv/m5+YoLiyipbmZs9MzTk9PcTkd9Pf15R3ZjvZ2opHIt4C+h4eHtMpaqCyvYHlpCYCFhYW8yu/XX37F737zW9oVCmHTGR5maGiI0UCAjjYFTx49RtnRQTaXGlpeWqKhtg61UsXR0TG7e7t43C6cTicBv6Bd4nI4GPB68ft8TEaiJJeTrK+tEY/HcbvddGm1dLS3o1Gr0et0GA0G7DYbiXicV69eMTc7x+OHDykvLWNpcZG11VUmxsYZHhpCq9XyqOCBoMQZj7O6skIsOonf58sfUg319XS0t9PZ0YFGrSaZXObZxQUmo5Gnjx/j9/ny43N8fCw451Yr4sbG3MHcwMTERP4mOD42xmgwSGV5BQ/vFzAxPs7y8jKNdfW0yGRsbW2xvLiEsqMDk8FAb08P5SWllBWX5DUnJGIxXo/3j7A60UiYRw8eUvTkKb12O7quLiRiET32HhLxOKGJENGwkAKrq63ly08/w+10sb62hqJVTmNdPZlb8bDdXUxGI40NDVitVmZmZkjEE1hM5rwT4nQ4UCuV3Pn8C/79l//Kg/sF9PX05lOf2UwGl9OJyWAgHAlzenrC/Pw8kkaR4ISkM5iMRr764kv6envz/RgfG6O2qpqnj5/Q2dGB1+PJR/Iy6QxSSRPNTU1s5QTcLi8v8Xo8SEQiurRaspvC/AqNT/DNV18jEYmJx2I4+vuRt7TktYe6dTpmZ6Y5OTnBoNfz9PETopEImXQaqURCW2sr62trDHi9lBeXMDQ4KGz8R4d43G5kUiklRUU01tfjGxkhHo8jl7VSU1Wdd+CXFhexW62YTSZmZ99Os/7q1Ss0ajVffvY5bpcLgIP9fYaGhrCYzbTKZNRUVdHS3Iyjv5+JiQlBNt7eQ5e2C11XFwq5nO5cdOnk+Bi1UkVFaRkBf4DR0VHqamqorqjEZDTi6OsXFM1zwqPhUBiz0USTWCyIiqrVeabrAa+X4+Njbm5uGB7z7t4QAAAgAElEQVQaory0lB6rLd/2TDqNTqtF1tyMx+3O426mp6cZGhqiqqKCxvoGxsfGcPT1U1leTq/dnv/7tdU1JI0iqisrCQYCzM7OMjY6JoipNoowG4UUs6O/H7fLxVTOcbq6vGJ5eZmJ8XESiQRmk5mCb+6hVqpIp9PYrTaKnxYSmphge2sLRascUUMDa2tr+WcLkbV1nH39dCrasVqsTE9Nc3BwiL5Lx8e/+wiJSEQwEBDSWI5+VlZWMBmNfPrxJ+i6uri5ueHZs2cMDgzQJpfnla9npqcJh0JIRGLKS0oZ8HoJBoXgQl11DYPeAcxGI1JJExMT45yfnbM4v0A0GiWRSKDq7OTu13fRqFREIxEUcjm11TVMT019a+78JE7I3t4eI8PDecnpRDzB1NQUTWIxDXV1+fRCXXUN8tZWQqEQXRot39z5iqKnhVSWV3D3q6+pra4RQq06HR0KBfPz86Q30rS1tiKVNAmiVH4/n33yKb/4x3+i6MlTzEYjc3OzbG7+f+y953NiWbqv+Z/NRMy3iYkbEzMT58y958w5t02dMultpU95771DEkhCeCcJI4wEyIAs8iCHQBIg5L2XnvkASWdWVVdXVWeb6uaJqA+Vgr03e++11m+971rvbx2n00lOVjZf/PZ3vH31GovZzNzcHEq5nPTUVDLS0vn26TMe3X+AuLWNqclJDF1dVFdVodPqWFpa+iTcGFpfx2G3I5VIcNjt7O7sMD42RmFerCGEQiE6tDqKCgrwjHvwer1kpKXz6N4D2tvE9NhsDPT3Ew6FmJ2dpbyklOrKSlb8fqLRKAa9PmaN3daGVCJJzGC6OjspLy0lKz2DjLR0Hty9x/u3b+mx9dDndFKQl0dFaRmTngkWFxbo6uykuqKC4sJC6uvqUClj9srLy8sJEbK9tU1jg4CcjExsVisrfj8jIyN0aLXU1dTw5tUrXr94SX1tHYaurljZ9dFRfD4fvb291FRVk5mWzrtXr0l585ZOXUfc8G+QVy9e8PL5t+Tn5XH/zl2y0jMShmHlpaV8+bsveP3iJW0tLWjUKory83n14gUV5RV0d5tiC4qFIlLevSMnK4uqigqKi4oQxNNqRoMBrUbD1NRU4tkszM+Tl5NLYX4+o8PDjAwP094mRqtWYzIaY7PQhgaGh4Y+WY29txsLraenpGLpjrnhmru70arVqFUqsrOyefzwIZXl5XQbTXHTqwn8fj8qhZKUd+9pEYkSJZR9Xi9lxSXUVlXjGffgGhykRRQL54+NjrKyssKEx4NMKiUnM4vMtPRYlEOuoLiwiKePH/P65UvKSktpbWlBKpEgk0rp6uxkbnaWq6srPOMeXjx7Tur7FPqcTlRyJc+fPOHd67fk5+Xx8vm3FOblYzQYUCkUZKalk5meHgvrl5TGREhjI23xme/i4gI729vIpTKyMzMZ6B/4pD0fH8Ws5J88fMS//et/p7S4mJW4QVdGahoP79+nIC+PJ48e8+rbFwwPDbG8tERNZVXC1n5mepomQQMyiQSjwUBVeQVvXr4kPSWV3KwsqquqcLvd31s4PTI8TNr791SWlzM5MYHD7qBRIEAukyERt5P6PiWW5szL48G9+3zz5VeYu7tZW1uLeVvk5NLndLKyssLQ0BBqpYqG+joqysooLy2lOJ7CfXDnLuWlpRgNBpoEjTx7/IRvnz5LODLPTE2xv7dHn9NJeUkpOq2W/fi6r+mpaQrz8mlva2M1uIpKqeT+3Xs0NzYRWFlhcWGBDp0uFv2pqkIpl6NRq+k2mZibncXRaycnK5uaqqpPIiE9NhsVZWUIGhpwDbpY8fvpiEdehc3NTExM0NnRQU11dcJ5WqfVMjc7y87ODhq1mvzcPEaHR1haXKSqohJhYxOrwSAOu4PcrGyUMjlLi4sMud1IJRIE9fUUFRRQVlKMzWZlbGyM2uoaCvLymZme5uLiAu/cHBqVCpVSyeTkZMIjZX9/P7Ge5+bmBrVSxYtnz2lrbY2vxxtBo1YjaW9H2NxEXU0Ngvp6JOJ2OrRa+hwOJicnY6lCjYYmgQCNWs3a2hobkQjCpmaKCwoZcrmwWizcv3OX/+u//Z+8efkKfWfMqHCgvx9RczNZ6Rk8ffSIl8+/pbQ4Jrorysupr63F7XIl/HEsZjMZqWlo1ZrEOxeLWkgRNjfH1uKo1ZSWlFBSXExebi5PHj6iuLCIIbcbk9FEdmYmwqZmluJePq7BQWqqqsjNyqa2poaqykrev33Ho/v3SU9JRSGT0ed0xkRj3H13YX6egH+FpsZGHj94SEFePiXFxTx/8hSJuJ1QKES30URhXj7uQRf+ZT+1VdWUl5YR+EiEXF5csL+3x9TkJPW1tTy4c4+aymrmZmO7eJ4/eUJeTg4GvR6r2czM9DR7e3t06HR889VXFBcVMTc7x8R4LEokl8kQNjVTUlxMUWEh+Xl5PH30mJR37+mNG+UV5hdw/85dUt+/pyAvF2FTMzMz08zNxsT5i2fPqayoIC8nh+dPnyJtlzAyPExdTS15OblMTnxqWvhZRMjZ2Rk+rze2GPXVa7IyMqkoLeX1i5eUl5ayuLDI3OwcZSWlNNTV4XQ4ENTXc/frb3j17QuyMjJ49e0LykpKMRmNKORyWoRCvF4vq8EgzY2N1FRVMzk5iclo5Osvv+R//Mv/S3pqKq0iEYMDA/j9flwuF/W1dVRVVqJWxpwuBfX1vH39mhfPn5Obk8PLFy/4+r++RNDQwMzMDPbeXkqKYutYZBIJgZVA4neFQ6GEA2Kf08nuzg4THg+lxcVo1GpCoRBdHZ3xfJmHQCBAXU0t3z59RnFBITXV1chlMvzLyywtLlFXU0NdTQ0rKytEo1FMRmNs4GlvRyaVJkSIRqUmJyuLjNQ0crNzuHfnDs8eP8FkNOHxeBA2NZOTkUlFaRllJaVkZ2SSk5lFWWkpIqHwk0jIbVyE7MTTEPe+/oaUt+/Iz8klIy2dRoGA3niEpamxkfzcXLLSM6goK8NoMDA+NobRYKAov4A3L1/x5sVL0t69R6NSs7i4SIdOx52vv46F/fLzuRd/OWdnZ9nf36ero4MH9+5x785djPqYydbL58/5H//yr4jbxCwszDM4MEBdTS2vX7zg7avX5MfFhbC5Gasl5iraodN9EgkJrASoLK+IvWPFJeTl5JLy9h2tIhFmkwmRUPiDkZDdnV0qyyv4zX/8J29fvaYgN5+3r17T3NjE+NgYZrOZkuJiCnJzqSgto666Bkt3N7Ozs6iVKjLS0hGL2xIiJBgIIGxqJjcrm+rySnKzs0lLTUXc2spAfz9OpxODIea5UFZSwvs3bykpKqZZ0Ehhfj7PHj/hycNH5GRlx8SLQhGb6en1eOfmuLq6YsIzwZuXr0h7n4LNYkHc0sa9O3d4/uQp2ZmZvH75ksL8Ajq0WiTidlLevuX1i5fk5eRQVBBbN/Eh4qZWqVhaWmRnexuVXEl+bi6uwU+36d1c32A0GHj84CG/+5+/QdTURHRjA8/4OI/uP+B3v/kNebm5PHsSG7jdg4P4/X4aausQNjUnRIiwuQmlQo7RYKC0qJhnj5+Q8u4d2RkZlBWX0NvT872tt26Xi8cPH3L/7h1qq6vJz8klPTUNfVcX3aZuXr98xd1vviEvN5dH9x/yxW9/h1FvYH19neamJu59cyeWQ8/LJz8nF2m7BJvFiqhZSE5WNkUFBbx984Yvf/8FeTm5GLr0COobyErPQKVQYNAbKC4sRNjczNTUFFqNhoz4+T8wPRWbUEnE7YTWQ1jMZh4/eJho91npGeTn5SGTSmPlxAcHaWxo4NWLF2SkppOVnsGLZ89pEjQm1oRcXV3hdDgoyMvj5fPnpKekUl5aSlF+Afk5uRj0emZmZujs6KC+tpYOnQ5r3K3UOzfHzs4OOq2WkqJixkZGWVpcpLa6Jp6mW8Pea+fl82959/oNFWVlpL5PIT83j66ODjo0GgQN9VitFsbHx2moq6ekKBbBvri4wOf10tnRgUalYnBggLnZWQb6+xkaGkosVry9vY1NkHJja91qq2NeWx/asclkpNtkQlBfT9r7FLIzMxG3tmK32+nr60On1dIiEtGh0yVESKuohaKCAnptNnRaLfe+/iY2+Xyfilqpwt7bG0uv1NSQl53Ds8ePeXD3Hnk5uYiEQmqqq2kUCBgeGuIqHnGzWa3kZGbRof1DJOODCGkRCjF3d9Pa0kLKu/fk5+ZSkJ/Pw3v3ycnKxu1yMdA/QElhUawPja/TKC8ppV0sRimX09DQQElREekpqdy/c5cXz54jbm1jdGSEwf5+GhsEZKalo5DJcQ+6KC0u5ve//R0ZaekUFRby8tsXKKRywuEwlm4zpUXFDLnc+Jdj7auqopJg4A9j1M72NvM+HwP9/dTX1vLo/gNqq2vwer1YzBZev3zJm1evqCwvp7oqllLf3d3FarHw5Rdf8OUXX1BUUEBmWjplJaX0OZ302HrIz8sjLTWV4qIinj95yqsXL7GYLbgGXWRnZvHVF//F+zdvycvJpr62liG3m8GBAdJSUvnqi/+iMD+fnKysmAiRSBgbHaWxoYHC/IK/TCQEYvv7R0dGELe1IWpuRiVXJFZs7+7ssrm5GV88Oox/eRl7b29sAZhCgbm7G7OpG9egi8WFBWamp/GMj7O5uclB3CLbYXcwNDSEpL2dtNRUmgSNWMxm6mpqqaqIhSrX41vYvF4v6+vrzM7OYuk2o9VoYjsdurpQKhUoZPLE6vfg6io2qzWRk/9uvi0QCDAzPU1gZSXm5hhftzA3O8vBwQHzXh+DAwOJOhaTExN06jpiO3sUCuy9vUTCYXZ2dmI7KYaG2d3d5fj4mMWFBSYnJhJhVoVcTrfJRJ8jFsY3G010dXYilUjo7OjA5/UR3dxkZnoaQ5ceSXs7ErEYnUaL1WzBFQ/reb1eAisrsZByPH+7vbVFXXUtD+7cJT831khbRS04HQ42o1H29vbwzs1h0OtpFbUgl8kYGxtjcWEBqUTC21evqa+NCUizqRu1SkWHVotcLqettRWdVoe5uxuVSoXFbGFjY4Pr62tWV1cxGY1oNVr8ccv1zo4OWoRC5mbnODk5YW1tjV5bDzKJJLEDqc/pxDM+zvLyEkuLi/i83sRuBYCD/QOGh4bRqNRI29sRt7aiUakTOzsmJiYYj9fa+Lg+we7OLtWVlfz+N78lIy2NFqEIcWss/Li3t8fW1hajo6MY4mZNWrWGkeHh2MA6E1s8PDk5mVhncnh4yNTkFAa9HrlUhritjc6OTjzj4/iXl5menmZwYIDenh4sZnPitw253BgNemQSKRqVmh5bD57xcWZnZ5mdmWFhfp7NzU2ur6/jC8ms9FhtLC0uMjgwSFtrK3KZDHN3N92mWDTJOzeH2+VGIZejkMmxxC3qh9xuJuKGYbOzs+zsbHN6csLszAx9Tier8fTFB66vrzF3d5OekkpeTi79fX0cHR6ytraGWqmkRSRKRKcMegPB+M6P0ZERxsfGE+uvYr8n5r2Uk5XNu1dvYoOn2UyTQIBMImF6epqjjyJVq8FgbAFraytdnZ2olUq6OrtYXlpibW0dS7cZqUSSWDujUqrweX2sr69TU13Ng7v3KC4sokUoor1NzJB7iEg4tvPCao4N2gq5HKlEQm9PD/NeHyPDIwz09xNaXyccCtNjs2HQ6xkcGKBdLKakqBin8w9rCKIbUQb6B5iajNmSB1ZWMOj1SMTttAiF1NfWolap8c7NJdYr2KxW6mpraawXoIinqDzjf9h9dnFxQY/NRkFeHhmpqRQXFtFQX49KoaS/r4+VlRU2Nzfxeb2MDg/j83oTruCbm5uxHRJzc7GFheuhmL360DATngn29/bpNpl4/iS260jc2kaLUERnRyf+5WVWg0E8nnGWlhYJh8OMjowyODBANBrl6uqKrc1N5n0+pqenY2m+jg46dDqGhoYSW5ohVuPGNTiIVqNB2i5BLpVhMhoZHRlhdTVWh8TtciNtl9AiEmHQ65mYmGBpcZG5uTkmPB58Xi/7cTfnCc8EJqMRfWcnIqGQkqJiZBIp9p7Y2FFaXIJWo8HlcmE2mVDIZGjUauy9vXjGxxkZHmZsLLYI/oPR2/LyMk6HA5/X+4kIkYjF1NfWYu7uxulwYOjswtDVRVdnJ6r4jr3VYJDQegj3oAutSo2oWUhdbS1KhYKpqalEitVqjo058vh7Oj42TiQSIRwK0WOz0VBXj0GvZ97rw2a1ImwW0qHTYbPaMBlNzMTbxNLiEoP9A6ytriXa15Dbzf5H9/zg4IDAygrjY2OxCbxMjitudre8vEy3yYT0o3T/1OQUx8fHrPhXUKvUNAkEtIpaaBI0YtDrCYVCbGxs4HQ40Gk06Lu6UKtUiV1HI8MjpLx7T8rbd5gMRvSdXTTU1dHV0UF/X188gCDCZDRiMZsxGgxMTU0SDoUYGx1loL+fjY2Nv4wIARJWxAcHBxz/SLXHm5ubRBGqra2tn2R3fXx8zMzMDHKZjEaBgP7+fqanpqivraUgN+976uoDH477wUo4Eol8r5DZ2ekpgUCAlc9kinZ8fEw4HE4Ikx8rOHV7e8vOzg4mo5GmxkZMRiPr6+tcXlxweHDAWrzg1nc5OTlhM14h9afsId/Z3qa9rY2ykhLcg4McHR0lKqt+fC3Hx8dsbm4SiUQ4v7jg7OwMg8FAXnYOHTodq6urTMcXNkna2+nrc7K5ucnh4SHb29u/qIjS7e0tO9vbBIPB+Baxn27UdHp6yubmJntx18w/xf7+PgqZjOKCQnp6ehIh5e/WWdjf3yfykRHfnzr2jz2Pg4ODmG32+nqiTVxdXhIJh1lfW/tZ79ztbawmTigUSgw+H59vb2+PYDBAdGPjFxeH+jArr6+tQx/fJfOhEz87O2N7eztxX34KofV1aqurY6F19xBTU1PIZTKkEgmjo6Nsb2//0d/6Xa6vr9nf3yccF/YfiITDCJuaqSwrZ2xsjMPDw4S9+QdO4+08GAj8yfd0b2+PyYkJDHp9YufDn+qjzs/P2d/fZ3t7+3vt/kNV449TGB9zenoa31nQmFgP5Pf72dnZ+bMLDt7c3GA1WyguKKRDq2N7eztROOvnHDsWlfPEdtIMDiZEynfPtb+/z2bc4v6HjnFwcJAozPinnsPu7i79fX0J0e3xeJj3emlubKIgL5+x0VEuLy/ZivdZP7cQ2PX1NYsLCwibmqirrsHtcrG7s8PpyQmb0Whisfd3uby8TPR5+/v7n5x3b3eX1WCQnR94r3d3d1leWkqMQx9M6n5qP/NDXF1dsbW1xdraGtFoNFH348Pv24xGCQYC7PxAJfEPlaZ3d3c/6Uuurq7Y3NwkGAx+0s58Xh/FhUVUV1Yy4ZnA7XbT1tqKvrMTn9eb6Jd2dnY+uY4f42/mHXPLD3cyP8bBwQFDbjfitjaaGgVI29tjOyh67Wx/ZHP8x/gx2+MPdtR/bpGhD9zc3HDzE451c3tLMBhEFZ9hesbHP+mkrj9Tdb2jw0P6nE66TaZP6m38MT6+D36/n26jMTFwiNva6OrsZGpq6pOZ0J/D7e3tX6U66MnJCa7BQUxG4ye51T92TZ+rzur5+fkPdti/dID5sQJCsfv4y6/8+voaz/g4XV1dTE9P/9FCbz+V46Mj+hwOWkUtiFvbELe1IZNKcbtc7Ozs/CKx9F3H2L3d3US06eOI2Xe5urz8SW3q/PycYDDI4uJibLD8zM6h3+Xi4oLZmRl6e3oYHxsjGo1+1gqjkxOT6Ds7mZ7686q6huNFFf9YIcSfyu3t7U92/f1Q6LJdLKapsRFZfFbvcrkSRdt+TuHAj6/h+PiY8bExhM3NKORy1tbWPimy9Uv73x/73g/Z2f+548719fWPPo9f+ju+e8zN+FrGJoEAcVsb7WIxWo2GmZmZX2zJ8qszsIsVShmn22Six2ZLhDx/yoD/98jl5SWRSITx8XEmPJ4fjHp8rvNsbGwQCoUSBZJ+znej0SijIyOYjEasZjM+r/dHyxv/vXJ1dUU0Go15Gn2GqNc/Ih8q8fr9/s/ih3J9fc329jbT09P09vRgtVjwfOZ3/eL8nEgkTDhe/OrPPt7FBcdxu/m/Bjc3N+zv7REOh9na2vrsomdnd4e11dU/a9Jwe3ubiI7+te0gNre2EnWHbFYriwsLnJ3/effoQ2QvGAgwOjrKvM/3d1ta/u+Fi/PzREFDq8WC3W7H5/P9LKuR7/KrEyEf+KWlp/8e+bklwP9WfJhlf46y1En+OflTJaqTJPljfFwS/HMfN/k+/jw+57P41YqQJEmSJEmSJMmvm787EXJ6espsfC/9h2p4EEsJ7O3tEY1G2d3d5fwvnKNNkiRJkiRJkvxl+YuLkJubG05PTn7SromzszPm5+dpa22lKL8AnUab2M6zv7/P1OQk/X19TE9NJaMxSZIkSZIkya+cv7gI2d7awmqx0GuLbYf8MQIrK+h0urg5mJnFxT9UMI1Go/T29KBRqxmM+3YkSZIkSZIkSX69fBYR8mGrU2BlhbHRUUZGRvB5vaytreF0OEh5+46Ut+9wOhysra7GS0DPMTw0hNPuYGpqip2dHdwuF1mZmWSkpdNtMhH5qKhJOBymO16m2DU4yGS88NKK3090Y4P19XWWFheZnZ1lcmKChfl5jg4POTs7Y2lxCe/cHAcHBxwdHbGyspIo/hMOh1iYn2dyYoLBgYGE/XBsn/gmnvFxhlxu7L29dHV0MtAfK+JzeXnJ9vY2czOz9FitaFRqzN3dzM7MEAwGE8ccHRlhyOXG5/VyfHTEUdwF197Ti9Vioaujkx5bD+trf3rbbJIkSZIkSfKPxGcRIRcXF/iXl5FLpWSkpVNcWITJYGRsdBSlQsG9O3e48+XXtIvFjI6M4Ha50Gk0FObl8/j+A8pLy5iYmMDe28u3z57zxW9/R1VFxScFyDbi9sMatRqDXh+rV9Hair23h+GhIZRKZcKrJj0llZLCIjzj46ytrSFtl9BY38Dy8jLBYBCNWo1KqWR0ZATPhAebNWZZnPo+haePHiOXyVgNBrH39JKVnkFeVg45Wdnc+fobMtLS6XM6WVpawulw0CZq4c3LV/zL//3/8NXvv4iVkR8cwGI2I21vp6y4hBdPn1NVXhEv375IaVExD+/d593rN9z75g5PHz+h29TNxcVFcpV2kiRJkiT5p+GziJDjoyPGx8YS5jWNDQKWl5fZ3t7G7XaTkZZGZlo6Q+4htra22N7eZmpyAmFjE08fPiI3OxvX4CD9fX2UFBVRXFhEb0/PJ+Vdt7e2sFmtVJSXk5meTkFeHhq1mvl5H26Xi7TUNL747W95/vQpv//Nb/nPf///kEqkTExMUF9bR0VpGYsLiywvLdEiFNJQVxcvtx4itL6Oa2CQkuJiHt9/gLCpianJSVqaRTy8dx9BXT1Ou4N2sRhBQwMatRqFXEZzYyMqpRKpuJ23r17z+sVLOnU6VlZWCAQCeDweWkUi/uu3v+fZ4yd4xsbweDy8fP4tL59/i76zC5lUSmFBASqlksDKCme/oOJokiRJkiRJ8mvks4iQ87Mz1lZXcdodSNsltLeJcQ262NraIhgMUl9bh6ipmb3dXU5PTllcXGR6aooeq5WSwiIqyspwu1y4h4Zoa2mhq7OTUDj8SQGy7e1tbFYrBXn5PHn4iG+fPUciFrO+vsbMzAyp79/z8N79WBVVmYymxkb6+vqYnJykvLSMitIygsEg4VAIaXs7wsYmnA4HnnEP05NTzExPo9Nqyc3Kpr21jZGREaorq3jy8BGWbjPXNzeEIxHsvb0o5HLKS0opiosHp8MRj9AYCAYCRMJhxkZH8YyP02Oz8ezxEx7cu8+Q283Y6CivX8YMhXa2d9jY2KCrsxOtRsPkxMRnKbSUJEmSJEmS/Br4LCLk+vo65uERjTLQ309megZvX73GHbejrq6soqKsHN/cHKPDI1RXVtIkiJXfzcrIoKiggMHBQVwuF8K4kVwgEPikZOzm5iZWi4WmxkbKSkp59eIlOVnZDPT3MzY2RnlJCaVFxUxNTrER2WAjssHR0RHBQJCSomIy09IZGR5mwuOhvrYWUVMzJqOR+ppacrKyEbe20iIUkvY+BVGzMCZCqqp4/PAR5u5uLi8vWV9fx2a1opDLqauppTA/n/zcXEqKiqirrY057e7u4hocJCM1jdLiYmRSKU8ePuTB3XsMDw3hGR/n3Zu3VJSVE4lEWFtdpTNuCOUZH2czGk14uvyjFGNLkiRJkiRJfojPIkJOTk5YXFigx2ZDUF/P3W/u8O3TZ4wMDbG8tERRfiH3796jrqYGYXMz2VlZZKVn8P7NW/7rt78j9f17+vr6GBwYoKGuDplUyvLy8iceKhsbG1gtFtQqFTqtlsYGAeWlZcjjzomlxcUU5OYhbm1DKm6nU6sjsLLC5uYWkni6pKSwiNysbJ4/eUptdU3CzfP1y5ekvnvPi2fP+PL3X1BbVcPw8DD1dbU8e/IUc3c35+fnBAIBzN3dyKRSmhubKC4s5MmjR/z2P/8n9+/cRdjUxMS4h86ODp4+esyzR0/ISs/gP/7t37l35y4jIyNMTEyQ9j6FqvIKQqEQ/uVldFotRoOBfqczVgq3txef18vB/n5yjUiSJEmSJPmH5fOsCTk+xuv1YunuRiaR0NzYhEFvSLiQ6rv0VFdWIm5rw2g0Yo7vcmkSNFJeUoZSrmB+fp6lxUUcdjtDbnfCxvwD+/v7eOfmmJycZGF+npmZGdwuF/19fdh7ezEZDGjVGuRSKU0CAdJ2CQvz85wcnzA3O4daqUTY1Ex1ZRX1tXVYzRbmfT4mPB70XV1I29upq6mlqqISq9mC3+/H6XSilCuYnZ2NOTVubTEzPc3w0BDitjZS3r7jyaNHPH/ylG+fPiM3O5v2NjE6rRa5VIZULKG9rY3y0jLEba0EAgHW1tbo1HXQ29PD3t4em5ubeDyemIX77I4lMWsAACAASURBVCxOhwOH3Z4UIUmSJEmS5B+ezyJCbm5uuLi44OTkhOOjI46PjhMmRzc3N5yennJ4eJiwjz87O+P09JSjoyMODw45OTnh6uqKq6srzs/PfzAVcXNzw9XlJZeXlwnHwIuLC87PzxO21KenpxwfHcW24h4eJVxxr66uEtcQ+1ts6+7V1RWXl5ecnZ1xfHzM4eEhhx/97fz8nNPT08Rxbm5uuLy85OLiAnO3mbSUVEqKitBpNCgVCpoaGxG3tTEwMMD29jYnxyeJ456cnHB9fc319TVnp6ecn58n7s9l/Hd9uJbT01Muk+mYJEmSJEnyD87fXdn2Xwuh9RBOh5Meq43BgQGcDgf9/f1MT0+ztbX1t768JEmSJEmS5O+epAj5M/hgCz/v8zHv8xGNRj9JISVJkiRJkiRJ/jhJEfJncnt7m0ilJNMnSZIkSZIkyU8nKUKSJEmSJEmSJH8TkiIkSZIkSZIkSfI3ISlCkiRJkiRJkiR/E5IiJEmSJEmSJEnyNyEpQpIkSZIkSZIkfxOSIiRJkiRJkiRJ8jchKUKSJEmSJEmSJH8T/ilFyO3t7Sf//S25iZeD/7nX8aGM/M0/ubfM7S+8f/+MfPzO/Kn7dX5+ztHR0feK732wGviLXNvfQXtM8gc+POu/p2eSbO//ePzDiJCfKiqur685Pj5md3eX/f19Li4u/kpX+H1ubm7Y2dkhHA5zeHj4s757eHhIOBxmZ2fnn7ZI2vX1NYeHh2xubnJwcPCr7Zj+WmL47OyMra0tdnZ2OD8//6Ofu7m5we/3Mzo6ytrqauLfT05OiEQibG1tfbbKwLe3t1xcXLC/v080GmV3d5erq6vPcuwkv5zz83M2NjbY2Nj40Xflr83x8TGbm5vs7e194rKe5NfLr1qEnJ2fMzM9g06jRdzahk6rZWx0lM3NzT/aqR8fHeFfXmZkeJgJj4fd3d2/6DVeXl6yvLzM1NQU6+vrnzToy8tLhlwudFotiwsLP+u4Xq8XrUaD2+3+VQ2+t8D29nbivp+dneFfXsbv9/9sIXZ8fMzszAy9PT3Mzc39Ba72L8fR0REOu4MmQSOiZiFqpRKbxcry8vJfTFSura1h7+1lYGCAjY2NH/zM+cUF0WiU/v5+5DIZGpUaz/g40WiUhfkFOjs66HP2fTbxfn19zfb2NhPj41i6uxkdHeXs72jQ+3MJBAK4B10sLiz86HO9uLjA5/UyOjJCJBL5K17hDxONRjEZjJiMRjY3N/8q5zw/PycSiTA3O4vX62Vvb+97n/EvL9NjszE6OvqDf0/y6+NXK0IuLy8JBoNIxGLevX5DWkoqDfX12KxWQqEQAOdnZ2xubrK+tsbO9nZi5uwZH0elUCCTSunv6ycSiXByfJw49vn5OdtbW6ytrhIJhzk5OUn87ebmhqOjIzY3NwmHw0QiEXZ2djg5OeHo6IiNjQ3W19fZ3t7m4uKCs7MzRkdHMej1TE1Ncfyd82jVarIzM+nq6CQajcbcdz863+npKZvRKKFQiK2trYSIGRwYJDcrmxaRiHA4nJjhfpgd3N7ecnBwQDgUIhQKsbe3l5i9fnAVPj4+Zmtri42NjU+u6+Pfenl5mQjNR+Mzo4+vj9tbzuL3ORIOc/hRROL29pbz8/NEtGdzc5OVlRUMej06jYbJyUlGR0fRajTYe3vZ2NhI3LPDw0N2dnbY3t7m+Pg4Nlve2yMajXJ8dMTt7S17e3vYe3upra5GJpGytLTE3u4uV/F78OF5R8Jh1tfXY/cgPhB8dwa+tbXF8fHxJzP88/NzNqNR1tbWiG5sJNyXDw8P2djYYG11la3NzU9mZFdXVxwfHxONRolEIhweHv5g1CASiZCbncN//9d/5dWLlxTk5ZOTmUWHTsfe3h4XFxccHhywEYkQCoXY3d1NDPwfnKkPDg7Y2toiEomwt7eXuO9XV1fs7uwQWl8nHA5zFL9fPq8XkVCIQiZjeXmZ4+Njjo+POY07XgOEw2GcDgcmoxGtRkN5aSkNdfWMj43R39dHYV4+TYJGVoOrbG9vf/JOXl9fc3FxkXCdvr295SLuRP3HohtXV1esrq5i1OupLC9H2NTMhMfD1tYWZ2dn8JHAPj05YWNjg0gkwtHRUeKab+LRza2tLXbi7efk5ISdnR02NjbY2dnh4uKC6+trDg4OCIVCrK2tfRJ1ubm54erqiqPDw0Q7PD095eTkhO2tLaIbG+zv7yc+f3Fxwfb2NqFQiI2NjR9MXQGMDA/T0iyk3+nk6uqK6+vrRP8RjUY5ODjg6uqKk5MTemw2pO3teH9AUF9eXrK3t5doR2dnZ1xfX3NyfEx0Y4NwvI1/cBb/4P798fePj48T7T4ajbK+vh471unp9863vLxMRWkZVRUVBAIBrq6u2NvbI7S+TiQc/qS/+PA+7uzsEI1G2dvbi/WHh4fsxN+R7/Z7Jycn7O/vE4lE2N7eTvRJ8/PzWM1mrBYLfr8/8f4cHBywGY3SbTJRX1uLyWgkEg5zenrKadyV/PT0lN3dXcKhEJH4e58gbq+xt7fHRvycp6enidTOB0f16+vrX9Wk7h+BX60I2dvbY2RoiIa6OqoqKnA6HLGO5aMOZ35+Hp1Wi7CpiW6jMdHxjI+P097WRmlRMWXFJSjkckZHRhIdeTgcxma1ImxuRiGXMTExkeho9/b2EgOnuLWVttZWTEYjc3NzzM7O0tXZiai5mc6ODvx+PycnJywuLjI4MMDi4iKnHzX4i4sLOrQ63r1+Q2lxCVqNhq7OTjzj45ycnHB9fc2K30+30Ui7WIxWo2He5+Ps7IyR4RFysrIpKSrCbDLR2dGByWQiGAwCcHp2hsfjQS6TIRIK6bHZiEajXFxcsL62xuTEBCPDw3R1dqKUyxkbHf1UXBALv6+truKdm8PlcqFWKlEpFIyOjiaiFifHx8zNztLZ0YFCJqPP6WQzGuXm5obDw0MmJyfRabXIpBIsZjMdOh3v3rzlzldfU1xYiKC+nrqaGnp7ehIDzNTkJENuNxazmc6ODlwuF/Pz8zjsdjQqFSPDw+zt7bGzs0NvTw8FefmkpaQibGrCYjaztLjI+fk5x8fHTE1OolYqaW9ro8dmIxQKcXt7y+npKd65OYxGI2qVio74eaIbG9zc3HB2doZ3bo5OnQ5BfT2tIhGuwUGCwSDT09PotFpEzc0Yurrw+/1cXl5yenrK6uoqA/39KGQyZBIJDrudtdXV70UOQuvrZKZn8PD+ffRdXfRYbeTl5NIkaMTv97O1tcnkxAQdOh3itjaMBgN+v5/zszO2NjcZHRnB0duL0WBALpNh7+1le3sbgN3dXQYGBhC3tdHW1srIyAiHh4cszM/TIhKhUijwer14vV7GRkdZXl5ODFie8XEa6uox6PXMzMzQKhJRVFCI0+Gkz+kkPzePkqJibBYrJpMJfVcXPp8vIcxW/H4ikQjn5+dcXFywvLTExMQE0Wj0B9vx9fU1a2tr6Lu6KMjLJ/V9CjXV1XR1djI1OcnBwUFM+B8eMuEZR6NSoZDJGBwYYGtri8vLSyLhMH1OJxq1GpvNhtfrZXp6GoPBgFKhoM/pTAyEEx4PUomEVpEIi8VCYGWFk5MTDg4OWFlZweFwoFapMBoMjI6MMDw0hL6rC6lUis1mS7wf4XAYe28vMokEmVTK4MAAmz/wG6emptCq1Ux4PIn2ZO/tRafRoFap6O3pIbS+ztHhIW63mw6d7ntR0ZubG1ZWVjB3dyNua8Pc3c36+jrHx8f4vF66OjuRSaXYrFa8Xi+Li4v4fD4CgQBHR0dcXV2xtrbG8NAQMzMzeL1euk0mREIhKqWS6amp76VclpeXKSspobqyimAgwP7+Pm6XC2l7Owq5nOGhIfb392Pv284OoyMjdOh0aLVarBYLbpeLgf5+jHo9Oq028fsPDg7wzs0xPjaGvbcXuUyGyWgkEAhwcHhIMBhkZGiIgf5+pqemWJifZ3xsDKfTSbfJRJNAQHVVFTarFb/fj8/rxTs3RzgcJhgMMhCP4MllMlwuFzvxserk+Bjv3BwmoxGFXE6HVotnfJz9/X0uLy8TgvLD/yf56/GrFSEfBpjqyirev3lLi0jEwvwCN/HZt8/rxWI2o1IqUSoUqJUq1EoVVosVp9NJq0hEblY2TQ0CtGo1LUIhBr2ejUhs5jQyPIzFbKbbZESrVmOzWPHOeZmbm0Wv76JdLEbc1kZtTQ0ioRC3282K38/42BgKmYxGgYAem42lpSWGXC66TSZmZmY+Uefn5+fIJFIeP3hIUWEBCoWCpsZG5DIZszMzbEQiLC8t4fF4MOr11NXUoFWpCQRWGBkeoTAvn9ysLMStrYiEQkRCIfbeXoKBAJGNDZYWF7Hb7Yjb2pBKJIyMjDDv82G1WGhtaaFFJKJFJELc2opapcI96GIz+ofQ69bWFgP9/bS1tNBQX49MIkGtUtEiaol1hGtrLC4s0NXZSVdHB91GI8LmZnQaLZFwBO/cHKXFxaSnpaHRxML69t5e3r95x4O792gRClGrVIkI1vLyMvbeXlqEIjQqFRq1mvq6OqqrqmlrbY11LlIpcqkUe28vi4uLWC0W0lPTyMvORSmP3T9hczPzPl+ik3Y6HPRYbSjkcnRaLWurq6yvrdEkEJCemhYbrFtaqamujg0mm5sMuYdQK5SYTd20CEWkvH1Hi0iEf9mP3++nz+nEarFg0OvRajQMDw3j9/sxGY0U5udTW1NDe5uYyooKFHI5G98JsYdCIVLfp/Df/+Vfyc3OpqigkPt379FQV89GJMLx8RE+n4/RkRF0Gi21NTV0m0ysr63R73RSVlJCQ10dOq0WhVyOQi6nt6cHn8/H+vo6Pq8Xc3c3IpEInVbLzMwMw243IqEQiVhMT08PKqUSmVTK1ORkIqrQ53SSlZ5JV0cHkUgEnUZDYX4BvT29DPQPUFxYRE5WFlKJhA6dDoVMFhNRNhs2mw2H3c7U5CSHBwccHh5is1hpa2lhZmbmB9vxzc0NoVCITp2OlHfvSXufgqS9nXaxGEFDA2PxsPuwewilTI6luxudRoOgvoH+vj5CoRCGLj0Z6elUV1VhtVpxDQ5iNBoRi8WoVComJyYSUQDv3Bw9Nhvm7m5USiUKmZzxsTF8Ph9SiYSiwkLEbW2I29ooKiigqqICcWsrVRWV1NfWMTo8zPb2NsFgkMnJSey9vQibmhDUNzDkdseiNx/R399PfW0trsFBIuEwCpmcjLS0WLsTi6ksr8BhtxMKhTAajNTX1jHh8Xxyf3Z2dug2dVNdWUlbaytTk5Ps7++zt7fH3NwcrsFBemw2JGIxLUIhlm4zg4ODWMxmpian2N/fZ2hoCEF9PfouPUtLS8xMT6NWqaiurEQhk7O0tPTJBMnv91NVXkF9bS3BuJjxjI/jsNsxGY20tsT6gK3NTaYmJinKz6cwPx+lUklDXT05WVnU1dbSIhJRX1eHvqsL79wcoyMjKOVyRM3NtIvFKORyVEolWo2Gvr4+Jicn6Xc66erspNtkQqNWU1VRgbC5GZvNhk6roaG+PhE9VatUdHd3EwwG2djYYGx0FHtPD0aDgXaxGIvZzNbWFvM+H1UVlRTlFyCVSKiprqa+tpbZ2dnYRHFhgdHRUQKBAMfHx8loyF+RX60IAdjb3UXfpSczLY33b97SKmpheHiYgf5+2tvaEAmF6Lu6GOjvp0Oroyi/gJqqakxGIxKxGEFdPdNT0ywuLFCQl096ahrTU9McHhww7/Ox7PczPT1NfW0tuVnZ6Du76O3poVEgQFBfj06rRafV0tXZycjICJFILC3S53TGBiGxGHtvL1KJhCaBgIH+/k/ymGdnZ4iam3n88BFymYyFhQUsFgstIhEatZr+vj58Ph87u7tMT09TXlpKSWERw0ND9Dn7KMjNo6KsDJvVir23F41ajVKhoMdmw+fzsbm5iX/Zj76riyaBgA6dDovZjLCpibLSUlpbWnD29eF2u2kRCqmtrmFyYjJxfevr63R1dlJaXEyToBHv3BzzvnkqysrJzcrG3tuLxWymurISk8HA6PAwpcUlFObl453zMtDfz8O790hPTUtEaCKRCIL6BupqavEv+1leWkLS3o7JaGTC40HY3ExuVjZGvZ6RkRHkMhn5uXlUlJXjsNtjn2lqorK8nMGBQaxWK3k5ueg0WlaDqygVCjLS0ujt6WF7e5uF+XkWFxYJ+FcQt7WRnZ6Ja2AQn9dLWkoKr759gdvlwmI2k5GWjkqpZHZ2lsYGAXnZOfQ5nFjMFrLSM2gVtRDdiLK5ucnc7CyBQIA+p5PCvHwaGwSMjozQ2tLCm1evMegNjI6MkpGWTsq79/i83k/e3VAoxNvXr/nf/pf/lf/4t3/n/p273P3mG0TNQoKBABsbG/hX/Ozs7DA8NEx+bh6C+gYmPB5ahCIe3L2HoL6e5eVlAvEUV2VZGe1iMT6fj73dXbxeL0qFAmFzMyajkW6jkYb6egrz8ykpLqastBS1SsVqMJgIqVvMZspKSmLpscgGWrWa4sIiHHY7/X39FBcWUlxYiN1uZ2lpkYmJCVqFMUFfX1dHZ0cHbpeLg/19jo6OUCmVFOTm4Xa5f7ANX19fE1pfR6fRkPL2HU2CRgIrAXp7ekh59x65VMbU1BQ1VdVkZ2Qy2N+P026nIC8fpULB7Ows1ZVV3Pn6a+QyGaurq/i8XowGA5L2dgx6A4sLi5ydnXFyfMzi4iLzPh8rKyuolErS3qegkMtxuVzkZGXz7s1bBgdiA/ijBw/IzsiMDYodnQjq6uk2GpmZnsbr9RIKhVhdXaVdLCb13XtUSuX31php1GqePX6SiHBkZ2TyzZdfYbNacbtclBQWoVIomZmZoaaqmmdPnmLv6U18/+bmho2NjVhqrKQUTfx5nZ2dsb21xdzcHIGVFZaXlmior+fNy1d0aHUMx0VHq6iFmelpemw2qioq0KjUrK6ucnBwgNvlpqy4hJL48/0QSQNY+UiEBAKBRAQjGAzi8XjITM8gKyOTudlZ+hxOHt9/QEVZGZOTkzQ2CLh35w4NdfX0xsWuQi7HoNfTLhZTUVZGfW0tvXY7wWCQ/r4+crKyKC4sottkQqtWU1tdjUgopK62lrSUmDBdX19ndnYm1h9nZ1NaXEJtTQ12u539vT329/eZmZlhcWGBycnJWH9ZVIzP68U1OMjjBw8pzMtnwuOhrbWV92/e4nQ4OD09JRAIMDU1xdraGicnJ0kR8lfkVy1CPswSFhfmcToctIpE5OXkkpmeHutoi4ooLy1DUF9Pc2MjzY2NaNUxBd2h09HZ0UEkHCGwskJ2Zibv375jcmKShYUFJGIxkvZ2NGoNedk55GXnYLNaMegNvHz+Lb/7zW9iOXytlpHhYdxuNw67HZvVSkNDA6nv3lNXU0u3yYS4tZWG+nr6nM5POqnz83PkUikZaek4eu2cnJwwPz+PWqWiUSCgtaUFo8HAoMuFSqnk+dNnpLx9h9PhwGa1UZCXj0wiJbS+zmowSI/NhlKhoKuzE9fgIENuNxq1mrycHDJS05C2t2M0GGhsaKCpsZHBwUEiGxv4fD4EdXXkZed+MlgEAgE6OzpobWnBbrfH8unrIepqaslKz6CzowNpeztvXr4iJyuLRoGAgrw8RM1CVoOrjI6MkJGaRkNdfSICtLm5SWNDTMStBlcJBgJIJRKMBgPjY2OxQTIvn7GRUcLhMBaLBWFzMwa9nnA4TDgcpkUooiA3D4fdQX9/P40NDTjsdnZ3d+nt6aG6sgqnw8HMzAxqhRKpuJ2uzk4K8vJ48/IVfc4+/MvLVJaXU1FaytLiIm6Xi7zsHORSGePj49RUVfHo/gOKC4uoraqmpKiIHquN6EYU96CL5sZG1Go17W1tiWc9NjZGh05HTXV17D2anyczPZ03r14zNzv7ybsbDoXIysjkzpdfoZDJ46FuCS0iER06HR06HXq9PiaoxWIeP3xESVExQ243jQ0CHty7h0qh5PLykovLC6wWC9kZmZSXlOJ0OBgeGkLSLiEjLT0m0rRaLGYzDXV1PHv8hPt37lJcWMSQ250Ik4+Pj6NSKunQ6QgGAmxvbaOQySgqKMRht+OwOygsyKe5sZFwOMxFfBGrqKmZNy9eUl1ZSVdnJ31OJ9tbWxzs76OQycnNysY16PrBNnx1dcXa6ir6zk5Ki4rp0OrY3t5myO0mKyOTZkEjJqORt6/f8Jv/+E+KCwtpamigtLgEi8XMwsICwqZmUt+9p8/p5PLykpOTE9wuN3XxyYO4tY2F+QVWg0E6dDpaRbF2VVNVzbdPnyERtzM0NER5aVl80PIxOjJKVnoGwqZm1uLpS5VCQbfRiMNuR9/VRbfJhMloJDszi3vf3KG1peV7iziVCgWP7j9Eo1aztLREUUEB3z57ztjoKEuLi4iEQjp0OsZGRykuKOLxg4f02noS37+Nr7kaHR6hoa6OzPR02lpaWZifZ8Ufm2Bo1Wo6Ozp4//YdTx89xmG3M+/zUV5ayttXr5FJpfTYbJgMBsymbhx2O06Hg+amJp49fkLKu3eYu7s/ufYVv5/K8nIE9Q0EgkGWFheRSaSoVSqkEgnffPUV3z59xuTEJGMjo2RnZiKXSlldXY1Fe1LTsPf2sr62Rm9PD5L2diTt7dRWV1MVf0/C4TDX19eMDA/z9tVrUt+noO/qQqNSxc7d0IBIKETQ0MBAX38spbiwQGV5Od98+RWPHz5CUN/Awvw8l5eXLC4sIm1vRyaVolIqef/2LdmZWczNzjLh8ZCTmUVrSwurq6voNFoy09NxOhyJ9OvR0RHn5+efbedXkp/Gr1KE3N7ecnR4SCQSIRIOE4mEmZ6aormxkQd37/H8yRPKS0spKiggPSWV8viMz+lwMDY6Sn9fH8KmJqoqKnE6HPQ5nLx+8ZLXL18x0D+A1WLl3es3ZKSl0VBfT3pKKrnZ2dhsVjq0Ou59c4f/9r//H7x49hyrxYLP56NDq6WqohKRUEhhQQGPHzykpKgYg15Pa0sLtTU1iYHyA+fn57SJWnjy8BGtIhHjY2N0dXbRIhLFGmxNDQV5+bQIhTQKBHz95Vc8ffwEq8WK0WAkKyMTjUrN6ckJe7u79DmdKBUKWltaEDULYxGDigpePH/Oi2fPaWtpwdDVRUNtLW2trXi9Xk7PzlhcXKSqooK0lFQG+gcS17e2uopBr6dJIEClUDLhmWBwYID83DzysnOwms1I2tu5f+cuzx4/QVBfj1QiwTU4GBvUxsYoyMunraU1EepdW1ujIDeX1PcpuF1uPOPjCJua0Hd1MToyQm1NDYV5+czOzLC3t0dvPG885HZzenrK1tYWwqZYtKS3pxeLJRalEDXHFjSK29piz8pqpb+vj8y0dN68fIWgvp60lBS+ffoUh91BMBCgsUFAY0MDgZUVhtxucrNzkIjbGRsbo7GhgW++/IoHd+/FBqPmJiYnJ/EvL9MqauH5k6cUFxVRU1XFm1evqK2uYWxsLJG3X5ifZ2F+nrSUFF5++4LZ76Qj1tfWSEtJ5eH9+zgdDvx+P0q5nLqaGhoFAvJzcsnJyqa9TUx1ZRVf/O53ZGVkMjg4SItIxMN79/n/2XvPt9ayLM3zb5t55uvM8/R0z3RPV1dWVWZlhrthr4fr8B7hPQiBQAZhJWEkJCELkjACZHACARIIj/D+Nx+OdJIbEVmZWRnpqmJ9i7gS2mefvddee631vm9dTS2+mRmmp6dRq1Viea6mqoqW5mYkJaU8/fY73r95S49Gw9Cgntrqagry8ikpKqYwv4AOuZzwygorKyt0JLOHCwsLXF9fc3R4RJtUSm52tphty8vOQVJSgsftIRgIMD4+Tl1NLSVFRXRrNOi0WuSyNoYHhcO6pKiID2/f4Z5wc3Nzw96e0JD5uCF0c3OTHo2G9NevqSwvZ2rSS29PDy+fv6C1pQWL2Ux6Whr/7b/833x4/552mYyuZMkyFouh6OikIDcfr8cDCE2YoWAIlULJi++e8uLpMwZ1ejweD6XFJcJ6aGwkPzeXLz//Qsigut3U1dRSXVnFyvIyvhkfkqJiurs0HB0dsbS0iHZgAMPICD0aDYX5+ZRJJMjb20l79Zp//sdf0NTY+APUkVql4ovPPkfT1cXKygrlEglpr17jm5khsraGorMTvU6Le2KCvJxcnnz2OSbjqPj9VKPz0uIiGrWaV89fkPnuA6bRUYwGA+/fviXj/XsaGxr45quv+eyTT7FZhb6sDrmczz75hOdPnzHQ38/i4mIyc1lNa4uUstJSPvnXX/P86VMG9Xp2d3/b0xJeWaG0uIT62jrW1tZw2B2kv04jLyeH6qoqfvEP/4svv3jCzPQ0c7NzlEskaPv6iMVi9HR3U1pYzNzsLGenpzjsdtpkMmStrdTV1FBVUUF7WxsOu51gMIhep+PN6zTyc/PQ63R0qdWUlZZSV1srlmFnfT5OT0+Z9fmoqqggJyub4qJiSgqL6OvpZWlpCZNxlA/v3pGXnUNdbS3ffv0N79+8ZX5ujoDfT4WkDE1XF7GtLbT9A+Tl5OCw27m5ueHw8JDt7e2/Om3Df0b7uw1C9vf38c/PY082LKVuOPW1tagVSoxGI2qlksb6erGZMRQMsry8zPTUFK1SKbnZOUJfgkZDUUEBNVXVeDweRo2jYummL9mXUFVRQX9fH91dggPKycyirbUVk8nEqNGItLmZhrp6Bvr66GhvpyAvD5m0FevYGP19fUJPhsdDIpEQn+P6+hpNl4bnT59SUlREu6wNSUkp7TIZXo+HQZ2O0pISOuRyBvr6yc3JoaiwiInxcew2O3U1tYwMj3B2esrR4SGTXi9GgwG1UkVLYxNtra0oOjupqaqmqqKCQZ0O69gYaqWSvr4+lpaWODs/Z21tjU65nJqqaqanpsXxxaJRdDodpcXFFCUPrC61mvJSCR3t7cl+CxtFBQVUV1ZhMZlwT0ywvCykv4VSVj19j8DhJQAAIABJREFUPb1iELK1tUVNVTU5WdmMGoX6vUatxmaz4ff7USoUNDc2sbS4yNHRERMTE+h1Oqanpjg7O+Pg4ICe7m6aGhrwejyYzWYy33+gtLgY7cAAVRWVFOTl4XI6mZmeprxUQkFePj0aDQ119ZQWFzM5OUk0GkWtVKFSKsVG3YY6oXbt8/lobmzi5bPnlJWU0iGXJ5FUdqYmJ5G3tZOXk0O7rA21Wk1FWRkqpZKA34/dZqOvt5fwyopwm6yspKSomJXl5Y/W8E48TrmkjKfffkunXM6QfpCGujoUHZ2YjEakzS2UFhXTo+lGrVTx4e07GhsamEkGWp/95hPepKUjb2+nQy6ns6ODnu5u2mUyKsvLaW5sokMup6qikobaOkxGIybTKEpFJ2azmZmZGVpbWykpKsJmteJyuZAUl9DS1CSm5c/OzujRaKivrWXc5WJqcpLG5Bx2yDtQq1S0t7Uhb2/HaDDgn5/HZrUKt93KKlqlUvJycigvleCfnycej2MyjTJmGfsIjr2zs4Neryc9LZ3M9x/o7elB2txCVkYmRoOBSCQipM/fvKWzowOb1So0om9scHR0xKBeT31dvdjbcnBwwOLCAnabjeqKSvJychgZHmZyclLMtKmUSupra8n8kEFfEqml6OxE3tZOZG2NYCBIS2MTQ/pBjo6OCCehoU6nk0GdjrKSUupr69DrdFRXVpH+6jWarq6PShoAQ4ODZGZkMJJsGpdJpZQWlxAMBIhubqIdGMBisTA3O0tDfT1ZGRmMu1zi91OQ6WAwiGF4hPqaWqTNzTjsdrQDA7xJSyMvJ5cutZriQqFB2z3hTmaDxkl79Yp/+cU/0dneIWbx6mvr6FKpUSmU5OYIQaXNauXg4Ldj31hfp7VFilqpIhqNMu4aJzc7h5qqatQqFW/T0snLzWMhFGIhtIC0pYVRo5F4PM7I8DDNDY0EAwFOEgm8yabV/r5e2mUyykpLKczPp666hi61GpVSSVNDAz0aDQ6Hg0G9HllrK0qFQix3BwIBTk9PmZ+bQ6NWY7fZcLvd1FRWUVYqlA+HBwcpKiiktroGtUpFQV4+leUVLC0tsbS4SGtLC0ODg8TjccyjJhrq6pmZnuH09JTFhQXcbjerq6simuxn+8vY32UQAnCdxJRPT00JDaRDQ0yMjxMOh9nd2eXo8FB0RDarlempKVaWl9ne3mZra0usZZqMRqxjY0xMTLC6upp0OKtYzGZMo6NMTU4KDVlWK/19fSg6Oujt6WFqagq/3y/cvHNyUauENP6k14vFZMI8amLW52N9fZ3FxUX8yVvb4y70+/t7lpaXMRqNjAwNYTQYxN6IVGTudruFbI3NxujoaLL3ZDtZ7pgkvLLC9fU1FxcXbMVihMNhFhcXCQYCTE5OCk2ZyeAgvLLC+vo6gUCAxYUFAUachK355+fFv52yjY0N9DodzY2NyKRSsRnM6/WysbHBxcUFOzs7THq92Mas4kG1HolweXXF7u6u0PQXCokd5ymEgsViYXp6moDfz3yyFru3t4ff72dmepr9/X2urq6IRqMsLy2xnUz/X1xcEAqFmJ6eIhaLiQ7SODKCxWxmzGxhZnpagPfu7TExPo5heASn3Y7T4WBqcpL9vT1OTk4I+P34/X4SiQTxeJyZ6WlWV8MsLCwIh21RMRMuFzPT08ikrXS0y3E6HDgdDowjIzgdDrxJBMXS4qLQsBiJsBAKcXh4KCC4PB7Gx8d/0CtwfnaGZ8JNX08Pw0NDjFnGsNvsLC0tsb+3x8rKCi6nE4fNjsVsxjA8QigkoADkbe18/ulnlJaUYLfZcNjteL0eNjc3iUaj+GZmsFmtwnxYLExPTbEWibC6Gsbv97O5uUkikWBlZQWPx4N/fh6jwYCkpBRlp0JEPdze3ooImujmZnK/TWOz2XA6HIwajZhGRwkEhKzVxcUF0WgUp8OBYWSEMYsFk8mE1yP0S81MT1NXU0NnR8dHh/XZ2RnhcBibzcbQ0BBmk4kxiwWP20N8Z4erqyvW1yOMuwTEhcvhwOvxEN/e5vLyknA4zPTUFDtJVNbh4SFLi4t43G5Mo6M4HQ42k3BUr9vNcLKkYh0bw26zsbKyws7ODv55P3NzcxwdHbG7u8vM9LSIaDs8PGRtdZWNjQ1Ww2EmvV4cdjuO5FowjY6yuLj4UXMnwMrKCnabjfDKColEglmfj4nxcZFgb3FxkUgkws7ODtNTU9htNqKbmx/5iJOTE5aXlnA5nJiMRqanpohvbxOJCL0zep2OMYsFi9mMJ9k4e3NzzcryMs2Njbx5nUZvdw8nJyccHx0xNSnAra1jY1gsFia9XjY3Nz8aeyKRwOfzEQgEODk5IRqNCu8zOZ9GoxFvElG4t7fHzMyMeICHV1aYmZ5md3eXq6srtra2WA2HCQWDDPT3U1NVhUwqZUivx2gwMO5ysbCwwPbWFrFYjMXFRXw+H36/n8XFRZaWltjd3eX6+pp4PE4oGBSoEQ4PCfj9eL1elhYXmZubY9RoxGgw4HQ4sNlszPoEhNX+/j6+mRmWl5c5PT0VQARJ/pvz5EUsEAiwlYT9/mx/Ofu7DUJAcJL7+/usra6yGg7/wNFfX1+zt7fHxvo6mxsb7O/tcX5+zs3NjVAHvLggngxKHne1X19fc3hwQDzJAZIqA4yPj6NWKlF0dKDX6YRmwIoKKsvLmZmZEflFohsbHOzvc5nE6l9dXXF5eSnyJzy2u0ccByk2ysebIMVcuLmxIXKP3N/fc319zfn5OVdXVyKVceq3Ulj309NTtmIx4klehRSHw+XlJVdXV9ze3vLw8MDd3Z3QuJecm5RtrK9jGBmhr7dX6LGYn2d7a+sHcD5hnneJRCJsbGxweHgoYu4vLi64vLz8iDvk5uZG5AE5PDzk7OxM5FC4vLwUeSVSn726uuIm+d/39/dcXn081tvbWw7294lubnL0aA08PDxwfn4ucLrEYiJfBCS5DS4vRb6F29tbLi8vub29JRaL0dbaSnFhIXqdDt3AAKXFxbS2SAkFg+zv7bG/t8fu7q7IEZMaf4rn5O7uTuBxSHJWfL/O/HB/z8X5Obs7O8L6jEY5Oj7+iNDq7PycrWTz4/7+Pg8PQvOoskPBy2fP6VKrOTw85PDwkJNHGbb7+3v29/eJRqPs7e5yfnHO9c2NOLar62uR7v/q+pr19XXsNht6nV6Aaj/idLi8uuI8uY5vklwOJycnIh9DfHv7o/R1iotjb2+P/f19jpMomVgsxrjLRV9PL06H8yOUWGr+r66uODw8ZHNzk93d3R/MWYrMajUcZnNzk5OTE3HdP14zl0kY88b6usABlISep/bEdpJ7ZW93V1x7qfd/cXkhjifFP3F/fy++2+vra5FTIjXWrViMk0RC9Csfjfn6WuC5Se7LyyT3SGq9pKDMt7e3XJyfc3Z29gOI6N3dHYcHB2xsbAhw3kdzd5H0YZtJn5Oas5MToRyqUQsZj+nJKfE9XV5dEt/eJrq5yeHRkegLHo/98d5NcaicJIP17a2tjxhLU3OV8k0pzo7U+0g969npKTarFVlrK0aDgdXVVTaTHE4p//DYB6T81GNflXpPqd96/J1EIsH+3h5bW1vEt7cFDpa7W3GM54/eZ+pCk3rXJycnHB8fi//vZ/vL2d91EJKy30d7/VPoxNzd3bK9vY3Dbkfe1kZZqYTa6hp6u7sFSOIfyfb5x9pfIz24t7uLb2YGj9vNyvLyR6WkH7O/uhbPT/Tbp6enWK1WmpsaaWpooLG+XkyB/7ne8x868tvbW2xWG23SVrwe75/8uzc3N2zFYqwsLxOLxTg7O/vJGVuvrq5Yj0RYWlwknuQQ+VPWyR+yzv5Sa/Evud7/mN86ODhg3OVi1Ghkfm6Ow78BeYe7uztCoRBmk5AlTnHA/Gz/ue0/RBDyl7Lb21uODg9Zj0QIJksaKaf6H9Gur685OTkhcXz8UTbjP7qlUvrrkQjLy8ssLy2xvr7O8fHxX30OHh4exCzESeJPD4hSmYPLiwvu7v88N8CHhwfOz844/5l/4S9mV1fXIqNtihn0b8FSfV2PGW9/tv/c9nMQ8rP9bD/bz/az/Ww/21/F/kMEIaIuwo/U3v8Uu0/WC39KPQFRTv0PkKP+Yz77x9rd/T03N9dirfWvbXd3d2IfScpS/Sp3d3e/cw5S8/OH3KpS85n6m38Lz/33YKn38P2+gd/3nZ8l1/94S/U9/CH7MtUP8+/Zw6n3k/JvqXd1/2jP3d3dib1DP7U9Xk+P/dzvG+/fynr6c/nlv7Q9blX4az3L33UQcn9/z/HxMcFgkDGLhalHmiY/xd/e3d1lbXX1J5WzTommHR8f/97a+OXlJUdHRyLy4KcMsHZ3BW2S5eXlvzou/uHhga1YjFAoRPyR/sbl5SU78TjRJHLm+5TYKYG6vb29P6i+fHl5KTRsJgXpvv/3frYft8vLS6Kbm6yGw2Jz9L9lqQbQ/f39n+GOf6Sdn5+ztLTEQij0e33ZwcEBgUBA1C76Y+z29paDgwPW1tbEJt9Uc2c8HicWjbITj/9OAcY/xa6vr1lbW2NpaUnk5Tg8POT4+Ph3/tbFxQX7+/t/E30kDw8Pot/5vt7W35tdXV1xcnIiErX9Neb2JwtCHh4e2InHmfROMpqEXf25Jamvrq6YGB+nUy6IuwUC/t95sKTUKw8PD0kkEr/Xkd7d3THr8zE0OIjX6/29TZl/qJ0kEoRXVlgNh3+woc7Pz1lbFajMDw4O2N3dZWVlhdXVVQ4PD3/SBeKbmaG+tg6dVvs7FU4f201SRfPwkVLvT2X3d3eMu1woFUpmpn/LU3KaVDx22O0/Cn+8ubkhGo3i9/vZ2Nj4vYddymmnxLH+Wg5kf3+fjfX1f9fvPzw8cHBwQCwW+1gl9M9oiUQCh92ObmCAmenpP2gvbG1tidDr/8yWQoskEgkBrfF79k58exulQkm7rI31SOTf/GzA76clyX3xh+zh71s4vIJhZASb1crGxgYHBweshsN4k/DjFDT79435j7WTkxNGRkbo6e5mbW2Nk5MTFhcXPxJS/L7F43F8Ph/hcPhvAr0Si8UIBAJEo9G/ifH8ey1xfMx6Ej36U51x8FthynGnC9PoqEi78GP2kwUhd3d3+Ofnqa+p5fPffELay1fYbbaf7KG+b/f390SjUaorq3iTlo5heISz8zMR6pdIJERJ6fv7e05PT/HNzDA8NITFZGJ5aUmEn93c3HB6esrx0REniRNurm+4ubnBbrPR0tyMaXSU3d1dETaWSlWmqH5PTk4+gtbd3wsieqenpyQSCY6Pj0XUwcH+PlOTk0xPTbG3t/fRAt6KxejRaFArlczNzbGyssLk5CRzc3PEYjFOTk44Pz/n5OSEk0RChBc+PDxwc33N6ekppyennJ2dcX5+Lspcn52diYJiqeyL3WbjxdNnSEpKxabL05PTH3VmFxcXhFcEhzUyPMxqOPwRhPbs7IxEIiHM9Z0QKKXos09PTzk7FcZ0enpK4viY46NjETL88PDA7c0Neq2O4oJCzCaz6LjXVlcZGR5Go/6tHs7xoybZq6srlpaWsI6NMTs7y/n5OddJSOTx8TFn35NXj8fjuJxOulQqtP0Dwm0zkeDq8or7h3txXaXe6+nJKZeXv81Apf4tdXO4ub7mgaRkfXL+U/OQ+k4K6nia/M7BwQFDg4M0NTTgdDg4T66b1PePjo44OTnh+keyZHd3d+zs7IisrB6PR4QrXl5eCnOc/J3UukwkEpwmb7l3d3c8fO85hDWf+Cgrl5KWPz095eLigs3NTTRdXTTU1TGaJA9L3ZxSY0+tsdPTUy4vLvD7/ZhGR1lYWBD32NnZmfD+j485Oz0T11pqjk4SCY6Pjkgkx5MqFzyGnafKdimIeiKR4OgwOWfJ9fTYblMQ70eHmwDPvxT3yHly/Z4+2h+p9XV2dibCN1OKtI//9unJqXiLT/mAx2M4PjoikJwL65iVyNqaWIa4ub4R18xF0k9F1tbIy8nlw9t3BPx+EcJ/fHzMSXJtpcbgcjp5+fw5RQUFhMNhEseJH4WDp+whuZcPDw/ZWF9nLKmD1a3REAoG2dzcZGpykqHBQXp7ehg1GlleXuYqCV0X99XZ2Ue/kfKfR8l3d5GkDkjBuROJBGfJ9fLwIPjAdpmMirJyAn4/e3t7uJxOUcn7sU9JZYBXV1cZGRnB4/GIcODTJMw/kUj8wG+lYLgpIsdEIpFswL4UA8JUw27qXaf2zOnp6W/3S3LNpZ4ltWaCwSDWsTGCwaDoy1JjPj767XoU18rtrTiWo6Ojj/zfv2Up33JyciLM7/Gx0OSdPAe+/z5SfjeRSHDy6BlTc3KV9G1np6eiqvPc7CyhYJB4PM7Z2ZnoS46Pj8W9+NgHnZ+fCxn6JDVAaq4e2+XlJe6JCSTFJXz1xRPyc/OYmpz80Wf8SYKQVB1zZ2eHMYuFjHfvefnsOabRUf5cdpJIYLfZePrNt/zzP/4CmbSV8OpqktTIhaKjg8b6BozDI+zu7Ao3jM5Onj99ypvXaWjUapG8zOfzMdDXR0tjE4qODubn5kkkEjgdDlqamrCOjRFeWcHpdOKemGB7a4uNjQ2sY2P0dHejUavRDgwwPzcncIrs7mE1W1B1Kuhoa6O5sRGdVsf21paoTJtSzny8eTY3NpC3tyOTSpmammJubg6TyYTH42F5eRn//DwWi4W+3l7kbe30dGnEDEE4HEar1aLs7KSvpxeTycT4+DgupxPDyAhqlQp5WxsOm43joyM8bjfPvvmOJ58JQlPNjY2olSoWFxZ/MNdra2t0qdWkvXrN2/R0+nv72NzcYG93F//cHH29fUibmtHrdEQ3BR6D2VkffX199Gg0DA8OYjaZGNTp6JTLaW2R0t2lwT0xweHhIZeXlwzq9OTn5DI8OMT29jZTk5MM9PejUippbmqiXCKhpLCI1uYWbFYrOzvChgkEAvT19jJqNLK0uMikx0uXSk1LYxPDQ8PsPdLD2N3ZERg9q2vIyshEUlwsMHCOWYnH49zc3rC1tYXFZBYk2hUKRkZGWFtbE4mSTKZR5O3t6Aa0hFfCSQ6ZXTwTE3Sp1DQ1NKLtHyAajQpB0vISgzq9oDar1aLtH+Btejr/8D/+P96lv8FsNrO+vs7S4hK6AS0NdfV0tMtxu90cHh5+5KSODg+xjo3x4d07PvvkU2qra0QyPYvZTH9PLz2abnRarajuq1Yo6VKrMRqNrK2uirwzFosZeVsbTQ2NtLXKGHe5hJT81aUgeT44iHZgAJfTicvpFDQ8GhoYNRiw2+3C7SZJUOX1eunRaJDL2hjS65mdmcE0Okq3RiM66dkZH11KQT21pakJjbpLvAisRSIM6vV0tMtpamhEJm3F6/awt7dHKBjEbrcT3dzk8vKSyNoac7OzzM/P47DZUCkUNNbVoepUMOnxfARFfXh4YGNjg8nJSQJ+v0jCthOPYzGZGRkexj0xgcVsRtnZSUd7O+NOlxgojY+PC3OoVApaQZpulhYXeeCB+4d7lhYX6enSUC4po7a6moH+fhYWFj7KcC2EFpA2NfP6xUtys7MZ0uvZWF9nKxZjanKSHo0GaXMLg3o9O/E4a6tr5GXn8CYtHf/8PPv7+5jNZuTtclSdCkGNNhTi8vKSifFxnnz+Of/4P/+BstJSWptbGNTp2dz48ezTwcEBFrOZupoaJMXFFBUUUFxQSJdazazPx0IoJDL+dqnVGEZGWFxc5ODggIWFEP29fTTW1dPb3UN4Jcz9/T3n5+f45+fp6+2lurKKxnphjczNzeFyOunr7RM0ZzTdOB0O9vf22Nvdpa21ldLiEvzz88RiUQb1eqxWq8AOGwjSq+mmUy5n3OUSGWt7e3oYS/pN38wM7TIZRQWFqFUqtra2xOdMseZOJRXNa6qqkLe1M2axYDaZUXR00tosxWgwsruzkwwqAgzq9Wi6ulCrVJiMRmJJ/qjwapihwUHUShVWyxhLS0vYbDZ6k0y7KX/VrdEIiuP1DSjkHczOznJ9fc3d/R3hlRV0Wi2VZRVISkrRqNQEA4HfS4x2cXGB1+1BJm0VZEGkrfT19qIbGEClUNLS1ER/bx+RSITr62s2NjYYs1joUqlpa5UxpB8klszWbG1tYUuSbo4MDeH1eJj0enFPTDA3O8vCwgIzMzOitlqrVIq8vR232y1mXaPRaFLRuZpyiSCC6nI6P/Kz9/f3nJ2dsZnUDcrLzuFd+huslrEffcafLAj5LUnOCRp1F4X5+VjHfvxHfwo7PTnB5XTxNi2dr598iVqpwuVy0a3RIJNKaWuVUVdTS0dbO+4JN16Ph8aGBr79+htev3xJT3e3wJpqt9MukyGTSmmsb6CyvBxt/wBzs7OMDA/TWF9Pl0rFkF6PQqFgUK9nfm4O69gYzU1NtLa00NHeTnlZGWqVikgkgntiguyMTN6lp9NQW0dZaSm11TXYbTY8Hg+9PT0M6vXi4ZayWDSKWqVCqVDg8/lwT0zQpVYzPDTE/Pw8C6EQHrcbo8FAVUUl79Lf0Nvdze7uLuuRCL09PeRmZ5OblSVouIyPMzMzg9PhQNPVRca791RXVhIKBpkYH+f1i5d8+cUXVEgE4S5JSQmD+kGi32N2jUQidKnVvHj2jPTXr9EOaJmfn2PUYBBlzt++TiMnK4uR4WE8bjfSlhZysrOpq61Fr9MJDJ4mE9r+flQKJQ119dRW1zDucnFwcIBxxMCb12lUSMowm0xYLRaGBgfp6e6mrqaWnKwsCvMKqK+to6WpGcPwMKurq0xNTtHc2ESnvIMxsxmZtJV36W8ozi/EaDCwv7cnPsf+3h42q5XKsnI+vH1HhUQibKZSCWaTifh2HJvVRkFuHjmZWeTn5PLuzVtUKhWRpH5Gfm4ehfkFWMwWoptRYtFYkrq7ktLiYl6/eEnWhwysljEWFkJ0yOVkvP9AVWUlw4OD6LU6Xj5/zn/5P/8vXr98hXVsjGg0ynpEuJnW19ZSUliEtLn5B0yrh4eHmM1m0l694l9/+SvqampxOZ1oBwaorqyiQlKGTNrKoF6POSknoNcKjLeF+fnoBrTs7e4y6fVSVFBAbk4OleUV5GVnI29rYzUcJhgI0NLUREVZGTqtFp/Ph296GqVCQU1lFW2tMqTNzbRKpYyPjxMIBJC3t5P++jXFBYUYhoeZn5tDOzBAU2MjvhkfW7EY7bI20l4K2jCSklKyMzIZGRKozPU6HTlZ2ZSXSqgsKyc/J5ee7m58MzN0dnQgKSll1udjd3cP3YCW9rY2JsbH8Xo86LU6ZFIpddU1SJuasVmtHB0din5pbXUVg8FAX28v3mSQMuebpbqikqb6BqanpvC43XQpVWS+/0BdTS0LoRDBYJCG+nqKCgpEv1BTWcWgXs/s7Cw+nxBoyaRSMt6/J+3VK6oqKn+glB0KBGmqb+D502fk5uQIB/TsLNqBAWqraygrKeVtWjq5Wdk47XamJqfIy84h430GoWCQ4+Nj3G43/b19yNvaKSoooLOjg1gshtfj4cvPv+Cf/tc/UlJYRGFuHsUFhbgczh/0sMWiMSwmYX+UlUooyM0jNzubksIiupLaTF6Ph+GhIbo1Gvr7+hizWHAnhTl7NN3UpPZ5ZhY93d2i+rS2v58utYqczCyefvMtzY2NQrZ3eppR4yh9vX1UlldQVlqK1y0w3aqVKqoqKgkGgqyuhulol6NRq/FNzzDQ10dRfgHS5mbmZmc5PT0lGAjS2tKCVqvFPz+PUqHg6Tff8vrFS3o0mo9K/7d3d6wsL9Mmk5Hx7j2F+flUlJVRVFgovPeGBgpy8igvLWPS6+Xk5IS1tVWsVivagQFhb2Rn43a7icfj9PT0kJ2RibS5hUmPl8j6OkODgzQ2NDLuEvZAS3Mz7968QVJSgqSkhLKSUvQ6HcFgUFwrvd09FObl89UXTygqKMTlchGPxzk4OGBvd5fE8fEPMjoH+weCYOUXT8jJzKairJzMDx8oyMujrrqGwvwCykolyYvZDtFoFI/bzZB+kOKCQvKycxgzWwiHw/T19iIpLqZNJsNhtxPw+/F4PFjMZiaSF1ZNVxcNtbXU1dZSVVFBbXU1mq4uJsbHCQT8TLjGUSoUFOTm8e7NW/JycuhSq1kNh8UxpzLZIARRfUkR1bE/ZxDy2O7u7oRFVFCAzWr9nZ/7U+3+/p6t2BZNDQ1USMrwz8/jcbvJzsikqaGRWJIt0mG309PdTYdcjrytDWlLC2qViqWlJeLxOEqFguKCQjxuN3u7u7icTro1GjRqNa1SKaXFxbx/+47igkI0akHtdGJ8HE1XFx1yOXNzc6xH1lF0dNJYX4/H7UatUvHZJ59SJpGwvLxMMBAQKN87O2lqbKSqooKe7m4h1fnIWaSCEJVSic/nw2a10tTYSGdHB1OTk8STAkuHh4cMDw2R8fYdDXV1rK+vc3t7y9raGjKplOrKKtwTE2Jq/+joKClSV0VRQSFOh4PhoSGeP31KYX4+k95JZmd9YubBbrdz8OgdXyTT622trYLgWTiMf35eWOQ5OQz09aPo6KSyvBxlMoOQm5VNaXExDoeD/STr7PHxMfv7+8TjcWH8794jb2snGo1iNBj4za/+lX/47/+D6qoqFkIhtre2sJjNNNTXI5PJmJudJRwOI5MKtyiH3YHdZheUbmtqGdLrqa2uoTAvH4fdIaQiH6UJU5mQpoYG1Eol4fAK7gk32ZmZ1NfWMeubRaVQ8ur5C5oaGlErlbxLf0O5pIypqSmGh4YpyMtH2dnJ/t4+5+fn+GZmyHj3njdp6XRrNHS0t1MhKWNIP4hhZIR36W949eIFFotFTIXX1dTw5edf0NfbK6Ibzs/POTg4wDczg1qlolwiob29neWlJXH8t7e3hMNhmhoayc3OwWGzs7W1JTL39vb0iA2NiUSCg4MDDg4OMJtMvE1Lp66mlsjaGqMGI+/S36BRqwmFQnSQ3L/KAAAgAElEQVR3ddHW2sr01BQWs0VQqm1qYiEU4vj4mFg0Sl9vL5nvP/Dy2XOyMzPpUquJxWJsxWI0NTbyLv0NhhGDmCofHhyitLgEl8PJajhMuaSM7MwsQXBvapqaqirUSiUup5PqyioxcAsFQ2gHBtAODGAaHaVcIiE7IxOX08n83DySklJKi0tYCIWE8tb+PhubG5hNJlE3ZDW8Ks6ZkJWbRSZtpamhEbvNhnXMSnNjI309vezs7AgCdYtLVJaVU1RQIGYqiwsKaW5sYm52Fv+8XxCjlMmoq62lob6e/r4+rGNj4q2xt6eHgN//Ua9OPB7HYbOhSCpYb29vEwoGyc/NE/Rm1GoUHR1USMoY1OkwDA/zNi2dD+/eEwwGubm5EffNnG+Wgrw88nPz8Pv9jLtcfPXFE3KzspnzzWIcGRHW3uDgR/v34eEBw/AIhXn5dGs0RNbWWFwUBPnqamqRt7UxZrEwZrGIKrl6nU7wnRoNebm5VEjK0A4M0KPR0NjQQEtzM9WVlWRlZNIua2NmagrdgBZJcQkD/f3s7OwIPXgHB2xvb9PZ0cHrFy/p7+0juhmlu0tDTWUVoWCIhVCI6soq6mtqcdjtDPT3I21uxmm3c5xkZvV6vJQWCZnLqakp4ZKTmcWYxfKDEtTN7S2BQIDqqioqy8rxzfhw2Oy8TX9DbXUNwUCA4aEhKsvKMYyMsLe3J/YLxmIxGusbePbtd4wMD7O5sYm8rZ383DysY1ahlHJyQn9vH0UFhYwMjzDuclFcWEhudg52mw3//LxwAdDpBEX0xka61GpmZqYxm0xUVVSiVChEyv7pqSmBuj4U4ux7fV7xeBxJSSlvXqfhcjjxuN3kJS8PHo8Hm9VKZ0eHqK9zcHDA8fExB/v7qFUqPiR9rMVkoramlvJSCXa7XeyN9Pl86HU6URBR2txMU0MDI8nLxMzMDP19fTTU1dEmk6HTajGOGMRn69ZoBLXkaPRHz+m7+3t0ycDud8UDfxZ0jF6rpaSoCKfD8W9+7k+1o8Mj2ttkNNTVs7a6itfjIe3lK5oaGrlLRpQLoRDy9nbKJBJapVK6NRpGhofZjsc5PDqiTSYjPyeXhVAIgPVIhIH+fpoaG6msqCA/N5dvv/qK9NdpdKnUjLtcGJPqsdqBAVEfYXhoCGlTM1aLBWlzC599+hmyVhnXN9dcXV3hsNuRtbZSVFBAUWEh3V1dvzcIsY6N0Vhfj6KzE7vNhtNux2w2Y7FYkDY38+HtO1pbWlgNC2WB5eVlFJ2d9HR3E0vSlE9MTGA0GNBptRTk5VNWKsHpdDIwMMCz776jrraW3Z1djo+OsNtsKBUKjAbDR7Let7e3rK6u0tutQTswwN7eHvNzc7x+/oJXL15gMo7icbsxm0xMer0MDw2Rl5NLbXU1kWRz3c3NDdNT00LadcyKSqkk7eUr2qStRKNRzCYT//KLf+L/+N/+dz68e8/K8jLn5+c4HA465HJMJpN4uAoCcoKKrnVsjKL8AqoqKhnS65G2tNBYX/+jZaXt7W0cDgddKpWgnnl7w8ryCvm5uZRLynBPuFF0dvI2/Q2dcjkOu52+nh6MBiMbGxusLK+gG9DSlDzAZqanMY2aePn8Oemv0zAaDLjHxzGbTISCIWxWK6+ev+BNWhqhYFAcR0tTM8+/eyr2TF1eXuKbnmZocAiVQkFLUxNFBQU0NTaK6xKEwyQajdLRLqesVMLsjI/j42Oxx2RifFzMrIVCIQZ1esymUZQKBS+ePqOuupZIJIJ51ERudg5mk4nDgwOMBgMyqRSP2004HMbldKHpEoTFDCOCDoeio4N36W948tnnvE1Pp7enh6OjI/b395FJWynIzWNudk4c6/DQUDIbamVtbY3G+gZqq2uIb8eTh5Igujeo11NcUEhxQZF483fY7ei0WkaNRjrkcupraxno76dLpeLdm7fCDToYJBgIMDI0zJjFksymZCEpLmV5afmjOdve3kba1MLLZ88pL5Wg02oxmUxYzGZB4n5oiO4uDdmZWUhKSnE5nRgNBgrz8lArVYIO0PExdqsQvBQXFVFdVUWbTIa8rY3aqmqaGhpwOZw/uM3u7+8zPTXFoF6Py+Xi7PycleVlsjMyefX8BcODg7gnxgUNHr8fp8PJ+zdvycrIIBQKsRXbwmQcxTAywqBOz/u3b8nNzhZusW43L5+/oL6mlp14nOnJKRrr6xkaGmJ3d1cs5d3f39PR3s7XT76kv69PHFvqMJdJpZhGRzGNjtKlVqPo7GRQr8fpcNDW2spXT56QlZEh6hDZrFYxWCgrlVBRVoZaoaS5oZH6mlqmJqc4PjoWe/DGLBZqqqt49t139Pf1EYsKQUh1MghJKdy2SaVCNi4YRKlQUFtdjU6rY3NzE6/HS3FhEW2tMqamplCrVDTW17O0+MN9fnV9TTAQoLmpiY72dra3twkGAuTn5iFva2dvdxePx0NzYxMmk4lQKIR1zMrw4CCjRiMFefl889XXDOkHk+J2i6iUKmTSVoaHhpianKKtVUZeTg7DQ0M4nU5Ki0uorqxibW1N1MfS63R0dnRQX1dHc1MTapWK5sZGyiVlmEZHRX0wp8OB0WDANzPzkfwCwO7OLrXVNaII5tLSkiBy2tbG1tYWy8vLaAcGhPfldDI+Po51bEwISMvKeJv+hubGJiaSul4WswW9Ts/w0DBjY2MMDg7S39cn7oOmhgZB0X16muOjIzY3N9FptVSUldHU0IhKKfinCkkZDXX1GIZHiEQi/2ZZaVCno7ioEIfD/qP//pMFIbd3dxwcHDA3O0thfj5PPvsMaUsL0WhUhFctLiyyvr7+k6Erdnd2qa+tpbS4hFAwyEzyVpqfk4vT7sAz4aa7u5s2mQylQkFfby+y1laxNLK0tIS0pYW3aen09fQwNTUplAuUSkHJs6WF4sJCSouLqaqopLqiknZZG/3Jv1NdVcXQ4CBOh5OmhgaaG5uY9Hrp1mh48vkXwjgcDiwmoeacqhmWSSR0yuUsLCx8hOZJ9YS0t7Uxldzs0uZment6GBkeprqykvdv31KQl8erFy/4/JNPaW5qxj8/j8Nup7qyitycHDRdXSwsLGC1jJGbncOHt2/Jzsrii08/JePdB6Ge2dPDk88+p6qikv39fU4SCaxjY3R2dGAYGWHnEVT29vaW5eVl6mvrKCspEVJ3DgcZ797z/OlTZNJWtP39WC0W1tfX8Xq8FOTlU11eyVYsJryr3V1qq6v59Ne/ISsjg6KCAr758itk0lZisRim0VE+//RT/vkXv6C0uATD8DA2q1B31XR1MT4+zunpKTs7O0ibW4QgxGLBbDKRk5lFSVExOq2WNpmM5qYmAn7/D9ZLPB7HbDZTVVFBXU0N1rExdFotmR8yaG1pIeAP0NvdzasXLyktLhZrp1NTU2xvbxONRhkaHOTV8+d8/cUT1EolI8PD5Ofl8i79DW2tMgb6+7FYLMSiUbweLy+fveD1i5csLiwAQqZQJpXy9ZdfIW1uYXFhgbnZWTra20l7+YovP/9CCFxev6ahvl78HiQRaDs7NNY38PTb7+hSqvD5fCg6O2lubMQ3MwMIQU1nRwef/eYT3qalkZOdzW9+9a9UVVQQiUSwWsYoyM3DNDpKfHsbnVZLU0MD7okJduJx5ufnaW5s4tWLF2RnZlFXU0OFREJ+bi6FefkU5OZSX1fH1OQkgUBAzD4F/AFxrAP9/WRnZmIxW4hEItRV1/D+zVuGB4fQa7UU5OUhb29jbGyMyvIKigsK8c/7xcxNl1qNdWwMn8+HyWSiTCLh+dOn5GRlMzw0zPz8PIrOTr796mvev3lLeVkZr168QFJcQnh55aP3fn5+jnZAy/OnT/nsN5/Q0tzMwsICE+PjFOTl8frlS149f8Gvf/krsjIycdjtjAwPk52ZiUqhFLOJJqOR2upqJKWl4iXl9YuXfPHJp+Tn5DLudP0gnX58fMyk10tTYyMN9fViHb64sJBXz57T0tyMtr8fs8nE5uYm09PTpL9+zfu3bwkGgkx6vLx8/oJvv/6a/NxcPv/0U7Fp1eN28/zpM6oqKtjc3MQ9MUF9bS2DQ0Ps7Ox8pNc00N/P6xcvqa2pweudxO12o1QoKJNIaGlqwmgwYBgZQdHZSZtMJvRfWCx0qVRkvH9Pxvv3yKRSeru7MZtMLC4uMj8/T6dcTsa796S9fMXLZ8+pKq8gFAyxHlmnqqKSJ59/QV5uLm/S0njy2ecM9PcT3dyks6OD0qJi/POCgGVxYRFN9Q0sLy+zuLBAbU0N//g//4HXL18xMzPDpMdLfm4eTQ2NTE1N0dfbi7S5+Uf3+eXlJYFAAFlrK51yOevr68zOzFJcWISio5PtrS1cTictzc3Y7XbsNjtZGRl8++VX5OXk8OUXT/j1L3+FTqvj+vqa7e1t2lplPP3mWzI/fKCzXY6kuIQP794l/b+DkqJiaqqqRSHA6akpBvr76ZDLaW5qQlJayru0dL558hUZ795jHjUJ3FbJpv9gIMDmxsYP0J17u3s01dcjSSovz80mn0Pewe7uLstLS/T39TE0OMiQfpDa6mqyM7P48PYdTz77jC8+/Yyaqmq8Hg8ry8tYzBYqJGW8eZ1Gfm4udTWCknEqkK+prkYmlTI7O8txIsHa2hq9PT1UlpcLbQutraS/fs2vfvHPvHz2XMgmxuMfjTnFwryzs8Osz0dRQQFPPvscWWsrW7EY19cflwp/siDk8uqKUDBIR3s7X33xhH/+xS/IycrG4XCwu7tLMBBAo1JjGh3l/OyngUbu7+3T0d5OQ309y0tLrK6u0lTfQNaHDCTFpWR+yCAvJ4f+vj4WFxcJBYN0dnSQ8eED8rY2vB4PaqWSrIwMSouLKSstJTszC5VSid/vZ8xiERoXbVbsNjvlkjIqysoZNRhQK5W8TX9DVkYGlWXlZGdl0SnvYGNjA4vZzG9++St++Yt/oii/gOyMTCTFJbicTnwzM6iUyh/NhGzFYkKKq7ub+fl5AZ3T1ESPppuR4WFqqqrJzc5OLrRMvvz8C2StMmZ9Pjra5Xz95Vekv36NSqHEbrOhVqrI+pBBcWEhlRUVfPfNN3x49x67zc7IyAhv09/Q2iIVBdDGXS5RrO4xnCrV4FdVUcmrFy+Eko3NRltSCr6spJRySRkqhYKFUIhZ3yx1tbW0tkiJJxfo3t4eDXV1PPnsc/Jzc6mqqOBNWjpKhZLt7W0xpdnS1MTw4CAdbe3UVdegVCgwjIwwPTXF6ekpe3t7qJUqqiurcLlcOB0OKsvKaairxzQ6iqarC0Vn50eHd8qODg+xWa3kZmXz1RdPyMvJoaxUQmFePkaDgZ2dHSxmMxnvBKdbW1Mj3hIXFhaY9HppbmrkxdOnZLx7z6Bej9ftRqnoFNZPSSnlEgmKzk4WQiGmp6bJy8klPzeP8MqKOJfGEQO5Wdnk5eSgUigwGkbQqNXk5+Ty4ukz0l+9Jjsjg065nLXV1Y+e4fLyUlDR/eRTSouLGRocpLOjA7VSSTCZbbm4uECpUAh15KwsyiQSvvvmWxrr69nc2GDCNU5NZRUOu53dnR1Mo6OolUp8MzMEg0H6enspl5RRlF9ATXU1zU1N1NfWoujowDhiQKVQUFVRgba/H7vNRkNtHbXVNSwt/rZ0ZDQYqCyvENSbw2FyMrP47//t/yHz/Xtys7J58ewZfb29hMNhejTd1NfUEgoGOTw8xOFwMNDfj9fjIZFIsLCwwKsXL/h//+t/pbmxkfX1dSKRCEqFIOT3/u07yiUSMj98oKmhgfXI+kdzdnNzg2/GR7lEwq9/+SvKJRIia2sEA0GqKirJzc4mPzeXr54IpQ2n0yn0DiX7w1IoBIfdTntbG1WVlVSUl1NaXExOZhaZ7z9QWV6BXqsTm5Uf//bCwgIV5eW8evECRUcH1rExpM3N5GVnU1pUTIWkjE65nGAggM/no7CggNLiEpaXlpn0ekl79ZoXz54jKS3l+XdPKcjNIxQK4ZvxkZOVRWtLC1tbgkqxvK0Ni8WSFDz8bVOz3z9Pm0xGSVERhfkF5GXnkJcjlFl6NBpBdTbZtKjp6hIzIU6Hg/6+PupqhECzIC8PRWcns7M+Jr1e6mpqhAMtRwhQ65J9Xm63m8L8Ar756mvKJWUU5OXz+uUrhoeG2NraEptcFxcEldz62jrqa+twJJueS4uL+eLTz8TS26xvlpqqapSdCubm5hgeHkalVP7oPk+h5rrUavp6eohGowQCAepqaunv7UtSSXhRK5V4PB7GXS7yc3N59eIllRUVvElL47uvv2HUOMrx0RHjTheFefm8eZ1GbXU1/b191NfWUVpcgsVsZtLrpaGunrZWGbFYjIuLC+bn5jAaDKiUSiSlQg9UYW4eBbl5SIpL6O/tI5zMYKcEEX+MdO5g/4BOuZzGOiHrEwoGqa+to6+nl/39fVbDYVGxetRgpKGujpKiYkpLSnj14gXffvU1LU3NYnavpbkZSXEJhXn5VJaXI5NK0Wm1jLtcmEwm2mQyNGo1wWCQRCLBxsaG2BvZWN9AbU0N2ZmZvHn1mqL8AjrkctzjE+w96r1LyV7MTE/TLpPx9ZMv+Zdf/BP5eXmMu1wkEscfPeNPlwm5vRUJsEyjpqRE8ziRSISzs7OkVPY84ZUVbq5/mkzI1eUVK8vLhEIhEkmo0vLSEhazGW3/AP19/TgdDtbX1wXI2Pk5s7OzaLVanA4HW7EY4XCYcZeLQZ2Ovt5eTMZRlpeWRWXbtdVVjo8FwrBZn4+Z6Wli0SjhlRVsVhtarRa9TofZbGZ5aZnLy0vMoyY++ddf8+1XX9Pb04PJKMhfp+qkkbU1kSfkcS0zJSm9trbG0dER4y4X9TW1dLS343I68Xq8OBwO7FYrRoMBs8nMwsICe3t7Yh3S5XSytLjExvo6oVAIl9PJmNmM2WzGMDKCx+1mK7ZFNBpl0jvJ4uKiAGG8vmZnZ4dIJML2j+jhnJycYLfZ6O3uweN2E41GWVtdZWpyEvOoiZEhoSE1vr3N/v4+oWCQpUfcHhcXF0x6vfT39QmIH7ebiYkJVpZXuDg/T3bFB9jY2GBnZ4eAP8Ck18vi4iLRaJT9vT1RATgcDhMIBNjZ2SEejxOY9xMKhYjFYqyurrKysiIiIR7bzfU1W1tbeCbc6LU6ejQaBnV63BMTxLe3ubm5Ib69zcT4OIM6ndhkG1lbY39/n3A4zJjFQn9vLxazmdVwmIP9fSKRCB63G8PISDJdO8nOzg57u3v4Zmbwzfg+wuBvxbaEzw+P4HQ4WFpaJOD3YzQY0Gu12Kw2piYnWVle/gFh1cPDA7O+WXp7erCYzSwuLLC4sMBqOCw2RN4ma+KDej2jRqN4wASDQc6S2aRgIMD29jaXFxfCvCWfZXd3l7nZWUyjo4waDHg9HqFRMxAQ5mFvT7hZ+nwsLS6yubFBwB8gGAiSOP7tM0ajUQJ+v9g0XZRfyKe//g11NTUCN4XNJqZxN9Y3CAWDHB0eCuidpEx9yrHFYjHepr/hV//yL4wajSIMcdbnQzugZWRYWNdej4eFhYUf1NVvb28Jr6ygUavIzc6hQy4XVFaPEwT8AcYsFhF+PjU5yfb2Ntvb2wT8ftYjERESHI/HWV5eFkpNeflUlVcKDX6BAObRUZoaGumUd3zUpAdCNsRms9Gt0eBxu9nc3GR5aYkJl4uRYWHNeD0eduJx9vf3mfXNMj83RyKRELOEg3o9NpuNMYuFmelpsRQ2Mz3N4uIi5+fn7O/vs7y0xNaPKF2n5OsddjuDen3SP7uYm50lsrbGTlwok0UiEdZWV9nY2CCeHE98e5v5uTlMo6PotFrcbje7uztMT02Rm51Dfm4uDrsDr8eLpqsLlVJJf18f/X39DA0O4bDbcTqcTIxPsLmxwfn5OZFIROw5SiQShIIh/PN+ImtrzEwLZVtt/wDTU8KzHuwfEAwERA6lzc1Nwr9jn9/d3XF8fMxqOEwkWR45OjwiGAwSWYskEYy7rIbD7O7uEo/HmZz0CjBqqxXT6ChOh1PM4q8sL2M0GBjUC75iNRwmFAwyPzfH1tYWe7u7hIIhlhaXRAj1wcGBkA31einMz+fD23cMDw4JgIehYdplbfT19rKysvKD8T+2q6vkGRcU5uro6IhQMEhkbU2E2Uc3N9ne2iK6GSUYCAgBxegoI8PD2G02FkILbG1tsbS4KGb5xsxmcQ+vr6+zs7NDLBZjaWlJ9CUp2oBUlq2uppaSomK6NRqmp6aY9HrpkMuprapmYnz8o8zb/8/em74llqXpu3/gOdf5eM6vh+rq7uqsyqysHCKHiIzBmI0I53me51lxAAEBZwUVBBQZBGUQkEEEARVB7/MBJMOIzKiMzKjKyi7u64oPBrBZe7PW2u9+13qf5/T0FE+mikmRiQdUSiVOh4Pz85vZnt+0YuqPkUgkOM5YVP/Qa9e11a8Tymzie19OT085Pj6+EUwszM2nU/xtrdmMwvuqRiYSifRaalU1w4OD6WWsTMQcDAYJv7YD/68RDofx+/2/aBns6uoqPZjDYU5fSxlea7D8FBvsrCHeTxCL+3twHApxdHT0gw624XCYQCBwI71+3XdCodBbWgnJjJhbOBx+Syvix4jH48Tj8awWwE/9Xa81Mt6l4nutYxMOh99bFO3q6opIOJwtX/yl+A4P6evtpaG+Ho1a/V7CWpeXlxy4XDQ1NlJZXo7J+P2T79nZGaHM5uu/1u9MRiNSsRjh1BQajYboa8FdNBol8B7jw+V00tfTS3dHJ+oNNbu7u5nMYAdDA4PsvZG9AohnNma/3u9TqVRWEfnHxsN1pcHJyQknJye/WH02mUz+7LF33Z+u+4R9f5/W5vRGxvW1NTRqNYKxUQYHBlhcWMDtdmc1d95HcToSiaQf2D7A+b4P5+fnHGU20b/O5eUl8dM4oVDovQUCj4+PGejvo6q8AoVcns2Q9Pf1MTU5ye7u7l8/yHuSSCQI+P0/2NbTszP8fv8PBm/vIh6LMSOR0t7ahnh6mu3tbTY3NxkaHKS1uYWN9fWf/Vv9rwxCfm3MJhOTExOolMqfdeO/uroiGAwyNzvLQH8/62trXLw2cfycHzsnnf3+/L2v2T/ab/Sh2hMJh1EplSxnlmbfh0QiwcHBAQvz8ywuLLz35yF9c7neA2I0GgmFQm8FLe9zrolEgj2bDdnMDL09PbS2tDAyMsza2hqHh4f/EAH234N4PI5hazur/9PW0sLoyAibm5u/SF791/Qx+dDfm0wmsWaEHvt6e9ObZbu7WV5a+qB2IG/yrvP42cFCKMSmWsPI0BBNDQ10dXYik8nY3d1966H+vY6bC0I+PLFolMPDw/fKVrzOtdjLgcvF3t7eDd2BHDl+ayQvLjgOhQiFQu8tL35ttxAMBjkOhX7WDT6VShEKhfD7/cRisQ9yo0mlUmmhw83NdHCTWUP/Z+P8/Bz3wQHazU3WM6KKfy87gd8KyWQSf2Y7gkqpZCsjQvdbJBaLYjKZWF1ZQa1W4/F4frGdSC4IyZEjR44cOXL8KvyvCUL+Xim8H7OU/jVTiDly5MiRI8dvkd90EJJMJTkKBtMugC7XO62gPxQ+n4/NzU12d3ez+z2OQyGsViv7e3u/aG3sda6FqXQ6HS6XKxfg5MiRI0eO/3X8poOQWCzG6soKE+PjqNXqGz4bP4WrqysikQjBYPAnVwHs7u4yPDTEtFDIwcEB8UwJl0gkQioWc/iah8EvZWV5mfa2NpRK5Qc7Zo4cOXLkyPGPwm86CAkGglk3Ro1akxV7+bF/l5eXN5ZSTk9PWV5eZnRkhPW1NY6Pj284cN4g87fL5UIiFjMyNMTiwkLWR2Wgv5/B/n6cTudrH3l7iSbbllSKVCqVbc/l5WX27+v3zUikFL58hVAo5OLi4sbr1++5PqcfWyJ6/fXr9+SWjnLkyJEjxz8Cv+kgxOP2UFlezrPHT9DrdMTjcfQ6HdMiETMSCTqtlgOXC5fTiV6nY352jpGhYUaGhtFpdTgcDro6O/nis8/If/acudlZvB4P5ozkucVsIRaNYrVa2Vhbw2G3c3QUxGg0Mi5Iu1ouLSyi1Wqzxm1Op5PQ0RHra+sIJyaRTIvZWF/Hvr+Px+1mS69namKSpoYGGurrGR4cQjItZmR4mLaWFvp6etFuaonH4yzOL5B39z7Pnz6jr6eXzvYOxCIRDrudSCTC/t4eayoVYpGIgd4+JGIxToeTo6MjdDodIqGQCcE4CpkcpVLJSkbJcNdieUvbJEeOHDly5Ph785sNQtI23ftUlldQXFCYVdtsaWri26++prigEPmMDKfTicPhQLmySk9XF/fv3OWrz7+kt7uHNZWKpoZGPv6fj7h7+w7TwvQNXiJOu6VKpsX4Dg+Ry2S0NDWxvLRELB4jcnKSNd4SjI6h06UVLHu7u9lYX2dxYYHSomJuffY5t7/+hhfPntPZ0cGsQoFgdJSnjx7z6Sd/5ptbX3H39h3uf3eXp48e8923t9NS7G3tOBwOlhYXuZ+RbC58VcDTx2l5efH0NCaTCYPBgGxmhqryCr749DOePnrM3Gzab6O7s5Nnj5+kpXW7urNGRZMTE6g3NggEArkgJEeOHDly/Kr8ZoOQZDKJYdtAVUUFVRWVmM1mbFYrtdU1PLh3n67OTnYMBk5PTzk9PcXv97Oxvk5bcysvn+fT1dGJXCajs6OD8pISJsfHOczIlctmZnjxPJ9poSjrrdHY0MDSwgLJZJLLy0umJie5f+c7ujo62draYmpykvraWjozVt959x9w/+5dnjx8xK3Pv+DBvfsMDQ4iFE7R0tSMQCBgfW2NlqYm8u7dZ3xMkLalLyqmtroajVrD1ORkxu6+M+19Y0zbnLe3tjIjkeBxu/F6PMxIpZQWl1BaVMzU5BQzUilNDQ3U19YyI5Vis9rw+3w4nU729/c5Ojr6yaqeOXLkyJEjx9+K32wQkkgk0G5qqW0BdWwAACAASURBVKqopKqiEpPJSPj4mC39FlKJhKmpSWYkUuZnZ5mRSFleWka9sYFIKKKpvoH+nl6kYjE9Pd10d3WxtbWVPfasQsGr/BfIpDNEo1GWFxdpaWpmaXGJVCrFFTA5McHtr76hrbWV7a0thFNTlBQVUVSQtpXv7kw7hGo3N7PeD3Ozs0gkYgRjY1gsFhKJBCKhkMKXr9jUaPD7/XS2tVNTVcXK8gpDg4PkP33G7Kwi2za9TkdDXV06cJqYQLu5iUqppK+nl6aGBqYmJpicmKCpoYGB/n52LZZcxiNHjhw5cvxD8psNQpLJJMYdI1UVlZQUFmHYNpA4T5tMzc/N0dzYRElhEQUvXvDk4SMKXxXQ2txMbXU1L/Pz6WhtQyGTpTML7e0MDQ1h2N7m+PiYWbmCF8+e09XZiUqppKujg4rSMhYXFjk/PycejzMuEPDk4SMG+vvZ0uszzqNltLW0MDw0xNTEJCpl2rAp4PcTDATYMRiYFokYGR7OftfU5CQlhUWsr63hsDtoaWyirqaGNdUaY6Oj5N27T2tLC1v6LfR6PZJpMd1dXZQUFaUdfCsqaGtuobiwiNKiIiYEAkRTU98HIVZrOuuR8XgJBoMcHx9zdnaWy4TkyJEjR45fld9sEHJ1dcWB64DqyioKXr5ie2sbr9eLYHT0e3vt8gq6Ojrp7OigpqqK/KfP+OrzL/j6y1s0NzaiUirR63QMDQxw7+5digsLUSqVKJWr1FRX8/TxYx7lPeTW519Q8PIlSqWScPiY/f19hoeGqKmqRjYzg9FoZGJ8nN6eHlRKJfNzc9RUVpH/5ClNDY2IRSK0m5vodTrmZmcRTk1hNO5wfHyMVCyhrrqGTbUGl9NFf28fPV1dbOnTrriPHuTxza2vePzwIffv3qOyrJyZmRkWFhbo7uyk6FUB9+/e5fNP/8Kzx0+YmphAIZfT29PDxMQETqeTq6sr4rEYy8vLDA0OMqtQ4HQ6f5GhXY4cOXLkyPFL+c0GIQDBQIDG+gZePM9nTbXG4aGPhbk5hgYGmBaK2Fhfx2rdZW/PxqZGg1QiYXhgkPGx9H4Mj8dDJBzGaDAwPDTE6MgIRqMRj8eNWq1GODlJX08vfT09zM3O4na7cdjtiIRCWpqaMu/fIRgMYjIaMZpMhI+POTg4QCadob+3lwnBOCvLy1jMZtwHBzgcDqy7uwQC/rQtvdXGxto6Xo+Xk0iEHYOB7a0tAv4AdrsduUzG0MAgPV3ddLS1MyOR4nK5iJycsGezsbS4yIRgnKGBQWTSGUxGI3a7ne3tbSwWS9YKPhgI0t7WxvOnTxFPT+P3+9/bxyNHjhw5cuT4kPymg5BIOMy0UERnRyfqjQ3ip6e/aInhhz775v9Zd3cZHBigr7cXjVr9TnO5D6nJ8UuPcxw6ZkIgoLuri12L5Re3J0eOHDly5Pil/KaDkIuLC7weD1arFbfb/ZNVT38JgUAArVbLTsY185c6CP69SF4k8fv9HHr/dvbROXLkyJEjx/vwmw5CrrniiouLCxKJxN98s+XFxQXxePxnWYrnyJEjR44cOb7nf0UQkiNHjhw5cuT47ZELQnLkyJEjR44cvwofLAhJpVL4/X62t7ZQKpVsb2+/t6vtr00qlSJ0dMSWXp+taInH4ySTyb/78sv5+TkulwuTycTh4eHf9bt/jIuLCw4PD9HrdKyvr7O7u8tJJPJex7i6usLjdrO3t0c4HP6H1CpJJpP4fT7s+/u43W6i0eiv2s7j42MM2wYsZgtnZ2c/6TMnJyccHh7i9/mIxWJvCdYlk0k8Hg8Ws5mDgwNOf+Gm7r8VkUgEl8uFw+EgGAi8NQ4vLi7Ys+2xrd8iEAh8sO8NBoPsGAxYd3eJxmIf7Lg5cuS4yQcJQq6urojFYmxtbTE8NERtTQ1dXV2srqwQCARIXvy6paCpjGPtD3HtNHt1dUUwGGR+dpaaqioqSstQyOSEw+HsPpA3S1qTySQnkQihUIh4PP7BJvHLy0uCwSBymYye7m7UavWNc/mx7/lrFTTX5/pz23R0dMSmRsPY6Cgtzc309fSyvrbGSSTyk1RZU6kULpeLwYEBOtrb2d7e/ruquV5dpfcO/bVrcHZ2hkatRiQUsrS4mNZUeUcQevUDDsa/hDfbZzGbaW5sor+3j2Aw+Fc/n0wmUW9sMDQ4yLRQiNVq5ezs5qbt09NT5DIZ7W1tLMzPEw6HP1j7fypXV1dvjanzszOOj4+JRCIkEgl8h4esr60hEgpZXFh4K9CIRqMIxgTU1dSyqdHceO2XbBrX63Q0NzYyPDiI2+1+93nw18ddjhw5fpgPEoRcXFwQCAQwGo0sLy8zPT3N0OAg7a1tTE8JcR+8exD/ElKpFNFolEAgQDgcfmviSaVSWX2PeDz+/f9fXhKLx/H5Dgn4/cTjcbRaLaVFxTx88IChgQH2rLbsTeskGs0qjV7jdDoZHhyivq6O+dm5rCYHpDMZ0Wj0R58wLy4uOD095ez8PNvmZDJJJBLhKHSEy+ViajLttrumUnF1dcXp6Sler5dAIHCjHRcXF0SjUcLhMNFolIuLC1KpFPF4PBtEXV1eEj4+xuPx3HDQTSQSRKNRzjPtuN7g+ybJZBKHw8H21hbGnR2kEgkVpWW0NbewvbXF0dHRjesL6cn3OnhLpVJ4PB4EY2Pc+uIL7nx7m7m5uR+t1Elkrs95IpG9PolEgpPoCZFI5Mb5J5NJzs7OODs7e2dQ4/f72bPZOHrtRn5FOuiIRqPZY56dnaFcXWV4aIgZqRSj0UggEHhL3O0yo0J7eHh4I+t3dXVFKpXi/PycSCSSrdpKXaZu/H19jPPz8+zN+OzsjEAgwNHRUfZcDFtblBQV0dzYhN/vByAej//otQuFQnS0t/PZp5/y4vlzVlZWODm5mbGKRqP09fTyIv85c4rZ7LmlUilOTk5u/JaXl5fEYjHi8TipVIpEIkEsHs/+LtHM2Lj++zrYOz095ejoiKOjox/sU0fBIPt7e9lrd3l1hUajobmpiZ7ubnYt6cyPzWajp6ub9tY2rLu7N44RiUTo7uziZX4+ypXV7P+fn5/jOzy8MSavx1AoFCIUCr01hl5XEV5fW6Pg5SuaG5vYs9mIx+PEYrEb88vl5SXxeJxgMHjjHM/Pzzk/P+eKdLAXDAaJ5bIpOXL8IB8sCIlEIhwdHXF8fIzX62VleZnqikrqa2oxGU1/k8YH/H7m5+bo6e5mcGCAsdFRhFNTmEwmTk9P8fl8bGxsMCOVMi0SMTc7y/7eHtFoNCsENi0UsanR4HQ6EU5N8ec/fcyfPvojgwMD7O/t4fV60Wt1iKaECMbGUMjl6HU6bDYrCoWCO998y7/+n3+hsqwCw/Y2bo+bra0tpkUiBvv7GRcIUKlUuN3uGzcNj8fDxvo6GrWaw8NDLi8vCYVCLC8tMz83z87ODvNzc7S3tSIYHUWj0aDX6Zifm2N6WsT62hrBYJCLiwuCwSA6rRbl6io7BgM6nQ6RUMTI8AgKhQK9Xo9xZwf1xgZSsYSJ8Qk0ag2hUIj9/X1mJFIkYjEKuRzB2BhSiQS73U7ytZtuKpXC5/PhcrnwZ657/tNnVJSWsbG+js1mQ6fVotPp2DEYMBqNbG9tYTAYODk5IZlMolIqefLoEf/1H7/n8cNHLC4uvhW4nJ+fY7fbUcjkDA0MIp6eZm9vj+PjY9Qbanq6uxno60cyLUYiFiOVSJDNzDA5MYFwSoher39rwvcd+lAplYhF0yzMz2MxmwmFQhwfh3DY7aypVEjEEmYVs1jMFlwuF8rVVbq7uqitrqG5qYmxkVEWFxYxGY0EAwFCoRCGbQMzUikioZDl5WWs1l18Ph92u53l5WXGxwSMC8ZRyOWsrqywurLKauY3Os7ceCPhMCqlilmFIh3gGY0sLS0xOTHB4sICPp+P7e1tqsor6GzvwOVyYTaZmBaJ2N7efivoDvgDzM3OUlpcwr3vvqOooAC5TMbR0c0MSiAQoKWpmfxnz1hTqkgkEhy4XGg3N1ldWUEhV6BcXcXlOsDn87GmWmNaJGJGKmVyfIKhgUEkYgnLi0tIJRJEQiFrKhXugwOOjoJsajYZGhyir6eHsdFRxgUC1lQqjo/DRCIRjDs7zMrliKenkctkaDc3sVgs9Pf18V+//z0f/eEPCMbGsjfxjrZ2iguL2Nbrb5zHSeSE3u4eSgqL0GyoiZ6cYDAYmJudZVahYGF+Ht2mFq/Hg8fjYW52loHMuBSJRAinppCIxYimhAwODLIwv4Df72dTo6GooJAnjx7T1dHJ6MgI00IROq0Wj8eD3+djz2ZL951pMXKZDJPRiO/wEJvNysryMmLRNMKpKWZnZ9Go1ezs7GDY3sb+xgNRjhz/zHywPSGvP+0fuA6QzczQ1tqKYGwMh8PxwRueurxka2uLl/kv+NP/fMSL5895mZ/PV19+SU93Ny6nE612k66ODpoaGykrLibv3n2GB4dwOV0o5HIe3L3HsydPmZFK2bVYmJqc5NOPP+F//vsPNNTXZyfXjtY2SouKKS0qprykhMqyckZHRpianOTh/Qf813/8nurKKhbm5xGJhDQ3NaUnsLyHvHyeT0VZGZMTE3heS+vqtFraWlroaG9Hp9VycXGB3eGgqaGR+to61tfXWVpaoqK8nKePH9PU0IhsZoZxgYDCV69oqKtn22AgFouxv7+PYGyMjrY2pGIxg/0D3P7mG25/e5ue7m7kMhkSiZix0VGKCgr59ONPqK6sYmfHiEIuJ+/efZ48ekRVRQV59+/z/OlTJNNi/D7fjZvcdcBj2N6mo62N727fpqG2FpPRiMPhQC6T0dLURHFhIaUlJfR0d7O0uIjH48HtdiOZFlPw4iVPHj6is6MDvU5/YzJOJpNYrbuMjY5SXFDIowd5VJaVs65a48DloqOtnf/83X9w++tvKC4s5Osvb/HNra8oLSom/9kz8u4/oLenh/39/Rtp/o21dYoKCnj2+AnDQ0NoNzfZtVjYWF9ndGiYqvIKHt5/wOO8hzQ3NiGenkYiEdPS3Ezevfvcu/MdZSWlVJaX09zYiHpjA7vdzuT4BC8z/a6utpahgUGWFheZUyioKCvju29vU1JYRGV5OU8ePaKkqJjhoSGEU1MszM/jdrsxm0y0NDVTUlTEuECATCajpbmZW198Qd79B6wsL6PX66mrrqGyrBypREJ/bx9VlVUszi9kz/N6aWNdtUZDXT2tLS2IhELGBQJmFYpsBuX6vXa7ndbmFirKytnS6fF6DxkdGaG0pISqigoePcjj4YM8xgXjrCwt01BXz6MHeRQXFJL/7DnffvU197+7S0lhEXU1tVRXVFJZXo5waoodg4G+3j4+/eQT7t65Q2lxMd989RUlRcUYd4zs2+2MjYzQ1NBAXW0tTx49prioOH1ufX386aM/8tEf/sBAfz+BQADf4SFtLS0Uvipg680g5OSE/t4+yopLUKlUGLa3qaqoJO/+A6orKsh/9oz8p89QyOWsr61RVFDIrc8/p7SomOdPn/LxH//Id9/e5mX+C7764ksKXr5iTaViTaWiuKCQLz77nAf37vPi2XNKi0uor61lcmKCTY2G1ZUVOtrbef70KYUvXzE8OMjqygoymYza6mru3r7Dy/wXjIyMIJuZQSQUMjkxgVKp5Ci3uT9HDuBvUB2TSCSYFk1TUlTMyPBwdtPbhyZxccGWXk91ZWX6aW9mBqlEQnFBAW0tLWzp9Ri2txFOTdLc1MTtb77hd//6bzTWN+CwO5CIxXzyxz/x1Re3sjLm62vrvHj2nIryclaWl7M3w8GBAXRaLXqtjsH+fu7d+Y621la0Wi1dHR08ffQYmXQGjUZDfV0dFWXlzM/NsbG2zsrSMpXl5ZSWlKDX6bLtV29sUFtdTUNdHeqNDS4uLtjf36c64wqsUqmYGB/ni88+5+OPPqK1pQWTyZSdSEuKitnc3CQWi2Gz2RgaHKSupoYJgYCx0VHKS0vp6OjAsL3NodeLTqdleGiIb776mv/n//q/efggD6VSydDgIJ9/+hdqq6tZX19HKpHQ1trK0OAgOq32raWDUCjEll5PS3Mz3379DRWlZWxvbZFIJLDZbDQ1NPLRf/83f/rD/9DR1o51dxeT0YhwaooZiZQ5xSy9PT309/ai1+tvHD96csLU5ARlJaUM9PWjUirZ0uvx+3wch0J0dnTwza2v6O3qRiqW8Ozxk+wNZkYqpaG+nt6eHvQ6HdFoNHtcjVpN4atXfP3Fl9TX1qHd1GK1WhkeHOLpo8c8zsvj/t27fPvV1zz47h6lxSV0dnQw0N9Pb3cPM1Ip6g013Z1dvHj+HLlMRjAYZHlpiZKiIvLuP+Dxw4dUlpWnAwmplI62NtpbW1lZXkYwOsY3t25RWFDAysoK4wIBZaWljAwPo5DL6e7qYmR4mE2NhqXMMf/l//3/+POfPkEsFqPVaqmrqeHjj/7It199TUtTMxq1Gt/h90Hi2dkZBy4XspkZujo7EU5OoVxdRSqVMDc7eyMISSaT2Gw2ent66OroxGa1YrHsUviqgI//+Efy7t/j1udf8OnHn1BXU0NfTy/Pnz6j8FUBClk6q9PX00NVRQWdHR2sLi+jkMkpLSqmsaGBjfV1xgXjvMrPZ3hwkOXFRepqaqiqqEC9sYHD4WB+dpaujg7ynz3jP3/3H3x3+w4ry8usrqyQ/+wZxYWF7OzscHp6it/vp7W5hdLiEgzb37tdQ3opaGhgkMKXr5iamkIyPc2De/f49ONPeJyXxyd//CMf/fcfGBkeZmV5haKCQl7mv0Ahl9Pf28ftr7+hvraOxfkF+np7aWlqRiGXMzk+wYvnzyl8VYB4eppNjQaFTM7zp08pKihAo1ZjtVrp6e7m7p073P76W2oqKxnPjL/WlhaaGhoRCYVYd3c5yFg22Pf3OTzMCQbmyHHNBw1CgoEA66o1Ots76O7qxmr9fv328vKSxMUFyWTyg2zUSiQSGAwGWpqa6e/tJRQKEQgE6e/tpaerC5VSyaxcwcjwEBKxmLaWVj779FOqK6vwuN1YrTZGhoaprallfHwcs8nE0sIiZcUlTI5PEPD7EYyOcff2HWak0uz3rq2tcff2bdpb2vB4PIinp6mprMJsMmOz2Sh48ZLy0rLsWvTV5RWtzc08vJ/HyvJy9jg6rZbWlhbaW1vRqNWcnp6yu7tLTVU1dTU1rK+tMzkxwed/+Qv//q//SmVFBXt7e9isNhrq6qmprGRLrycSiWAymRgcGKChro4JgSC7PLGl16erbJxO5DIZMzMztLe18ZdP/szzp89YWlqis6OTLz/7HMHYGJeXl0QiERQKBQMD/SwuLNxYU7/eD3B8fMzq6ioN9fXUVlcjlUiwWCxsbW0x0NdP3v0H3L19h66MnP60SERleQUD/elllKqKCp48ekR/by8WiyX7NB8KHdPS1MSTR49ZXvr+WkH6Jjs0OEh5aRl6nY4D1wEtTc20t7bh9/sJBINIM9ke9cbGjT0afr8PlUrFuEDA+JiAudk5xgXjPHv8hLx79+nr6WF+bo4ZiZSJsXFGh0cY6O9nZHj4xlLGrELB3Tt3aG1pwWI2s7GxgUAwxkBfP4319VSWldPf28usQsG0SIRydZXT01M0ajV3b9+htqYap9OFXCbj6y9v8fWtW7S3trG4uMimRsPy0jJLi4sIp6Z4/uQZjx7kMSOVsr62RmV5Of/zX//NV198SVdHJxaL5UagdRKJoN3cRDA2RntrK20tLTQ3NlJSVJwNNK65SCaxWCx0d3XR1dHBns2GXqfn/nf3+OKzzxgeGkI8Pc3E+Djzc3OIhCJe5r+gubEJn88HwI7BwLhAgEIu5zgU4sDlor6mlsryCtaUKmTSGbo6OrDu7nJ2dpZ2dq5vQKVUZtopYGpyktGREe7evsOjvIdsb21hMVuora5msK8/O0/4/X5qq2t49eIlet3NTEg0GmWof5Bnj5/Q3dWFYHSU4sJCKkrT2ceB/v70Bur1dZSrSirKyujq6MR7eIh6fYPyklLkMzLOTk8xm01MT4uQy2R0dXTyOC+P5sYmDg4OgPTyb+GrAm59/gUTgnGMRiOzCgVdnR3U1dTS2txMX28vA/39jI2OsrSwwIHL9b5TW44c/1R8sOqY09NTFDI5hS9fUVtdg0qlwnfo4/T0lFQqxfHxMdbdXVwu1wdxb00mk+h1OooLiyh4+RL1xga6TS0NdfUMDQyg0WhobW7h2ZMnzCoUKFeVvMzPp7K8ApfLRTwex33gZnx8nLbWVsTT0wwPDfEq/wXjYwJ8Ph/zs3MUFxYxNjJKIBAgGo0yNztHUUEBk+MTeDweJgTjFL0qQLmqxGAwUFFWTmlxCXq9npOTE/Zte7S1pNPeOq02236b1crE+DjdnZ2Ip6fZ2tpiYX4+k/KtQ61Wo1SuUllezpeffUb+8+eZlPJ6ZpNeKwtzc2g1m8hlMtpaWmhqaEA4NYVCLk879e7sEM746xS9KkAiFrO6vEJxYSGVZeWolEp6u3v45suvEIyOcX5+TiAQQDYzw/DQECvLy9kb3dXVFZFIhGAwyPHxMbu7u4iEQvp7exGMjWX2ZEwhl8mQy2RMTU4iGBtjXCBgaGiInu5uerq6qK2q5usvb/Gnjz7i1YsXLC4sZLMh0WiUsZFRSotLmJyYZG9vD7/PRyKRIHx8zPDgIGUlpWjUauz7dpobm2hracXtduP1epienkYwNvaWp08ikSAcDuN0OFAqlfT19PLqxQvy7t+noa4O5coKHo+HgD/AcSiE3+djZWWF3p4euju7WF1dxWG3MzU5yeO8h9RUVTMjkTAxPs7ExER6M7ZIRFNDA32ZIEQkFLK8tEQkEmFjfZ37d+/RUFeHx+1BrVbz8P4Dfvev/0ZxYREGg4EtvZ7G+nTf1el0DA8OUV1RycL8PKsrK1SUlVNSWMTk+ATDmeup3dzMZkJisRg7BgPTIhFtLS0UFxRw77vv+PSTP1NcWHQjC3d5eYnNaqOxvp6KsnQmy2wyU15aRnlpGTuGHXw+H8FAgOjJCSaTiaqKShrr63G5XCQS5+i0WsZGR5HNzBDw+7Hv79NQW0ddTS3ra2tMjE9QXFiU3SvR0tRMdWVVel+SRMKTR4/p7+tDnznvl/kv0Ov1mE0maqtraGtpwe/3Z/cilZeW8SgvD436ZgXMdSbkxfN8RodHmFUoaG9rY2R4mP39fQJ+f3avmkqporS4mM72dlwuF2tKFeUlpcxIpJxEIhgM24iEQmYVCgb6+nn2+AnlJaUszM3jdDrRabU0NTTy+OEj6mvrmJyYQDYzg0wqRTg5ydhIOngd6O9nfGyM5cVFDg4OstV5oVAIr9dLMBgkkcuE5MgBfKAg5Pz8HIvFQn1tHb//99/x+3//HU8ePaa2ugaJWMzBwQEmozGdfpbJicd++aasZDLJdqZq4M8ff8yzJ0+pKCunsryCxcVF3G43gtExHt5/QH1NLV0dHbx8nk97axtmk5mdnZ10AFFQkJnsF1iYn6OhLj25hDI3I7lMRnNjE5XlFTTU1tPb3YNEIsF94CYcDjM5PsHTx09oa2llfn4e8fQ0HW3tVJaXU1ZSSmtTMyPDw6hUqhvXLRaLYTabGeofoKSwiOqqKuprayksKKCvpxeDwcDmpobhoSGGBwcRCYWMjIwwLhhnTjGLcGqKhto6SoqKqKqopK66hv7eXhbm51lZXkYhk2Exmzk5OUG5qqS2uobG+nrqqmvIu3ePlqZmtre3mRaKKHjxEqlEwlkm9b24sIBIKMxmaK6vt16vZ2J8nKGBATrb2qmvrWVsZIStrS12d3fZs9nw+XyEw2GCgQAulxOb1YrNZsO+v491d5fVlRVampooLytjYnycvb29bCbkeplALJrO7Fcoo6mhgfX1dQ69XqQSCc1Nzeh1OpwOJ7096adOj8eD1+tFoVAgFYsxbG8TeU2/xOv1sjA/T293D+2trfR2dyOcnESRyVj0dHXR0tjEyNAQmg11eoOmNr18VVVRScHLl5QVl9DU0MiEYJzNzU3W19boaGuj8NUrmpsa6e7spLOjA5FQiHJ1FYVczppKRTgcRq/TUVZSSl9PL0F/AJfLRXtrG5/9+VOKCgrY3d3F6/EwONBPbXU1bS2tlBYVU1ddw5pKxcb6Oi3NzYyNjGDft7O0uEBzUxMKhYKTk5PsfpBwOMzBwQFmk4mF+XkG+vqor61ldGQEu91+Y/z4fD4a6+t59uQJayoV0ZMT1lQq+vv6GOjto6erG8n0dHY5raO9nZ7ubg4ODjg7O8WwvY1YJMqWzTodDnq6uuju6mYzk+m4/fW3fPftbYoK00sggwODuJxOVEplZqnjFT1dXRS8eElleTkWsxmXy0VPdzdFBYVMTkxwcHCA7/CQ+to6nj5+jFazeeM8YrEYE+MTNNanl4FMRiM9Xd1UlJVnq5vUGjUer5ftrW1aW1oYGhzk4OAAjVpDc2Mj83Nz6c2yRiNymYzVlRUk02JqqqspfPWKitIyKkrLaKitY1wgYHFhgVnFLIP9/VRXVlJWXEJzQ7qcVzg1hUgoRCqRsL62lg2inU4nC/PzSCUStFotkV+hJDpHjn9EPlgQYrVaEU4Jqa6s5NmTp7zKf0F1RSUScfqGvWezMSOVolpVfpA9IolEgu2tLaorK7n1+RfkP3tGZ3s7M1IpbrebRCLBntWGcHKKoYEBhoeGGB8TsLG+gcvpQq/XMzI0RHtrKzOS9GcOfYesra2xpddny/cCgQAy6Qz1NbU01tUjl8mz4mHpbIwewZiAyYkJdDodHrebTY2Gzo4OykvLGOjrZ3tr+wdFps7Pz9GoNfT39NLd1cXY6CjT09PotFp8Ph8Oh4MtvR6vx8PR0RHr6+ssryxz4HJhsVgYGxmlrbmFkaFh5DPpCoP9/X3s9n12LRZ8Ph8XFxeEjo/RaDRMCAS0t7bR2d7O6vIKfr+f7mIUigAAIABJREFUXcsu87Nz7JotJDOlvnt7exiNRg4ODm4ECMbM3o6Bvn56u7oYHhxCo1a/1/p2KpViz2Zje3sbv9//VnVHWszMg2xmhpamZjra2tlYXycUCmG1WlGpVHgzZcYajYbNzU0ikQgnkQhWqxWzycSh13vjervdbmQzM3S2tzM8OIR6fZ3w8TGJiwQ2q5XxsTHqamrp6epmeWkZu92O0+lEq9UiFUtoa26hvqYWsWiaQ68XgKOjI+bn5ujq6GCgrw/J9DTK1VUsZjNOhwPr7i5Oh4OzszO8Xi9LC4toNZtET06w2WwM9PdTXFBIf28vLqeTxMUFu7sWJGIxvd09dHd2Ip+R4XA40k/tKhXGzB6Jg4ODdCXUzs6PCqklEgkOvV6sVisul+utMReNRmlvbSXv3gNk0pl0mfPpKVrtJsODg7Q0NSEYHcNgMGC321lbU6HRaIhEIlxcJDn0ejEbjezt7RGLxdLVS2o1GxsbmEwmRoZHuPPtt9z55tt0sDo6islk4vz8HL/Pz9zsLEODgwwNDNDf28f87Gw68xKNppdrBAKmRSJMJhOG7W1ampqpqarGZDS+NYa2t7dZW1sjeBQkEg6zsrzMQF8/Q4ODjAsELC2lH0r8fn86Y6rTZQM2pVKJzWrl7OwMn8/HrsWCw25n12JhdWUlU+U2QFN9A4P9/ZiMRhKJBJFIBPXGBoMDA7S3tjI+OoZydRWj0YjZZMJiMuFyOrOl1BsbG/T39jI5OYnZZCL22lJajhz/zHyw5ZhrXYCTkxOOj485Dh0TDoezOhHJZDKt+3B+/sH2hJjNZgb7++np6mJLryd6csLZ2Vn2xpZKpTg7OyMWixGLxTg9PeUisy8lkUgQi0aJnkSzn7nWybi4uMi28erqirOzMyLhMJFw5IaWAHyv93Ftand9jGjmOkSj0bcEmV7n4uKCWCxGNBolHo9zdnaW1SZJpVI39tAkEomsnkcqmSQei6c1HWKx7OeuU7/JZPIt3YZ4PP3+WCyWbWsqmd7nkUwmISN2dv351zU3rq6uSCQSxONxotEo0cxxfs7S2vW5/ajo2mX6mp9EIpycnHx/zqkUiYsEqVTqrd/qOhtwfd6vHzuZTHL62rm/Ljx2racSCYc5yfSf63O/1o44OTnJ6nu83i+utWBiGT2Y6+v4+vW7FohLJBLZ9mq1WoYGBxGMjmWX7a7bcnZ6mr6+0SjnGd2T67041/3o9eO9S5Dr+rt/6D2n8TiiqSlqq2tQyOXZzNHFxQWxaIxIJJLtJ9fj5ftrnW7Dm+d4fb2u90q1tbQwPztLOBzmNB4nmXqt/efnae2NaJRYLJb9jV+fS2LRaDpQWFnJ7lPxeDxvneOb/SBxnsiOqVhmbKQy/eL6vdn+lDm/63N4/fdLJBLZ+SMSiRCLxm6M5UQi8z0ZXZVERu/l+t/1tUkkEmxubiKVSDCZTD9JMC9Hjn8WfrPeMalUWvjJYbdn1l1/XVXWHDl+CldXV1nRNI/bnRYA+xVuSKlkEo/bjcVsxvOGhs0v5fz8HPfBAfb9/V/8xH92dobX48Fht+Pz+X6TVSXXCsher/dvUimYI8dvmd9sEJIjR44cOXLk+G2TC0Jy5MiRI0eOHL8KuSAkR46/Edd7N673O/w9ud7P8K79SDly5PhxzjN7fhIfQFLiXVxeXma9r/4ZzQ4/WBBy7Xhp3NnJ+iQE/IG/qUtqKpXC7/NjMZtvVIN8CK6urjg6OsLldBL4AQvxn0s8Hs+WlMZfMwEDMpUDPoLBYHaDZSQSSWs2BIM/az3853bqq6srjo+PsZjNrKlUqDc22N/fJxaL/UMMlPPzc1wuFwcHB5y/UXmUuLjAHwikHZyTyazc/OHhYaa64/36SCQSwW634/V636s/n5ycsKnZRP2GbkkkEsHr9eLz+YjFYtljXivS+g4POT9PT0iBQLqkNxKJvPO6x2IxvB4PoaMjzs7OsFqtrK+t43F7fvQzvyY/pQ9dXl5yFAymx2Aw+M4xeHZ2htPhwGG3c3b6diXau7i4uCAcDuPz+TjM/C5HwSDBYBC3240zMwd8qE31r3N1dUXAH8CWKW+PRqPpdhwevtWvfwnBQAD7/v5PcmF+F5dX6Tlpf28/fa0/YBvfl1QqxXEohPvgALfb/YMGpm9ydHTEnm2PA9cB8TcMCa+5vLwkenKCxWLBsL19w/Dyb0EymcTn82G1WrHb7RyHQm/NM/F4HIfdjsPu+GD7iq4uLzk8PGTPZrsh7vj35oMEIZeZG/bqygotjU08e/SY8tJSpGIJHo/nb/Y0Fg6HmZqYpODVK+pqa1ldXSWeMS9709Y+mUxynHGR9R0e/mBp45vvV66u0tfby/zcHEdHRz9ezfFXbLxff92bMdFaWFjA7XbfuDaHXi8ioRCFXM5RMIjf72dpaQmpVIpWqyUUCmV38b+rLdcVEcfHxzgcjqzo0/uQSCRQKZWUFBbxxWef8/BBHm0trayvrb1l+/5zbcyv2/o6123/a59zu90IJyeRiMUE37B3Pzo6QiqVIhFLODw8xH1wwIw0bdK3u7ub9at587f5obZdXV1hMZsRjI5mhdVev8bvaqfT4aCxrp6GurobOh2bm5sM9KdLSDVqdbYy5fT0lNXVVQQCATs7acEwuUzG6PAwFovlnROsxWxhoK+fhbk5/D4fspkZaiqrWH3NWfan8Pq5/bXKmx/jXZ9NJBL4/X7sdvsP9ss3K89WV1bo6+1lcXGRo6Oj7DW/fKO6yuv10tPVTWtzM3u2vZ96uqRSKbwZM0mJWIxYLGZxcRGdTodGo0E4OUlPdzdzc3P4fL4b1VF/re+8+X8/VK10dXXFnGKW2qpqZqRS9vf3WV1dZWlpKesv80Nj/l2VT3BzHF1eXqLZ2GB0eBiNRvOD7X7XvHJjXkwl2dnZoaWpmZamZiwWyzuP93P70LuOd/25eDyOemODkeFhxkZH0et02UD1zd/n6uqKk5MTZhUKaqtrGOwfwLq7+4MPdkdHR+i02qxw3XVF1vv8DmcZA1Wv13tD2fiHuLi4wOVyMT83h2BsDJVS+ZYJp8PuoL21la72DtyveZC9qx9ev/5jf18kEkimp6mtqWF1ZeVHj3ddSfZTKvF+Dh8kCElm1ACtViurKyuMjYzQ2txMU0MDErE4q6vxIbm8vMRqtVJeUspf/vxn6mprMZvNXKZSnMbjuFwuHHZ7tvwxEomwtLhET1c3o0PDaNSa7GvJjCqjw+HIPimkUilm5XJqq6sRCYX4fD7Ozs85Ozvj/Pw8Xa56eorX68XldN64MV+X9R56vezZbDidTk4yN5qTkxMM29tsbW3dsGsH2LPtUV9XR0dbO7sWCyvLy1RVVDI8NITT4SAej+P1etnZ2cFqtd7o3JeXl4SOQ+xaLFmtivm5OZqbmpkQCHA4HNkS5dfLEq/LDN8cjJFIhKmJCe7dvsPL/Hx6u3soLy2jsrycTY2Gy0wp7/WT+utP+tdlvuFwGJfLla0KeL1zx2Mxdnd3MZvN2esQj8ex2+1sbW2xZ7PdkIw/OzvLiqB5vV7MZjML8/OoNzaIvvY+SAdz7W1t1FbXsL62xtLiInW1tYwMDePN6HxcXFzg9Xo5cLlufA9AOBJOt81kygpxKVdXMRmNnJ+fEw6HsVmtbG9vY9/f/8Enk1QqlRbTK0hLiO/tfX9jnJFKuf/dXb74y2d0tnfgzsiCh8NhJsbHKS4spLuzC6lEkvWw2dvbe+dko1KqeJz3kI62dlxOF5LpaV4+z2dqcjIraHbdrtPTU+KZvnDF9xPIxcUFoaMj9mw2tra2sJjNHB8fpycmrkimvs8qOZ1OgsHgW5k8j8eDwWBgx2DAfXBANBrNvufi4gKH3c7kxCQN9fVMTkxmZeABgsEg9v19fL7DbLmsQi6nprqaaZGIw8NDYrEYTqcTvU6HxWLJTtYHLhfVFVXkP33G6vIKoVCIcDj8TmXSs9NTnA4HG+vrTItE9PX2IhgdZX1tDffBAXt7e0wIBFRVVCAYG8v2naurK3yHh9j399/Kkp6dnWG372Pa2cHpdBIKhbIl3h63mx2DAYvZTDgzH1xdXTEuEPAoL4+x0VEOvV52d61YLBbOz844PT3FYbdjNpmyTtzXGjA7OzuYTaa3jCaDgQAWsxmL2ZwVS9vf22NlZRmb1fpWP4rFYtisVnYMhhteX5eXlxyFQricTo6CwfSYv0yxublJSVExj/MeIpyawuFwcPJapi6RSOD1ejEYDJgzfej1cRGNxfD5fLjdbgJ+PyfRkxvzauq1Uu3rjHAoFMJoNKLd3MS+v8/Z2RnRaJSlpSWam5poa21lTaXK9utIJHIjSxOLxTLqvA3cv/MdtZVVaNTqtwKEy8tLNjWa9H1ieBizyZRdKtnf38doNOI+OEi3M5Xi8PCQ7a0tdgyGrO7R+fk5RqMRwegYQwODWS2jawmGy8yN/roU/brUf3lpifLSMvp6ezkK3rzHWswWigoKKS8pxZF5oLkebwcu142g5XosBwIBXJk+eHp6is/vz2T1/FxeXXGRSDAyPMzjvIeIhEKCR0EcDgdutzv7W15eXmK329Go1RgMBoLBYPa1a9mN8PExLqcTh8NBOBzOlqf/1AffDxKEXOtxRCIRHA47c7OzdHZ00Fhfj3h6Ojt4PySpVAqNRsOzJ0/55tZXTE5M4na7sdvtbGo0zM3NIZ6eRrW6isftxmw2097Wxp2vv+Xpo8cIJ9ODx+FwsL62xvz8PDNSKbMKBft7e4SOjlicm6O1uZkZqRST0YharWZ7a/t7u/alZeQyWTqzMT+P2WxO/9g+H/Nz84wODzMuSAuZrSylRcZ8Ph9msxmLxcLx8fGNH2p/z05NVTVPHz2mu6ub3u60wZhGrU5ncsJhNBoNMpkMoVDIwsICHreH09PTdKcfG6O/t5c5hQL1xgYtTU38+eNPePk8H+XqKu6DA1xOJ1arNVvu6HQ6WVOpsNlsNyanQCDA+JiAwpevWJxPW8rX19bx6cefIBIKOToKsbOzw+LCAstLS6yurqYFyDLRv0qlylq/z0ilLC0t4fV4sssoc7OzWXG2TY2Gg4MDXC4XarU67TY6Ps762jo+nw+/349Op2NWoWBWoWBjfZ31tTUUcjmaHwlCmuob+O7b29RUVdHX28voyAhazWZ2cG7p9KhUKhbm55mbnc0GdVarlcmJCXq6u1HI5WmxMKeTzc1NbDYb0WgUV0b9clqU9hlRb2zcyPhdXV0RCoVYXlqisa6ewb60quu1vcGMVMqjB3l89F//TWlxCRazGUjfhHu7u/niL5/xVcZsb2pyEr1e/1efppYWl/jmq6+pra7G5XSxsbZGQ11dVi31egkqmUyyYzCwuLCA3e7g/Pwch93B9tYWDocDm9Wa9a+RiMWolEqsu1Y8Hg8Wi4WlxSWkkvQ4mZ+dRavVEg6Hs5P8tefMtX+KwWDI3iBPT0/Z1GgoKijkj//zESVFxWxtbREMBNjf30ejVqOQyZmVy7FYLLjdbmakUlqbm5lTKLJLIxvr64inpxkdHmZhfp6joyM8bjetzS08znvI0MAAiwsLzM3Osr21RSQSuTHO4vE4DoeDTbUauUzGQH9/2oeorQ2RUIg2Ixbo9XiYkUppbmpCLBLhcrkIBgLs2WyoNzaQzcwwq1BgsViIhCMcHh6i1+lYmJ9nfGyMwYEBFuYX0mn0zDwzI5UyLRSxML+A1+vJ9oeCly+ZmpzMBPVOzCYTrowo4dLiIvNzc+wYDEQiESKRCFt6PRKxGIlYzMryMsYdY9Ykb31tDYlYzMLcXGZ56jSrEPu6o/n52Rl+nw+dVotcJkMhk6XVhsNhoidRTEYTi4uLLC0uolxdRafVcXBwwObmJqVFxXx96xaN9fWIRCJkMzNYzBbi8TjBYJDNzU3kcjkioRDZjIy9vT1OT0/Z39vPZiXlMlnWY8npdGKxWFhfX08HQvE4FrMFjUaDy+Vif3+fudlZRkdGmJFK08GcxcLc7GzWr0csEqFSqTCbzdnl7mtOTk7Q6/V0tndQ8OIlLY1NbKyvv5XVTaVSCCenyH/2HNHUFNFolKOjI7RaLXOzs8zPzbGdeYAMh8MYDAYkYnFaKVmpxGKxYLGYkUokvHienw3UzBmvKcP2dlY7y+PxoNfpshmZ7a0tCl68pKGuDt+h70a7bFYb1ZVVNNbVY9/fJxKJoNPpvp9/V1YxGU0Eg0EcdjuLi4tIxWJmFYq0i3omyyecmmJaJMJisRAIBBBOpc+1u7OT5eUlpBIJcrkcm83K0dERwWAwLXQ5Ps7I8DDLy0u4XQcch0Ls7e2xplIxK1cwp5hlY2MDi8WC3W5PB65vPGT/GB9mT0gmsnO73UxNTfHoQR7ffvU17a1t6Yj+b1Dbn0ql0Gq1vHiez73v7iIRi1lTqWhvbaO9tY1pkYiR4WG6OzuzF76xoYHHeQ8pePkShUyOyWRiaGCQghcv6evpZWJ8nObGRgQjaRM0ccYPZKC/H8HYGM1NTUyOT2A2m5HLZJSXlKYdS6emqKmqorOjA5vNxtLiEnfvfMe9776js6ODlqZmmhoaEYtEzEgk9PX2IpyaYm9v78ZT1IHrgIa6Ov7z33/HH/7zv2hsaGDPtpcVIjMZjSzMz6OQy2mor+fxw4fZJa/u7m4++/OnlJeVsb62hmF7m/aWVj7/9C8UFxahUioxGY0sLS4yLRJlze9WlpeprapGLpPdfJoKBhkXCHjxPB/RlJDd3V3qamv59utvkEok6LQ6WpqaqauuQTA2ljZwKy/PDojnz55x/95dBgcGaGpo4MXzfJYWF/F4PPT39vHoQR7tbW3IZbJsRmN7ayvb4StKy2hubGJpaYnlpSU629spKSyivbUN5eoqcrmcl8/zqamswvWGSdi1JPm//Z9/4T/+7d9pqKvHYbdzfn7OaTzO5MQkVeUVjA4P09vTw9PHjxno+//Ze8/nRrJr2/Nfm4mYL/MmZuK9mDu6Iz3Z27pybapNeUNT9N57EoQHCRAeJOgtQAMaGIKgAUkABEHQe09W/eZDAqkyrXelUbX0pIsVUVHdZCEzcTLPOTv33mutNlaDQbTt7Xz5+efk5eTimppif3+faZeLxoYGLGYzW7EYa2ur9Pf1YrNZUStV1FYJ2bJkWeX+/p6VlRWsFiuy1lahvHZwwNnZGQt+wZ+kvraWF0+eUlxYJBrdxeNxmpua+Nf/+1/4l//63ygvKWXeJzgU/0ep62QQUlNVRWxT0P9o02hEN+R3PYCsFsEhdnBwkO14HJPRRH1tHePj4ywvLTE8PCzI82u1tDQ2oVYoGRkewag3kJ6WTllJKZ1WG00NDVSWlzPv87ERidDS1Ex+Xh7tbYL8/OuMTHp7esRrv7q6wj8/T0VZOZ//7vfU1tQwMzNDf6+gZqvv6KBd00ZNZRUqhZKBPiFAkLS04BgbIxwKMe/zMTkxQX9fHyWFRaS9eMlowihOKpHw9NFjGhsakEullJeWoVaqWPD733tTXFlZQSaV0tzYiNFgoLmxidzsbOpqajDo9XTabIyNjjI9NYXRYKCluZnhoSEWFhbotFpRyGRioFpRVo4pYZpoNpqQtkjotNqQS2U8efSY+to6lpeWWF5eor+vT1TELcjNw2gwiJYCxYWFmIxGlpaW6O/rRalQYLVY6LbbsVosDA4MsBgICHYSu7tMu1zYrFaMBgMKmYyWxiY6tFq67XZhHNvaGB4cZHt7m6urK8ZGR6mvrWNkeFgch729PUaGh2nTaNB3dDA0MMDy4iKHh4cEFgK0NrcI80SvRyqRUFpcQm9PL1OTk2SmZ/Cbz35NS1MTCrmCrMxM1EoVoVCI1dWgEAQOD6GQy0l/+YoOnU4UsXv6+AlVFYKhZUFeHo31DczOztJps1FSVMTI8DDb8TiGDj2VZeWMjo6ytiYEx+1tbcikUjRqNUaDAaPBQHtbG9LWVkqKiiguKqK7q+ujLF0y0+pwOKivrUUqkXxvEHJ3d4euXcuzJ0+xd3VxdHSEy+VCIZfTodMxPDTEvM9HbHOTzc1NPG63GBCrVSpUSqUo3V9WUkpedg79fX1MTU7S1NCAVtPG3u4u19dXzM3OolQosJhMxLe2WPAvUFxYRENdPbs7u+9d1/r6OjVV1dTX1uL1epkYH6ehrh6FTIaho4OSomJqq4X51NfbS/qrV5SXlmK1WCgpKubBV19RVVGBpKWF/MR+53a7MRmMZKanU1FWhtFgwGwyoVarUSmVQrAXCCQsGuw01tfT3NhIb3cPU5OT2Lu6qK+tpbK8nE6rDb/fj9frZdzpZNrlIhKJ/Fn9d5+UHXNycoJraormxibysnOoqqhgcGDwo5r9p8Dbt28JhULUVFVRVFDIzLQLx+goGa/SqCyvwO/3s7KyQl9vLwq5nMb6epoaG2moq0MuleLxeFhbW6OlqZm0Fy/psdtZXlqit7sbjUpFe1sbcqmUooICHn77LWkvX9Ku0TAzPc3U1BRtag0NdXWMDg/j8/mQtrRQV1OL0+lErVTx2a/+jdzsbGZnZpianEKjViNpbqayrIyiggLaNRqWl5ffC9Bim5s0NTTw0x//hJ/86F+prqwkFAoBQirb7/fTabWhkMn46osv+Zf/+t+QSlqJhMNIW1t58OVXdOh07O3ucnh4iMVsJiMtDbVSRSQcZn1tjZ7ubrTt7WIvwtDgILmvs7GYze9N2oODA3RaLV9+/jnPnzxFo1aj7+jAarEwMzODzWrl+dNnPP72O0pLSnj+5CnPnzyhp7ub4aFhXj5/TnZmJk6nE22b4Kzb39fH+vo65aVlfPvga3p6etiMRtmMRtmICG/j3V12SoqK+eoPn5OV8RqrxYLVYqG6spK6mhqGh4aJxWJMjE/w8NvvePX8BavvOMSCsLi2tkj48Y/+lf/rv/wflBaViG6msViM0uJifvXzX5CVkUleTg6//+1vaaitw+vxiJ4ucqmM3d1dbm5ucIyNkZuVjUqhJLa5yfy8D6VCTmNDA4V5+Tx5+Ai5VCbOi9vbW2ZnZ9Go1SjkMqanpzk9PWV9bQ2FTE5JURH52bk8/OZbnjx8hFQiYcHvJxQKoW1r4xc//Rn/2//yv/Lku0d43O97pfwpOB1OHj98RE1VNVtbW2xEIhgNBpQKBaOJnqYkrBYLmenpmE0m5mZnKSspJScrm2mXi7XVVUwmE431DVRVVJD24iUFuXmYjUba1Boy09KRS2V43G5kra1kZ74WPVvSXr7it7/+dxobGqisqCAjLZ2+nh7xvPf390QiERQyOWkvXmLQ61lZWaFNreHxw4fk5eZSVlzCq+cvKC4oRKVU0tLcjKS5mXGnk3AohMftpqe7G6mkld9+9mt++uOfYDGbiUajKOUy8nJy6O3tZWRoiOamJjFofXfNck1Nkf7yFWUlJczOzuKaconu2+1tbWjUamxWK0MDA2IQNO50Mj09TVFBIV/8/g8U5hdQXFjIy2fPBeNIq5WqikpyXmehUamoq6nh97/5HbVV1WxEIiwGAqiVQs9KQW4en//2dzQ1NBDdiDLudFJSWIRBr8ftdguO2PX1WK3WhGmj4Fs0NTnJUaKBdnBggJamJmqrq8nOzCT91Sva1GoGBgZobmwiOysLpVwhyOpfXGDv6iIrIxOb1SqOw+npKdPT0zQ3NpKXk4OkpQXX1BTr6+sM9PWT+Sqdbx98TXFRERmvXvHwm2/Qd3TgmpqiNFGOGRkeFoOohro6JiYmmJqcwGo2o1GpyHiVxs9+8t9pqK9nI7KBxWzm8XcP0ajUjI+PU1tdTUNdHa6pKdo1bTx99BijwUBwJUhrSwsFOXlMTEywtrqK0WCgtKiYvJxcivILaKyvR9veRl1NLd9+/TWf/+73VFVWMjc7+yc3P6/Ph6S5GVlr658MQjQqNd9+/Q0Ws5mLiwuCq0FkUin5eXnU1dQyMjLCdjxOLBZjeHCI+to6SouKyc/No7iwEKPBwMT4OG1qDS1NTXg9HtxzcxQXFNJYV8fO9jZ3d7dMTUxQW12NQiYjtL7Ogn+BspJSmhoaPwpCwqEwdTW1FBcKnkpSSSuPvv2OjLQ0SouK+ObLr3idkcnY2BjddjtZmZmolEpmZ2eprqjimwcPxCCqsrychrp6Bvr7kbVKyX6dRYdWy8ryMmuJTHBGWhqNDQ34vF7Bu6qxiVfPX/A6PQOZRCpmO5sbG9GoVLjn3GKAHIlE2Nzc5Pj4+G+XCbm/vxfreVdXV2xvbzPYP0BOVhZFBYXMe73c3d1xcXHB5eXlJ6Mr7u3uIWkW3DmTLI6Xz57TUFcv1qbcbjdqlYr6ujpxkTEaDKyurhKPx5G3SsnPycWXuMZ5nw9tezvNTU3UVFWRk5XFH377Ox4/fIhOq2V6eprBwQFUCgW69nbCoRCHh4eYDAbqamsZHBhA1irlyz98TmuLhMPDQ7a3t+nutiNpbqa4sJCiggLhpn+QJYqEhXLMk4ePKC8ppam+AbVKxXIizTY2NoZSrkAhk/Ptg6/5P//3/0JdTS0bkQhmo4niwqL3XEYH+vvJzcqi02rl6uqKvb09ent6UKtUTDidbMfj2Ds7yUwTNqQPgxCNSs2//fKX/PbX/45aqWQxEODo8JBQKESbWsOTR4949eIlcqkUuVSGSqFkdmYGp8NBaVEJcqmMzc1NHKNjlBQVMzoywlowSElhMc+fPsPv9wNCbTO4EmSgr492tYbS4hK+ffANOVnZWM0WTAaDaCy4lwhoF/wLPH/6jPRXae/Z1IOQCWltaeGbrx7w6vkLaiqr0Ot0rAYFb5niwkJ+9pP/Tl52Dkq5nKbGRgYHBlldXUXXriU/JxfH2Jh4vGmXS9gUFUpWlpcZGx2lob6OxoYGSouLxUAi2UWffO7a29pQyOXMzMxwcnrC5MQEmWnpvHr2nMa6Bqorq8jNyubV8xeoFUrmffN02+08efiIX/3iF7x8/hzfvxZKAAAgAElEQVSNWs3y0rI4by4TdeUPMyNjo2N8+/U3VJZXCGWLSER4g01kYt5lRSwGAnRotSjkMpoaG8lMT6e+tpZ5nw+f14tcJqO+tpaG+nrSX73idUYGho4ObBYLLU1NOMbGhFSu1UZpcYmYeUt7+Yqf/vgnFOTno1IqsVmtH92b45MTTAYj2Zmv6e3pYWdnh/a2Nr76/AsK8vLQqFSolSosJjM93d1ixsLpcLC4uEi3vRuNWo28VcqDL77gFz/9GRazmY2NDRQyGbXV1aytrbG3u0tPby8dOh2TExPs7e6+M1ajfPf1N9RUVbG/v8/h4SGD/f3otFo0ajUatRp7VxcjQ0O0aTTi+ScnJnmdkclnv/wVZcUltLe10abWiGWZuppa0l+mUVleTl1NDeWlpQwNDrG/v4/T4aCirIz62hrKS0r56osvxSDEMTpKYV4++o4O3G43Oq1WfG5mZmZQyOQU5ObR3NjE3OwsKysrmIxGaquraWpsJDc7m1cvXmBLOE8P9g9QUlxM9usserq72dvdZaC/n/ycXLo6O8VxSDoUjwyP0NTQSElRMfLWVoYGh7BZrbxOz+DZ4ye0NDWhlCuQtbYyPu5k2jVNaXEpZSWlrAaDrK2tiRv76MgIJoORupoaJM0t5GXn8NkvfyUEIRsb9Pf1UVpYxOT4BNs7O1gtFtrUatxzcwwNDlJdUYmkpQWz0YSkpQWVQiGWXxUyOaVFxZQVl1BcUEhNVRVqpZLy0jJ+89ln/PpX/0ZdbS0+n+9PBiEej4eWpibkUinuubmP+sHu7u7QqNV88+BrjAaDYAdxfycaVhYVFNLU0Mi400lgYUEsWRfk5VOYl09pcTH2ri788/OYTSbkMhnBlRXW19dpamhA0txMaH2dne1t+np7qSwvR61UshGJsOBfoKSomMb6hu8NQmqqqsh+/Rq1Ukl9bZ1gDllQgEapQtIsGDMmSzSyViH43tnZQa/roLxUyKrGt7bQ63TIEqXH2uoasjJf09fTy8XFBbe3tzgdDl4+e05edg6DAwMMDQ4KZpcZmeRmZ9Pc1CQ21lstFmamp8X1JWmfkbQQ+XOajz9JEJI06YrFYhwcHAj1KreHirIySoqK8bjdHB4csBgIsLa6+snorvt7+0glEmqra1hZXsHjdpOTlUVTQyORSIRgMCi8Teh0idpkH4aE3XYgECAejyOVtPI6I5OpySm2trbo7OxEIZMJaU65nLqaGpQKYQLmZmdTW11Df18fep2O+lrBtjwcCiFpbhFLIWaTic9//weh5u2bFzv8DXo9bWo1tTU16L4nCFlfE+p+DbV1zM3MYjGZycrIxKg34HG7aW2RUFdTy9TkJEq5nF/+7OfUJ4IQq9lCWUkJbrdHPN5g/wA5r7Mw6vWcnJxwcHDAQH+/6Mg6Mz2NTCrlyaNHGA2Gj8oxhg49L5+/oLmxkc1oVLxve3t7WC1WcrOzaW2REFxZIb4VJxgMEo1GcToclBQVC5mDWIxxh5OK0jIcY2Osra5SUlTMk0ePmZqa4urqiuXlZdrUGmqrq7FZLAwNDtFU30BtdTX2zi5MBgNNDQ1C81TiYQ8sBHj14iWvMzJZX1t777mIb23R3NhIeWkpI8MjmI0mMtPS0Wl1BBYWkEokpL14SbfdzkY0SnB1lb29vUQwaaQov4Bxh1M83tzsLMWFhULJwumk225HrVIxODAglqykEokYIL1580ZwA7bbkctkDA8Nsb29zcjQcCKjomBnW6BhOh0OMl6lUVxYyNSk0EeTn5OLtLU10aRaRF1tHWurq4LTayBAaH39ozcMp8PJ4+8eUlNVTSzRA6VWqVCrVEy7XO+5Cl9fX+P1eCgqKODfP/uM9Fdp4mLS39eHUqGgs9PG0NAQtdXV5LzOQq/T0WmzIZVIGHc6Odjfp9tup7S4hJHhYdxzbgrz8/ntZ7+msKCAnu5uVldXP2ravbu7w97ZRcarNCwmM1tbWxgNBrIyMtF36AkGg2xsbLCb6LuyWixIW1sZdzqZnJykuqpKTKVLJRK+efAAm9XGRmQDlUJBQ10doVCI/b09+vv7Mej1TE1OvpeNdTrGePzdQ6oqKlhbW8Pn86GQyWiVSNAmzC677XbGRkbQtrcjaWpibGyU2ZlZaqtryM/NE8wFNzbYjG5ycHDA6uoqKoWSV89fkJ+bi1KhoL+vj1AoRDQaRafVUpRfQKfNRm93N1kZmTQ1NLAR2cDpcFBcUIhBr8fr9aLX6ZBLpWLjZDQaRdLcwqPvHtIqkeAYG0Pf0UGHVsvoyAhKuZyszEzaNW3E43GOj44YHRkhIy2dxoZGIuGwkK0oKMTe1SWOQ5KptLe7R2h9HWWirGLo0DM8PExVRQW1VdX4vF52trdZXV0lFosx7XKRkZZO+qtXzEzP4JqaoriwCLVSKQSxUhmvMzLpttvpttt58ew5zY2NbEQiDPYPUFFahmtyit3dXbo6O1GrVHg9HsLhMH29vWS/zuK7r7+hob5e7AOzWa2YjabE30Ykzc1CCVwqpU0jZKWfP33Gk0ePUatUxDY3ecvHzJCZmRmaGhqQSgSm37tNs8nnU6/r4PnTZ1jNFm5vb7m+vmZvd5fY5qbgmp6eQXVlJT3d3RiNBuQyGXpdB2qFgvraWrrtdhb8fjq0OupqanDPzbGxsSGWzkZHRhgaHKRVIqEgL482jYZYLMa8b5783Dxqq2s+6gkJrYeora6mtLiYgb4+zCYTVeUVdNk6iUWjRDY2CCb6MUaGh5FJpbimhDE26g1UVVSw4F9gOx7HqNejlMvp6e6mqUF4CZG1SpmbmyO4ssJAfz8VpWXkZmUjk0rp7+tjeGiIDp0OSXMzysTLfEdiTZhLSBDc39+LjMxIJMLh91CNvw+fJAi5ublha2uLmZkZsTHNarFgMpoYdzrFTvKB/n5cLtcn4zkfHR3RabXSodURCYfZ3t7G3tWFUqFAn6jR6drbmXa5hLT/5iYD/f1IWlro7elhdXWVsdFRFHIFHTphUktaWuhOlGYmJyexd3bi83rxeDzIWoV+k4nxcQb6+2msb0DW2ppIeysZHBxkd2eHocFBvvz8C7558DVKuRylQkGbRoPb7WbB78eeaOTaiETeE8LZjEbRtWvpsdsFtlEwSJtag9FgoL+vD6mklabGRuE7yuXkZGXT3WVnd2eH0ZFRNCoVS0tL4vH8836UcgVKuZzJyUlisRgLfj9qlYq62loh49PYSHVVFeNO53tR6/HxMWMjoyjkciaczvfG/erqioWFADqtVmzgnJmZFgO7eZ9PfJvcSTS+tak1uOfm2N/bY6C/n7qaWjQqldi4ajGZ6dDqMJtMmE0m2jUabFYrLpdLaPQzmXA6HCKffX19ncaGBlpbWt6jrAHs7e5iMhiwmExsx7eFpmRJK7p2LR63m9GREfQdHQIFb2gIh8NBbHOT8/NznA4nSoXivTKI1+OhuKAQSXMLPp9PbLy22Wx02+2olEoG+vvfe6s6PT1lbmaWhro6pC0S3HNupl0ujHoDXs8fA8Xd3V2UcgXS1lZmpmcYGhxErVTi8XjY2IigbWunpbkZn9fLYiBAt93O7Pekm31eHzVV1ZhNZra3txkbHaWqvAKjwSB28384Rrk5Ofy/P/oRDfUNQgo1GmVsbAy5TEaHTkd/Xx9tajVyqZSR4WGcTic2qxWvx8PR0RGTExOoFErGRkdxTbloamiguKAQjVqNrr0dvV5PYCHw0dvQtMtFTVU1KqUSj1sYl+4uO12dndjtdgYHBggmGudmZ2bEHqaFhQW07e0oZDK6u4Vxr6+rY252jp2dHbrtdox6PZvRKIcHB7impsRejuN3Nptk5lAhkwnrhFqFTCrFbDQyODDA8NAQU5OTeNxuBgcGsJrNzM3NEglHmJmeoauzk65E467D4SAWixGLxejQ6sjLzkHS3IzNasVqNjM0MIhjbAy1SkV1ZZXQjN3VhUwqZaC/n/39fbweD2qlkpHhYVZXVxkZHsZqNuNK9HFNTowjaW6horyc3p4e5ubmMOj1Yt3elNiUO202AoEAPq8Xi8lEWWkpJqOJ7e1tPIlzTEz8kbKdZKjNzc3hGBtDKZcjaW5mZnqaUDhMt92OUiZsVtMuF36/X2SmKeRyigsLUSlVqJVKGurqGXc6RXp4ZUUF+kT2rKmxkYG+Pvb39phxuWhTa/DPz7O/v4/D4cDe1cVqMMjNzQ2b0SjZr7P48Y/+FYVcztbWFsFgUHgWNRq07e3YrFZMBgP6jg7snZ04xsZwOhyYTWZkrVK07e3Mzsy8p31xfn7O6uoqJqORkqIiChK9S36//z25hvv7e7q77BTk5WOzWtnd3WUzGsXr8TA1OYle1yFmZaddLiwWC5KWloRLu1GkQW9Go/R0d1NXU4O9q4vl5WXcbjedNluiT7AJmVSKTCplcGCAw8NDPG4P2Zmvqaqo/IhRGovF6NDpMBoMrK2tsRgIYDIYMeoNOMfGcHs8rK+tEY/HBWq5zSY20A4PDaFta2M1uMreruBg3W2345qaostmo7G+HqmklQ6tlnaNBpPBIMz3MQfDQ0N02mxi/02nzUZ/Xx+D/f0MDQ7idDhYWloSjU09Hg/2ri5GR0YIhUJ/256Qs7Mz5n0+jAaDkE4zm1leXhYjoc3NTcGOPGGF/SlwdXXFyvIyfr9fjGgPDg5wOp20t7WhbW/H5XK99zAGV1awd3UxODBAKFFKWVlZESJypZJuu51wOMzNzY3whhMMsr29zdHREaH1dVaWlwmHw6ysrDA2OiostjodMzMzXCSCq6HBQb764ku+/vIrNCoVXZ2dYv3x6vKScCjE2uoqx0dH75mXnZ6csOD3s7y8LHZQx7fjBBYWmJ2ZYdrlYjjBJddptQz094s27eFwmHmf7720+8nJCYFAgL7eXoaHh0WxLpfLhdFgEDbhgQFmZ2Y+eugF1kRYpMR9n3jO8tIS3d3dtGk0GI1GZmZm2N3ZYXdnh4WFBYLBIOfn52xvbwvNXLEYb+7vOTs7w+12Y9Tr6dDpmBgfF9gxGxuMDg+L3215eZmthHnZ0tISGxsbYgB7dHTE7MzM96ZULy4uWFxcZDEQEJxxE1TMhUSfUCwWY2VlRcxUGA0GlpeWuLy8JBaL4fP52I7HxTfFLlsnhXn5mI0mkYre1dlJV2IB9Ho8H2m+gBAo1dfUUl5SysTEhNjl/+78OTs7IxAIMO/zEYlEWF5awuf1sru7y3VCgGshECAcDrPg9+MYG2Npaemjc+3s7OByuVhdXeXw8BCbxUJRfgEDff3fuxAcHhxQXlbGV59/Tre9W/x5NBqlv68Pi9nM0OAg404nXo+HjY0NgcGwvMxOotkxtrmJ1+NheXk5UW4op7SoGG1bG8WFhTz89lusZstH5deteJxxp5P+vj68Hg/7CU2csbExpK2tyGUyJsbH2UvQsVeDQXZ2dkTRuLHRUbGJbmZmhqOjI6F2HwwK9zzheJw00dvd3X2Prvn27VuOj4+Znp6mQ6vFmNBmWFleJhQKEQ6F2NzcJB6PE1pfZylBy0w6Ja+vrdFps9HS1IRWqyUQCBCNRmlTa3idnp4oX8gpzMuntqqa3gSDZaC/n67OTnp7epiZFphfSTqrz+sVS7sbkYj4/I6NjtKh1WIxm5lPOC4fHBwwOTGBxWymv68Pp8PBzPQ0K8vLLPj99NjttGs09PX2EolExEy1z+t9r4n76vKStdVV+np70ba10WWzsbS4KFL5NzY2GEz0xegT8zS2tcXx8TGh9XWGhobQd3RgMplwTU1xsL8vUt+dDgdWiwWb1crE+Djb8bhobOifn2dnZ4fLy0s2Em/wh4eHvHnzhr29PSrLK/jyD5/T885zub6+TldnJwa9nuGhIeZmZ8XMejgkCKdtbW2xvS28dMz7fO/Rv4+Pj/EkggCNSkVrS4tY/krS0JPPhs/rpUOrpdNmw+PxvHcfzCYTXo+H09NTTk9OmJ6exqDX09XVxbjTybzPx8HBATfX16ysrNDf18foyAjra2scHBwQCATEF62pyUl8Xi/r6+uJezpJZVk5KqXyI1G509NTFhKMoOSG7/N6xRe2np4ekVK/s7NDMDFnLi8vCYVC+P1+Dg4OuLi4IBQKEQwGicVirAaDzExPi83+Br2e0ZERcc88OztjYnycDq2W3p4eUT4hnJgnGwkWTFKXaiSxfjvGxr53Tfw+fLIg5M2bN5yfn7O7u0ssFmP/A/78zc0NZ6enH+lF/DVI6lwkLc+TSKoO7iYUKd893/X1NUdHRxwdHYm19aQ+QjLYEC3TE8dPamok7d2TUtxnZ2fs7u6yu7v7Hh1saHCQF8+eU1tdTSQc5vDwkIuLiz/yqxPHuL+/fy9hmOSYX19f8+adSXF9dcX52RkXCTv6vYQa6NnZmVh3u729/WgckuNzfHzM4eGhyLK4uLjgYH9fLJ1dffC55GeT1uy3f4KdcXNzw9HRkagyeXp6KtQC7+7EHqGk3kOS4SPeh0SPSvJzSV75yckJuzs7gsZDYuxvb2+5ub4W7drhj7b3V1dX3yt4Jo5j4ndv3rzhOsH3v08c8zBB7dzd2RHVa+8S1353dyf20FSUlVFdVYXT4RS/1+HhIQcHB5z+ifED2N7exqDXo21rF98KkroH715r8nlKPsvvHi9pN399fS1ayn/fHEpy9pP3bHhIYCa4/0Rj687ODtLWVgrz8nFNTYk/T6qH7u/vc3R0xNnZmXjvPtSYSd7Xi4sLxp3jZKSl8fWXX1FeVkZJcTElhYU4xxwfnTvZH3Z8fCzqiLx9+1bU0thKqF8mx+vDc56enrK7u8vBwQFX74jHvSuR//btW+4S15z87Ie4uLgQFIr39rg4P+fm5kb8nsnP3SaO+e6ze3t7y8H+Ppubm6J2yeHhIdq2dp49fkLGqzTyc3PJy85Bo1SxtLjI6ckJp6cnHB4ciLoNyefg3fmRXGOur6+5vLwUe8oODw7E9fTNmzcidTSpQ5LUmzg/P2c/Oa9OTj66V+9+jzdv3nB1ecnB/j7b8TiHh4fv/f7u7k5QbN7eZnt7W5yTgnjVHWdnZ+zt7bG/v8/lxQVvE9/n/v6e8/NzYY3Z3xfnlrhOJeZXUs8iuRZeXV6ysryMXCqlpqqKubk/9rcl59ze3h7Hx8dcXFwI9+XmRvhzeyuOZ1L76N39J/ncHBwcCOvO9ragUXJ6+tFGeXp6ysrysii9EAqFhHVue/t95eq3b4XxTvQVJefKu9dxcnIivHwmfn59dSWuvRcJfabz83OiGxs4HU66bJ3CC+07+0nyXiXXCIC3CC/h+4l7l7wHyXU0OWeSY3x9fS0Kjr07j29ubri8vOT8/Jzj42P29vbeK90mx2N3d1fcM28/mCfJter09BS3283U5CRbW1t/FqsPUt4xPwhC6+uJNLD/730pKfwVODk5wT03lyg3zbAVj/9FTdUXFxesra2ytrb2N5W3fvPmDZvRKMtLS39Spvv09JT5+XmmXS62P4GOTzQapbenB0OHnqHBQSYnJvC43e+9jf4z4+bmhgX/HzUj+nv7cIyOidoZKfzHuLm+Jr61hX9+ngW//6+WmP9rkNRQWltd/SjT+qnx9u1bDg8O2HiHVfLmB7Q7+aFwc3PDfiLA+kvWyVQQkkIKKaSQQgop/F2QCkJSSCGFFFJIIYW/C1JByF+BD2ucn6rX5R8db9684frmRqwf/1BI1rrf7RlIIYUUUkjhHwc/SBBydHTEZsJn4U81Nf4j4f7+/nu7fO/u7giHw3i9XqIb0b/IIj4ZwPyQm/TfC6cnp6K51g9ZD08yC4IJBtNfiru7ux/M4TmFFFJIIYX/GJ88CLm6vMSoN5CZno5KqSQajf5DL/S3t7esra6yGAhw8oHE7+XlJT12O/W1dQwNDn7UVfw/ws72Ngt+vygn/s+ESDiCUianTdP2gzgoJ5G0CUjSB/+SIPDi4kIwEkzQoVNIIYUUUvjb45MGIcfHx8zOzPA6I4Nf/eznlBYXs+D3/2DMgLu7O6LRKNMuF06nU1RoPD8/Jx6Pc5KQbj87O+Po6EiwML+4YGdnW9AUWFxkbXWVUCjEwsICk5OTjDudgtX20RHHR0e43W4aGxooLiyiq7OTzc1NMag6Pz9HrVSSmZZOp80mWsPHNjdF2+ZYLMbc3BzuuTni8Tjn54ICotFgoKiggNaWFhYXF0WqUzgcZmJiQhBYS5zr5uaG/b09tmIxIuEwK8vLLAYC+P1+pl0uwZxuaYmjo6MEfe5eFDtzu93MzMyImh1JJMXlnA6HoAMRiYhOqVOTkzgcDlF35G3CoPDs7ExwO52bEx0T3+XYJ7G8tERxQSF1NTVsbW2J9utJKm5SM2ZqaopwKCSO52WCoueamhLcVRPnvrm5Ed1BZ2dmiMWEcTk6OmJwQFBgrKmqYnhoiKWlRY4T13RxccHKygpOh4Nxp5PgygrHR0ecJJ7TupoaKsrKGRocJBqNsrO9zfLSEhPj40xNThIOhURK3OmJ4JIaCYfxejx4PR5235ECT9IVT05O/imzWymkkEIKPwQ+aRCyvLyMtLWVzPQMigsL0et0LAYCP8ib5t3dHbFYDLvdTm1NDS3NzbgS8tSBQACrxYLP6xU533Ozs2xGo6yvrdHX24tKoUSXkD2enp6mt7cXtUqFQi7HYjKJwjM2q5VH3z3klz/7OVUVFczPz4s88cvLSzq0WnKzsjEZjczNztLb0yMItWxuEg6HGRwYEKymNRpB7XB2lsmJCcpLS/nlz3/O08eP6evtFWy4w2GGhoaQtrYibW1lKGExvxgICMp1VitdNht9vb0MDgyIjpmqhOHe5PiEqPEwPDyMJuGG2NTYSJtGw9LiIhcXF0SjUcZGR9G2t1NRVkZleTm93d34/X7GRkcTxmtydO3tjA4Ps5PQ0XC73aiVSlolEiQtLcikUpwOx0c286vBIFUVlVRXVuJ1e8RAYDEQYCMSweFwIJfJ/qhOu7zMViyG1+vBbDKhUijo7ekhFAoJHPqEgJZCJkOtVNLT3c1iIEB0c5PhoWEKcvPIePWKxoTjsWNsTNRjGBsdRS6Vivd1wulkMRCg02bj2wdf85vPfk1rSwter5elxUVBQVchp762lk6bjdimIMvtnptjaGCA3u5uVApBhdbpcLC3t8fV9TXRhMV8cGXlHzrzl0IKKaTwt8QnC0Kur6+ZmpikuqKS4sIiNCo1A319LAYCH21Sfy3evn3L/t4erqkpFAoFMpmMiYkJDg8Pubu7o8vWSWZ6BvauLvZ2d3GMjWEyGpn3+XA6HFSVV1BcILgRBoNBdnd3BSncxUWWl5awWa3UVdcw0NeP1+ulpqqa50+f0dPTI2rkgxCEmIxG0l68pKSoCJVCgUatZnh4mKWlJUZGRmjXaBgbHRWtl6WSVnxeLzarlRfPntMqkRAIBBh3ODEZjYyOjAomeQlfEl17O3KplLraWspLSwWp4fl5YrEYwWCQSDiM3+9HKmmlpamJ1WCQQCBAaUkJ5WVljAwPY+jooKaqit6eHlwuF22aNkwGI16PB217O+kvX2Ho0LOzs0Nsc5Pl5WXWEo67tVXVjI2NsRWLoVIoSXv5CotZMBfLyc6mrqaWcDj83v2JhMPU1dTw9PFjaquqGewXdDaSEtiDg4NMTEwwODCAUa9HIZPT0tiIXCrFarUyOzvL5uameF9GRkawWiw4HA7Gx8dpbmqisb6eqSkX/X19vM7IpLG+nonxcVRKJZXl5Xjm3CLXf2V5mZWVFQx6PfU1tYw7nXjcbooLC8lKz2Dc6WQ/IVwW39oisLBAh06HSqlkcmIC1+Qk7RqNcH1mM309PVjNZiFIGxkRlTWHBgfxeDx/UVkohRRSSOE/Mz5JEHJ4cMDo8Ai1VdWkPX/BqxcvKSoooKqiEpvFQvwTiCG9i6TscmBhAX1HB81NTZjNZoIrQc7OzujQdfDNg68xGY0cHBwwMjxMm0bD7MwM3V12sjNfJ0zvlgVlzasrAgsLTE1OMjMzQ0tTE88eP6G7y87Ozg5mo4ma6hqCweB713F1dUWnzcZ3D77hlz/7OZlp6VjMZnw+H5MTE7Q0NVGYl4/JYKCvp4fiwiJaWyTENmN45tzUVlczNjomGKfpDbxOz6BNrcHpcNBjt4sBSHVlJcWFhVRXVTE0NMTp6SnXCVnghYUFxkZHycp4TWZaOl6PB4/bTVbma+rr6tjY2GBqcpL62loMHR2YTSZysrIpLyllcGAAhUxO5qs0+nv7uL66ZnNzk7nZWea9PlQKBc8eP8FsMrERidDc1ET6y1eiZHJeTi75uXn4/f73ShAbkQjVlZX8+Ef/yq9/+W+YjSY2YzG6u+zkZmUjbW1lZHiY3u5ulHI59TW1SCWShDdBJ8NDQ/i8PrxeL729vbRKJDQnPHP6+/ooKymluKgIh8PB0OAApSUl9Pb0CKZ7ej2vMzIZd45zeXlJcGUFz5ybudlZaqqqePXsOWOjo2zFYqiVSqQSCTuJvpVwKMRiYJHJ8XGaGhqpLK/AZrXSZbXSUFeHrLWViYkJwuEwszMzgnmWWk0oFOL46Ihwwr8oVY5JIYUUUvjz8EmCkEg4jEquIDc7m7ycXF4+e86Dz7/gwedf0lhXz9rqKre3t6K08Kdgy9zd3XF4eMjIyDD5eXl88YfPaWlqZnV1FYvZwtNHj+nQ6Qitr2PU62lubGRqaoquzi5ys7Jp17RxlfAh2YhEkDS3kJmWTklREc+fPOWbrx7QY+9mKxajTaOhIC+f2dnZ96798vISq8XC1198xS9++jMy0zMwGYzMTE/T19tLcWEhX/7hc9JevqKupoamxkZGR0c5OjzCOeagMD+fLpvQZ9Kh1fLwm2/JTEunurKSpoYGzCYTg/39qJVKqisr0ba3EwwGub25YXV1FVmrlNLiYvJz8/jsl7/i2aPHotdBZXkFaqWKeDzObCKwMur1WC0WCkqOgxEAACAASURBVHLz+O7B16S9eMmLp88oKijEPTfH7s4uZqOJ7MzXlBYV8+rFC77+8gE2q5WtWAydVkt5SSn++XmWl5YoLy1LWET7uH2nBBFaX6e4sIh//Zf/hz/89ncYOvRCdkGr48nDR6S9fEVVRQUNdXXIpVK6OjsFz5zFJWwWK6VFxRTmF9DU2ChkNioqeP7kKVkZmdTX1tLc1ITFYsHv9+MYG0XS0oJjbIzdnR2MBgPFhUXMTM+I9u7Zr19TVlzMo+++49njJ0w4x4mEwzQ1NFJTVSV4kyTMD1uamikqKODB51/y8tlz9DodNouFxvp69B0drK6ucnR8zLzPh1wqRaNSsRGJcHd3x/n5+Se1JUghhRRS+GfHJwlCzk5PWQ0Gmff58Pv9WM0WqioqqKmqoq9H6HfY2NjA5XKxuLj4nn39/x+8ffuW09NTIpEIrqkpmhoaefDFl1SWl+P1ehNByCMa6uqxms28ePqMJw8fMTgwQE93D/nZOeh1HdwnNs55n4+crCy+efCAyrJyMjMyePDFl3TabEQjG7RKJDz+7iE2q5XjdxgyFxcXdGh1pD1/SV1NDUqFkqKCQiTNzQz299Pc2Mg3Xz0gPzcPo8FAt93O4uIi5+fn9Pf18+zxE5oaGvF6PNisFvJycsl+nUVdbS1GvV5sxNS2tVFdWUmHTidueE6Hk6ePH4seNd88+JrnT57innOzGFikuqISjUotBiHNjY0YEs6x5aWlPPrmW3Fjb2luxu/3s7CwQFFBIb//zW+FQCAvT/zeW7EYel0HlWXl+OfnWVpcpKK0XAxCbt4JQtZWVyktLuHpo8eCyVdbO4119ZQUFZOfK2RPaqqq0Gm1DPb345qaYsHvxz/vx+lwIGlq5tG335GVmYnJYEAqkfD4u+/IznyNMeHw6Ha7Ca2vMzoyItqbb29vYzIYKCksZmpyCo/HQ/Zr4b5WV1SQmZ5O2ouXTE5MsLa6SklREWkvXzEyPIxjbJSqigoqysqpq6nhycNHPH/yFF27FqvFQkN9PQa9nlAoxGnCrFHW2oq2rY1YwkNkfHycBb8/VY5JIYUUUvgz8YPohGxtbeFyuZibnSUWiwmsivV1cfP4a9kyySBkfX2duZlZOq02pBIJPd3dRCIRPG4PKqUStUqFRqUiLzuH6soq3HNzuN1udO1axsbGxM1ifX0djVpFU309nVYb2vZ2mhoacLlc7O/tM9DfLzYqRjc2xJ6Q6+trRoZH0Gm1+Hw+FhYCKOUK2jQavF4v404naqUSk9HIuNPJtMslulr6fD5aWyRoVGpmpqfxejwMDw+LDoujIyMsLS0RDAZxjI5iNZsZHR1lZ3ub+/t7/L55GusbaGlupquzE7lURrtGQzgcYWNjA4vJzPDgEAcHBwRXVujt7WVqcpLBgQFKiooozMvHZrHS29ODTqulu7ub3p4eGhsaqK6swmwyYTIYUMoVzM3NcXBwgGN0DJPRRDgUIrqxgclowmQ0CgyXd7wOtra2MJvMWC1WodlzZJSm+gahX2ZoCHtXF2aTKVF28RJcWWFxcRGPWyib9Pf20drSgkGvZ2lxkZnpaVQKYVwnxsfx+/2Ew2F2dnaYn5+np6dHdFKeGB9H36FnMbBIMBhEpVTRUF+PzWJB196Otq1N0BWJb2M0GGhsaGCgv5/R4WH0Oh1mk4muzk4UMhkqhRKnw8nU5CT2ri6cDkeC4XQuNh2PDg8TDoWEnp/6errt9r+pT0wKKaSQwj8yfpAg5PLyUjSySboHnp6eshGJsL29/UnYA0nXzeDKCnOzs/jn59ne3uYmodQZj8dZWFhgZnoa99wckUiE09NTDg8PxQ0smTa/uroSGjzn5wksLLC0uCim3W9vbzk6OhJZKrHNzffcLHd2dohEIhwdCc6Ye7u7bMVi7O3tcXBwQGxzk0AggNvtZjEQYHd3VyxNRaNRFgMB1tfWODk+5vLygs1oVNyM1xL2z3t7e2xubrKzsyM6/15eXhLd2GDe58M9N8fCwgLxeJyb21uRAZMcj6QL4snJCR6Ph9KSEmqrqpn3evG43SjkcloTQZzb7WZ5aYnAwgKBhQXC4TBnZ2fc3t6yu7NDNBrl/PxcPEfy/z8sUyXPf319zf7eHsGVFXa2t7m8vBRtxecS1OH9/X2Oj47Y2NjA7/fj83qF8T864u7+XjzevM+H1yOwbfb29kQn1ng8Ljp87u3uinTgq6srNqObzM/P4/P5WAwE2ExYst/e3rKXuK7lpSWiGxvs7OywtraG2+3G5/MRDofZ399nb2+PWCwmWsInXWB3d3fZiERYXlqit6cHtUrFxPj4e+6dKaSQQgop/Gn8IEFI0lr7+yzL37Vj/2vx5s0bwd48aZX8wXEvLy85PTl5r/yT1NH4sHnw/v6e66srLi7ORSv1tx/8/uLiQrRL/o+O966M+OXlJUdHR5yenn5kb3x1dcXlxQW8Y1F/enrKUcIa+u7ujjdv34rn+HDsri4vOUnYySfx9oN//yah8wEQi8XQtmupLC9H2iKhvqaWirIyLGYz4XCYi4sLcZO9uLjg/oN7eH9/L+qGJG2jP7ym5O+SP0/Kq797nLOzs/e/45s3XF1dcXx8LFqQf3jMi4sLjt8ZR/H7JZ615H9/eO6r62vBZvvy8qNnJPldk4FD0n774vJSPM679/jtO2P59u1bTo6PRQr44uIi+/v7qcbUFFJIIYU/EynvmP9kuLy8ZHl5md6eHto1bShlcrpsNtbX1//el/YPievra3Z3dv5i++oUUkghhRRSQch/Stzf33N9fS1kO87Pub66Tm2gfwW+L0OVQgoppJDCf4xUEJJCCimkkEIKKfxd8EmDkGTD5Emirn+ZrKv/cNf/d0WyJ+Xo6IiLi4tUNiGB29tbTk5Ovre343/0mWQfSrLf4/twf3/P2emp2Ij6t8abt285Pz/n+Pj4L6aa39/fix5Bt7e3HB0fc3h48FdT1lNIIYUU/lHxyYKQN2/eEN/awjU1xdDAAFOTk6ysrIhS6v/ISDYmfoibmxsCCcXSleXlv4ia+WHz5j8TDg4OmJqaYmZ6mtPT0z/rM3t7eywvLbG8vMzOzs6fDDDOLy7wuN1MTEywu7PzKS/7z8LNzQ1+v5/x8XFisdhf9NnT01N2trc5PT1lf38fp8PBwMAAW1tbP9DVppBCCin8z41PEoTc3t6yubmJxWQiK/M1r56/oLG+np6eHlZWVv6hrdJv7+4IBALMzc29J1QGglhZd1cXtTU1DPb3/9kbLsBWLMb09DShf8KG0HAojFwqQ6NSs/NnBgqrq6v09/XR39fH0tISlwk12w9xcHhIh06HpLmFleXlT3nZfxYuzs+xWa20NDWz4F/4iz67tbXFvM9HLBZjbW2NxnrBnXl+fv4HutoUUkghhf+58UmCkIvzczxuN1WVlXz1+RdkZWbSZbPhcbuJxWLc/EDp5qQeyGIggH9+nq2tLa6vrzk5OSEajXJ4eCiWBg7297m4uODs7IytWIyV5WWWl5bYiESIxWKi4uuCf4FIOMze3h6Hh4csBgI01NeTn5fPQH8/+/v7Ylbk/Pycdo2G7NdZdNu7icfjRMIRNjc3ubq85PzsjHA4zILfz8ryCtvb25ycnLCzs4PFbCY3JweZVEo4HOb6+pqrqyuiGxt43G58Xi9bMeH7XFxeEt/aYm11ldWEaV00GiUUCok6F8GVFbbjca6vr7m5viG+JYyLz+vF5/USWl/n4lwIBu/v79nd2WF5aQmP201gYYGtWIz9/X02NwXtksDCAsGVIPGtLVEbY39vn6XFJbweDz6vj+DKCgffQ0ldWV6hvLSM+to6IpEIBwcHhNbXOTw85Obmhu14nHmvD5/XSyyh2xEIBDAZjVhMJmamp4lEImxGowRXVvDPz7OyvMLR0RHb8TiS5mbKS0pZTgQrofV1Uf/j6OiI7e1tLi8uuL66YifBXLm9veUscT+WEkaFa6ur7O/vCbotF5dsbGwQ8C/g83qZ9/mIbmx89OyenZ6iUanJTEvH0KFnwe/H6/EQiUSEsb+5EfVGAv4F/PN+YQ7c3LC+vs7gwACBxPOak5XNsydP8Xo8XF1eJUTgoimdkRRSSOE/DT5JEHJ+fi54achklBYXYzGb2dra4iSh0fFD9Eq8ffuWrdgWZqOJ4oJCqisqmRgf5/joiLmZWeRSGZMTExwdHeH1ehkbHRU2hkCADp2OqooKWpqa6LHbGRsdxdihp6GujrqaWpRyOfauLiYnJ7FZrTx++JBf/vwXVFZUMO/ziTX8y8tLdO3t5GXn0Gm1MTszg17XQW93NxuRCF6PB6lEQnFhIfW1dRj0esadTpwOB+Wlpfzq57/g6ePHom39gt+Prq2drIxMsjJfY9QbWFpawuv1YjIaaWpoRNoiwWaxMDg4SFdXF7r2dlqamqiqqMBkNBKPx4lvxTF06CkuLKK0uISCvHxam1tYWlzi+vqacDhMf28vMkkr2ZmvyX6dhdVsxj8/z/DwMHKZjIa6ehrqBL+U9fV1To5PGBoYpDAvn4LcPEqLS6iurGRoYIDzD1ySV4NBKsvKqSgrZ2pqionxcQwdHbimpgiurNBptVGQk0tuVjY6rY75+Xmmp6exmM3Yu7pwTU3hnptLGA+qKS4ooKKsHNfUFJFwGKVcQUVpGZ65OQILC7RrNAwNDBLfijOVuGfhUIitWIxuu52R4WEODw+JbW7SbbejkMloqKujprqKwYF+Dg4OWFtdQy6VUVxYRFlxCYV5+WhUajYikfdKZudnZ2jb2nny8BGF+fk01NVTUliEtq2d1dVV4vE4MzMzWEwm6mpqyc/NRa/rYCMSwT8/j06rZWJiAo/bTV5OLs+fPmNifJzlpWUMHXr6e/s+yrilkEIKKfyz4pOVY6LRKN12OzWVlVRXVNKuaaPbbmfB7+f0g03qU+Di4gL33ByV5RVkpWdgMZmIx+Pc3txgNVt49uQpZpOJnZ0dhoaG0LW343a7GRkepriwiLycHEwGIwt+P5FwmODKCrMzM9g7O6mqqKAgL4+uzk4mJycpLSnhu2++xaDXE9/aEntcrq6usJhMvHz+nLzsHBQyGUa9gYnxcXxeL3qdjtysbMpKSqitriEzLZ2Gunpck5N0aLU8/u4htdU1zM7MMDIygkImo6m+gfKyMvJzc6murEKpUCCTSqmqqKCkuBilQsm0y0UoFCIUCuH3z2MyGkl/9YrSomKWFpcILAQozC8gKyMTfUcHLU3Nomuue24OjUqFWqFgZGiYhro6HnzxJQqZnO14nOhmFJ/PR293D5XlFeTl5DI2NsbW1hZSSSvffPWA1pYWtG3tZGVm0tzYyGY0+t69WV9bo6yklK+/ekBFWRldtk5Ghobo7upCo1QhaWqhtqqaspJSykvLaKirRy6Toe/ooK+3F6/HQ2xzk81olNmZGcH99vkLLCYTiwsBNCo1Ga/SaKxrwNChx2IysbK0zO6uYMBXW13NvG+e1WCQpoZGFDI5O9vbXCTk1memp1EqFDx/+hRJSzMbGxtMOCdIf5lGSVExJoORmspqKkrKcIyOcnR4KAbS52dnqJSCu7CkpYXBgQE6dDrkUhk2q1VQ7o3HhWDLZiMvO4eayiocY2PYO7uoqqikp7ubudlZSotL+N1vfktFWTmdVht9vX0EFgL/H3vv+Zbqmidq/oHnXDPX9Dk9PdNdXV21q3bOa+21V3IF0zLniIoKKDlHMSFmRRAwYALFhICKAXO45wPI3muHmjNXV8/u6uL+CLy87/vEX3x+2WPfs2TJ8nfDXy0w9erqivVQiL5ee7r8fB2vXubQWN/wH+K7P0sfuqXVaBB3dDLkcLCzs0MymUStVPHdo8eYjSYShwmGnU4Ucjlutxu7rYeigkI629vZ2tpKnah5ccHm5ibr6+ssLy3R2d7Jy2fPsVmt7O5GUKtU1FRVs/yT97i4uMBiNvPo62/4w+/+laKCQhyDg6ysrDA+NkarQEBFaRl6nY5eu5266hqk3d2peJCpaWoqqxhyODg8OECn1fL29Wu6JRJGRkbotdvRqtVIRCLqa2upqapC1NmJy+VKHZueTLK1uUV4M8zU1BQlRcW8KyjEn3ZzFL0rQtjaxs7ODjMuF8KWVgx6PUaDgcL8Ahrr65mZmcFiNlNeWsZA/0DKVbK3R3hjg+WlJaRd3bzJeYXVbGFzc5MOYTv5uXn4fF7WVlepqaqiurKKwOLie9aC8MYG1ZVV/J//8D/44N/+gFFvILK7i8VsJvf1G9rb2hgbHcU5NIRCJqepvgFBUxNqpYr+/j48bjehYJBIJMLW1hYatZqiwndo1Gp8Xi/Srm6+/uJLvvrsCxrrG/C43UDKIqdSKKmpqmJxYZHwxgYtzQI62zvYi0RIJBJshsOEw2EG+vt5k/Oaxro6QsEgziEnua/foNfpiEajDPT301Bbh1GfqpXzIHienp4i7uykIC+fyckJAI6OjujpsdHU2Iheq82483xeL53CdlqbBVgtFkQdnRTmF2A0GHC73dRW1/BP//Mf+dMf/oiwpZWlpaW/+SDuLFmyZPn/wl9NCLlN1/g4PDwkshvBN5uqYPry+Qtc09Pc3d1xc3OTiqf4K2SE3N7ecnp6SiAQQC6VUpCbh0QkZmVlBaPByKsXLzEZjGxvbWOzWpGIxbhcLmwWK0UFhagUyozGuba2RmN9A+WlpZiMRtrbhLx6mUOv3c7uzi5yqYzSomK8s973nuH8/ByjwcB33z7iq8++yGjRoyMj9Pf10dbSSmV5BQq5nGGnkyGHg6WlJc7OzhhxDlP8rgibxZquUKviTc4rOtvbcQ4NMT42hm92Fo/Hg0qhoKG2FoVcTjAY5Obmhjm/n8b6BloFAtQqFXlv3lKYl4/f52dxYYGaqmqkXd1Eo1FmPR6EbW3oNBrMJhOV5eW8fplDTVUV9bW1dHZ0EAgE2NneRtrVRUVZOVqNho42Ia9f5mA1W1LHvcsVVFVUpuJFVlepra6hprKK+bm59zbPzfAmDXV1/Nu//I5PP/oYjUpNIO0Ge/PqNS3NzQw5HIyNjjI1NcX01BR9djt6nY7+/j4G+/uRdXUj6uhEo1JTX1tL7us36LRavLNeJCIxj7/9llcvXiJsbWPY6eQokSCRSKCUK6goK8ftmmFxYYG66hokIjE729tMTkxQW1WNWJQKmn3x9BkNtXWsh0JMjI9TVlJCj62H/f19hgYdNNTVo9NoWFtdzRQ7TCaTdEu6KCp8x8T4eCq+Jhajr7eXpsZGqioq6GhvR61SIe3qpqayilZBCz1WK6KODgry8jDo9czMzFBVUcE//9P/xTdffEVHWzuTExPEYrHMcfgPx9lnyZIly39V/moxIcG1tVR67qADm8WCSqGk+F0RgqbmTIEwp8OBe8bNxa9kPvyv8lCzY211lcHBAcpKSvjD7/6VkqJifD4fvfZecp6/oLK8AnGniKdPnvA65xVDQ0NYzBby37xFIZNzk95YvF4v3z16xD//4z+R9+YtOc+e8+Vnn2Mxm9ne2kYiEvPo628QdYpYW1vLBA6enZ0hl0p5/v1TmhubUKlU1NfW0SEUYu/poUPYzvOnz8jPzaWzowO9XkcgEODs7IyhQQcvnj6jsqyCgf5+NBoNFWXlFBUUUllWRodQyIjTidfrRaNSUV1ZiVwqzWjlI04nX33+BZ99/DGF+fl89vHHvHj2HJ/Xx+LCAtUVlUhEYnZ3d3FNT9Pc1IhKocBkNFJRVs6jr7/m6eMn5Dx/TkNdPbNpgefVixf84//xD7x59Yq8t295/M23WEzmjBBSUVaO35e6R3lpGeUlJfi8Xq5+VL5+bS1IZXkFOc+fI+4UoVIqaWpopKqyksryCsqKi6koLaNFIKC3147P62XY6USr0dBrt2PS6ynMy+fR19/w9tVrvv3qaz77+BOk3d24XC4Ezc3kvXmLyWDAZrXRWN9Aj62HtbU1uiQSvnv0mIbaOmqrq/ng93+gpqqajY0Nemw2Pv7zhzz6+hvyc3P58IM/UVFaTmgtyMTYOCXvirCaLESjUXrtdqoqK1HK5awsL3Od7vNkMolEJOKbL7+isqwcaVcXDfX1tAgEaFQqOtraKMzLIz83l5fPnvPJhx+R9+Yteq2WDqGQNzk5aNRqxsfHyc/N5eMPP0QiEmM1W2gVCOix2giHw0xNTtJjtREK/tfLnsqSJUuWB/4qQsjJyQnzc3PYe3qQS2W0NjfTKhCg1WiYn5/j5OSE4OoaJoOREefwvztl9/7+noP9fXxeLz02Gx1CIbXV1VjMZra2tpifm6Nb0oWwrY0WgYC3r15TX1vHrMeDx+1BKZMz7BzOCCGb4U2kXV2Ul5QiaGqmrrqG2upqpqenOTg4YHjISWN9A3KpjIX5+Uxg6uXlJUMOBwqZDO/sLIFAALVShV6jxe/zMeQYQtDUTHNTEwq5HJPRyMLCAslkksBiAHFHJ+1tQvr7+5mamqKvrw9RRyeNdalYkNGREebn5nA6nRj1eoadTvb29ri9vWUpEKC9rS1lyWjvoLqiAlFHJ+vr62xtbmLQ6RgcGOTg4ICV5WV60qXo+/r6KMwv4NWLF4g7OukUCqmprEKv0+FwOGgRCCjMz6elWYCwtY1WgQC3a4aDg4NUAK9Gy/r6Opubm+g0WnQaDevr69z86ByV7e1ttBotVouF8EaYyYkJmhsa6e7qor+vD4VURmNdPaLOTgYHBzIZJhPj43hnZ5memkIplyNoaqZT2E59TS3VlVUMDgywvLyM1WLBbDQS3dtLBZSKRJiMJoLBII7BQepr62huSFklXjx9hkIuZ29vjzmfH0FTE82NjbS3taUtPlr2InsEFlN955qeJpFIMOvxYNDrGR0ZYWdnh9u0pefy8hLH4CA1VVXUpINviwoLkUmlLCws4Pd6Mej1yLqltAoEFBUW0trSwujICIP9/Ui7uhkfG2NxcRFpdzeizk6CwRCrq6tIu7qxmi2sra0x2N+PXCYnsLj475orWbJkyfKfmb+KEPJQYTaRSBCPx9mLRIju7WVOtXyIuzg8OOD4+PivYmK+ubnhLJnkKJFgPx4nFotxcnzM9fV16l6Hh8TjcaJ7e2xvbxONRjk/O8ukcSZPTzNxDNdX1yQOD4nuRYnFYkSjUWLRWKqK7O0tydMk8Vgsk+b78Pz39/eparCJBFdXqfTMxOEhicMEFxcXqevSz3ZwcEAikeD8/Jy7uzsuLy85ODggHo9zfHSUSR/e398nurfH/v4+pycnnJ+fc3p6yvHREcl0xdn7+/vU9fv7xGKx1DXpVNSHSsVHR0ecnp5m6sScHB+TTCaZn5+noqycuppa5vx+5vx+5FIp0q4uhp1OVlZWiEQixGNx9uNx9vf3OT87z7TDQ59eX11xdHT0Xh8/cH19zVEidf+7uzvOzs6I7u1xcHBA8vSUw3Rbx+PxzMm65+fnJJNJzs/PU2Mp3X/7+/vEojFi0SinJyeZFOyTkxPu7++5vr5mP77P4eEhl+lqubFYjOjeHpHdXbbTqdo3NzdcXFywH48Tj8XYj8eJRqMcHR1xc33D5cVl5uTbB9fi0dERyWTyvcrPD30ejUbZi0TY3dlle3s70/aXl5ccHx1lxl8kEiEej5M8PeU0/e7JZDIzRhOHh5kTVPf390kkEplqwvF4/FfPS8mSJUuW/wpka8f8nRGPx7GYzIhFImwWC/aeHkxGI8PDw2xtbf2s1H2WLFmyZMnyH0VWCPk74+rqiu2tLUaGh1EplWjS53fE4/Hf+tGyZMmSJcvfGVkh5O+Qh8yiWCxGPBYjmUxmszCyZMmSJcv/72SFkCxZsmTJkiXLb0JWCMmSJUuWLFmy/CZkhZAsWbJkyZIly29CVgjJkiVLlixZsvwmZIWQLFmyZMmSJctvQlYIyZIlS5YsWbL8JmSFkCxZsmTJkiXLb0JWCMmSJUuWLFl+Y+7v73+oNP93RFYIyZIlS5YsWX5jTk9P2VhfZ2d7m5t0wcy/B/6mhZDLy0uWAgH6+/rosdoYHBjE43YTi8X+6vc6OztjY2ODjfV1YrEYqyuruKan2Vhff694G0AkEsHjdrO6svpffjAdJRKEQiGCa2vEYrFMZeL/TEQiEXxeL6Fg8C/2x+3tLeGNDeb8fnZ3d//iKbJnyTNcLhdTU1OpQoLRGB63m5Xllf+0fX52dsbOzg4b6+uEQiEW5ufx+3ysra6SODz8Dz019+rqit3dXRbm5wlvbPymJ/ReXV0Rj8cJBYOEQiGOjo5+s2f5a3F6esry0hKDAwNYzRZc0y4Sh4n/0HseHh4y65llzu8nmUxmPj9KJFhfX2dtbY1oNMr1f6I1IZFIEAgEGB8bY6CvH7utB7drhsTh4X/I/e7u7jg6OiIcDrO6skJkd/dX2yMcDqNVqzEbTWyGwyQSh+zu7BAKhVheWmJ5aYno3t7P9pt/D+uhEDMuF1tbW3+1//wpd3d3f3FN/JsWQg4PD5F2dfH4m295/TKHuppaRB0dDDkcbG9vc3Fxkfnt3d0dV1dXv9oYDxVQ7+7vuAdub25SFWvTi2UikWBqaorpqSlWV1cx6PSUFhXTa7dnBsXd3R13d3fMz82hlMsZHnJycXGRqeB6fn7+qwPw+ubmvWqtv8bt7S0X5+dcXV397Lv7+3uu/8I7Xl5ecnZ29t7319fXnJ+fc5M2Ad7c3nB1dcXd3c9Ngg/Vf39cNXdjfR2rxYJBr2fG5SK6t/er73hzk/7vX3jHu/t7btOmyB+3wf39PVdXV5ydnXF5efmz9rm/v88M8ocKwz9lcXERrUbD2Ogol5eX7z3Pj6+5vr7GNT2N0WBgbm7uF82i9/d33N7esra6xruCAgrzC1hcWCC4uoZKrmBo0JFpn+urK87Pz7m8uMhsujc3N5mqwb/0/w9j5WEsPFTYvb6+/sWN+/b2louLi5+Nh4c2Oz8/z/T30dERc34/JJccFwAAIABJREFU01NTjAwPI+vuRtDUhEGnY2V5OTNfbu9uM/c9Pz/n4kfP/9N7/9pzvd9m9xwfHzM1OYm4sxODXs/u7u6vCqwP7/tT7u7uMvPoNv1OD2Py1+bW7e0tV1dXXF1dpcYWcHx8zJzfj9lkwmgw4PN6uby8+Nm9rtL9d3Fxwe0vzIfrmxvOzs64urzMVKs+Ozv7WVXpH//nw/z56fv+tK9+ys1fWB/243Fc09OolSoa6uooLnyHXCpja2srM4Ye2u3h/x/mza/x3jW/0k/LS0vU1dTS0SbMKH7X19eEgkEmxscZGR4mEAiQTCYz97tOr7MPffwwP37pvR7e+WFN+H9bGx/m1l/qg7k5P+1CIdWVVdRWVfMurwBBYxNulytT4fzm5iZTcf2X+uNhTbq4uHhvDv94LD6sVbe3t6yHQvT39aFRq5manOTs7Czz+4f3urm5weN2U1NZRWN9AxNjY8zN+RlyODAaDCjkcuQyGSPDw8Si0Z891/39Pf+roslDXyRPT9FpNJSXljI8PPzeOzy04S9de3l5mdorfzJ+Htr/4uIis29eX18TDoeZ88+xvb39i2P4b1oIicfitLW08DrnFUa9nvm5OQb7+2lvbaOzvR2P25PqaGBvb4+V5WXC4fB75dGvb66JRqPMz88zN5dqqL1oNKUtBoPs7e1lBtbGxgZbW1tEo1H0Wh15b95iNZu5ubnh8vIyVao+mWR7exuP2836+joXFxfs7u7inZ3FPTNDcG2Nk5OTzOJ4fn7OwcEBwWCQ1dVV4vH4ewPsodOTySQnJydsbm7inplhYWGB09PTzO+urq6IRqOsrqywvr5O8kff3d7dEY/H8Xg8TE9Ps7u7y+3tLclkkkAgwNTkZEYj3NjYYGF+nq3Nzff+HyAWjbK4sEBgYYGD/X3u7+8Jh8MY9XrkMhn9fX24XS5CoRAnJyeZ625ub0kkEoSCQVZWVtj7kaByfX3NYSLBzs4Om+Ew4Y0N4rFY5vvz83OCwSDT09P4vN7UtTc33N3dcXJyQjQaJRKJEAoGCa6tkUj8XPvbjUSYnZ0lFApxfX3NxcUF0WiU9bRFIBKJZBaccDiMz+tlZ3f3Z5Pl/OyMvb0IO9vbOB0OHn39Dc+fPsPv83OUSDDr8bC2ssr19TVHR0csLy3hcrlYWV7m7OyM6+vrzNiYcbnYDIcz73mbbqOVlRVmZ2dZWlpiZ2ebrc1NVpaXU1pQNMrt7S03NzccHx9zdHTE9tYWsx4P8/PznP1IG90Ih5manMQ1PZ0Z8xcXF+zu7LC1ucni4iIqhYKaqiqUcjlzfj+xWIyTkxOOjo7Yj8dZD4Vwz8zgcbszY+ahzw4ODgiHwwTX1tja2uLo6OhXfdn39/ccHR0xMTFBW0sLzU1N9Pf1sbq6yvHx8XvtnEgkWFtbIxgMcnh4mPnPq6srdna28Xm9LC4scHhwwPX1NYlEgsXFRaanpwkEAhwlEtzdpQTFg4MD1tbWWJifJxgMcnR0xN3dHcfHx/i8XtQqFWKRCKvFwvLSEkc/GjvJZJLg2houl4tZj4ednZ3MvHzo30AgwMTEBKsrKxwcHLAUCDA2Oorf5+Ngf5+725Qwd3JyQiKRIBKJsDA/TyAQ4Pj4ONM24XCY6akppqam2FhfzwjKV1dXnJyccHh4yMb6emp9iMV+1s6TExM0NzSilCvw+3zM+f0sLy9zenrK9fU1sViMOb8f1/R0yuqVSJBIJDg8PHxvLUwmkxweHpJMJtnf32fO72dqcvKHtvnJfFhcWKCsuARBYxPRvT1ub2/Z3d1lbXWVYDBIMBhka2uL+P4++/E4Ozs7rK6ssLy0RDgcZn19HY/bjXd2lr1IJNO+FxcXxGIx1tfXCa6tsRkOc7C/TzKZzKyDV2nh5OzsLLNh7kUizMzMMDY6mhojv2DdGBp0UFpcgqxbind2loH+frrEEvRaLYuLi5ycnBDZ3cU1Pf2L/XF6esrB/j6Li4u43e73LAgnJyesLC/jmp5mfm6Og4MDLi8vCQWD2KxW5DIZw05npt2Pjo4yyu/GxgZ9vb2IOzpQKZQMO50MDTnQabXIZTIkYjHtQiEKuZyR4WFCoVBGuLu8vEz16dER19fXXF5ecphIcHJy8nNB4fo61Rfb2wQWF2lpbib/bS7DTmdmrC7MzzM1OfneOH0Y95FIhDm/H7/Px87OTkZQubq6YntnJ9Ofkd1dbm5uiMfj6HU6yktK0ahUbG9t/UyA+psXQjrb26mrqSW4tpb6LB6no03I86dPMemN7KcHjN1uZ8jhYHBggIH+AdbX1zk5OWFmZoYuSRdymQyNSoVYJKZLIkGlVCLrlmLSG1heXs4IKivLy0QiEawWCyXvijDqDYTDYWbTG3wsFmN7a5vxsTEWFxdJJBKsrq7S39eHxWymr7eXsdExAosBVldXcTqdqBRKjAYD9p4ezCYT01PTmU38/v6eSCTCjMtFj82GVqNBrVKhUWvo6+1lPS08LMwv0NtjxzE4iGNwELuth6VAgNPTU/x+P+KOTgTNAmw2K/Pz8/i8Xgx6PWKRGJlUirS7G7lMhk6rQ61SIZfJmBif4PDwkL3IHrMeDwP9/ZhNJrRqNf19fczNzeFxuzHo9bS1tiJsbUOlVNJj68Ex6GB5aZnj42NWV1exWiwY9T+8o2vaxfHxMZubmxj0emQyGWaTCbVShdVsyQhrD5t2r92OTCrFZDASDAaJxWJMjI9j0OuxWq3odTq0ajWjIyPsbG9z8aPFNbyxwdjoKMHgGkdHR4yNjdEhbEejUmE2mtCoVLhnZjg4OGB5eZnRkRHCG+HM9Q8bl2dmBoNBT4/NRrdEwmcff0LO8xfMzy2wF91jsL+fsdFRQunN22I209/fR3BtjYuLCw4PD3G73fT39WFLt8eMa4bj42PC4TBqlQphWxtqlQqZVIpEJEatUqFSKukSSxgcGEht/MEgoyMj9NrtmE0mlAoFSqWSgb5+lgIBDg4OCAQC9Nhs6LRa+vv6mJ2dZXl5mUAgwPLyMh6PB5VCQUtzMwadjoH+AcxGE+NjY2xvbbOxvs742Bh9vb1YzGbMJhN+nz9j9pdJpcikMmxWK0qFAovZzNbm5i/O0/v7e05PTxkeHqb43Tvy3uYiEYtRKhQYDQZCoRCnJ6csLizgcDgYGR6mx2bDarGwsrxCIpHAOzuL1WxmZHiY9VCIw4MD9vf3WV1dZWpyErPRSJdYgmNggGg0yubmJiaTidbWFpRyOVPpStF39/ecnZ0xPzeHWCSipKiYFoGAHqsNx8AAsx4P+/F94vE4My4XvXY79h47ffZeZlwzRHYjrCyvoFFraGxoQCGXZzb3GZcLnVZLd1cXTscQuzs7bG9vMzE+Tl9fHz02Gxq1Gq1Gg9MxxMryMru7OywGFhno70en1dJrt+P3+9nY2CCwuMjI8DAWkxmjwYDVYsFmsaZdgD+swZOTE9RUVVFTVc1g/wBbm5sZTfT09JTFxUWcQ0Op9UOtxmQ0MTkxgd/nS20YkQiXl5cEFhexWCxMTkyytrrK9NQUWrUaWXc3I8PD7Mfj721qa6urNNbVU1lWjmNgkOWlJfzpDWphYYHFxUW8Xi+jo6OYjcbU3LZYmJqcxDs7y/T0NEMOBwadDqNeTyC9Xnm9XmRSKRq1GrPJlFFwVlZWcE276LX3phStZBK/z5ee20HWVlcZHBhArVJhNOgZGx1lY2PjPUFrsH+AwvwCRO0djI2OolGraW0RYDGbWVpaYnd3N+Pi16hU9Nhs+H2+TH+MjY1hs1hRq1QoFAp0Wm1q3Y/GiMfjTE9NYTaZsFmtjI2O4p2dxeNx43QOYTaZ0KjVWM0WJicm2NzcTClhh4f0pde30eFhFubnmZ6ayowXtUqFqLOTspISKsvLkUmlGAwGemw2lgIBNjc3GRsdZWx0lHg8zvbWNg6HA7fb/Z414/rqitWVFYx6PVqNBqNeT2F+Ps+efM+Qw8HFxQXhcDjl0rNYMBr0OBwOIpFIat0cHUUiFqOQyzN7xowrtY5Ho1FmZmYYHBjAZDBg0OvxpteclmYBH/3pz1SUlTE/N/eeNRr+iwgh1ZVVBBYXM5+bjEaeP32KrLsb76wXcWcnxUXvUMjltDQ3k/P8BVaLha2tLTqE7Xz5+Rd0trcj6+7mi88+56svvkDQ3ExdTS2VZeX02u24pqdRyOUYdDrm5+awWa0U5OVTVVGJWqVCqVAwPDzM/v4+HreHuuoaNGo1Ozs7LC8vYzGbUatUtAuF1FRWoZDJ6e/ro7a6hqffPaFbIsFsNPIuv4CGunq2fyRhLywsIJNKKS8tpU3Qgr2nh25JF4V5+aiVKub8fuRSGUUFhXR3dSFsa+P7754g7epma2sLuUzGh3/8gPKSUtzuGebn5pCIxDx5/JjK8goMej1FhYV89skntDQLUMjk5Ofl0SFsZ3l5mSGHg6qKSjqE7fT19qLX6ejs6KCttZUuiQS5TEZDfT01lVVoVGp0Gi3VFZVIRGJ8Ph89NhvlpWVIu7qx9/RQW11Nm6CFpUCAwYFBHn/zLTkvXiDt7qahrp6qikoG+vsJBoMszM/jmp7GZrVSmJ/P65c59Pf14ff7aRO0UJifj1gkQiaV0ioQ0NnejmNwkOjeXqb9xsfGqKmsYqC/n81wmLqaGv7td/9KY309cqmMgrw8pF1dLC8vYzaZqK6oZHx0LHP96ekpc34/UkkXdTW1aNRq5FIpn370MS+fPWd+bp7p6Wlev8yhuqqK0ZERNGo1jfX1WC0WIpEIt7e3bG9vM9Dfj81qRatWU5CbR1NDY8Z8/ejrr3n14gV6nZ7qyiq++fIraqqqkIjEVFVU0tnentmgmxsbqa2pQdbdjcViQSwS8a6gkC6xhJWVFVZWVrBaLHR2dNAiENDZ0ZFZNI0GAxq1GmFbG/W1tQiamqitrqG0uBiz0cReZI+1tTWsFgtWiwWZVEru6zeIOjrZ2tyit8fOF598SlHhO/Q6HYX5+eS8eMn42A9t9lOSySS9djvff/cd+Xl5WMxmmpuaeJ3zioGBAVaWV1JaWW4ecpmMpsZGcp6n2mJpaQlZt5Sy4hJ67faMxWZ7exuvd5aJ8XHk3d189+0jSoqK8Hq9DDuHefHsOY+/fYRcJmNubi5j2Ts/P2d+bo6W5mZevXhJW2srVrOF+ppaGusbmPPPEdndZXRkBKvFgl6bGs8NdfVMTkwy0D/A0yff8/S7J9h7elhdWWFxYYGZ6WkUMhl5b3Opr61jfGycsdFRhK2t1NfVIe3uxmQ00t3VTXlJKcLWNmZcLpbSsRydHR00NTYik0qxWa0YDQZaBQKqyiuQdUsx6g2UFpdQWlyCz+v7YR2MxxhyOKgoK+dNzis629tZCgQ4Pz8nFo0yOTHBQH8/Rr2evDdvef79U3QaLU6Hg872dmxWK+FwmP6+PqoqKlAplMzPzeGanqatpYXn3z+ltroGr9f7not7PRSitrqazz7+hPy3uVjN5owWbUhvdHKZjOamJt4VFFBWXILZaCIQCDDr8eBIK4Utzc08//5pZr1Uq1R88+VXNDU0oFapKMzPp66mliGHA3GniPzcPIadTnZ3dlDJFTTU1TExMcHa6iqOgQG6JBKaGxtpbmrClp5/D4w4hynMy6eo8B1NDQ28ff2adwUF9PT0EAqFCIVC+H0+envstLW0UFdbi7SrK70pG2gXCmmsq0etVGIwGCgrKaWqooJZzyzRaJSx0VGUCgVikYiGujpaBQKsFgvOoSEUcjkFefm8evkSWbeUnZ0dAHZ3dugQChE0NbG8tJSx1FktlozQ2tbSyuucHKoqKrCYzbQ0C3j25HsUMjkzLhftbUKEra2EgiF8Xh/1tbWolSrOz1IC2O3tLdtbW5hNJsqKS2hpFmDU68nPzeXLzz6nr7eX09NTfD4fJqMRg15PbXU1xe+KmJqcJBwOU1tdw9dffUV3Vxeybim5b94g6uxkeXkZv99PX28vfb29tLe18ez77+ls72B+fh6FTM7jb76lRSAgFAz+zM3zNy+EiDraqaqoZGF+IfO5xWzm26++pr62lj67nYqyMr756itKi4p59fIlX3z6GXqdnq2tLbrEEt68eo1zyMnQ4CDffPU1b169YmJ8nGGnE4lYjNVioc+eGpRKhQKfz0d/Xx85L17yu//7n3ny+DF6nY6DtIl4fHSMosJ3KBUKdnZ2cM/MIGxtpa6mhqKCQl48fUZzYyM2i4VWgYCK8nImxsaY9XgoLy2jqqKScDilid/f3+PxeJBJpYhFIsbHxtjZ3mZwYID8N7k0NzbS39dHXU0N33z5Fe8KC8h984ZPPvwIcaeIra0ttGo1Tx9/h16jZX9/n7W1NcSdIgpy89BrtQQWFxG2tfHi6TPsth5mPR5aBM10icV4vV6UCgWvc3LQqNREo1F2dnYYcjgoKymhIC8lBKhVKnp77ATXgrhn3FRVVFL8rgiL2YzJaEQikTDjcrG6soKsu5uW5mZGhoeRiMR88uFHVFdV4fP5GEgvxjaLBV9aU+vv66O5oZEPP/gTn3/6KUaDkcnJSaorq6iqqGB6apqlQIAeqxWJWPwzrdw5NERRQSFWs4WN9XVqq6v59MOPMJtMzLhcNDc1IZdK8Xq9SLu6KczLZ3jImbl+Z2eHnp4exJ2dmE0mgmtreNxuXue8Iu/tWxbmFxh2Onn89bfU19Ux5/ej02jIef6CspJSJicmSJ6eZqwdrS0Cqioq+OLTTyktLkmbcF28yXlFS3Mzc34/EpGYVy9fZiwQOq0WRVojVMhk1NfWopDLCSwusre3h3NoiIK8fNrbhKyurqb6sLmZwvwCCvPzKS8tRdDcTHdXF6q0paujvZ2C/Hw+/OMHfPHpp3R2dBBOm58XFxfpkkgQNDdTUlzMZx9/QmN9PRsbGzgGB8l59pzuri58Xh9NDSmBob+v/2dazsMYPjk5YdjppKqiEoVczurKCj09PdRUVTE4MMDkxCQvnz/nX//5XyjIzyf3zRsef/Mt0u5Uv6iUSnLfvKWirIy+HjvhcDgTAG7U6ynMy+cf/+F/8P133zEyMoJRb+Crz7+gpKiY5eWURe7BjXF6eorf50u1gVDI5OQkC/MLNDc0UVFWjs/rZWtzE71WS3NjI3U1Nbz4/hnvCgpxDjkZHh6horycVoEgbRZPWXHMRiPF74r49ONPyM/Nw2a1YjGZaGpoSLWVz0dkd5eR4RFePn9Bfm4ekxMTzHpm6RAKeZPzirev39DU2IhKqUSpUNAlkaDTpFwF83PzlBQV8eTRY8Z+JCQ/xNwEAgE0ajXv8gtorKtnZmaG1dVV+np7kUm7qaut5cMP/sSjr75m2OnEPeOm+F0RhXn52Ht66OvtRa1SMTI8jMftRq1Q8vS77/j9P/+O1zmvcDqd75nnV5aXyX3zhv/tv/13PvvoE2wWC7FYjIWFhZT1TiJJx19UUl1ZiUqhZHl5mYODA7yzs2jUajrb23n57Dl//P2/IersZGtrC51Wy+sXL1NrgNeLsLWVpvoGemw2hK1t5L/NxWa14vf5aBO00FhXj8/rZSkQQCrporjwHflvc8l/m4u0q4vN8A9WTcfAIMWF7+gWS1JWlJGRjDXdoNezsLDA9NQUbYIWcp6/4E3OK5oaG1PWRoUCmVSKxWRidWWFpaUlmhoaKCkqSrksd3Yw6vVUlVfwLr+AZ0++pzC/AINOj9loIj83j4/+/CH5ubk40pYHgFAoRENdPU0NDRn3z5zfn1FcVUolEpEYQVMTfXY766EQCpmcLz79lJZmARPj4zQ3NtJYX8/a6hoet4eKspTS9yCEnJ6eMjExkRYgunHPuAkFg0jEYvLevGV0ZIREIsHw8DCtLS001tfz9LsnPHn0mCGHg81wOK0k5DI5McH83FxGAR0fG8PhcKBSKhF3dvImJ4c//OvvETQ2EQqF6LHZeJdfgMVs5uzs7Gcuor9pISQWjSFoaiL/bR6jI6Ps7e0RCAQQNDbx5NFjWlta6LFaqSyv4HVOTsq9YjSiUihZWFgkGo2ilCuor61jeWkZr9fLy+cvqKupJRaNsruzg81mw26zYTGZaGlqQq1S4ff76bHZePHsGX/64we8fPGCLomElaVlkskkrqkpSoqKEXV04vf56OvtpVUgQCIW09zYyMtnz6murMRmsaCQyZB2d7MeChHe2KC5sYmG2jo205vo/f09vrQg0C2RMDvr4fLiEvfMDHlvclP/Y7XSUFdHzouXiDo6MyZ6j9vD/v4+JqOR8pJSpiYmUxkg4TBKuZzmxkampyY4PDjAaDBQVVGJ3+sjureHXqdFq1bjdrszkm2v3Q6kApBc09NUlldkpOFeu53A4iJ3d3dsbW7SWN9AQV4+ep0OvU6HUqFgPbRO4vAQjVJFfW0tjsFBJCIxX372OV0SCcfHxwSDQcwmE712OzarFbFIhFKuQKfR8vb1G779+mv0Oj1jo2NUVVQibGkjFk1l5XjcblRKJRazmY2Njcw4GXY6KSl8h9VsIbyxgaCpiRdPnzHjchHZ3UWjVqPXanF7PEhEYgrzCxhxDmeu39zcxGw2IxGLcTgGOTw4YGVlhTevXvPq5Uvm/H6GnU6++/YRzU1N7OzssLK8gqi9gzc5rxC1d7C8tMTk5CR1NbUImpoRdXby7MkTigvfEVgM4Pf5qa2uwWg0sre3h8lgoKqiAp/XSzKZZGJiApPRyEB/PwqZjObGRrQaDRsbG9zc3ODzenmXX5gKMnM6cQwO0t4mpKmhkYbaWirKyqivraVLIkGj0aCQy2lrbaUgL48vPv2Mb7/6isaGBvw+H/v7+wwNDVFdWUW7UEhHezvfffuI2upq1kMhJicmqK6oxDE4yF5kD6VcQVFBAf19fcTjcY6Pj0kmk5lN/0EIcQwOUlZSik6rZT8eZ2J8nIa6egb6+xkdHeXZk+/58x8/oF0oxGa1YtDpmZqcYn19Hb/fj0ajob62jvY2IT02G2azGblUhsVkQtwp4sMP/sTjb75hYGAAlULJV59/QXub8Gc+6KOjI7yzsylXnsXC9s4O8XgciUhMeWkZ42NjzLrdtLe20dTQgLijg4LcPAry8hnoH8DlciHt7qa/ry+d+bCB2WhEq9Yg6RTx9tXrlKvWYMCg09EqEKDTatlYX+fq6op5/xz5ubk8e/I9Oo2Wgf5+OtvbKXlXRElRMa0tLchlspTlNR3wfXV1xf7+PtWVlXzz5VcM/2h8np6eZmKhIpEItVXVPP3uewx6PQP9AzTU19PW0oK0u5snj7/j6ZPvmfV4CIfD1FRV8+cPPqAgN48em405v5+R4WH0Oh0GnZ66mlq++OQzcl68pK+3l/39eOa+S0tLvMl5xf/+3/47X376GXqdjrXVVdxuN2qVCml3N8K2NmqqUuNoYnyc8/MzTk5OUhbHykq6u7qorarmkw8/QihsY2trix6rleqKSryzs8TjcYwGA20tLfTYbPT22OkWS2gVtNDS1ISgsQmdRpsKtnY66RKJaWpopL6mluLCd4g6OlgPBjPP3NtjpzAvH71Wx8nJCcdHRxj1ep58+4gXz56h1WpxDg0h75ZSUVZOSVERLc3NqJRK1Go1cpkMm8VKNBrlKHGEtLubd/kFDPT1M+fzoZDJaKyvp6G2jlcvcnid8wqlXIHZaKKo8B2ffvwJuW/eMDgwmInrcrlciDtFGPV69vb2SCaTzHo8mH4UkCrq6EDQ3MzY6Binp6fYbT08+uYbukRifF4vTQ0NVFdWsrK8wvjYOC+ePaO5sYmzZCoI9uTkBKfTiUQkQq/VEgqFODg4QClX8PplDn29vYQ3wui0WpoaUta4ooJCvvv2Ufq7DVqbmyktKmYpEGB3ZweDXo9Br08pk2IJNVXVKBUKmhoa+PSjj2lpFrC5uYnVYuHt69eZ/eOn/I0LIVGaGhp58ugxEpGI/r4+uiUSaiorEba2MjI8zIxrBnGniFZBC97ZWfbjcXZ3d7m4uOQw3QnNjY0sLS3h83rJe5tLc2MTe5EI21tb2O12Bvr76bXb6Wxvx5AOgLVarZSWlCARibHZbNTX1tIhbE+Zw3w+aqtraBG04BwawmgwZCKbbVYr5SWlNNTX02u3o1GpUMjlhIJBwhsbCFvbaBW0sL29nXnP+bk5usQSSoqK6JZ0MT83z+DAACVFxYg7RbimpzNCxeT4BPFYjN3dXZLJJKenp5gMRqorq5iamOT6+prNzU10Gg3C1lampybZj8cxm0zU19bh96a0NWPar+fz+VAplRTmF2A0pOJfvF4vRoOB7q4uJGIxGrWaXrudhYUFrq6uUgNW0EJjfQPjY2NYLRaa6htwOoZYmJ+nraU1pb2kzZ4vnj5D2t3NYTqQ0N7Tg3NoCKVcztvXr5GIRCzMz6NTayh5V0SPzcbkxCSN9fWIOjqJRCJcnJ8z6/Gg1+notdvfCxgbHxujuqKSPnsvW5ubdAiFvH39GvfMDDvb2+h1OswmEz6fD4VMTkVZORNj45nrDw8PmZmZQS6TIRaLGRkZYaC/n+dPn5Gfm8fiwgIT4+PkPH9BQ109W1tbnJ6e4pqepr62jraWFqanp7GaLRS/K0IpVzA6OkpdTS21VdUsLS0xPz9PU0MjFrM5FXNkNlNfW4vP6+Xo6IjJyUlsVivDTic6jYb62lpqq6sx6PX4fT6GHA4qyysoLS5GrVJhs1oxm0zYe3ow6HS0tbTQ0tyMQi7HaDRm3DFtLS2oVaqUJv7qFcK2NtxuNxq1mpKiYixmM+NjY1SUldPS3MzG+jqu6WkaausYcjiI7EbQqNRUV1YyMjzM8vIy42Nj+Lze9wKbz87O6OvtTQn5tbV4PB50Wi2lxSU4BgeZn5+nob6e0uISpian2NvbYzO8STwe5/T0lL29PTweD7a0n1za1U1pcQkl74pwDg0xOztLaXEJeW/fMjw8jF6n5+mTJ4g7Re+5EOCH7BhHTYFxAAAgAElEQVSL2UyPzcbW1haxWAyFTE51ZSWDAwMMDw3RJmhBIZPjdDgQtrZRVVGJc2gIj9uNUqHA6XBwsL/P+NgYjQ0N2Kw23C4X3RIJbYKWTMyOoKmJttZW7D09eNxunI4h2lpaqCyvQNTZiclozCgOEpEIhVyeMcNbzGZmXC7Ozs6IxWI01tfz4ukzJsZ/GJ8bGxtMTkywurrK6soK4k4R9en+MeoNaVdaB1NTUwjS1rFZj4dEIoHZaOTLzz7noz/9GY1aw2Y4jNVsoaW5mYnxCcZGRqgsK6e8tBTn0BD7+/uZ+66vr9PU0MDT755QVV6BXCbDZDRiMhrR63TotNqMa0QsEjE5McH52Rn7+/t0trdTkJeXOl7BZiP39Ru6u7rY3t6mz26nobYO72zKxWE2mWhva2PI4WA9FGJqcpJXL1/yx9//G+1tQjxuN8NOZ2ZT7LHZMOr1tAoEyNIK3gPDTiclRUU0NzUx7HQyMT6OQiajtKiY/Le5mX4aGR7GbDLR3ZWKF9TrdGjU6pQbtKqawYEBFhcWUcjlVFdUYjaaGBkeRqVUotNosFosNNY3UFRQiFKuYGJ8HKvFQk1VVcrlKJWlxoLTmYqjs1pZXVnh4uKC4+NjvLOz9Fit6HRadDotoo4OykpKkEtlLMzPY0pb3RwDg4Q3wgjb2igpKmJ8bAy9Vsfnn3xKXU1tZg5eXV2xFAikhOKWFsxmM1OTk9TX1fHk0WMsJhOLC4tIu7oRdXQyMTGBUi5PWf+cTkLBICXvivjq8y+wWW2Mj42lXE1mM/Nz87S3CSnML8Ax6MDhcFCQm5exxPfYbCkjgFRK7BcCq/+mhZDDw0MUcjkvnz+npKiILokEk9HI5Pg4G+sprTsejzM+OoZCLkerVtNnt+OemUlFDx8fMzoygsVsZnNzk1AwSHdXFxaTiYODA2KxGO6ZGbxeLx63m77eXiYnJthYX2dychKdRpOKEt7exmqxoFYqWQossTA/j16nw+FwEAgE6O3tRZROTXzwsVstFmY9HkZHRnAODRHZ3SW6t4fd1oPNZstM9ru7O+bm5pB1S6mqrKSmqooOYTtatZrBgUHWQ6FUHMrMDGqlErVSid1mY2pyklgsxtnZGa6p6bTbJcDNzQ2xWIyx0dFMYNPR0RFTk5OpIMG1IAcHB0xOTDA2Oko4HGYtGGTIMYRGrUYiFtMhFGI2mwksLrK6mjovZXoqpbFeXV2xt7eH1Wqlz97L9vY2i4uLyKUy2lvbkEmlqJRKXNPTHB0d4ff7EXV0MDgwwPHxMTs7O8y4XPj9fqanpzHodCjlcvRaLXKpFL1Wy8LCAstLS5iMRvp6ezk4OODi8pLV1VXGx8fxuN3E4z9obIsLC+i0utTnsRi9dnsmdmI/Hmd8bIypqSnWQyGGnU60ag2BhR9ijG5ubjhKJBgbHaWjvZ2Ojg66JBIa6usxGgwpC9ziIuLOTkwGI2tra3g8nnQMkgB7Tw/hzU38Xi8SkRhRZydajYYuiYTenh6i6Wwsk9HI1OQkBwcHTE9NYdTrCa6tkTw9ZSkQwON2M+f3Y7NYqK+ro6qighaBAHFau3E6nZnI9R6bDYkkFfxpTQeWPiyuU5OTjI6M0GOz0d/bi8+XGt8mgwGr2cLE+DgWsxlha1uqzXU6uiQShhyOVPDu0hJGfSq19eDggNGREcwmU+b8hbqaGuQyGXs/isu5vLxkLm3Cra+tpbOjA7FIhNFgYD20zvGPrBM6jTYVUNvfz/bWFslkkoX5+VQ2S9rdNjU5hXNoCI1KhVajQaVUImhqQqNWs7y0xPj4OEKhkL6+vp+5iM7OzlhfX2dqagrX9DSxaJREIsGQw4HJaGRleTkTh9UuFKLTajOC3fLyciqgfGgI7+wspycnbG9t0dfXh1ajQSmX0yUW02Oz4Z2dZXBgAEFTE3U1NbQLhXR2dKBWqRgbHSWwuIjf76e3t5furq5UP+p0OAYHGR8bY3xsjOmpqUz6dCKRwGwy0dnRQSAQyLzPZjqeQ6VUIpdK6RKLGRxIBagGFhdRylMxCgadju6uLgxpV/TNzQ3Ly8vU1dTw5NFj9Fodx8fHhIJBzEYjOk1qznUK29HrdczPz7+X9fYQoG82mfB6vam0b6kUnVabevbJSRyDg1jNZvr7+lhcXOTi4iIVpOx00t7Wlg5wltLR3s7U5CSHh4d4ZmYw6g2sra5yeHjI1ORkykozN5c6b2Znh4K8PH7/L7/DoNdzfHxMZHeXoaEhuru6kHZ3Y9TrMeh0OIeGiEWjmWdeSgdV19XU0FBfj6C5GaVCwejICH6fj9nZWXrtdhQyGSqlkt7eXkZHRxl2OjEaDLQIBJSXllJXU4NMKsVu68Hj9mSSExRyOV0SSSatViGTMTIywtLSEnN+H1OTk4yNjDIyPIJBr6e0uITyklImxicyab0np6cE19aYcbmYGB9nYnwcx8BAKnGis5MuiQSlQoFjcJBY2vI45HDQ1tqKtLubttZWqisr6e3t5SKden5/f08ymWRxfh6lXI6wrQ2pVEpLswBRZyeLCwvsbO9gtVjoELanAv01Gox6A5ubm2xvbVFTVc2Hf/oT5WVlyKRSlAoFc34/BwcHTIyP09nRgVwmR6FQ0CEUMjY6ytHREaurqyjlcjqEQgYHB4n+qD/gb1wIubi4YH5+DovZjEGvZ3R0lPDGxnvnBdzf3xNPCxNWsxmz0ch0OlL+8vKSvUiEjfV1Tk9POU6nVa6vhzI58rFolHg8TiwWYzPthz45PiYSiRBcW+MokeD65obI7i7BtTWie3upNLW1NeL7+5ydnbG6usrQ0BDDTiczMzPMz8+xuZnS8nZ3d9nZ3uYsmeT87IzwxgYbGxsZ7e3m5obZ2dmUO6arK6UlqVRMTkxw9CP/7OHhIX6vl550QNv46Ggm6j0eixFKpzze3d1xfn7O7u4u4Y0NDg8PM+0QCoU4Pjri4uKCSCSVivpwCFEymcQ9M4NOq81sODfpnO/9/X0iu7scHx9zd3eXOdjtIS/87OyMwOIiPTYbPTYbgcXFTHDSQ/bS1tYWV1dXJJNJ9vb2iMfjqfTEtP/YarHgGBwgFAymzc+HhEIhNsPh1Fkst7ccHR0RiUSIxWLvZcc8pEDHYjHOz88Jh8MsLQX+H/be+6uRLFvT/r8+M99dd8yaO9PX9LT33XPLu6zMSp8kkEkCiffeSsIjkBBIGAkZEB6BAGEFEkhCWIEwwsPz/RBSFGSR1d13VZuajGetWt2JFIqIEydO7Dhn7/dld3dXOFe/n/X1dfb39lhd9bG4uHhrH9/Y2GBwcBB9VxcWi4WxsTHW/H5OT0/ZCZdoLi+7WVtbY2R4mFaNBrPZLA74h4eHQgWI0Ui3wcBIeDno7OxMGPxdLtbX1jg+PmZ9fR1XuKz07OyM3Z0dtre32dzcRK/Xk5ebi6yignadDp1Wy/DQkPiAODs7Y2Z6GoNej9FoxD4+jnNhAa/HI5zr2pp4/T0rK2xubhIMBsOVUML9MD83dyN5cHxsjK3NTc7Pz9nZ2cG1tMT21pZYgr6ysiI+MHKys2mor2dr8+tA8OLigr29Pdxut/iWabVaBb2Qa6Wvi4uLdHV20FAnJG6v+nyEQiHmZmfFRNlIkqmQ7Oul12KhtaWFHrOZ5XDV29raGtPT03g8nm+8eUVKnNfX19nY2OAorEHj83rF/rS3t4fdLuQjRQKOVZ+Pg8NDoTTa52Pjml5DJHBv1WiwmM24XC62wktOxYWFlJeW0tbaik6rpb+vTwySr66ucDqddBsMdBsMTNjtrCwvs762xvraGhvr6+zu7goaOycnuN1uZmZmbpSfRvJB9F1dtGk09PcJ9/5luJzb6/Uy0N9Pt17P4MAAXo+Hk5MT9vf3sdlsKGQyykpKGBoYFM/Hs7KCqbubNo2GwYEBXG43Ozs7N8bWg4MDXC4XG+vrXF5esrGxwcjwsJj7srmxgc/rZdntxuvxEAgEOA+X1+/s7DA1OYmhq4uuzk7s4+Pi729ubIh9Xxyjl5cJBAJcXl3h8/mEPJ3HT24kQ3u9XsxmM/quLqFke2aG1dXVGzNhe3t7zM7NYTIa0ajVaFpaGLPZboitzc7MiLOxzoUF1tbWmJ2ZQafVUqVQCIFOVRXtOh2LTqe43dbmJsNDQxiNRqECyG4Xqym3t7fZ3NjgYH+f8/Nztre36bFYSE9LJzc750ZO4+npKcFgkI2NDbEf+P1+lpeXGRoYQNfWxuDgoFhSfnFxIcwU2mx0GwwYu7ux2+1sbm5+I/8iFAoxMzOD2WTCZDQyODDA0tISx8fHnJycsLS4SI/FgrG7m+HhYbzh+2djfZ3iwiLu37tHUWEhFrOZ2dlZ9vf3xeXWaYcDg15PZ0cHNpuN7a0tUUtoZWUFa28v/f39N4JC+J4HIRGRl5NwwHCbgErkexFhnIjoVUQAJyIwFhGNubi4uPHvyP+PfO/Gv68Ja13f9iKsDxD5LCJkFBEqityIt+3/+r/h6wdKV7jEeG5ujsD29jcyjCNtIZ5jWEjn69+9eaw39gt/9Dgix3KbqNL1dnrz9yOcn59zHBbpenPbSLu9bVtR1Ojk+Ob3rl2r287rtn1EvnOzbS5v/ey2fhQRKTo5ObkhdPbm9T85OREfbtfPJfLZdUGy287ntv4V6cdDQ0PU1dZiMZvZ2Ni4VVgoInoW2U/k2G7777a2igi5RY71/I1jvbi44OqNPnx+fs7K8jL9fX1MOxzfmIGIfDeij3OboNTFxQVHR0ccHhyIgm7X79+joyPObtHRibTBm9fxbYJc33bvRT6PaMqcRK7Vt/RR+Fog7vr44piaQtXcjLG7G184qH9TdC8iDHbylmslfvct/TNy7x+/Rajrer+NtBEICdc6rVYox+/rZ2Nj44bwoiiweK1d32zDizf66OnpqShgd9u4eZ3rffT6vfRt9+fxyQkLCwtijtz8/Lz4exGhrch5RsbZ2445ov10m8hdZByNXMdIgBWZPR4ZHsbj8RAKhb4hVhbR/RD2/81ref04AoEAQ2HhQP+q/+vP3uhj1/+7fu+8eV7nkf76xtj0Jtfv67Oz0xvHdX18ut5Xtre2UNY3UFFaxvS0cG+fX9wM7i8uwtcz3KbX93+9bf6PWo55F7i8vCS4u4vf72dzc/PW6gOJd4vt7W2W3e4bS05/L0RmEY5CoT+qcPkuEAwG8Xg8t76V/q3Z398XRcV2d3e/F8Zp5+fn7O7usrKygucWQcW/FKenp2yGc+32gsHvrG8fHh6yu7v7dz+unxwfs+JeFpOrv0ukIERCQkJCQkLib4IUhEhISEhISEj8TZCCkL8wkUTQw8PDv5qb5OnZGft7exweHnD5PZhi/S6IePFE1kT/3Knlk8gywtFfdxkh4uHz5vry9xFhzV6ofjg6OnprO15eXor5Fsfh9WuJvyyRqpS/92n/vzSRvLZQOG/hu1wiOz09ZW9vj9Dh4d/d0tvfM1IQcgsXYXfMSEeKWH9vrK8L2cB/xm8dHx8zOTnJ0NAQ23+lNXy/34/RYGCwf+CGqdn/yUSMA+dmZ1kOGwf+OczPzaHv7GRyYuKvOoDs7+0zMjyCbdR2o/zx+8jl1RUul4s+q5Vph+OtQXekOmt+fp6lcLWTxF+Oq6srnAsL9Fn7WAx7bP0lODk5YW9vj9Oz/1jOwMH+Pl6vl/X19e887yCC3+9nfGyMCbudtWumef8Rzs/PhSrC1VWOjo7web2YuruxjY5+718o/pp850FIJFP7enbsdcvv2zKkz87OvpHNG8kOjmTpR7a9uLjg/JYINvLZbb8FcBV++7ot+o3sJ/J5xMvDubAguqEau7vFkq3IW971KoJIJveb9vDBYJCGunpysrKwjY6K2e83jvv8nLNrWeVvcn0/tx175LgjVTlDg4PEPo+mIC9f1Bu5nqV9fn5+I4v9z2nH6231bRbbkb+Lvxe2U/+2rO3bfuP82rnd+Hu4zSJ/397eZnRkRNQOWXa7b+8H1/rn9XNv1+p49vgJdTW14tvim/3xbVUkb7btHzvH6/1kYX6B4oJCZBWV+P1+8Xq+ra2uH/+3DXTXr9ObvxO5vm9u/+ZvX696ePN7b+7r7OyMra0tOnTtpKekolapbrhFn167VsFgkAm7XRQLm5+ff2tfvK2v3XY81yspvq393sbVLf36zTa8bfx6kz92f715zH+sXW87pj+3f1xeXgo+VRmZGI1G8XvXK1giv3mb1fr1MeG2PhepJHJMTdHV2YnD4bjxcI/0gTd/+/r4cH5+zuTEBCqVip6eHgKBwDc+v34NbrvPIsf4bdfebrejkMmoq63FHhYCvF7ldePavXGul5eXN8aj/f190QvKH7bniHvxgoK8PNHxWkrO/uN8J0FIZEp5Y2ODhfl5LGYzxu5u5ubm8Hg8DA8Noe/qYnR0lPVwTTlAYEcoUdK1tQnup+FB+Pj4GLfbjX18nP7+fsxmMzabDbfbzeTEBCajkampKQ4PDzk9O2Nndwev1yu4XnZ0YDaZWFxYIBTWijg5Psa5sICxuxuDXs/09DQHBwdcXl6yu7vL1ORk2F3XgLWnB1llJVFPn5GekoqysZFqhYJqhQKL2czi4iJejweXy8XU1BRmkwlrby+elRV8Xi99VitmkxHX0hKXYXt2WUUFX929S15uLt3d3YyOjrKxscHlxYUo0tTZ0UFXRwfjY0J9daRMbHl5GdvoqCDFbTIxMz0tukKenp2J+httra1h595pGurq+PiDD8nOzCQQdhudmJxkZWUFv9/P4MAAzUol2tZWHFNT4lJAMBjE6/Vis9nQd3bSY7EI2dDhwXQnEGBqchKTyYQhrHOxsrIStpHeZXdnRyzD8vv9eFZW8K+uMjU5SWd7Oy0qFf39/TcMpd7G0dERTucCRqORbr2eudlZMTjw+gSXyLbWVmyjowT3gqJgjkImoyAvjyqZHJPRKASNIUG6+PT0lOVlNz0WC4auLhxTk2JAqWpq5uMPPqSooJBAIMDu7q5YjXRwsC9UOGxsiGVwKyvL2Gw2enp66LNamZiYYHZmhv6+PkHZ0e1+6wC05HJhsVjo6elB1dzMi+gYCvMLcC0tiZbeysZGLGYzvrCF/PHxMYFAAHd4pkHf1cX4+Dg7gcA3HgwXFxcsLS1hMpno6Ohgwm4X6/m3NjcZGhyks6ODgYEBUU/i5OQEl8slODB3fO3AvLW5idfr5fDwQKxMWPP72d7a4uz8nKNQiKmpKTp0OpqbmshITePJg4c01tWztrbG3Nws2tZWVE1NokDd/v4+ttFRaqqqyM/NpbK8HKPBwPz8PKHwtTo8PMTpdNLb04NBr6e/v4+5+Tn8q6uidk+kvHJjfZ2lpSXWwhonPRYL6mZBDv3brgMID8JgMCjqqpiNRhYWFkQr+YH+fjp0Okzd3cxMT4uy9IFAgIMDoU32gkH8fj87gYBwf/X3owqrnU47HN+YlTs5PmZjfZ31tTUODg/Fe31jY4PNsBbLyckJ8/PzYRffDlFU0OPx0GuxoG1txWIysbS4KJaB7+x8fX/qu7oYGBhgfWOds7MzOnTtJLyMo1tv4OLiAv/qKk6nk0AggMfjwWKxoAq3WUQ3ItLnXC4X/X19dHV2Mjw4yPra2o1ZrpOTY+bn5sjPzeWLTz8jLSWVyclJTk9POTg4wDY6SktLCwaDAZfLJdrNR7SWpqamsI2O0q7ToWpuZmRkRJh53tgQHJ9tNnp7eugNO8y6wqqpFrMZt9vNZThQcblcGPR6lI2NgljbNdXkCMPDwxTm5SGrrGRwYIDZmRncbjfrYcHA/r4+NBoN7e3tTIyPEwwGxf7ocDho1+noaG8XK4p6enro7OhgfW2NwYEB7nz2OZ998gkqlYrBgQHm5ua+9zOcf2m+kyDk5OQEr9eLtbeXhvp6KisqUMjk1ITFtRrq6ykpLqaooIA+q1UY3La36e/rp7VFQ5VcTmV5ORaLBZ/Px/j4ODXV1aJBTlFhIWWlpbRqNIJcuEIhWCgPDeF0OkUJ6IqyMhQyOaXFJVTJ5UxPT7O/v8/M9DStLS00NSpRyGRUV1UxNTFBIBCgr6+P3JwccrOzBcnvjg4y0tP5w+9+z8Ov7lNRVkZ5WRm11dWMDA+LttgRgTS5TEZ5aanwUG/TCqqOFZWom5rxrKywtbWFvLKSzz75hNeJicjlMiorKjCbzWxtbrK2tsZgfz/a1lZqq6uRVVTQ39dHcHeX+fl5qquqqCgvp6a6msKwIqRraUkUp4mo+6WlpFKQl4fFbKKpUclXX94lNTkZu93O6OgobW1tTExMsLK8LHgIyGWiOZ99fBx3OKjqaG+nSi5HIROOs7G+AefCAnvBINbeXvLz8igpLhZcdIsFaWrBYluw5V5fWyOwvU1XZydqlYoJu50Jux2NWk1FWRn1dXX09/d/65Tr/v4+w0NDNDY0UF9XR1dHBw6Hg83NTXw+Lz09FqoUChQyGRp1C729vYyPj9Pb00NFaRmvExLIz8lFIZOJ120vGMSzskJnewfKhgbqa+uoViiEB+NukM6ODr66e4+SomKWFheZsNsZGRoiEAiw7F6mXadjNPw7c7Ozgjpm2GAsLzeXirIyNGo19XV1yCoq6Orq+oaN+P7+PkuLi7Tr2kVL7NLiYmKfR1NRWsai04nL5aJVo6G8tFTUApmfm2NpcZGR4WFa1Gqq5HKqFApqa2qwmG4qQp6GA8Cuzk5BFbG6WlD2PDhgc2OTHouFpkYljeH7tLVFgydc7tjc3ExOZhaNDQ3MzMwIasN9gjaC1+Ph8PCQ2ZkZrL29DA0OMj09jX1sjBa1msKwKujLmFiinjxF1dSM1+sVguLw/a9qasJms7G4uMjw0BBVcjnJia/JycyiWlFFs7JJPNa52VnklZUUFRYKnksFBVQpFAwPDYmiTE6nk8PDQ4YGB6mvqxPHA2N3t+B5U1ZGt8HwDcGq65ydnTE8OEh5aSnl4e/Pz8/j9XqZnp6mx2ymWamkvLSMJmUjU5NTzM3NYTYamZqcFAXoNBoNttFRQZSpp4fK8nJKiopEi/rrD6LA9jYDfX3Cy4vHIwYgQ0NDWHt7WXa7cS4s0NjQQEZaGvLKSsEgze9nZmZGuLeamwXVyrp6ZhzT7O3t0W/tIzszk/y8POQyGRXl5VjMZlaWl9G1aUlKSETdrGJhYYH+8P5XfT7cbjcd7e3IKitFFVC73S6qISsbGsNjqwx5ZSU6rVb0tgLhhWFqcpLY6Gj+7Z//hSePHmHt7WVleRlHeEyRVVZSXVWFwWBganISx9QUFrMZVXMzLSoVBr0ebVsbGrWayQnhhanb0I2sspL62lqqFAoK8vOpDjvaKhsbqVIo0Gl1gnZSIIDT6aSttZXSkmKq5HLMJhMrKys37sGxsTHKSkqoKC+nTdMqKPPq9YLkvdOJwSAEMUplI00Ngpnf2toai4uL1FbXkJ6aSpNSKQhVBoMYjUZaNRpWfT4GBwb54tPP+PD99ykrLUUhl1NbXc3M9LS0PPMtfCdBSCgUEmSOq6sF59quLoaHhklJSuLp4yfou7roNhh4HZ9AY0MDfr8fk9FIfm4epm5B0bG2pobG+nr6+vooKynl4Vf3Rf+XxoYGsrOyKCstpdtgYHR0lCalkoLcPDQtLbS2aEiMj6e0uBjHlAONuoXoqCjUKpXwIFcoyM/NxTYyGvbYSKW1RcP8/DylxSV8+cUdaqqqROVInVbLy5hY6mtrcS0tidbUFrMZQ1cXsooKKsvL0Wm19IbfZhPj48nNzmF0ZASjoZus9HQMej1er5fS4mK+unuXVo2GkZERKsrKkVVUMj42xvLyMh6Ph+2tLYaHhkh5nURleYX4wLx350vy8/IYGBhA2diIQibD2tMjeItkZdPaosE+Pk5leQXZmVlM2u2MjowS/SyKj97/QJQW7+3pYXl5WXyTjQRvmpYWFDIZ7VotBr2e0uJiqhWCw6S2rY2Y59GCdO/KCuWlpdy/9xWtGg191j5ys7KpkssFl9/qGtKSUxgbteF2uSjMzyc1OYWxsTEODg5YXV0VVUSVjY309/XdUH28zqpvFXllZdgOvY/t7W12dnZwTDnQtrVRX1tLZ1hl0dClJy87B1mFYKJXVlJKXk5OWB65l4S4OAry8pmbncViMlNUIKj92UZtZKZnUFxYhNvlxtjdzcP7DygqLGRiYgKdVktrS0t4JmdKdD1e8/tp07TyOj6BVo2GHouFvJxcUpOTRblqY3e34NES9tqJMDkxQZVMTm11DQP9/UxOTKBRq0mIe0VxQSHOBSehUAiPx4NjchKT0Ui1QkF9XR1moxF12Fyqq7OLqclJ5JUysjIymbDbxX3s7uxgt9tRh6XGR0dG2N/f5+TkhMGBQeGeUbfgmHIgq6wkIe4VFrMF+/g4BXn55OfmMe2Y5vDwkM3NTXG2YnZmlr1gkP6+PmGQbmigvKyc8pJSWls09Pf10W0wkJ+bR0zUc+pr6/D7/RwcHLC0tMTI8DA6rVa0sxfMCwWPk16z4OhamC8EGh6PR/DmefgIuUzGmM1GQV4+8S/jRLXZjLR02rU61tbWRB+Nrs5Odnd3CQQC2Gw21CoVdbW1mE0m0Tb9TY5CRygbGomLfUGrRsN2WOV4e3tb8JTZ2MDtcokeU1arld7eXrIzMmlWKlnz+zHo9SS8iqdVoxGVZ6fCxpXVVVUoGxtxOBziPn1er+AZVVvL7MwM+2GHZW1Ykl2n1aJra6O4oFB4iM3MiDNzbreblbDKrb6ri+hwW6+srFBZXsGH770vuhvX19Yhr6hE39UluoUnxL1CHn75mLDb2QkE2NvbY3l5memZaaxWK7KKSspKSujs7ETdrCI9JZXGhgYmJyaoqa7mdUIC/ddcfC8vLzk4OKC8tJRPPvqYmupq0W25vrYWq9WKY2qKPquVpsZGZBUV1NXUUFNdTVFBAe1awViy19JDXnYOOuTWZxoAACAASURBVK0O2+goWRmZPHv8RLAkMJupKC8nKzOT2upqBvr7sfZaKSspRV5ZydzsLIeHh3i9XsHlPNz2Go3mxozI5OQkxYWFJL56RWpyMpnpGbS1tuJfXeXw4EBUel4KO41npqXT29vL6OgoJUXFVJSWijN2W1tbFOQXkPw6CYfDgbW3l48/+JDnz54xMDCAqrmZtJQUDHr9DUVWiZt8J0HI/v4+ExMTgs9ARQUzMzOs+lbJy84h5nk09vFxJicmSE1KpqGuHq/XS211DZ9+9DF5Oblo29ooLS4WghCrlayMTD756GPhux4P1t5eKsrLaaivZ35uju3tbdo0rbyMiRVM5VRqMtPSaFEL69CD/QOC8ZlcjsVs5kVMLJ9+/DHViioa6+tITU5G16ZlZmaGwvwCHj98hMVsFs+nv6+P7IxMLGYTZ2dnOJ1OtGH/gxaVioLcXKoVCsZsNlZXVxkcHCQjLZ3S4hK8Hg9jo2MkJ75G3azC4/FQW11N8uvXOKam2NnZobO9g9rqGkxGI31WKz09FgbDNssff/AhaSmpLC0u0qpu4ZMPP0Ihl7Pq9zPQ309jfT36ri7qa2uJi31BVnoGNVXVJCW+Jj8nF7fbjXPByYuYWH7w3/+JTz76mPo6YZCKPOB6w9PVjQ0NFBUWkpWRIXjOdHSgkMvp6uhgd2cHi9nM3TtfIq+U4Xa7qSwvJzrqOSPDI7hdbmQVFYIttM1GZXkFUU+eolG3MDgwQG5ONtmZWaL3hUGvRyGTkZ+bS1FBAd0Gw1uDkL3gHv19fdTW1FJfWydICA8N06JSk5WeQXpKKgqZHG1bK3W1deRkZlElV9BtMKBsVKJta2N3Z4elxUUS4l6RlPia/v5+6mprhUCjoBBVczOvExKpKCvHs+IRg5DioiLGx8dpbmpC2dDAmn+NaYeDnKwsNGo1Pq8XZX0Dr17G0W/tY2lxkSq5goK8PPqsVlZXV5menqamupqK8nLm5ubE8zJ2d5MQ9wplQ6OQ+HxxwbTDQVZGJoX5+UxPT7O0uCTO1ihkMjLT0ykuLKRDp6NFpUIukzE1NcX29jY1VdXEv4xjeGhI3MdxWJa+q7Mz/BZZx/DQMEuLi2haNDx58JCU10lo1C3kZmeT/Pq1IMu9tESzUklOVhZNyiZmZ2ZxLy9TWlxCSlISM9PThEIh+vsEHyZZZSUxUc95GRNLb08PJycn7O7s0KJSE/8yjtrqGtwuF/Nzc+jatDTU1lFWLHhaKORyug0GoY0bG/GsePCEnZcL8/JZWlyi22Dg+dNn4QeEH7lMRvzLOMzhpYaXsS8oLihkeGgIZWMj2VlZdHV2Mj8/z9DAIPW1deRm55CdlYWquRm3231rXzs7O2NwYJDSomKKC4vo6uhkfm6O5eVl7OPjjIyMoO/qIvFVPLHR0Rj0BnosPSQlvqa4sBD7+Diq5mbiX72irbUVj8eDbdRGY30DJUVFJL9+TV5OLkPXrtHK8jJVcjnyykpmZ2Y4PjnB5/OhaWkhMz2dwoICaqurUTU3MzU5KS4nRawTuvV6ent6KMjLEyzTCwpxuVyUl5by6UcfYejSc3gYwtrbi0ImzLgV5hfw8Kv7/P63v+Pp4yd0dnSyu7PD8ckJS4tL6Lv0qJtVVCuqiH8ZR3xcHM1KJZqWFspKShjo7ycQCKBqbib2eTSmbuM32rKxoYHHDx/RbTCwvb1NXU0NMVFRKORy9F1dqJubUchkwqyKXC6aw01MTHB0dES/tY+khEQaGxrps/bxIiaWB1/dp6/XyvLyMq0aDWWlpXS0t7O2tobb5aYov4C05BSGh4ZYdrsxGY00NSqRVVSQlpKCrLIS1zUDu+npafJzc/no/ff56P0PSE9JxWazcRYuPjB2d9PZ0UGHVserFy+JiXqO1SrsX9WsIicrC2VDI9OOaZYWF0lOSuLZ4yeM2cYY6O/n3pd3ycnMwuvx0GOxkJWRgU6rFV2OJb7JdxKE7O3tMWG3C/bParWwxra+jkImJzszk9mZGaYmJ8lIS6dZ2YTP56O2uobf/urX3PvyS/JycigpKsJkNDI3O0tRYRGff/oZrS0a9oJBxmw26sNeElthUzZtaxsvomOoLK9A2yo4jtbWVDM3N4dW00bs82jqa+uw9vYSGx3Dz3/yU6KfRVGQl0t5aSljNhvLy8so5HKSEl9jGx0Vz6ezvYOoJ0+pra7G6/UyFp5yNuj1qJqayM/NpamxkaWlJfb395lyOJDLZDQ3Ngpv/EPDpCYl06YRBiVZRQXPnjylW29gdnYWZWMjjfX1WMxmasNW0BlpaURHRfHDf/lXXsa+wLmwQLtWx907X9LY0MDu7i4Tdrt4HBp1C2kpqTy49xV3PvucLz//gsqyclbDORhPHj3mpz/6MTHPo6mrraW/r4+F+XnMZjOpycl8+dnnPHv8hFcvX5KZloaqqYlugwFNixBEBHd3Mej1YhDi8XhoVirJSEtncmISj8dDfZ1g8jQ5OYnR0E1OZhapySmUFBVRU11NR3s73QYDVQoFsc+j+eKTz3h0/wFZ6ekYjUa2trYIHR0RDAYJXVPYvLy8DHsr9JCblc3L2FhSkwUr+ozUNOJiXvAyOoasjAzRmMtiNgtv13I5NdXVTE9PMzw0xOv4BHKzcxgcHERWWckffvd77n5xh7ycHIoLC+mxWNjZ2UGn1XLn8y8oLytjZkZwk8zLzmF0ZJSuzk6ePX6CQi7H4/WiUatJS0lh3DaGz+ejsaGBKrmcmZkZ9vf3xWW08rIy5q4ZjVksFpITX1NbXYPP58Pn89FvtZKUkEhGWhpGoxG1Sk1M1HMe3PuKF9ExJLx6RWlxMZ0dHXR2dNDa2ir64FQrqkhKSGR0ZETcx9nZmSgHXVRYyN0v7pAYn4DZaETV3MynH33MB//+PhlpaRQVFNDY0MD83BxbW1sMDQ2RnprKw6/uU1tVzeDgIPk5ucTFvhAccufmaGxooLiwkIrycl69jCPuxUu6Ojvxr67iWlqitrqG6KgoSouKsfb0UF9by/Onz3j66BEvY2NJSkgQgxCdVktXZwd+vx+3201BXj4lBYW4l9z0W/tITUpG39XFqm+VmupqkhNfh2exRikrKSX+ZRzZYbO8rs5OuvV6GuvryUrP4NH9B9y78yVxL17QpFSyvLz81kFwbW2NzvZ24l/G8SImhtrqalrUKgrz88nNySEzLY0P33ufzz7+hFZNKw6HgyalkqyMDAry8igtLqY+/AJlMpnIz83jqy/v8sWnn3Hvzh3SU1JvBIo+r5f6ujrKS0uxmM3MzM4yMDBAlUJBZkYGZaWlNNTX09zUxEBfn+B5FAqxtraGolLG00ePSHwVz70vv+SH//wv5Ofm4Xa7qamq5ovPPqNZ2YTT6USjViOvlAkP7/Ds8peff0HS69fU19UzNjaGa2mJzo5OXr2ME+zsHz3m7hd3eBEdQ7NSSbfBQKtGw+zMjBiEJLyKp8diudGGFxcXKGRyPg2/PLpcLmqra3hw7ytio6OF8yopQdPSIowzGg3Khgb0XV14vV6Oj48xGU0kxsXT2NCItddKbHQMTx49YcIuLJ0b9Hoa6usZGR4WK6xKiopJeBVPW2sb2rY2EuPjefjVfaKfPSPm+XPklZUsXwtAJycnyMnK4s5nn3PvzpekJCVhsVjY2txkoL+fmKjn3L93j8T4eO589hnPnz5jaFDwZRoaGiIxPp67X9yhvraOwYEBEuLjxSBkeGiIxw8fUZCXx6rPx/DQkLhk7ff72dnZYS8YvNWu4F3mO5sJmZqcpK21lbbWVpaXl9nY2KC2uoaCvDzm5+ZwTE2Rk5WNulnFmn+Ndp1QjZCemkpzUxNtra1MTU3i9XqRVcr46u49tG1a0da4SanEZDSyvbVFKBSiQ9dOYnw8NVXVNCubePr4MdFRUTQpleTl5PLw/gN0bVpcS0tUlJXx4Kv7FBcVoWlRo21rw7W0xMbGBg319aSnpDJmGxPPR9vaxp3PPictJUV0HNW2tQkumy0tlBQV0aJS4XK52D84EN98W1Qq/H4/tpFRsjMy6eroZGVlhayMDH7181+QlZFJTXU1L2NfUFlezvj4OLXVNTx5+JCiggKKCwv5w29/R9yLlzgXFujq7OTxg4eompvFBFptWxsmo5EWlZq0lFRin0eT8OoVrxMTUTY04Ha76bNaefr4MfFxcZiMQo5IclIy1QoFLWo1WRkZvHgeTXpqGlmZmeTn5tKiUmE2mdC2tTE8NMReMIjJaOTRg4fUVAnBmEatJjc7B8eUA6/XKwRTDQ3Mzc3h83ppa23ls48/4dOPP0an1bIQPofioiLSklOIi33B6/gESoqKMOj1zM3NCcHC8LCQyBtOWD4OJxL39/XRrtNRkJdPXOwLigoKUDY2kp+TR2pSMvW1dfRYLAz29wtma0YjqcnJPH30mCqFgsYGYcYi4pirVqm4+8UdkhIT0ba10dnRwbTDwcHBATqtlodf3UfZ0Ijb7aairJzHDx4ir5SRnpbKr372c/Kyc/B4PHTo2snOzGRi3M7q6iqqsMNvJAnN6XRSX1eHQi5n4Zq3hSMcrBYWFFAbno7Oz80l+lkUqckpNCmV1NXWkpaSQmpyMtlZWWSmp1NZXi4uaep0Olwul2g9L/Rdm7iPvWCQxcVFxsN5Uo8ePOBFdAxWq1VY4nj0iKinz2huakIf9iOan5/H4/EwODhISVERr168pFpRRbdeT15ODrHRMUJ+V20tcS9eEB/3CoVMTpVcQXGR4MJZV1tLlVxOWnIKUU+fkpedg1qlQiGTkZKcTEZaGtlZWWRlZFBTXS0mwBr0eiGhdHk5PN1dxrJ7maH+QbLSMzB2d7PqW6W+ro605BR6LBb8fj/91j6injzl97/5DZUVFTgXFjCbTJQUF1OYn09aSgovY2JJTUqiRa2+sSx2ncvLS5ZcS7TrdFRWVFBeVoZcJiM9NZXHDx+Sk5VNQ10dL2JieHDvK1o1rWxubuJcWCA1OZmf/vjHvIyNxWaz4XA4aGlpobCggPi4V0Q/iyLqyRNysrJuBIpbm5t0dnRQWlJCeVkZsspKSoqKyAoHIMbubjra28lMzyArPQODXo9raYnxsTEyUtO4f/ce+bl5vE5I4Fc//wXFBYW43W7KS8v42U9+wuuEBOrr6oiPiyM/N09YBm3RkJSYSGN9PSaTicz0DF4nJoouuCmvk3gZ+4LXiYk8e/yE+LhXqMNjQrtOx/zcHIGdHTQtLaQkJdNntd5ox4uLC3F2uzC/QEy2z83JISM9nYrycjFJenJykm6DQUyEXV1d5fjkhB5LD6lJyaiaVQz0D5DwKp6Y59FMTU4RCAQwGY00NzUxZrOJJo+V5RW8evGSKkUVjQ0NZKank5SQSGpyMq8TE6mpqmLlWgA6NjZGWWkplRUV1FbXkJSYSG5WNn1WK60aDY/uPyA66jnlpaW8jIkl5nk0xu5u1tfXGB8fE+6Ply9pViqxmMwkvHrFi+gYJicmhGXwqOeUFBXhD7uByysrMZtMwvK3zcaE3c5W2NhNQuA7CUKOj4/xeb3Yx8exj4+LGeQD/QN0d3ez5vfj8/nQd+kZGRlhf19Ye7P29tKt19NtMAiVDM4Fdnd3GRocor6uDrvdTigUYmVlhZGREWH9dH+f09NTph0OWjUaDHo96iZhivD502digltzUxPOBSdHR0fMzEzTrtOJjpiDAwOsr69zcHDAyMgIHe3tLLu/7qiOKYdoOT8QtoafnJhgYX4e+/g4ZpOJMZtNdGX1+Xzi93Z3d1l2u9F3deGYcogRfFZGJnKZnCalkipFFf3hNxz7uJ3G+gZ0Wi0dOh0VZWV0tLezubmJY2qKxvoGbKOjhEIhIVnO4WB+fh6NuoX4l3FUlJZhGxnBYhGSvPRdXbS1tiKvrKTPamV3d5fJiQnq6+rCuTpD6LRampRN4kMg4pI6NzuL3W5naWmJo1CI2dlZGusbGOwfECy2bTb0egM+r49AIMDI8DBDQ0OiL8bs7AwPvrrPh++9T5/VSigUYmlxEZPRKFhDh/fZ39fH4MAAhu5u8RouOp3i28HR0ZEwrT44ELaxNmLo0mMfH8e1tCQmNEeOO/IQnZubo7OjA7lMRmN9Pa0aDW0aoQJof3+fReci2rY22rVa+qxWBvr7cbtcYmJdY30DYzYbwWCQgf4BFDK5MLVbWUlWRiambmPY/XMKfVcXnrBz7OjoKIODg/j9fo6OjlhfX2doaEhIwL1WCRQMBpmdmaG9vZ3a6moaGxpoUipprG9AHz6/gf5+NC0t6LRazCaTULHV28u0w8H09DQTExNsbm4Kb2aDQ3S2d9wYZCPr2pMTE5hNJupqa2nX6vB4vXi9Xgx6Pa0aDb09PQz09zMxMYE/7NI5PDxMi0qFOpz0veh0MjoyQruundYW4c21SqFArVIxODDI3Nyc6HBcW1NDk1IpLrFYTGbsdjsWkwm1SkVHRwem8PkMDgwwOzvL1OQk0w4HwWCQ7e1tzCYzvT09bG9ts7S4SFdnJzPT0+zuCGNCu04nlPOen7OxsUF2ZhZ/+O1vqamqInR4iGdlBYvZjE6rpUWtpkWtpqtDyB0KvEVWIFJVYQm7r/ZZrYyOjGA2mWgOV7hYTCZa1CpaVGqx/PTs9JSy0lL+9Qc/ID4ujq3NTXZ2dpiYmKCjowNlYyPNTU2om1Vilc718XJlZYU+qxVVczON9fW0qNVChVt/Pz6f4OSsUbdQXlZGW2sr83NzQvVHl56aqmradTpa1GrKS8sYHR5hY32dkqJifv6Tn/IyNhZVczNVCgXdhm42NjaYDSe0Li0usr29TUd7BzXh3IqR4WE0ajWqpmZhbGhqorW1lTGbjdnZWSbsdvx+P4eHh4yPjdGu0+FcWLjRjldXV4yPjQuzSOGE9MXFRex2O90GAx06Hf19fSw6naKej210lGmHQ3TPnZ+fp0PXLiYvt7W2om5W4fV6OTg4YGZmhtGREdxuNycnJwSDQay9VrStbYwMjzA8NERrSwvq5mba29vR6XQMDgwQCMsUALjdbqy9vUxM2MWKSWH7YfqsVupr62gKzwBp1C1o29rCbrw+xmw2tG1topPzUng8aVGp8Xo8uN1uVE3NWEwmdnd2cIerihbCic7jY2PYw0GIJGb2Nd9JEBIpq93f3xeDhEg53/b2tujKt7W1JdjJX5t2X/X5xOBl1ecLl0QesLa2JuoMHB0fEwwGOQyXs11dXREKhfD7/czOztLV0UFRgWCX3We14vV6xW1BuEF2dnZwOp1MTU3hWlpib29PtPTe3Nq8kUF9enrKzs4OHo+H5bCt9v7+PqFQiP39fbbDyVwR7YPj42N2d3fZ29sT3T4jgVikfNnn87HgdLK4uMha2K796uqK07B19cLCAjPT06IVeaQOfS1smBTZT8TZ0mwykZSQiLyikkn7BBaTGYVMTmNDA9beXhbm58WyzOOTY3Z2dtjf32d3dxfPygqLi4t4PB7W19fZ3t5mf3+fw8ND8Twjx73m97O7uyvazW9tb4vOrMFgUPzs9PSURaeTwvwCMjMymJn+2po6sL3N/Nwc8wsLbGxssLe/L0wDd3bSqtEwMTFxIz8kYnW96HQy7XAI1uOnXys97u/vC4l009M4FxbY2tri8PCQo6Mjjo+P2d7exrmwgHNhgZ2w3kCEUCiEZ2UFx9QUc7OzbG1ucnZ2xuHBAetrawR3d8X+vB7OineGB85Iu+zt7QklosdHN9ohotR6enoqlC2/xZhqfX2dudlZcdlyLSyCd3FxIfTThQVc4SWXSFLuwcEBBwcHYr+L3F+bm5s3Kj+urq44PDxkeXlZKD9cXhb6YXjQOzs7Y83vZ2Z6mmmHA//qquj+6nK5mJqcxOVysbe3d6PNXEtLzM3Osrq6KvaliF7Davih4vF4BPvx9XVCoRDn5+dsrK8zPzfHSrhSbHt7m93dXbGvRcpcT09P2Q4ECAQC4vFsbW1xcHDA2dmZcK5bm8IYcHbG2toajQ0NpKWkYOzuFo91b2+PRaeTudlZvF4vW1tb7O/vv1U4LVKm71paYnZmBq/XK16zyAvQ7MwMLpeLnXAORUQFuU2jIfpZFLXVNZyGtxHKwIW2X15eFu+v6+NLhMODA5bdbrHaLZIYH9GeCQQC4rgQKd0NhUL4vF6cTieLTierq6tiYqi8UsbdL+4gq6hgKTzO7IX71eHhoXCfhEUYDw4O2N3dZX9/n62tLdwuFy6XC5/Px+rqqnCf7u1xeHjIXjixWRwvNzdvTbQ8OTlhe2uLZbdbHMsvLi7Y3NhgNtzfImPz4eEhe3t74vWN9NvN8LgZCoXYDPeliMvuweEhwWCQo6MjUdskUk5/fn7O/t4eTqeT+fl5fD4fGxsb7AaDN6790dGRuE3EKffw8JBAIMD6+rqwNOhyseh04vV4xPttd3eXRaeTmZkZfD4fx8fHXJyfsxPeLuLIu76+TiAQEJ8Du7u7hEIhUcJiY2PjW9WE30W+U7Gy2wSdvu3fILyJhEIhQoeHN9bKbt32jf2dn5+zubnJ0NAQzU1CqdWaf+2tU12nYXv10zdkvd8muBV5oLxp2f5tgkkAV9z+nYio2G37OglLjl/ecly3fd/pdFJbXUNWRgbZmZmkJiVTXlIqlJGGg6HbuC5mdF38583/btv/267n1dUV6xsb2EZHhTdHi+VG2ejV1ZUoWHV5JTwMd3d2cITf7oPhIOv69y8uLjg5PuYo/DB7k/Pzc45usQGPENnfbZyH9S3e3Pa284tcszfb8I/1a7Ftbtl/xNb6usjdm211Xdzvtmvztv1G/h7pT7fdC5GH6FEoJJ7b1dWV+LJwfkvfiWg7vE1MLxKQv3lMl2/cQ3/q+bx5D11vz92dHSbDFUxdHZ0sOp03jue6Zfjb2ui244/0h+tENFqut8nJyQmrPh89ZjMtajXjY2M37ttIW90457fs+7pw3m3HGZG3v35ckf5zfSw5Pj6mtUVDbmY21t7et4qOve38z8/ObljP/7Fr9G1tGjmn68d7HL6XI/bwV9xyH1275reNoeI233JO14XxvvW+fOPvl5eX4jaRoPj6vXP9JfA2kb+3HvO1/vs2wcl3ne+9bPvJyQnr6+vi2+r5xbvhQxERc+qxWGjTtH4t3PU3yMK+uroS7LWXl1lZXmY7sM3ZH5FdPj8/F2ddJCT+HA7CJa2RWcW/dh86OzsjsL2N1+NhdXWVvb09rv7GD5bz83NcS0tM2ifY2tz8mx6LhMSfw/c+CJGQkJCQkJD4fiIFIRISEhISEhJ/E6QgREJCQkJCQuJvghSESEhISEhISPxNkIIQCQkJCQkJib8JUhAiISEhISHxH2QnsIPZZKK0uITy0lJMRiMbGxuSFsifiBSESEhISEhI/AfY2NhAp9UR9fQZ/+tf/40f/9sPBYM/o/GtBp0SN5GCEAkJCQkJiT+T3d1dqhRVPHrwgNcJiVSWV1BaXEJGWjolRUWM2WySMNmfgBSESEhISEhI/Bn4V1fp0LXz9PETnkdFYTKa2NvbY3t7m/raOmKfR6NpablV7VniJlIQIiEhISHxznHdwuL6jIUo2/6WACIUCtGiUhH15ClJiYn0WCw3ll7q6+r4/JNPUcjlf3YQEpH8f5vtxv+JSEGIhISEhMQ7x/HxMUsul2D2ec2w0bOywvjYGF6P5xvb7O/vMzw0RFzsC7749FOUjY3fMPOrksv5zS9/RVFBwZ8VhBweHDA1OYnNZmN1dZXTdyQQkYIQCQkJCYl3jp2dHdp1OlTNzaz6fOLfLWYz+Xl5WMzmG98/OT7GYjaTEPeKRw8eIJfJcLvdN75zfn5ORVkZv/r5LygqLLw1J+Q2Ezufz0dri4b01FRqa2txu90Eg0HcbjdTk5OCI/jOjuiG/SbHR0eEDg9vmOsdHx+zu7Nzw8jzzf1evmG4d3JyQigU4uTk5K9W3SMFIRISEhIS7xzr6+uUlgiJpFOTk+LSTHVVFXfvfEmTUim6WgcCAYYGB3n+7Bn/+j9/QMKrVzidTnaDQVZWVlhaWmJjYwOfz0dhfgG//NnPSU1OYWlpifW1NVaWl1kL/+/MzAxer5fT01NCoRAulwuFTMbHH3zI73/zW8pKSnC73czPz6OQy0l49YriwiJGR0ZuzLpcXV0RCARwOp1MTU7iWlri8OBAdF52u92M2Ww4HA5WV1cJBAJsb22xtbVFKBTi4uKCra0tXC4X29vbHB4esrq6isPhYGpyEp/P91Yn8u8SKQiRkJCQkHjnWFtbIzc7h6gnz9C2teH1eJifmyM1JYUP3/8AtUrF4cEB9vFxyktKeProET/47//Ef/mHfyArI4O5uTn6rFZysrJJSUqmSdlEb08Pqckp/OC//xPv/f4P5GZlk5mezuuERIoKCikpKqYgLx+VSkWf1YpapSL59Ws++Pf3+NmPfsLHH3xIRVkZ/X19aFvbeBETw7///g88efQYbVvbDYfk09NT9F1dpKemUV5ayujICOvr63hWVhgZGcFsNqNra6MgP5+CvHwsJhNjNhuGri4cDgf7+/sMDQxSVlJCR3s78/Pz2Gw26mpryc3OoalRiWtp6S8eiEhBiISEhITEO8f62jp5Obncv/cVsspKJux2zCYTsdExfPzBh7S1tuJfXaVZqeQ3v/gl//if/j/++X/8Tx7dv4+yoYHOjg6yMzK4d+dLEl/Fo9NqGR8bIyMtnX/6r/+Nj95/n+LCIl7HJ3D/7j1eJyRSUVaOolJGbk4O0VFR3P3iDp99/Amff/IpX35xhycPH5GemopcJqOmqpq87Bxio2PITM+gz2oluLsrHn8oFKKstJTf/frXPHn0CJPRyObmJltbW4yMjKBta6MgL4/f/+Y3vP+//502jYZ+q5XcrCyalUq8Xi/tWh1xsbE0K5XMzc1h7O4mPi6OD997n5jn0XQbDGxvb/9Fr4MUhEhISEhIPzd9vAAAFlRJREFUvHOsr62Tn5vH44ePaKivZ35ujtGRERLjE/jkw49Qq9QsOp2UFhXzw3/+F37wT/+DqKfPaNVosPb2UlNdTfSzKJISEhkcGODo6IizszNKi0v40b/9kJysLLxeL6MjI9TX1tLR3o59fJx+ax+J8Qn8+If/i/f+8AeyMjOpUigoKSomIT6emOfPyUhLo6mxEX1XF6rmZjra2/H5fDfyNI6Pj2nX6XgRE0t8XBw6rZbV1VX29vaYnZnFoNeTl5PDr3/5Sz7/9FOGBgeZm50lPTWNtJQUzCYT2rY2KsvLsfb2sri4iLG7m5TkFO5+cYdnT57SWN/wjbyX7xopCJGQkJCQeOdYX1unML+AhFfxDPT3s7+/TyAQoKSomDuffU6bppVpxzRxsS/44T//C9FRz1E1N2MyGjEajVRXVRH9LIqM1DQW5hfE360oLeenP/oR5aWlHB0d4XK56OrqpLenh7bWVhJeveJXP/8lP/vxT3j04D411dVYLGZ6e3vQtGgozM8nMyODxvp6LCYTba2tGPR6tra2xH1cXl5yfn7O1tYWU5OTaFpaaFIqMRmNtKhbKC4sorOjg+HhYdJSUnn+LIoxm431tTXkMhn3vvyS2OgYqqurMHZ3o2troy0cXOm79JSWlpKRnk59bR0zMzOcnJxwenrK8fHxjeTX7wIpCJGQkJCQeOfYWF+noqycvJxcnAtfBxHqZhXPnz5D39mFfXyce3e+5L/+4z8S8zwahUxOlUJBd3c3vT095Ofmkp2ZxfT0tLh9WUkpP/3RjygrKSEUCrG87KamqorkxNc8uHuPD997n48/+JDY6GgUcjntOh0tajUNdfUoGxqQVVRQVlqKQa9naHAQhVxOQV4+gwMD7O/tcXl5yeXlJUdHR/j9fkaGR6iSy6koK0MXntmIevqU8rIyeiwW8nJySXwVz/jYGEdHR9jtdp49ecrPfvwT8vPycDqd9FmtyCoqaGxooEmppLysjPLSUlrUagYHB3E4HEw7HLhcLkKh0Hd6HaQgREJCQkLinWP3Womu55omyGD/AJVl5ejatOi0Wh7ev8+Pf/i/uPflXVKTU5DLZMzMzLC5uYnJZKJJqcTlconby2UyfvOrX1FeWkYgEMA+Ps7LmFh+8ZOfcufTz6iSK9Bphd+emLAzOTFBXU0tya+TyM3ORiGT0a7Tsby8jM/rRdnYSGpSMi0qFR6PR5yJCAaD9JjN5Gbn8OplHLXV1czNzjI7O4OysZHC/AIKcvNISkikvLSMRaeTy8tLdnd3KSoo5H//7veUFpdwsL/P4eEhvT09lBaXkBSfQFZ6Bs3hRNuuzk7q6+poUaux2+3sXdNU+S6QghAJCQkJiXeO09NT/H4/Xq/3xtv9zs4OczOzlJeWEfX0GSlJSTQ1Kunt6WF0ZIT5+XkODg64urpie3sbr8fDwcGBuH1zUxOffPQROVnZGA3dpKWk8t4f/sCLmBi6ujrxr66yu7vL1tYWh4eH7O3tsTC/wPDQEONjYyzMz+P3+zk9PeX09DRcajuGc2GBvWBQ1Po4OTnB7XYzNDjEQP8AS4uLHIVC4nk5phzYRkaxjYyy6HRycHAgLA8tLSGvrCTh1St0Wp2oDBsIBHBMTTHYP4B9bJyV5WVWfT46OzooLysT3YG/62oZKQiRkJCQkJC4xpp/jbgXL/ntr35NfW0tJ8fHf/K2xu5uPvv4Ez58731io2N4+vgJ2ZlZ2O12rvjrCIC9jcPDQ5wLC/T29NDb04PL5fpWk73Ly0tmpqfp7+vDv7r6FzkmKQiRkJCQkJAIs7G+Tkd7O08ePeL502cMDQ7+yduenp7SpFTyi5/+jP/2n/8Ljx88RKfVsrW19XdhZnd5eSkmmJ6cnPxJSaZn4e9ffscJqRGkIERCQkJCQiJMt8HA08ePiY6Kol3X/ifrZKytrdGsVPK7X/+a//R//d98/skn9FgsBP7COhvfd6QgREJCQkJCAkEArLioiF//4ldkZ2axeU2h9G3s7+1jn5hAIZfz8Kv7/MP/8//yn//hH5BXVv4Vjvj7jxSESEhISEi88xwdHTEzPU1GWjr3731Fq0bzrSZul5eXBINBug3dREdF8dXde2SkpfP44UPe/9//TlOj8q949N9fpCBEQkJCQuKdx7ngpKKsnKTE1zTU1d8ou32Tw4MDBvr7ycnK5sG9+zx/9owWlYqpqSmqFAru3fmSuprav4s8kL93pCBEQkJCQuKd5vzsjK6OTu7fvUdqUjLOhYVbA4i94B4z09Oom5tJfp3EF59+xquXLzGbTFyFq0yUjY18+O/vUVZSytnZ2V/7VL53SEGIhISEhMQ7y8XFBWt+P1VyOV9+/gWlJYKA13UuLy/ZDQbRd+l5GRPLpx99THzcK9F997rOSLVCwa9/8UsK8vKkIORPQApCJCQkJCTeWfb39xkZHqYwP5+k168xGPQ3Pvf5fLSoW0hOSuLRg4e8iImlrKSU/r5+gsHgN36vWlHFH377O0qKiqUg5E9ACkIkJCQkJN5ZNjc36WhvJzszk/y8PAxdepbdbqYdDvqsVqqrqnj+LIpPPvyQhFfxWK3WGwqpb9JY38CnH3+CvFImBSF/AlIQIiEhISHxzhIIBDAZjRTk5ZGSlExBXh7FBQU8efSID997j8cPHyKrqGRwYACf18vR0dG3/l4kCJFVVP7VgpCrqyuurq64vLz81oqev0ekIERCQkJC4p3l+PgYz8oKXZ2dFOYXkJ6aSm5ODvm5uZSVlNCq0eBaWvqTf6+utpYP3nuf8tKy7yQIOTs7Y3ZmFlVTE9WKKkzd3cz9/+3d+VPb953H8d/amXY6k53pv7A7s7NH091u22w38ZFu0mTb2UnqbhJf9Zn4ToKNMWAbcwtswBgQ9yHEIZDAwlziMJe5jDmMbMDmFJa5BJa4JZDguT8kTeuJHePUY5z6/Zh5/8D1HX0+v/Caz/fzeX96ehgYGODWLSNVlZVoc3JISUomIS6exPh4sjOzaGpsxDIx8Y1t2V8EEkKEEEK89EZHR2lsaMBQWkpLSwuTa2hU9ig5Gs0zCSEOhwOLxUJTUxMhwQr+563f8Ktf/JLdO3ZyMTyCXI2GXI2G6Kgo/M6dw9vTi9OeXuzbvYcPtmwhVKGgp7t7Ta3Z15OEECGEEC89l8vF/Pw809PTD512eVp5Oh1HDx9BrUp/qhDicDgYGx3FZDIxNDhIR3s7uTk5eHmc4nfvvMu//+RV/vHv/4GfvfpTtn/4EaGKEHKyNRQXF1FZWUnL9RZudnQQG6Nk5/btBPj509/X98K/npEQIoQQQjwDdrud7Kwsjh0+QoZa/Y3NypwuJ+Pj49wyGqmuqiJdpSLA15dT7u6cO3sWRVAwpz292LltO7u27yDQ35/gwCA+3rePT/btJyIsjDKDgZs3b9LZ2UllZSWq1FR8z/rgc+YM+st6bDbbcxz9tyMhRAghhHgGbDYbGWo1J4+foECv/+r7iwsLTFosDA0N0dPTw82ODuqvXaOosJDkpCT8fX3Zu2s3/71pMz/9l3/ltf/4OTu2bsP7lCfepzxJjE/g3vAw09PT1NbWEh8XR0xUFOr0dK7o9ei0WkJDQjjw8ceccnfnil7P6OjoOs7E2kkIEUIIIZ4Bi8WCRqPB/5wv5WVluFxObDYbTY2NZGdlEejvz9GDhziwbz8eJ9wJDQkhKjKS86Eh+Jw5g9unn/HB77fwzltvs3fXbhRBQcQqlZQZDMzMzAAwMztLZUUFF0JD8Tjhjq+PD7FKJZfz86mtqeFOTw9Wq/WF35D6JxJChBBCiL/S3Pw8nTdvEhkRwe6df+TQgQOEKhSEh4VxPiSUiLAwwi5c4LxCQURYGGmpqZSWlFB19SrZ2VkkJSSQmpzMeUUIhw8cZMfWbZxwc0OVlkZXV9dD+1TMZjPVV6vIydaQr8ujvq6O0ZGRdRz9tychRAghhFij5eVlZmZmmBgfxzRkor+/n67bt6msqORSZCR7d+/m1xs38atfvsbG/3qdzRs2sn/vPjLVanp7e5mfm8Plcn3V02PCYiFPp0MZE4M2N5eMdDUeJ9x5+81fs+W990lXqR67t+NP/UFe9M2n30RCiBBCCLEG9sVFerq7MZSUkhAXx2kvL9zdjnPG25sjBw/x7ltvs/mNDez54y4uhocTFXmJT/btZ/+evWhzcnnwiP+dExMTJMbFExKsoLS4mJKiYs54efPOW2+zc+t2igoLvzOvVr4NCSFCCCHEl1ZXV3E4HFitVvr7+2hsaCBPpyM1OZnY6GgiwyM4HxKKIjiYkGAFF0LPE6pQsHP7dn7yT//M66/9J6HBCu7evcvk5CS1NTWEBAUT6OdPSXHx147/mkymL07FnPSgsb6evt4+8vPyiAgLR61ScaenZ51m4vmQECKEEEJ8aXV1FavVyo2WFtJVKoIDAzl6+Ag7tm5j/+49+J07R1pKKrU1NYyNjTExMUFFRQUnPnfj3bd/w/aPtpKelob53j0AVlZXKTeUcfjAQU65u9PR3s7y0p/7h9zp6eHUyZO4Hz+OsdPI6uoqDx48wGw2MzU1hd1uX6+peC4khAghhBB/YWpqigK9nhCFgpjoaAouX+ZqZSWN9Q3cvnWLe8PDX51WGRsdIyryEju2buPwgYNcCAmluKiI+/fNXz3PZDIRG6PEw92d+NhYbhmNrKys4HQ6qa2pwdPDgwA/P3p7e9dryOtGQogQQgjxFxbm52m90UpZqYHOmzcfe2md3W6nqbERz5MebPvwI3xOn0GtUlFTXc3IyP2Hfu/u3bukpaTg7nacqIuRVF29ij4/H0VQMAG+fuTr8piYmHheQ3xhSAgRQggh/sLq6ioulwun0/nYTaHLy0sYjUZyNTnEXIoiyD+AAF8/khISaGxsZGpq6mvPvNnRwcXwCHzP+qAIDOKzo8f47Ogx1Kp0BgcGntutuy8SCSFCCCHEU7LZrKSnqQjyD6CwoIDioiJCgoKJiYqis7MTu93xtb9ZWFigv6+fmqoqcjUa4mJjydHkcKe756UMICAhRAghhHhqI/dHCPTz58TnbjQ1NtLW2orfOV8iwsIxmUzf2LvD4XBw32xmcHAQi8WC8yUNICAhRAghhHgqKysrdN3uwt/XF9+zPtwyGmm9cQMP95NcCD2PZXLyic/4rjcZe1YkhAghhBBrtLq6ytjYGGUGA4qgIJITExk2mWi53oKH+0kiwsIe2ZRMPJqEECGEEGKNXC4X15ubiVMqiYyIoKaqCqvVSmPDF6dkIiMivrYpVTyehBAhhBBijZaWltDn53PGy5ukhASGBgdZWFiguqoK71OexMYoZSXkKUgIEUIIIdbI4XCQmpLC0cNH0ObkYLfbWVxcxFBSSnBAIFkZmUxPT6/3x/zOkBAihBBCrNHCwgLJSUmccDtObXUN8EWH1TytjuhLlygvK2PJ8fXjueLRJIQIIYQQazQ1NUVyUhJep05hKC5hbGyMa3V1KGNiiI+No7a2ltmZmTXffOtyuVheXsbpdL6Up2UkhAghhBBr4HQ66e/r49LFi+zasYNjh49w7qwPnx87hrubG/FKJUWFhVxvbmZkZOSJz5uZmaHr9m2qqqpouX6daZvtOYzixSIhRAghhFiD2dlZGhsaOOvtzf+9/3sOfXKA4599zh/ee58D+z5Gq9HQ0NBAQ309Q0NDrKyssLq6ytLSEnNzczi+fE2zsrKCzWajp7ubK3o9FyMi0GRmMnL/Pk6nk9nZWaanp7HbH76zxuVyPbTCsrKy8tDXSw4Hc3NzzM/NsbS09J1YWZEQIoQQQqzB+Pg4VwoKOHroEAf2f0yBXk99XR1eJz1w+/Qz6urqGJ+YYGhwkHv37jE+Po7JZKK7u5tbRiPDw8PMTE8zPjZGe1sbpSUlpKakEHb+PLkaDcMmE1arla7bt7ne3ExPdzc2m40lh4OpqSlGRkawWq04nU5cLheTk5OYzWZmZ2eZn5tjcGCAmx0d3OnpYWpqas2vhNaThBAhhBBiDUwmE+kqFXt27WL/3n1czs+nuqqaU+7ufH7sUyoqKuju6qK6uprqqioMpaUkxscTp4ylvKyM5qYmKsrKMRSXUKDXE6eMxc/nHAF+fuRkZ3PLaGRoaIjmpiZ0Wi26XC1NjY0YOzu5WllJaXExHR0dzM3Nsbi4SHNTMzkaDQ31DdwyGiktKSFPp6OxoYGx0VEJIUIIIcTfioGBAVJTUti3Zw8fffAhp728CQlWcOTgQbw9PSnQ6ykpLCQuNpakxEQSExI44+1NWOh5GhsaqK6qIjz0AknxCdRUV5OnyyM0WEFQQADZWVl0tLfT1dVFcVERERfCCA4IJD0tjXydjlilEmV0NBXl5UxPT7O4uMgVvZ4AXz90Wi011dXEKpWEhZ6npKiY+2azvI4RQggh/laYzWZyc3I4evgw//vb3/Hhlj/gduxT/H19UavSqbp6lSt6PcroaOKUStQqFclJSZSXlzM+Pk5TQyNB/gFkqNWMj41hvnePK3o90VFRZGVk0Nbayo0bN1ClpnHW+zRnvU8TG6MkQ61GGR1NfGwslRUVPHjwgJmZGfJ1OoIDgygzGOjo6CA5KQlfHx9SkpLp7Oz8TtzMKyFECCGEWIP5+Xka6utxP36C137+C3726r9x7NBhrhQUcPfuHdrb2tDl5hIVGYkyOppMtZocjYYbLS3Mz89zvfk6Ab5+ZGdmYbVaMd83k6fTEXnxIlGRkWRlZFBSXExxYREZ6WpiY5SkJCWToVajSk0lMyODMoOB7q4ujEYjifHx+Pv6YSg1MDk1RV9vH9mZWQT6+5OdlY3FYlnvKXsiCSFCCCHEGpnNZiLCwvntO++y5b33SU5M4t7wMMvLy/T19VFYUEBqcjIZ6eno8/PRX75M640bzMzM0Hu3F7UqnayMTOqvXaO8vAxVWhoJcXEkxMWRkpSETqvFUFpK4ZUr5Gg06LRaygwG6urqqCgvR6fVkp+Xx+X8fKIvXeJiWDjlZeVMWCyMjY1RVFhIgJ8fqtRURkdH13u6nkhCiBBCCLFGdrudyooKoqOi0F++zOjIyFdHZ8fGxuhob+dabS2NDQ20t7XR3tbGQH8/i4uL2B0Oent7KS4qIj0tjRyNhvKyMmqqq7ne3Iyxs5Pq6moy0tNJjI9Hm5tLdVUV/X19WK1Wuru70ebmkpKcTJ5Ohz4/nzKDgc7OToxGI8WFhSQnJpKpVtPW2ordbl/v6XoiCSFCCCHEU7BYLAwNDTIz8+c7YlZWVlhcXMRmszE5OcnU1BQ2mw2bzcbc3BwulwsAp8vJ0NAQN1pauGU0MjIygsViYXZmBrvDwejoKO1tbTQ3NdHd3c3IyAj2xS/6hczOztLT3U17Wxt379xh2GRifHwcm82G2WymrbWV683NDPT3Mzc3ty5z87TWHELUqnTe3LgJL08v6YsvhBBCiL/aksOBl6cXb27chFqV/tDPHrkScvKE+0vZWlYIIYQQz9a0zcbJE+5PXgnRabVsfmMDmzdsJMDXj/ALYVJSUlJSUlJS37oCfP3YvGEjm9/YgE6rfXwIKS4qYtPrb/CD732fV374I378yt9JSUlJSUlJSX3reuWHP+IH3/s+m15/g+KioseHECGEEEKI50VCiBBCCCHWxf8DfRDpfx0lhiAAAAAASUVORK5CYII=" width="568" /></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 8.35pt 42.55pt;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt;">Hasil identifikasi isi dan sistematika
surat lamaran pekerjaan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVmUMLDNg8Yx4cTxNb4C2MxwSkkjb7SCXNJ9k1eqRhag0L8v5ugHqRlJFPAQxG1IcpbI-rKcSLemNdW6d2cjVSAe0Xtl4NZobKIub3hmgbfZLwE8P2Z4ODjrlrC_oySCb1t_fjr1NZD3bt/s1600/hasil+identifikasi+isi+dan+sistematika+surat+lamaran.png"><br /><span style="color: blue; font-family: "times new roman", "serif"; font-size: 12pt; text-decoration: none;"><span>
</span></span></a></p><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: 42.55pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Nomor</span></b></p>
</td>
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sistematika
dan unsur-unsur isi surat lamaran pekerjaan</span></b></p>
</td>
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt; text-align: center;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Jawaban</span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tempat dan tanggal pembuatan surat</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Jakarta, 4 November 2008</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Lampiran dan hal</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">---</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Misal:</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">(Lamp. : 5 berkas</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 10pt;">Hal.: Lamaran Calon PNS)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alamat surat</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Yth. Pimpinan Personalia PT Jaya
Sentosa</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Salam pembuka</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">-</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">(Dengan Hormat, )</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Alinea Pembuka</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Saya yang bertanda tangan di bawah
ini, </span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">6</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Isi </span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><img alt="" /></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">7</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Penutup </span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><img alt="" /></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">8</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Salam penutup</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hormat saya,</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 33.75pt;" valign="top" width="45">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">9</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 5cm;" valign="top" width="189">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Tanda tangan dan nama terang</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 244.05pt;" valign="top" width="325">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ttd dan nama Firdaus</span></p>
</td>
</tr>
</tbody></table>
<p align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt; text-align: center;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 8.35pt 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p><span></span><span></span><span></span><span></span><span></span><p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> <span> </span><span> </span><span> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span></span></span></p><p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span><span><span><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:RelyOnVML/>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></span></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> </span><span> </span><span> </span><span> </span>Secara garis besar surat lamaran
pekerjaan berisi, hal-hal penting, sebagai berikut:</span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.55pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;"><span> </span><span> </span><span> </span><span> </span>a)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pernyataan umum (tesis) </span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 8.35pt; margin-left: 72.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Berfungsi sebagai informasi awal
terkait dengan pekerjaan yang akan dilamar.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.55pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;"><span> </span><span> </span><span> </span><span> </span>b)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Argumentasi, berisi pendapat/uraian yang memperkuat
pernyataan umum.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <br /></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Berdasarkan contoh
surat di atas, yang menjadi tesis:</span>
</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span><span> <span> </span><span> </span><span> </span><span> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfMAAAETCAYAAAAiS+/JAAAgAElEQVR4nOydvWsyTRfG3/8kgYCCoCAoCAqCgqBYJKRQLBSLhBQJKRJSJKRQLBJSLDamMpWptDKVqUy1VqYy1XbbbbfddtdbhDPPzLrrRz7uO+Y+P5DnubO7s/Nx9lwzZ2Z3/geGYRiGYTaa//3tDDAMwzAM8zlYzBmGYRhmwxFivrO1zT/+8Y9//OMf/zbo5ynmF2fnaGsa//jHP/7xj3/8++G/Yr7gLeYTXf/+WADDMAzDMJ/m4uxc/D+LOcMwDMNsICzmDMMwDLPhsJgzDMMwzIbDYs4wDMMwGw6LOcMwDMNsOCzmDMMwDLPhsJgzDMMwzIazMWJumiYmuv7j8vVdmKaJUCD4t7OxMk/DIXKZ7N/Oxh/ndTpV2ulpOIRlWXPnWZb1V9vTnc9F2LaNQb+/8rmPvd5nssYwzBewEWL+2OshFAiiUiqjmC8oX7r5rZimqXye7yt47PXwNpt9aZrEoN9HOpla+7q32WyjxWCi60o77e/u4Wk4nDvvO9pzHdz5XMTbbIZ0MgXbtlc6NxGLr3QuwzDfx0aIeTQcURykYRh/MTd/hu9w/ulkauUR17p8VMw/et1PYVWR3CQxZxhm89gIMQ8Fgr4i1NY0VEplRMMRHB0cCqGvV2vKKNQwDNSrNQDvAkLX1Ks1z7LS+Y7jiL8N+n3c3dzCcRy0Gk3s7+4hEYvj9PhEhFYty0KlVMbbbIZ6tYZ0MoW2pok0HMfB3c0tivkCcpksKqWyyJcMOf+JriOXySKXyeK+01HOGfT72N/dQzqZwsXZuRgdGYaB0+MTDPp9RMMR3Hc6OD0+QSgQFPd8m81gmiZOj09E+q1GU6T9Mh6j1Whi0O+LaMjLeKyUo9VoIp1MoV6t4e7mVhHlh25XaReviMDzaIRcJiuiLnT/x14PlVIZoUAQ9WoNr9OpuOb0+ARvsxmODg5FueU2ovumkylUSmVUSmWYponX6RRHB4dIxOLY391TogGDfh+Dfh9tTRPlWRTBaGsacpks9nf3cN/pKCJ5enyi1NOq7SmXqZgviGOGYaBSKosyOo4j2o+4vrzC82gE27ZxcXaOYr4wVzck5hNdx/7uHnKZrO8z9TaboVIqK2Wa6LpnnZO9Mwzzd9kIMW81mggFgri7uVXCebZto9VowrIsOI6D0+MTIYxHB4e4vrwS57Y1DUcHhyI9Ev27m1skYvG5ezqOg0QsjufRSPxtf3cPD90uDMNAW9NgWRZs20alVBb3Iqedy2TxPBrheTRCKBAUDv6+0xHO+Xk0ws7WtnIPgtIp5guY6LpIh84lIXybzYTDp/JNdB2hQBD7u3uY6LoQs0QsjrubW0x0HbZt42k4FA7dMAwkYnERARn0+0JkJ7qOVqOJRCwunHir0RR5exoOEQ1HhJiT0JumCcdxcHF2jv3dvbkyWpYl6n+i66JNri+vYJqmuI98bTqZQjqZwtNwiJfxGIlYHA/dLoD3Dkg6mYJpmjAMA9FwRBx77PVEG5Cw0f3amoZoOIJWo4mJruP0+MR3Kueh20U6mcLLeIyn4RDpZEoRc7/oh1d7RsMR0Z6PvZ6oe5rfpk6MfN7LeIydrW3RQXQcB6FAEIZh4GU8xmOvB8dxYFmW0mGgMtP97zsdhAJBz/l99yg+nUwJ23DX+d+OODAM885GiDkA4ThlB+1GDtmSsyTxyWWya89lthpNnB6fKOd5OT8aScrnySOnSqksnOrF2Tnubm7FsXQy5VnXlI7cebm+vBINVq/WlHp4GY/FAidyxiSI8r0WhdkrpbIQiUG/r4i34zjY2doWAuNO67HX8w2XT3Td99iyMDt1TOQyyJ2fu5tbUSf3nY7o0ADvI0p3NENOh+pd7ugB72LqZxM0GidIXOV0F4m53J6yfXndh9K5ODsXZaTODXVwqAPjhXwd2YR8f+pEufESc786ZzFnmJ/Bxog5cXdzq4glhcxDgSB2traV0SGNrF+nU0XYKWQYDUfm9oGVoRGSbdu473SUcDjdl653i7kspLJI0sjueTTCQ7eLaDjiuXjIy0nSlALw3jkp5gsilCyH6/3mR91CY9s2ri+vUMwXRDlkMXeLhGwXbhtxn/88GqFerc21ixuv+9C1Xu3j7vy0NU0Y8dtsJqZkqDNHdmKaJi7OzsVIWs6/nAad62cT7jr0Er5FYi4jtye1RS6TFfmjdKgjC0CMrGlUfX15JTqHNIWzv7sn0nCLubssq4q5X52zmDPMz2DjxBx4H1EM+n1MdB3RcESES93CQCMfeSRh2zZCgaAo3zJnlMtk8djrKSMlcq4k2CTscnp+Yt5qNHFxdo5KqYyLs3PfuVmvfNG1AObmfWVWFfOLs3McHRyKTo57ZL5IzKPhiDI3LJ9PIW4q2zojc3oljyIA6wgLtcPRweHc3PX+7p6yJsA9Ml9VzIv5glLvnxHzVqMpIgL1ag3Xl1dKW1A6FEqnDop83F2O/d090Tn0GpnLsJgzzO/hx4u5YRiK86R5ZsMw8DQcKqHg68srRRhopCaHE+lvFC5/7PUWOqP7TgfpZAqhQFDc577TEXOqNFe/qpjXqzWxoGii60vFnBYbmaapzGnTIjp5VE+dGj8xl+f2KS8kcJZlKYv1lok5CSZdS4uuAIj5fcqbe3GcDI0y6VyKhlD7uBeYLRIWGpU+j0aY6LqycC4ajgg7Ihv4iJi3Gk2x5sG2bdSrtbXEnNrTtm1l7jmXyYr/p/ULcjr1ag25TFbUOUV45PUe15dXonNg2zb2d/f+uJjTWgKGYf4sP17MSSgobCi/pmbbNnKZLBKxOBKxuAijysgiQxwdHIqV3Rdn5wvFXHbC8t9ymaxYjLWOmLc1DcV8QTjERCyuCKx8j3QyhevLK1H20+MTZQ6bykGrxkmY/cR80O+LtF6nUyG6xXwBiVgc9WptZTE3DEOISTqZUgTbcRzs7+6JRXFe7UI4jiNCy/T2AJWH6nZVYaFITVvTRMiaph4eul2xAIzeJPiImJM9Uv68Oht+Yr6oPWnBIa00lyNBwH+dTnnB4s7WtmI7NJ1Ez8TRweEfF/OLs3PPtzMYhvlefryYE47j+L5fbhiG8nqSzNHBobLgjDBNc6UPXdDcu9frRh/5AEsoEFSuk+dD/TAMY2FeJ7ruW343tNJZ5jMfkvFaEEgsahevc2VWbR8ZtwC6Fy3atj23KPCjLCr3Mvzac5GNr8N3fRhoFYr5gufbGQzDfC8bI+YfgT6h+Rnn5l7V/VnovWt6bU1+v5r5HPVqTXyBjRY58jvQf46n4dB3dT7DMN/Lrxbzt9nM99WkVXkaDr90DtA0Tdx3OmhrGtqaxqOYL4S+E051S+9cMwzD/HZ+tZgzDMMwzL8AiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LObBSWZeF1Ol3rmlaj6bmFLcMwzG+BxZz5kUTDEexsbYsf7fn+2OshEYuvlValVFb2OWcYhvltsJgzP5KvtEEWc4ZhfjsfFnPbtnF6fALTNHF9eYV6taaEMm3bRlvTUCmVUSmVlT3BX8ZjPHS7mOg6jg4ORTpvs5n499tsJs5/m81wfXmFSqmMo4NDGIbxJYVn/i6PvR4sy/I85meDE11XjLZercEwDBwdHKKtaQDeQ/GtRhNHB4d4Gg4VMbdtG/edjrBLWeQnuo67m1vlfpVSGbZtA4C4T6VUFvei6ziMzzDM3+TDYm6aJqLhCIr5Agb9Ph66XexsbQuhfez1cN/pYKLreBoOEQoEhUAP+n2kkylUSmW8jMco5gso5gvY393D03CIi7NzJZR6cXaOQb+Pia7j+vJq7TAr8zPZ2dr2HTH72SDZjnxeLpPFfaeDQb8Px3GQTqZwdHCI59EIlVIZoUBQ3GfQ7+Pu5tbXLiul8lw+TNMEAHGfia7jsdcT51ycnc9dxzAM8yf5lJjLjg4A9nf3fJ2zPAoa9PvIZbJwHAfA+0g9Go4oIyB32oRt29jZ2vYd0TGbw+t0KtrcjTxfvrO1jXq1BsBbzGWbexoOkYjFhW05joNcJrvQLu87HZH2IjGPhiNKhIkwDIOjRQzD/FU+LeYysmA7joPHXk+EM6PhiCLmstOc6LrioN0dBcuycHdzK9LyE3rm97DOyFy2BQqhy7jD6W67pJD5MjEf9PsIBYJzU0oMwzB/m28T8+vLK5wen4gRtHtkvo6Yp5Mp3Hc6YrTFYv77+aiYP/Z62N/dU66RbY/Wcch2KYt5LpOdy4ecPq0FkaeUGIZh/jbfJubFfEGEL23bRjqZ+pCYW5alOM632YzF/Jfw0O2uvQBumZi77eN1OlWiQvu7e8IuKQRPYv46nSIUCIrQP4m2aZpwHEeZEkgnU3gejcQ9eaTOMMzf5NvE/KHbRSIWR6VURjFfUOYt1x2Z16s15DJZJTTKYr75fNUCOLctXJydIxqOCNuT7fKx1xPH9nf3FDEH3sU+nUwhl8ni4uxcpG+aprDn/d09FPMFESmiNy0YhmH+Fh8Wc8dx5s55m82UkZZhGJjoOmzbhmEY4phlWcqrZ7Ztz33Va6LrwlkC76MmOmfdL4AxP5O32UxpYxm/xXFu23HbiZw22Ylse/RvskuK/hC2bWOi6+Ier9OpSN+yLEx0fc7ui/mCsrqdYRjmT8MfjWGYT/A8Gs3N0TMMw/xpWMwZ5hOYpun7eh3DMMyfgsWcYRiGYTYcFnOGYRiG2XBYzBmGYRhmw2ExZxiGYZgNh8WcYRiGYTYcFnOGYRiG2XBYzBmGYRhmw2ExZxiGYZgNh8WcYRiGYTYcFnOGYRiG2XBYzBmGYRhmw2ExZxiGYZgNh8V8A2g1msq2n4Rt2zg9PlkpjbamLdw6dpP3h3+dTpU9yRmGYf41PiXmfntO/21M04RhGCufbxjGjxazdDKFQb8/93fTNLGztb1SGpVS2TMNOR2vDsPfJBQIrmSHg34flVL5S+75VbZg2zYuzs4RCgSxs7WNYr6g1K9hGKhXa9jZ2sbO1jZajebSNOvVGkKBoLL/+nfgOM63deap3Olkau6edze3iIYjor7kZ/h1OkUukxX1dX15pexjf9/pIBGLY2drG5VS+Uc/zwzzHXxKzP1E5m/T1jSlYMu4ODv/0SO77xZzx3EWjtr/Fqva4VeK+cXZ+Vq248fbbIa2psG2bdi2jXq1JvY9dxwHuUwWdze3AN7bMRGLL3yWLMtCKBBELpPFY6/36fwtguzqqwXxaThEIhb3FPOHbheJWFx0VE6PT1DMF8TxdDIl6suyLKSTKVEPz6MRErG46CxdX14p1zLMv8CHxbytaYiGIzg6OERb08RDaFkW2pqGtqbhaTgU59u2jftOB47j4KHbRVvTRM/7sdebCwO/zWZ4Ho1gGIZIT3YulmWJdO47HXH/59EIlVIZxXwBbU1bWo5Bv49ivoBKqYy2pgmH8Dwaifs+j0bifNM08dDtivLI5SDka9uapjhf97GHblekK/9NjnisKuamaYo8udMgMR/0+55t09Y0MdIZ9PswDAMP3a5woN/B22ymjK7cyHboOI7Iu9tW3GI+6PdFm5GoUjvI9yO7vbu5xaDfx9NwiGK+IGyH7jHRdZHGRzuvg35fCNjbbIadrW2lfa4vr3B0cOh7/UO3i3q1hvtOR3QKZPxs7nk0Up4Bsl9Crp+JrsOyLLQaTREtuO90RB3IzwHZDGFZlrA9+TyZia7Dtm2lLoh6taakR7ZNz9bO1jZexmNxPJfJiry5r7UsS7nWNE0eqTO/ni8Vc8uykIjF0Wo08djrKb1pejj3d/fQajRxdHCIRCyOSqksRkOhQFA8dIN+H7lMVjjWo4NDpJMp4YxPj0/QajTxPBqJtBzH+RIxfx6NUK/W8Njr4bHXQzQcEQ5qouuIhiMo5guiHNFwROTrodtFMV/AoN/H0cEhQoGgcKxUJ/IxcqzFfAF3N7ci/7JjX1XMK6WykoY8OqmUyshlsqhXa7i7uVXy5R6Juc/9DhzHwc7W9kJxlO3wvtPB6fEJnoZD3N3cKtMCspg/dLtIJ1MwTROWZQmnT0Ith7N3traRy2RxfXmFx14Pz6PRnJi/TqfY390TtpCIxRUxXBVZhA3DmBv5PnS7yGWyvtcX8wU8DYeeo2ayucdeTzwL1LbuqNNE14WQ2raNaDiCx14PT8OhiCR4ibk72uW2vVwmK4R82ZSBn5i7bU1u/4uzczFV0dY0pJMp0YFPJ1OK0ANANBwRf6uUyqhXawvzxDCbzpeG2e9ubpUEn0cjhAJBAP89/CSK5Mxlx5jLZMW/B/0+ErG4MnpJxOLKiJKgtMjBfXWYvdVo4vryCsC7M3TPLydiccVxUJ2481UplYWTdR+TeZvNRL0BHwuzk2AQ1Gki7m5uhQB6ibnX6O+reeh2F87/LrLD/d09USck5k/DoRByL6iDKKfvFpBlYfa2pq0tDLZtz9luMV/A0cGhGPHu7+7NCRxhGAZCgaDoMFLHk1hkc4vE/HU6RTQcmVv34tVhWCTmtm2vFZb3EvOHbhfRcARPwyEmui46FHL7nx6fYGdrG6FAUHn+vOxEfmZexmNe0Mv8er5UzGkurFIqC0HY2dqGZVmeDiKdTCn3kZ2U1zyofNy2bRGep4VEXynmtEL64uwc6WRKpEdi7lcPp8cnYoX563SqOOGLs3PfYxT+vLu5FfXmV8+EW8wtyxJ14k7DPWcu16+XmP+ENQRuO6RQ8unxCaLhiCLmxXwBoUBwrrNnGAbuOx20Gk3kMllFRLzs3EvMaTR4fXkl7Hsd6tXaXJqWZeH68gqVUhnXl1cL53nvbm6VtxYeez2lU3J6fKLYp9vm/MSc8paIxXHf6QhRX1fMgfcObzQcwd3N7dIFel5iTuWiqNRjr4edrW0x1XF3c4tivoCJrovIErVdKBCcC+2nkynPjj/D/Fa+XMwvzs4x0XXxo4fxq8Scwn77u3tiZEMC+1Vi/jwaCbGY6Lri4JeJOYnGztY2ErG44mTkY3Lo3rZtpJMpXF9eYaLreBoO1xZzx3EWprHpYk7OnOaAaSoD+K8sbU1TFlGZpoloOCKmW+5ubtcW89fpVCxOI1tYR8wvzs5Rr9YWrg0A3ufM/Ww2nUxhf3dPdJIrpbIidBdn5742d3F2roS93WJOf9vf3ROdCT8xl6d+vKJChmGIjtYiQfcTcxl5XQF1UOQ0W42myG86mVIifI7jIBQI/shFnQzzXXxKzPd395SH6O7m1ncRz0fEPBqOiHCabdsIBYJ4GY9FWE9e4OIWc3eYeNErR/KIGXh3rPK/1xHzdDLluwDI79jrdIqdrW3h8N33WEXM6f/J4bnT+IlivujVRgoXk33IHTlaDe4WczqP/p+magiaTye87Nxtw21NU8S71Wgq/36bzXyFa1UhpzC61zNHazTcaVRKZSHScsfQzd3NrTItQJEmN7L9UN3LoWx3NKCtab5TPIlYfKH/WEXMT49PRDvQdJ1bzOkZpwgHQavm5bKt86oqw2winxLzVqOJdDKF0+MT4dRymSz2d/dEWNJPMIDlYp5OpkT66WRKcUr7u3viPsV8AdFwRKRND//F2blw+O45Yxmar7s4O8fLeCyupwVuuUx2ZTG/vrwS78LubG0jnUyJEQLNA8rHqHNCr+yQk/royJwWEm1CmN1rAZxpmmLhIy1qBN5FKRGLC3GV60QuCy3CpLcfQoEgTo9PRBh7mZhTVOb0+ASDfl90tGjknMtkFeEIBYKebUOREfeImu5HtksLKKmj4sZvDp8W4wGLbY7WXxwdHIqFnlQHckSD8kkU8wUR/aJ6jYYjYjEZTW0B750yWjRIz6pXB+ZpOBSLK0OBoFiwSeWhKEIxX0AukxUdPeq85TJZZdEpdWBM0xTRi4uzc2XxG9UhL4BjfjufEnPHcfA0HCqv/NAHJ2hlK/Wm6e/yQ+4emb3NZspq9kqpLF5Bc+eH7v00HMK2bbxOp3Npy6+z5TJZ39EL8L5IRn7FjV7Nok4K9ewp7CfzOp3CsiwRPZBHNNeXV6hXa2LlsBz6k0OFlmWJV6rcH+2g9L3qXz6PXvt5Ho3m8ukeQVqWJfLpbhu5Hb4Tv3I9DYcY9Ptzxya6jsdeD4ZhwDAM5XVIuc5N01Smdx57PbyMx3Pv09OrUm4muu5pC5Rfuhe9++31sR3LspTpJvpRmjQPTyvU160jal/qsMhpkM0Rcv7pWSFoHYJ7NTitv5CfGbJROle2L/mZ94u2mKY5Vx9y5G3Q7+O+0/H1PXSPp+Fwrk4sy8LLeIyn4XBuFF7MFz70BgLDbBI/9nOuX/khEHpV67uhES45O/rc6vXllXj3VZ4nlxfLMZtHq9H862sL6K0F2eZoUR0D8Wohw/x2fqyYPw2HXxYaMwzjj312llbkyu/U070pzEifq7y+vPqRn8NlVsMdDfpbLLK5fx363gDD/HZ+rJgzDMMwDLMaLOYMwzAMs+GwmDMMwzDMhsNizjAMwzAbDos5wzAMw2w4LOYMwzAMs+GwmDMMwzDMhsNizjAMwzAbDos5wzAMw2w4LOYMwzAMs+GwmDMMwzDMhsNizjAMwzAbzkaKuWmaH9rScNDve25XyfwsbNtGW9NW2sSE9hxfF9M0ffcQd/PY67HdMAzzo/mwmNu2jZ2t7Q85UjdHB4drbdk40XWkk6m171MplTHo99e+bhn1ag2tRvPL0/1Xoa1kV9lTvVIqe25DSlvO+tnnRNexs7W9Un7SyZSn3bxOp9jZ2uZduRiG+et8amQ+0fUv2WrRMAwYhrHy+T9NzN9ms5WEh1mNrxBz4N1O/Eb3XyHmjuP86AgWwzD/Dp8S88deT3GWlmXhsdfDY6+nOGLTNPE8GsG2bQz6fQz6feW6ia4rYUzDMNDWtLnz5PNlMX+bzfAyHot/v06naGsankcj5Xq3mL/NZrjvdPDQ7c7ld6Lrojx0jeM44t9yui/jseiMLCsrsxy3mDuOg5fxGG1Nw9NwONemJObUPtTBdNunjFvMbdvG82gk7EZGFnPbtsU96H4MwzB/m0+JuexwDcNAIhZHq9HE6fEJouGICHEO+n3kMlkU8wVcnJ0jnUxhf3dPyQQ55KfhEOlkCm1Nw/XlleeISBbz1+kU0XBEiHmr0UQxX0Bb05DLZFEplcV1spg/dLvivIuzc4QCQREuHfT72N/dw/7uHi7OzhENR3Bxdq7k350u5X9ZWZn/CAWCnu3rFnNqh7amiXYh5LqnNiIBXzS6d4t5OpkS98hlsjg9PlGOUaesXq2hXq0p+STuO50PRYwYhmE+y5eJeb1aUxaltRpN4fQG/T5CgaAYfZMTpNGsLObXl1dL559JzN9mMyRicSHkhmEgGo6IkZnjOAgFguL4ojB7LpMVxwb9PqLhiMjv03CIna1tkQ7ln8TfLeZyWWnudp1phH+F+07Hs14WhdnpGLUx1f3dzS2K+YIy7bOOmLuPRcMR8W8S89PjE9SrNdFZcIv563TKI3WGYf4KXybmoUBQiHJb03B0cChGKYN+f27EIt9DFnNypNeXV74CONF1JGJxpJMppQNB96E8tDUNiVhciLRbzE3TFOfJodRBv6+MvL0cv1x2t5gvKiuzHC8xpzB7W9Pm6j6XySIUCM6t36DzTNNEpVQWP8uyPNv0aThEW9PQajTnRu25TBbpZEoJ27vFnGEY5m/xJWLuOA52trbx0O1iouviR6PTdcQceHeSrUYToUAQT8Ph3H1pZE4iTCPkx14PuUxWyQPNfQOqmD8Nh0jE4mKOtJgvsJj/ENxiXq/WUCmVcd/piLaQ677VaCKdTM1FdOg827YVe6B/U5s6joNivoB6tYb7TkdEYgiytWg4onQeWcwZhvkpfNnIvJgv+L77va6YE21NE6F6GXnO/OjgUAgvjer9Fj3JYr6/u6fkd393j8X8hyCLOU1TyIvhvOr+dTpFKBBUFq+tGmanV8wIwzDmxHzQ7+N5NEIoEBRrQbzEnN9qYBjmb/BlYv4yHiMajuDu5laEKkks1xHz0+MT3Hc6YrTsJfKymNu2jXQyhbubWwDvzn1/d08J93uNzGmxFM2FRsMRFvM/zKoL4NLJFE6PT/DY66FSKiMUCHrW/UO3i2g4IqZnVhVz27bF1M5jr4f93T1PMQcgogCWZc2JuVfbMwzD/Am+TMyB/14Ja2saHrpdIaJvs9ncwqC2ponjz6ORuB+9lub1ihDh/gLc22ymiP5jryfSkF9Zk78A5zgOHrpdcZ+X8Vgce5vN5ubW3V8La2uamKN9Gg5F/t9ms7kIhVxW5j/8FsC5vwBnWZZoT8Mw8NDtirp3fwGOpnoAtY3cuNtUtju6HyF/Ac5xHNx3OnibzUQ+5fIcHRx+tDoYhmE+zIfFnEKRLFIM8y7y6WSK31pgGOav8CExpxXF8sUM8y9jGIZvJIlhGOa72ciNVhiGYRiG+Q8Wc4ZhGIbZcFjMGYZhGGbDYTFnGIZhmA2HxZxhGIZhNhwWc4ZhGIbZcFjMGYZhGGbDYTFnGIZhmA2HxZxhGIZhNhwWc4ZhGIbZcFjMGYZhGGbDYTFnGIZhmA2HxZzZWAzD8N2vnGEY5l+CxZz5kdSrtaXbiV6cnSv7iTMMw/yrsJgzP5JVbJDFnGEY5p1Pi/lE1zHRdc9wJx2jn+M4AADLsub+BgCmacI0TTiOg4mu4202U9J6nU7n7mEYhu8xZnNx26BpmnM24RZzspuJrsO2bfF327bFda/TqWIrb7PZnB0yDMNsGh8Wc8MwkIjFUSmVUSmVEQoE8TIeA3h3qvu7e6hXa6hXa9jZ2kYxX4BhGLjvdJBOplAplZHLZJHLZIUjbWsaKqUyivmCSPO+08H+7h72d/cQDUdwd3Mr8lCv1sS5iVgcrUbzSyuH+T4cx0E0HMHzaOR5XLbB59EI6agHTkAAACAASURBVGQKdze3KOYLQoxlMZ/oOqLhCCqlsrAV6mBOdB3FfAH1ak0cazWauL68Qi6TRTqZQr1aE/ee6DpCgaDSIWAYhvnJfFjMbduGZVni39eXVzg6OATw7nz3d/fEsUqpjPtOBwCUeVC3Q29rGqLhiBhF3Xc6SifheTRCKBAU18tpvU6n2NnaXrXczA/g6ODQN6Ii22C9WsNDtzt3jizmlmUpo+t6taYI/c7WNgb9PoB3O9rZ2lau3dnaFnkxDAP1ao1H6wzDbAyfDrO/Tqd4Gg7FCB0AnoZDpJMpcY7bGdu2jYmu46HbRTQcEU6WRubEy3ispGOa5pxgU/i11WiymP8iZBu873QQDUfw2OspAus1Zz7RdQz6fRTzBUXMvexInhridSIMw2wyHxZz0zSRy2SFQ5XFnJxlLpMV4XQaxQ/6fRESp5G4n5j7OWHi+vJKOG0W89+F2wYp2hMNRzzD7G+zGRKxOK4vr9DWNBZzhmH+KT4s5vedjiK8shDfdzpoNZp4nU7n0sllsnjs9cS/08nUh8ScQqM0r+k1amc2Fz8bvDg7x/Xllfh/Euyjg0NlzYR7Pp3FnGGY38yHxXzQ7yMUCOJpOMSg3xeLj4D/FhDt7+6hUirj9PhEjKZogdJE13F9eYVQIPhhMQ8FgmhrGl7GY+zv7rGYbxDrLIBrNZp4Ho0w0XXkMlmx/kIW7FajiVwmi5fxWKy1+KiYG4aBna1tZU0IwzDMT+ZTc+Ykvnc3t3gZj4XzfOh2USmVxWtC5Fwty4Jpmjg9PkG9WsNjr4eHblcI/fNoJBw18O50aRQGvM+1nx6fiH9PdB31ak10FuRjzM/n6OBQedVM5vT4RIjt03CIo4NDVEplZe3FY68nOgO2beP68kqc8zQc4mk4BOBtRxdn58pqdfl+L+MxQoEgL4BjGGZj+JaPxlRKZWVhEo2E+FUfZhM4Ojj0XD3PMAzzU/kWMacQPIXZE7E4O0dmI6ARPsMwzCbxbZ9zpdfPeFERwzAMw3wv/G12hmEYhtlwWMwZhmEYZsNhMWcYhmGYDYfFnGEYhmE2HBZzhmEYhtlwWMwZhmEYZsNhMWcYhmGYDYfFnGEYhmE2HBZzhmEYhtlwWMwZhmEYZsNhMWcYhmGYDWdjxJy2SV0Fv7zbtu275eZX4DgO6tUaDMP4tnsw34thGLyPOcMwG8dGiDltoUrc3dyKfaz9zqW9qduaJva1HvT7SCdT35bPl/EYiVgcjuPgeTRCq9H8tnv9dizLQlvT0NY0PHS7K22fK+9vvoz7TgePvd7c393b924S15dXP+q5ZRjmz7GRYt7WNN/8ucX8vtMRDv67xfz0+EQI+Ot0urGi8LexLAuJWBwXZ+doa5r4rx9vsxn2d/cQCgQVg/bDMAzsbG1jZ2t7bhT+XWLeajQx6Pe/PF33PdaJYDEM83v4EjG3LEuIpxvHcRaGnR3H8Q1rWpYFx3HmxNwL27Zh2/acmMssE3PLspaG4f3Kads2QoHgp53putd75de27aXp+JXjJ/A0HCIRi698fqvRxPNohIuz85XE/O7mFhdn50gnU7jvdJRjXyHmXnXrl+7bbLawLciuvfjOKSOGYTaLD4u5aZrCGaaTKYQCQRTzBeF4HMfBxdk5cpks0skUErG4EBi69qHbRTQcQSgQxNHBoUib5p5DgSCi4QiuL68UMa+UymKU4zgOTo9PxLmnxyeKmMtOVBZzOQ8AcHRwiHQyhUqpjGg4IkLzAJBOpjDo95GIxZGIxZHLZOc6IIN+H7lMVvy7rWmolMriXu4Ohjtf+7t7qFdr2NnaxqDfx0TX5zoe6WRKtAvlp1IqI51MifxcnJ2Lv4cCQVE+uv6+00EiFhdt8jfn9+vVmqedvYzH2NnaXrtjs6qYp5MpvIzHaGsaivmCcszdLtFwBKZpLm2Pi7NzXF9eYX93TzwPZEP7u3siErCztY2n4RBvsxnSyRT2d/eQy2QVm5roOiqlMlqNJhKxOHa2tpUpG7+2JzsF3qMPlVKZ128wzD/Cp8R8Z2tbJGDbNnKZrBjpPHS7KOYLcBwHwPtoiByn+1rTNBEKBPEyHotrc5ksbNsWwu4n5g/dLtLJlOhEXJydLxVz27ZRzBeUkRLdW74/kU6mRFkcx0ExX8Ddza1SH5VSWRnlrSvmO1vbSn6WiUcukxXTB1RPAJQ54+fRCNFwZK4cVFf1ag3Xl1f4W9SrNaXeZagdL87OV44irCLmr9MpouGIiBjtbG0rgkftQusfaPS7iphHwxFx/n2no9iQe2RuGMacPZD9THRdsQd3Pv3ansWcYf5dPi3mMnc3t0LA6tUaWo0mJrqOia7jsdcT53tdW8wXhCNyOz73+bKYHx0cKsLqFk63aCZicU8xJl6nU9FBIGSnDbyHdeWK8xLrdcXcPUJcJh6nxycLnfXbbIan4VCpN9nZu/P4E3kejVDMF5RRLtnTRNfnRH4VMb++vFLOcdtCpVQW0Rk5jL2KmMvpkiDL6XqF2R3HwUTXUa/WxPUfbXt3+zIM8+/wpWIui0Muk8XRwaFYkUw/v2tlgZb/3+t897lewr9oZF4plZWwPgAR0jw6OBTzqYRbzGlRFnHf6cyJ4rpi7r5+mUO3bRt3N7eIhiOoV2tidEZhdOpMbbKYE9eXVyLCINuS20aXibnjOGKahESbphyISqkspm3kKMdXi7lpmijmCyjmC7i+vEIxX1hZzP3ansWcYf5dPi3m8uKc68srnB6fAJgfMXtdKyMLdL1aUxzf22zmK+anxydKqJhCkovEnFZL098nuo5oOCLK4namy8Q8l8nOOVG3ULrDuXKY30vMX6dTpcwkRO52oemNh25XTFdQOdz1vKli/jwaIRQILj1vmZhT6Fwe3T+PRsr8PNnLoN9HKBAUbbasPZaJeb1aU54Hd3RHvn6ZmBNy29M5LOYM82/yaTEv5gt4GY/xNBwqo5nn0QiJWBzPoxEcxxFhX/laGVmgH3s9JGJxvIzHeBmPkctkfcX8aThENBzB82iEl/FYLDZatgCOnC05dfp/0zRRr9ZWFvPX6VQRUPkcWShp5DXRdVycnSMUCC4Uc1odf9/piAVRoUAQE12H4zhoa5pYvZ9OpvA8Gol6fR6NYFmWmHeWy/GTxNxvAVyr0cTdzS0muo6X8RjFfEF0Er0wDEOEqilNr3l2d8ePqJTK4u+yvdACTsdxFrYHnbtIzGlx3ETXYVkW7m5usb+7B8uy8DIeIxqOrCTmfm1P58gLQyulMq94Z5h/hE+L+dNwKEKW7lEBiZT7uGVZcyLSajSVxVCtRlOEw99mM+V897kU5j46OMTrdIp6tSZW+N7d3Ir7vozHiig8dLuiAiiNSqmM59FIOe/0+ERxioN+XyxWajWankLjFsrX6VSk/9Dt4r7TUfLl9YEZuW7p1SvKx/XllTgmRzHkOn8Zj5U8XJydK/X2NBz+1Q/b+In522yGo4NDpXwUSvaC1mrIP3kVv3w/rxXyT8OhsAP5fXDHcXB0cCg6oYvag9qUoAVo8r/r1RoqpbIQdJr7Pj0+wWOvJ65/m83mbEq2Qb+2Pz0+Ee1LzycvgGOYf4MvnTP/16BQq9eK7L896mX+bR663YXRDIZhfhcs5p/AMAwcHRzOjRrr1Rqi4Yjn50IZ5k9wcXa+0idwGYb5HXxYzOmVGmae1+mUP6vJMAzD/DE24tvsDMMwDMP4w2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4XyLmPOOasxXcN/piH3pF0F7uH81g35fub9pmhuzE95jr/fhvcyfhkPPbX0B4GU8xvNopPzNcRw89noL95z/mziOg0G/j7amzeXdsiy0NU35maa5ctqr2uhP2RL5dTpFW9Pw0O1iouu8s94v4leJ+cXZ+YcdGPPzWNUOv0vM08kUBv0+AMC2baSTKbQazS+/z7rUq7Wldi7nfRGGYaBerSl/azWaeOh2Pc/PZbLY2dpWjtPzvo4I/ils20YiFsf+7h4qpTKi4Yiyz3tb0xANR1AplcVvHd+3qo1+pZg/dLt4Gg4/dG29WkM6mUKlVEYxX0AoEPzWKOzdze2H88qsx68S83QyxdMDv4ifJOZHB4dzove3WKVeVhXzia6v9aymkykU8wUkYnExEv/JYg5A6fhQeWlE+lmR/RtifnF2jramfejaSqmsXHtxdo793b0vydcq92O+jw+LuWVZOD0+wc7WNna2tlHMF8RD4xbz+04HiVgcO1vbiIYjSqiyXq3hodtFpVTGztY2KqUyTNPE0cHhXLqO4+Di7ByhQBA7W9vIZbLiGP2NfquEvpi/y9HBId5mM9/jsh2+TqfY390T7Ssbrizmi2wEAKLhCCa6LkaY15dXvuFhEsS2piGXySohyevLK9x3OiIdCteSnSdicSWkm8tkMej3RRnIzmW7J5v1e7Ycx1FsfJGdy2Lurrujg0M4jiOEzevnN52QTqbw2OshnUyJ0bmXmN93OkgnU6INZH+yrC6K+YJSrrfZTByLhiO4u7kVbfY0HOLi7Fz4i2WjQMMwlHr7SjF/GY+FPZBtEfJ9TNNEOpnC03A4Z6+yvwPe/drTcIhQIIh6tYZ6taa009NwCNM0lb/LtuTGLa6Dfh/pZArAe13mMlnl/FAgiNfpFMB7R4jsu5gviOeh1WgiGo7M2b1sc3Lb8Gj9e/iwmJumqfT869WaSMwt5o+9njAuMkx6GCn09TIei5BYKBDEQ7cLx3FQKZVFurZtK3NzF2fnymiJR+abRTQcmZvDlJHtcKLr4v8ty0IiFhcOQRbzZTYiO0zTNBEKBH1HsOlkCqfHJ4iGI3OjTnLAz6ORENrHXk84uEG/j1AgqKRFHQnTNJGIxZGIxTHo9+E4Dor5Au5ubkX5/J4td7344RZzOp+eMTrmNTJfNPKjdJ9HI4QCQViWNSfmD90u0smU+Pdjr6eM5NepC8dxkIjFReeChJA6ElTPrUYTlmUt7cQ/dLso5gvi33KY/ejgcKVohoxbzKlzSrZFx0jMbdtGMV8Q9WvbtnJPP3u1LEuIvLt9DMMQz5HjOKhXa0pHQsZrZE7PjizsXuWThZpsHnivU7J76sT53Q94F/mfMF312/iyMLu75+kXunM/+JVSWRkFXJydK3Nai0Ko7mMs5r+LRXZYKZWFE1zHRna2tpWRz9HB4ULhOjo4RCgQnJujvjg793WYwPwzQCNa+XoSLOD9+fEL47tHj58Ns8ti8FExB4BivoBWozn3TBfzhbmRvdz5WqcuHnu9udHifaejCJD7uB9ugQXeO07UUXzodsXIf1UWtYVcV21NE/P2i8LOXvZKI2NiWZi9rWmKY5eplMrKnHk6mRK2vUzMqb0XLZpz2xOH2f8cHxZzx3FwfXklDIP+C8w7sqfhUByn0Iss5u6eqV8IFXgP6VBauUyWxfwXI9shhWGpzaPhiK+YL7IRdzh4FeFqNZrIZbJKON7rOnKGsp270/K7XhbsRc+Wu178kO9H01aUTiIW/xIxp9H563Sq1KvXc1gplXHf6axdF15hcFl0Vl0vYds2cpmsyIMfNKWyKnJb0HQA2Zwc9WlrmhBP9+LCdewVmK8vCtXL9rJIzC/OzkUHRrbpZWJOiyXdHR6KxFAHgcX87/BhMX/odhUH5zcyt217zil/VMyfRyMlXOc1Mvd7pYbZPGS7OTo4VEJzfiPzZTbyETF3HAe5TFaxS/d1brv2GpmvKmA0GvV6tgCstAJZvt/p8Ylv3kmIZVYVc+B9CoDmq5eNzClE+5G6kLnvdMTIfRUxp9D2okgK4Q7DL0O20f3dPaUc7pF5pVTG63QqphiA9e0V8I5kyNcsG5n7te3LeLxQzAnDMESk5W02U/Lo7hzWqzUW8z/Eh8Wc5kYcx4Ft2yKEBKiOzLIs7GxtC5G973Q+LOaDfh+JWBy2bcO2bRwdHCpGvL+7JxY0/dR3Xpn/8FoARwuzyEnQ8UqpLJwxOUQvMV9mIx8Rc+DdgckjLa95Szkkendz+2Exp5GO17MFvC8ga2uap41PdB2WZSkLl44ODsXUlWEYSCdT4t70fMrvHK8j5tROcr1SJIPCt7QwUJ4zX7UuqCw0miUhoY7BMjGnOfhiviBGo1RHwHvUkP7/bTYTdUucHp/M+ULLsvA2m4mOEF0vz/VPdH1uZC63byIWF2sjZHutV2tLxfzu5hb7u3vCPu5ublHMF+A4DizLQjFf+JCYkw2/jMewLAsXZ+eKbVCdU5TjeTQSdUBtfX15pdg9rQGgvALvGuD36iPzcT4s5uRkdra2xfu31FumB5AgAQ8Fgri7uUU6mRIPQL1aU1Y2Xl9eKT3op+FQpOs4jhgFJGJx3N3cKoZPi+toYQ7zc3Ecx3MBHC1uc69Yf51Oxd/di5XWsRG3bdCqdC9ymaxim7TYisLg7uvamiZWXD90u4pTc6flvl4ebdq2LVZvk/DK8+mDfl88T3JZaLEYrVgnSKSo7tzi2Wo0xUKrdesEeBeXaDgi8mLbNq4vr8QK7aODQ2XNwTp1AairxN3z7XLbe0Ghb/ePbEdeiU11LXeSvFbIG4YhrpGjRS/jsVL/RweH4lp3meg4LVhb1V7p/nSf59EIlmUJX0zz2n5iXq/WFk413Hc6CAWCYtFhLpPF63QKx3HEPUKBoOKjScDJ7mXfP9F1UVekKZVSmRfAfQP8OVeGYRgPnkcjESFhvgbLshANR/jjXt8AiznDMIwH+7t77Ae/mLub2435JPKmwWLOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2K+QTwNh7zbEMMwDDMHi7kPXvs2/00cx0EoEIRhGEv3cP4tWJaFia7jdTr1PTbRdd+961+nU89jhmH4pmvbtkjXtm3PdB3HwUTXYZqmZ34WXU/H5Hu7r/PK2+t0iomu4202W6s8DMP8G/wzYv48GuFlPF75/HQyhUG//405Wo9Bv4/93T3x/5VS+S/n6HsZ9PuIhiOolMpIxOKKoU50XRyrlMoIBYJ4Ho3EccuyUK/WsLO1PdeGRweHSMTi4rrT4xNx7Gk4FOnmMllEwxFP8Ww1mtjZ2lbydN/pKHmqlMqKvZmmiWK+gFwmK9I3TROO4yjXyPcG3jsO+7t74rpELK7k+aHbFfdNJ1OolMq8/zbD/IP8M2J+cXauFHYZP03M69Wa2Af4t4u5aZrY2doWQmpZFqLhiBDHerWGVqMpzr++vMLRwSGA95F1OpnCY6/n2Yay6L9Op8p93CP5XCar3AcA3mYzpJMpHB0cKvbU1rSFbVIplVe2v6ODQyHY1MEggaY827YN27YRCgTFiNy2bUTDEd4vmmH+QT4s5pZl4fT4BK/TqRhRPHS7yjkv47E4Vq/WlDBgq9HE82iEi7Nz4egcx8HdzS0qpTKODg6VMKZt2zg9PhHptTVNHHubzdBqNDHo95FOpubC421NQyIWFyMyOm6aJo4ODj3z5xaC59FI3Pv68kqEUA3DwOnxiVLW+05Hub98rVc9THRd1MPp8clceNayLIQCQSE0JOb030qprLRXq9HE03Ao0nTX5U/hvtPxXANw3+mIKARxenyC68srAPNifnRwqPyb6m+VDtkiW9/f3VPsjO792OvNdQ4Xiblpmkr7LYLamjoYbjF/GY8RCgTFdEAoEFSuPz0+UUbuDMP8G3xYzMlB7e/u4WU8xqDfV0Y5z6MRouEInkcjWJaFu5tbxaFRmPOh28XLeIxELI50MiXEjYSNKOYLuDg7h2maeBmPkU6mROdBDrt6zSsahoF6tYZ6tSbmWB3HQSIWx2OvB9u2cd/pIBGLC6cpC8HzaIRcJou32QyGYaBSKgvxIIdazBcw0XU8DYdK2FeuB9M0cXdzq9yHQqePvR4muu45GrzvdMTIE3gXcwoRT3QdrUZzLk2q24mu4+jgcE4cfwKhQNBTbFuN5two9u7mVtQB1fn15RWuL69QzBc856eXifnrdCqEkaD557amIZ1MKQL8PBqhmC8AmI/00PltTUNb05Tn52k4RCIWx6DfF8f9pnxajaa4B/AeZi/mCyjmC3js9ZCIxcW1NEqX80idYYZh/i0+JeYU7iP2d/eE86xXa2IkReQyWSHAsiACqrMG3gUrl8kC+E+s5blAr+OLRj5u5/s0HM4JHIkuoApBvVpTog4v47GY05zo+lw9yPeqV2tzI3U5euCOaDz2enPOuJgvKNGGQb+vOHzLsrCztS1G3+66pbZaZWT4E/CaEnGPfO9ubhENR7CztY1Wo+k5T7xIzEkk3W3TajSxv7uHna1tHB0cijpzHAfpZEpEVdx5fJvNhFBfX14hFAgq0yLU+XgZj0XH1t3pdBwH0XBkLrL0Op0iGo4gGo6gmC8o0Yz93T0U8wW0NQ1HB4fY2dpmMWeYf5BPi7kMhX6Bd+F2O9LT4xMRtnSHytuapmSGQub0/24HRSJK/0/nLiqoe8EShd3lH5VbFoJcJotivqCcR6vJ5XzIZaH8eoX95bLLdeZV1rfZzLMj464Pt5i7w8M7W9sbs9q51WjOrdaXR+vXl1eoV2uwbRuGYaCYL3iGlheJ+enxidJ5dOM4Dk6PT0SH8aHbFdGXia6LSI/fq4J3N7fiWtmWCfdUAd1DjrAA/3VUX8ZjOI6DVqOpdFxpZT1FA7yiGgzD/H6+Tcz3d/fmFuLIo9B1xPxpOJxzhvLxj4i51whYRhYCOeLgxkvMZYeay2Tn6kFOb5mY393czkU41hVz27aV4z+d+05nrj2PDg7R1jRRFllEvdoA8BdzCs0vW/Utp0ujXvePBNvNQ7crjtFUi8zp8cmcmFOY3l1u93nFfGFufYp8jBfAMcy/x7eJeVvTkMtkRfiZ5jnlOfNVxZwWBVEInF7nkeetl4m5O0z7NpshFAgq5aRXhQBVCO5ubufmZUlMyOFTWUzTRCIWF6NxmgN1L2CS62GRmCdi8bm2WEXM08mU+Dfl/6fhtwDOMAzsbG2LuWFqK2qfna1tRbBoHYIbLzH3akviaThUpiKuL698xdorzE5YloViviDsk+xXXniZiMWVlfXPo5HnIrnT4xNlOsgwDIQCQVE38vk0b0+2ZhjG3DQCwzC/k28TcwpT0ujFPRe4jpgD/63qzWWyYj5T7igsE3MKVydiceHgHns9RMMR8R5vOpnyXAntOA6ODg7FIrtoOKJ0JHa2tnF9eYVELI6drW2cHp8Ih2rbtnjnmepBduKLxJwW+rlZRczpfepELO77vvTfxm8BHACxoJLqzF1H0XAE6WRKLJyUF5SFAsG5ETR9xMVrdE3h9vtOB6FAUNzTPT8t4xZzamOab5dtAHi3tVAgiHQyhZ2tbdzd3Crp7e/ueYbH6f10WmQZCgTnOgnycbmdn4bDufUcDMP8Tr79PXPHcb70E6SfScsvL4ZhrByCnuj63JwmdWoMw1j41bB1835xdj4Xdl0F6ig5jvMjRXwdFtXZ22z25Yv6aA76IwJIX4FbxEfXLViW5duWr9MpCzbD/OP8Mx+N+S785ms/i/z51nXxWgDHMAzD/F5YzD+JaZo/TjgH/T63H8MwzD8EiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDgs5gzDMAyz4bCYMwzDMMyGw2LOMAzzD2Pb9od382N+DizmfwHDMFbeDc00zY3fxvRPQluY0ja1rUYTT8PhX87Vz+BtNsPp8cnfzsZa3Hc6vnve/wksy0KlVN7ILWbfZjPUq7Wl5913OuI80zTFs7Pq9b+BVqOJl/F47u9uf/KT2QgxbzWa2NnaFr9ivoD7TudvZ+vDXJydr/yQtBpNVErl783QL8I0TexsbYuRBm8H+x8TXUc6mfrb2ViLi7Pzv9p+ZE+maX4qnXq1pviwSqkMy7K+KJferLo9czFfEB1e+Xn5ru2dfyKVUtmz02gYBna2tj+0FfWfZiPE/OLsXGTUcRw8DYdIxOIbN8pg/jws5v/BYr4+XyXmsh3ato1ivoBWo/kVWfRlFTF+m80QCgTFyJPFfHPZODEn3mazuR7T03CI0+MTnB6fKCGTl/EYD90uJroujssPp2VZuLu5RaVUFr/HXg/A+97gRweHqJTKeOh2hdHbto16tQbLstBqNFGv1vA8Gq1UnkG/LwzHMAxcnJ3DMAxcX17h6OBQqfvn0UjkZRETXcfdzS1ep1OljIZh4PT4BEcHh3Ph+pfxWJwrh6LltC7OznF6fCKu9Qp7Xl9e4XU6VerR3QZPwyEG/T6eRyMcHRzi+vJKzNUdHRzOtUmr0cTbbIa2pgkHI4e6FrXLxdm5CIvKzsmyLNSrNRFKfOh2Ua/WcHRwqJTpbTbD3c0t3mazufIvg67zy7dt2+JYq9FURmetRhOv06mwA0pvout47PVQr9ZEWZ6GQ5GGnL5crouzc6UNSMypXEcHh3NzpS/jMS7OzlEplXHf6Sjh5Yuzc7zNZnjodsVxmcdez7dNTo9PlGfFK6TphSzmtm0reaa6qldrnjZgmqawffnZtCxLtMHp8cncc0vPBdWfLOZ0z0qpjOvLq5VHbO5O5d3NrRKdo3vSebJd0LNBUbqHblcck9u7Xq0pvsItxg/d7lzH6O7mVvGtXmIu+xC5rp6GQyUvhmF8KCxv27awqaODw7lpMflZp3OA9+fUry3ubm7xMh4Le1uGLOamaQo/QbYrpzvRdeUZXdZ2sr3Jft89GH0Zj0Xd+/m3RWysmANAOpkSxvvY66GYWLll3AAAHoRJREFULwjHFw1HhOEN+n2kkykhuEcHhyjmCyKderWG68srTHQd9WoN+7t7MAxDzDE+j0Z4GY+Ry2Rxd3ML4L8eezFfwGOvh8deDztb2ys5fbk8E11HNBxBMV/AoN/H3c0tQoGgMIi2pnmW3c2g30ciFsf+7h6eRyPUqzXkMlkRQms1mkjE4sIonoZDpJMpvIzH4lq5A0NpPQ2HuDg7F9c+dLvK6E4eudx3OrjvdEQbyJ2ttqYhl8ni6OBQ1CXlj/K7v7sn0q2UykgnU7i7ucXzaIRcJivqgdrlZTz2bRdyvvSA0WiIHpaX8Vi0+fNohEQsLuxloutIxOKolMp4Gg5xfXml1N0i3Pku5gtKVKmYLwiHINerfO315ZVwkvLfnkcjRMMR7O/uKfUoj/D2d/eEDdBzQO060XWEAkHRrq1GE6FAUAj2y3iMaDiCh24XL+MxKqWy0ibpZEopG51LbULiR/miY6ZpinwP+n08dLsrhy5JzB3Hwf7unmIDiVgcT8MhnoZD7O/uiXqg++UyWSE4oUBQ+LTHXk+0waDfRygQFHmhkepDt4vHXg+JWFyxp4uzcwz6feHQE7H40jJQO5LtvU6nSMTiSgeSRIx8EAkF1XsukxUd6Wg4otjxxdm5Ysdye5OYkw90RxgSsbji673EnHxIW9MUH+f2TR8dyQ/6ffEsPg2HCAWCorP3NBwil8mKAVkoEBRif3p8gsdeTww+5LaolMoiervKYIiE1rZtpJMpUQfkT+Tz0skULs7OhX0vazuaFqayPY9GcBxHsUlKu61pC3VnERst5rLhpZMpJc+tRlNU6qDfRy6TFU7T7fDlh/llPPYNRVIPWE5Dvuf+7p7SU12lPPQAyA+Z3BFZR8yj4YhwzBS5oHQdx1EeRHJ0RFvThON2p2XbtrjWsiyEAkExOrrvdHzn9NPJlLgH9UwJEhp3fgn3SOZlPEYoEPS8j1e7yGJ+d3OL/d29heFaeQRIHSzKm7vuFuHONwkoTQ+5bUtuaxphuNOT29+9hoI6scC7SMgdQaqbXCbrWy7ZoRTzhblRn3xcdnKUFz/bbGuab5vQvVYJa16cnYtRrHwvd/j9eTQS9uF1Pz8fAqijsouzc6UNvJ5Pgu6zytx3pVRW5szdIirjng5JJ1NKXclt6kbOP+X9eTTyFPKX8XiuM+Il5vJ1RweHotP0VWLu5ujgUER9ri+vFCFz+y0Z93Mvi+oyaAQsd/gBbzFf5I+Xtd3p8YmoP9kmLcvytTPZvy1io8WcRuYkNvu7eyIUk8tkhdMb9PtzgiNXHDl6x3HmnCWF5t1pejmMVednvcTcXS4ygHXE3GvE7C4ztSv1uOX6IgfhTst9rfxAU2QCeHf+JO6VUhmhQNC3HMvy657Dctf3qu1Cx6PhyJzTHfT7qFdrohcvO7FF5V/EonzfdzqIhiPKdE40HBHne83buW1qUT0+9npz+abOhF+55E6we6RAxylPbsfkzgtFvWj04m6TRfXkx8XZOYr5gmdngNqdIgh0D6/7yZ1Jx3Hw2Ot5tsH+7p4yknPbk2VZIrRL91xlPt3djjTKJJukyEalVEYxX5gTBLld3D7jaTgU9Z6Ixed8i9/IjjpKfvn08k1yJ+0rxdzvWaTOqmmaorNKAy/39KhXRG5VqN7lzi6w3C8B67WdV1SW7FGOgvn5t0VsrJjLc+bLRk7LxDyXyYqKozkO4L/KfhmP4TiOks6mi3k0HPFt42ViTj16wzCUMK17fnlROdYVc1pVSq+KrNou1Cbk7Ij7Tgf7u3uiTO6R+VeJOeXbsiwhIKteK+efWFSPXiN/efS1TMwTsfjcXLYcXVkk5rQoldpEFs/PijndZ393T0TXFkXB/MScRIjmO8lO5by41wK47YmiE6ZprrU4zss37Gxt42k4FNMCT8MhbNv2HN3Jtie3KbW/bMdu30IiKKdBURf3VMcyMb+7uRVzvXKd+p2/ChQVpGif/CySHdFPHpXnMlnRFsD8yHxdMSc/Io/oVxlkrNN2bi2jqSJ5ndYi/7aIjRRzwzBQzBeUSt/f3fN9XW2RmFPY+GU8xkTXldEbOXxCHrVvupjTOoFV0nJfC0DMKcuLOOT5Otu2lRHPR8S8mC+IjkJb00Q4eZ12kefMab4XgFiEB0DMx36VmPvlm5yqn/P/rJhT50pe1Fav1kQbLRPzo4ND5ZmiUT09E4vE3L2gizrHwNeIOa03oDZz30+G7kf1RteS+MuvtpJdUF5ajaaynobmiWkxqTzXvygE78Zr2ojSovUH1FFxr0uhOVq5Tqidri+vlGdQDgPLvuWh20UiFhd5HfT7Sjm98knXU904joNELC7q8b7TUaYvL87OlXZ+nU5XWuhYr9bEc+l+FunYRNeVwRpFY+W1Dl8h5pZlIRGLC/tYJuartN0iMacpQHlQtMi/LWIjxJwWmlBILBQI4u7mVlmQRItKKNQuL8BZJcxOoYx0MiVGnYZhiLCoHMIHNl/MDcMQC9BIgOiBWkXM725uxXyc/Ddqp/3dPWVe9CNivr+7p7S7nPdV28W98Ig6bvQQUtnlubLPivn+7p5I2x0BaWuaEmpPxOJCLD8r5sB/axHoGdjf3VMiTYvE3G0TNOKQz/UT87fZTKlPahfga8Sc0qEOIjl9em5pUaB8P3n6SB7Vk7DJbS+vZKZFS7R40c9XUB2tKuY09UDTPnRP6lBQne3v7s0JAv2Nngl5jU8oEBRl8RNz4L2zRiJBbwB45VN+DsinytMaVI+WZYnFeelkCqfHJ8r9KPS8jKfhcM525DC7/KzvbG0rC8/82uKjYi7X20TXl4r5Km23SMypgyh3ohf5t0VshJhT+GKi6wu/xCSfJ4ePLMuaC8FP9Pev+tBqQbljUK/WxJwwpUmvKcjpUBoELRBbBvXyKX3360Gv06kop3zuItxlpHC0V5kJub7kaxfVF0Er3t0rvN9mM3GuYRi+5XCX251femhM0/Rsd3e7UNrudNxt8jabiQee0rYsC5Zlib8va5NFLMu3XEfu4172YxiGIhbuerQsay6vlmVhoutzf1+1XK/TqWfe3ed65WWVNvErqxfu8ru/nkj1KJdLdsCv06nnp0oNw1DsVM4L5VdenyEj32/Vz6CSPdDPDd3zbTaD4zhKuiQIcp690l5mx/TM0GIrr/qX20X2d172BPzX5nK0glh1kaNcBtu2RcQUmJ/6IeEn5PZ9nU5F3bjtZhl+fmKZPwEWt92yZ4bK6H49cpHu+LERYv6dUM/2eTTCRP/v9Q7+BOhi5DD1d7DqyO2nsan5/k14RQI2Gffo7rPIn2/9Luh108+SiMXRajRFJ+j0+ORXfWLWHab/DP+8mAP/heErpfJaH3/5V3EcB5VS+Vu/Ge/3reSfzqbm+zdB31P/Lazz0aJVkEe+34UclfsM9M41+Wda//JboG9zfAUs5gzDMAyz4bCYMwzDMMyGw2LOMAzDMBsOiznDMAzDbDhfKuZvs9mPXJxAX2v6UziO862Lw3468usxDOZeV9l06BUc5s/jfo3Oj+vLK8+FmKte/y/zVYv3/jRfKubuj0r8FOQX9U3TxMXZ+bc6I6+Pc2wan6kn+WMilmUpW5L+Fmg70FVwf7yDXrXZVL76ValNhLa1pN+fegNmlY+hyJt20J4A61z/VQz6/ZV2LPsI3/kMberrpRsn5g/d7tpL+TdFzO9ubn+MEX2lmJ8en7CYs5j/KqhNSczpK3PfzSpiLO9k6La93yTm3xXt+qfFXN6EwF0J9AUbPyzL8hUML2e5aCtDN/SlnVWuWeaYF4WN3cdWEXOv+63zoDmOM3ffRV+KW/YVuVXD4ovqSd67fNU28rr+o/d1I3+F7DN81GmQbX90A4pFz4ZlWQufq3Xz7He+199lMfezG/qS17rHgHfb/mwoeJWpLr88rHJ/d5vSaNh9z6/2f6v4CPnLa4vE/CunAm3bXrnD7j53WX2vM2W3qD6XIX8K1kvMF/mSRWVYVDfLntN1yv4pMX/odsX+vPSdaaoE2tlH/iYxVfKg38fRwSHq1Zq4XjZQ+RvfoUBQHKPvJNPPb4ROX3Xb2doW3831+17x6fGJyF8oEFR6kulkSmxbSWnJDXZxdo5cJotELC7yRJ/CJDG3bRu5TFZ8Hvb0+EQpG91PrgvaTckLOkblOz0+wct4LPJYzBcUY6b80/eg5XZ1pyV/v9qrnrzyDfz3Xe6drW1EwxEcHRwqkZBFQlYplcW3sul6ea6PdhCi7zLLbU77NNMWmTtb27i+vIJlWeLb2sV8AYlYXDw0tG2ufH/5IZC/jnV0cKjYhvs75X7PiG3bqJT+27/a/c3qXCbr2/Nf9myYpim+D07f5JY3aDg9PhH1MdH1pfsS0Lfd6TkllpX97uZWtHkukxXPhWmaot7pm93kBOVjtFWkfCydTCk+xW8/anknOoJ216K6p5HyOjZv27b4Djkdp+1j3fiJufzN9K/2f4AqxvRpU9nhv81mCAWCvs8x7QqWTqY8nzf3fhP1as238zDRdeFbqRzuDWFkv0t2I/tv2grW3d5tTUOr0RTPvbzhCzC/f4W7Ptf5gueg3xfXufeUAN6jANFwROzbQZ0g8m2PvZ64Xv46nWVZwg7d9tRqNJU2lr+TTz6R2kj+Fv8iPizmVBAqGBWIKuF1OhUPG+22QxVMlSefK6f1PBrNGaO8M8+iUZ97Zx8SAz8xlxudvjdOpJMp4XBo5yXajOR5NFK+6e7uDaeTKbEZhJzfRfdbpddNBkOjm1AgiHQyJUYA8s5lL+OxsoPXfaej3E9Oi66l/K1TT3K9vE6nSn2vIuayU7+7uRWiYlmW4oxpZySyE/nYQ7crwpy09zFBW7NS+uQ0aOclWcTkrQjlMj90u2K/d2CxmNOWjo7jwLZt4WTkaxeJ+aJn4+jgUNgIiQ/VPe3wJXdWlom5XIeyOC4rezFfEKMguf0Nw1BGfPJnf03TXHiMxICiTu4d4GTcuyTmMlk89nqwbVsRp1ajqThYL5un+mprmrAT2iLUb/TqFWaX9wb/Lv9HPoI6C+783d3cLtxjnAZd9LyRT6D03WK+yCfJdQC8t6H8nXGvDaXkLXPdvowGQ9QWtCkS8N8AzWsHP7fdu/3cIuRdM4F5HXsejRQfendzK3ab87NZSss9vStvOSs/X8+jkdJpdPtEeefDRXxYzL220PNyUvQhflnsvByM1/7EtLGAbGDLxJwcvjw6XbZLGV1HowK/8sh7NLvLf3p8IpwL7TZUr9Z88/o2mwmDJlYVc/lhc+fx9PhEpEHbI9J3jel+Xvv/uu+/qJ7kfHvtHieH2VcRc6/9v03TFB0meYMKeVQrP/y0YY6bia4ruzfRzmmO4+B5NBKjFHoTw10WKvOyrQ3dZZJt2V2Xy8Tc/WzI23eSo6H6kMtGnYhl6cllrJTet7H1C+etUvZWozln5zS94PW8eh3zspNF9fTY64nnj7Z+9doY5u7mVim/u33lzpG7HLlM1ndhm1vMjw4O5/YMB77e/9HI2kvIgfmNSZbNmbu3El1XzN3TiafHJyIKucjvOo7j6cuo/rym6uSOglvM5fpcZ595Lx2TfdLp8Qkuzs7F80YdMbkD4netbFuUf3ebGYbhqQOy3T90u9+7a5q7AgG1gt9mMxFioO3pFhlzpVQWYnjf6YjQFIUrVxVzLxFaZFStRlPci8KTXuVxl1nulbUaTaXXRUZ+dHA4V065bBRCkuvgs2IubxlZr9ZEmvKPnN46Yu6Xby+D/oyYyw85hYDd+acHgtqsrWniPABiNCxvayu3Azm8VqOJh25X1Jn7wXbbxqpi7m6Tz4o5PRtUl3c3t0p9UC/f65lcJua2bePi7FxEU6gTvE7Z5fb2qvtVjq0r5jSiepvNhJgC7/ZzcXaubDe6SMzl54VGf9eXVyINv/lXLz9zfXkl7vVd/o86X7Q5lAyN1hfl08vHyJ3iz4q57GuXDaLWFXPZHr5KzL2eGdkn0X4dbh9EI/FFYj7o9xENR9BqNJXtZ4HlOiDbvZe9ePFhMX/s9eZGQvKcuXt04i6k16j+aTic6ylSfqhh6EHzg0JWci+deleAalQ0v0TnLnO6csOTsT10u3jodpUQJRk57XUrLziR7+c2hkXzU1514ZVH2Tm1Gs2F4ZlVxXxRvuXXYAh5hLPqnDkhR1ZoBzsvqG6fhkO0NU0Jx8ohd2D+gb2+vML15ZUYkT+PRmLuXN77PBqOKLaxqpi7Q8Av4/FaYu73bACq43Xj5ZiehkOlDv2iD/I0y7pllx2vLKxex+T8Lev0LXs75ujgEK1GE7lMVtTP03CoTH+5HeEiMaeo1n2ng0G/v3BBl5c4ySHY7/J/9IySULjLIof6vfJZKZXFyBn4r97Jf7mjC/Le4l514N4GuVIqizx8VsxlO3IcR5nf/yoxfxoO5zokchTl6OBwrk7d95FxdwQeul3RXvI+8HL+3On8cTGnDD10uzAMQ/QW5YIcHRzCtm0M+n3lGIUqKAR8d3MrQp9kzI+9HizLQqvRVApOPRra69WL/7d3xi6NPFEc/1MUBAVBQVAQ7uBAQVAsFIs7rkhIoVgoFoqFYqFY3HGF/BqvilWsYhWrWMUqVl4Vq+22S7fddu9XyPf5ZrKbmJjobe77ga022Z2dnZ3vzJs37y0tLMrh/oHusZwcn0gV87GRUbmv1SQMwxZHpXZifl0qaXo+jNZs/mM0EJh176pV537YsmXvd3J0LBtr65pzOIluxBwifFupaN5m+9tuxLxduTfW1mV7c0vCMJTrUqnrNXM41D3U61LI5Z1Z1vzsnPz68VNzNaOTjaJIZqamtQO2e33hUIe189XlFedjgMMgRA5tbmZq2smNjO8gDEM1x9t6T/tG0Eb/PD6q+b8bMU/7NkSe3+/G2rrjaGU7QP+jx7LFVbGoPhST4xPqY3FdKmnbgMWi22f3BRs+HH8eH53Zd7tzvYg5HMBsCkk4tyHvOWbGoJ2Yw18Dlo+rYjFV0PF92CWsmalpXbcdVP9nv9HD/QN1eMUav+8olSTmYyPPzmf+9yby/C2jXLA4dloz//71m2OChuXsrWI+NjKq2zjhMIb33I2YX5dKzgDGEkWROqCFYajPbNfMZ6amtW95ajT0XCcx39vZlaWFRe2f0J6gnTflsjSbTTk5Ov5YMRd57kjgWYv93xg5PTUa6myBESPOoXBoxN+/fnNmGxhd47p7O7sqbs1mU83XaR6LYRiqOe/89EyuSyWdKaFcAB3v6vKK3FYqzjl4ioObclkbBUbXD/XnHOh7O7vaqSBtH7gulfSDwfpj0v2CIFDTeLv1WCv0fhkxq7B1CcFcWlhsCSBhr3V+epa6paVduVHf6JxvKxW9T6d0lOictje31BPedqBBEOgaIdoStoHgg36o13XQhoELTMeFXF5uKxXnY47juMUKAv8CCxxpNtbW5bpUcs53SksJM3Uhl29pc/47s3T6NqIokvPTMxXl7c0tPW/bpwVWNAwU8T3FcaztFp1OL89+Uy7r+46iSK+5vbnlfHv2XCGXd2JGJLWTdvUk8jLY8y118D6GM6OtE7/N2+/l14+fKmQ35bJ+i0kEQaBmcAi37Y8G1f/ZbxTt+KZclptyOXGfu9/28P9CLp/4vT01GvotWytFEpi0XBWLuuPEmv5tek+/HEnvwrYrOCOeHB1re7EDFds2/HaPtoRrWwfYJNrpGK6PPnR1eUUHbElt1qZAxmAG7WljbV2dMbGEiOv578jeH0uCnfiQ2OyvHWn8zdiXKtJqrso6mL0OGn8U+lqSOq/tza2+5Qb+KIbh23gvMKvqV1/le88P6hsYxDvG4Og9eU08jV7pNVaFTxzHupz2niQtP96Uy4lOuv2CYt4jGP3DTPfl02fdZpN1YG5M2+fbT3oVcyxfYGYPk1bWY8IPw7fxXvhe9m8Fywnnp2dq1h1EBLN+v+M4jltmue9BFsT8vlZ790EOQKyFXz9+anvqpa97LR8i5s1mcygSkWDryEO93pdIY38LT42GPNTr75JM46nR6LkTiqLI2bY2DAzLt/EeYF28n6Dtt/PJeSvD8o6jKBpYSNUwDIeiT0UQsXZ+UP3iQ8ScEEIIIf2DYk4IIYRkHIo5IYQQknEo5oQQQkjGeRcxv6tWh2JwEIbhh3lGDoo4jjWkqe/MMozPSwghw0jPYo5IRa8RaRtlqVuCIHh1ntxBM8itGGn46Sc70W0Ob2TEQvAVy0c8LyGEkO5508z8tduX3iLmve5DHgQfIW5/Hh+7Gsx0u4d1b2c3NfYwxZwQQrLBm8T89+WlCg1iECMOrd1TBzFHhiPEgwZBEGhAenvuulTS4CU29vl9rab3seVEpq1msym/Ly9byuFzV60mxmC2/7emZ5tABeftXtQoijTxh3/O3g8HBilpzy8iGjM4CdQD3sOfx0cNfGFjlXeqXwRe8Qdmvpjf12rOwArPgzzS4KZcdvbR/nl8dP731Gho/fkDNZTjulRqqX9cy9ahDQeK/9h2acvzUK8n3pMQQrLOm8Tchqvb3txS0UYsbZscYnV5RTPwzM/OOdHFEHXpv4sLWV1e0UIhwpMVc8w8/7u40NjGKCvEZ3V5RfMY+9mJAGKr4zo2pjySe/hRex7qdZmZmtbrI76xjQGMOtjb2ZX52Tk9h2f77+JCCrm8XhfhBpHcwT4/6ibpXSDbD8oPM7kv5v71kYQGdWDF3LcAWDG/q1ZlcnzCiTuM/yEOPt63b02xiRDCMHTSms7PzjlWm7GRUSnk8podb3J8QusQ9Y/oUEgHKvKcIOLk6FjvZd870gyivDYhBiGEDAN9E3MLclJjVoWOH509snAlre3e12rObLCTmR1Zs0SeO3vkOBZ5WddPug/SYCZdz8b3xpqyvb69HoQ9ifnZOa3H1eUVFULE7U0yn/vPnybmfopA0MnMnlS/nfIVQ0RR/iAInExVIiIzU9O6tt9OzH38JANjI6NOsgYbA//k6Nip65mp6cS6QaYwDAKQCAP8vrxMTEpBCCFZpa9iDhNzIZd3rpG0Zm47YphIkQ+4k5jDXH+4f+DM7JLWeNOeBTmbC7m8k6EGM3tkQ7LlSbq+TfMn8mJ63t7ccqwGNo8w4oqDds+fJuZPjYaW34pfkph3qt9O+Yr92TNyKdusUTNT007623ZiDi955KJul6LSlu/89EyzDjWbTWdgFcextr+NtfXUtJEoP30BCCHDRF/N7EjdaXP94iZJYg7nLpiBH+r1luQJvjDAvHxbqWg+3l7EXORlbdyaXb98+qy5fv2462lijhn+ydGxfP/6TXNM25n5ydGxfPn0WcZGRmV+dk4FGKk8056/Xd7sKIo0/SDqwBdzXB/+BUn122lmDvHGu0b2H1tH1hny+9dvzpY2K+bIm31VLGou59eKOco+NjKqOYjB6vKKbG9uaW5pijkh5F+ib2I+NjKqM1x/25pvZoe5GokybJrBu2rV6Wj9vNPbm1uOqRXr6bhuN2IOropFnfEVcvnU3LG+GT+OY1laWNSBgDVFI9cy7j0zNZ2YXOGuWm37/O3EHFhTNQY79nrzs3Op13+NmIs8v8ONtXWJ41gtC2nOhd+/ftMBDjI6oXxXxaJj4r4qFl8t5shP7YNlCwy6sIzzWjEPguBdksoQQsig6JuYw8kIZk4rZHCAW1pY1NShEMwwDGVyfEIO9w/k14+fsrSw6HS0v378lPnZOTk/PVMvaMxE4WTWi5hvb26pw9SXT59VJGC+xrmTo2MtK66PdKd4JghBIZdXJzeYnm0djI2M6lHI5eWp0ej4/Glivrez65Qf6/xYLz7cP5DrUqnl+t2a2fHbOI5ldXlF6+Jw/0CWFhbVkW1jbd3ZbTA5PqH3g/OZyPMSw9jIqKaZhANeUpvyy3dTLjt1uLG2rhaOL58+68BvdXnFsSR0EvPJ8YnM50EnhPzb9E3MYfLFVqrbSkUdvJBOENuK/GuHYSj/XVzof/w18qti0dluhLXRp0ZDnhoNdbRL+q+/bQrYrUx+eey5m3LZ2X53V62qed6eE3mJpoY6uKtWJYoiaTabLTPzvZ1ddcoKgiD1+f17JJXRrvmLvGxZQ73417dBaO5rtdQgM35ZcE+ArV54Fxacw4DFruujHaB+7Dl/a54t39LColN2LDGgbL8vL+W6VJJms6k7BZKeEe0T3FYq754LmhBC+knPYg5T5t8Sne1v5qnRcLZ1RVHUslxAOuOvk5+fntErnRBCpEcx/315KZPjEz1HdfsXwSwSDnDnp2dcp+0S+AOMjYzKzNS07O3spgbUIYSQfwlmTSOEEEIyDsWcEEIIyTgUc0IIISTjUMwJIYSQjEMxJ4QQQjIOxZwQQgjJOBRzQgghJONQzAkhhJCMQzEnhBBCMk6qmPPgwYMHDx48snO0iDmSZ/DgwYMHDx48snG0iDkhhBBCsgnFnBBCCMk4/wNekQ2Tq97bqwAAAABJRU5ErkJggg==" /></span></span></span></span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -0.55pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span><span> </span><span> </span><span> </span><span> Bagian argumentasi:</span></span></span></p><p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -0.55pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span><span><span> </span><span> </span><span> </span><span> </span></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span><span><span><b><font face=""times new roman", "serif"" style="font-size: 12pt; line-height: 150%;"><img alt="" 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" /></font></b></span></span></span></span></p><p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -0.55pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span><span><br /></span></span></span></p><p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 8.35pt; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span></span></span></p>
<span></span><p class="MsoListParagraph" style="line-height: 150%; margin: 0cm 0cm 0cm 57.3pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>2.<span style="font: 7pt "times new roman";">
</span></span></span><b><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Menyajikan simpulan sistematika dan
unsur-unsur isi surat lamaran baik secara lisan maupun tulis</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 2cm;"><b><span style="font-size: 12pt; line-height: 150%;">Menyimpulkan
Isi dan Sistematika Surat Lamaran Pekerjaan</span></b><b><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 2cm;"><span style="font-size: 12pt; line-height: 150%;">Menyimpulkan
adalah mengikhtisarkan (menetapkan, menyarikan pendapat, dan sebagainya)
berdasarkan apa-apa yang diuraikan (</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 2cm;"><span style="font-size: 12pt; line-height: 150%;">Menyimpulkan
isi dan sistematika surat lamaran pekerjaan adalah mengikhtisarkan atau
menetapkan isi dan sistematika surat lamaran pekerjaan berdasarkan identifikasi
isi surat lamaran pekerjaan. </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p><p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><br /><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p><p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"><img alt="" /></span></p><p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><img alt="" 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" 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" 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" /><br /><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 2cm;"><span style="font-size: 12pt; line-height: 150%;"><b>Latihan </b></span></p><p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 2cm;"><span style="font-size: 12pt; line-height: 150%;">menyimpulkan isi dan sistematika surat lamaran pekerjaan berdasarkan
identifikasi isi dan sistematika surat lamaran pekerjaan. </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 2cm;"><span style="font-size: 12pt;">Surat lamaran pekerjaan:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><img alt="" 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" /></p><p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiPZgZhAegrWzGp1US8nhJCMM4Zzm3NDrGbxzMz8keG8_KNw-TVebFly0DZW25M4FnN7C2kTpK_EZtXqcSR3gehQuq2zMjeLY7M5YxsU4dtjh2cqLIGhLJ6V1GOnVRYjCtPn4xCDnpdcjL/s1600/simpulan+surat+1.png"><span style="color: blue; font-family: "times new roman", "serif"; font-size: 12pt; text-decoration: none;"><span><br /></span></span></a><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 8.35pt 72pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;">Simpulan isi dan sistematika surat lamaran Pekerjaan bisa dilakukan sebagaimana pembahasan sebelumnya.</span></p><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span><p class="MsoListParagraph" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -21.25pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>3.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><b><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Mengidentifikasi Unsur Kebahasaan
Surat Lamaran Pekerjaan</span></b></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt; text-align: justify;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Ketentuan-ketentuan
yang harus diperhatikan dalam surat lamaran pekerjaan terkait dengan bahasa
yang digunakan adalah sebagai Berikut.</span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin: 0cm 0cm 0cm 70.9pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>a)<span style="font: 7pt "times new roman";"> </span></span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Bahasa surat adalah bahasa yang baik
dan benar.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 70.9pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>b)<span style="font: 7pt "times new roman";"> </span></span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Bahasa surat menggunakan kata-kata
yang sopan.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 70.9pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>c)<span style="font: 7pt "times new roman";"> </span></span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Bahasa surat berisi kata pengantar
yang jelas, singkat, padat, informative, dan tepat sasaran.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 70.9pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>d)<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Bahasa surat tampak dari tulisan
yang bersih, mudah dibaca, sesuai dengan kaidah ejaan.</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 0cm 0cm 0cm 70.9pt; mso-add-space: auto; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>e)<span style="font: 7pt "times new roman";"> </span></span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Melengkapi bagian-bagian surat
dengan norma bahasa surat (seperti penulisan unsur hal, tempat/tanggal, alamat,
salam pembuka, isi surat, salam penutup, tanda tangan, dan nama terang).</span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt;"><b><span style="font-family: "times new roman", "serif"; font-size: 12pt;">Mengidentifikasi Unsur Kebahasaan
Surat Lamaran Pekerjaan</span></b></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Pada
dasarnya, surat lamaran pekerjaan dibedakan dari berbagai sumber yang diperoleh
oleh palamar. Rohmadi dan Rustamaji (2010: 4) menjelaskan bahwa surat lamaran
pekerjaan dapat diajukan berdasarkan sumber-sumber berikut ini. </span></p><p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt;"><br /><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><!--[if gte mso 9]><xml>
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</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Iklan</span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Setelah membaca iklan yang dimuat
dalam harian…tanggal…yang isinya menyatakan bahwa….<br />
Dalam harian…tanggal…saya membaca iklan yang menyatakan bahwa PT…membutuhkan….
Berkenaan dengan hal tersebut, saya….</span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Informasi seseorang<br />
Contoh<br />
Menurut informasi dari Bapak…, perusahaan Bapak/Ibu membutuhkan…. Sehubungan
dengan hal itu…<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pengumuman resmi dari instansi yang membutuhkan tenaga<br />
Contoh<br />
Berdasarkan dengan pengumuman nomor:…tanggal…tentang penerimaan karyawan
PT…maka yang bertanda tangan di bawah ini:….<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Permohonan instansi pada sekolah<br />
Contoh<br />
Setelah mendapat informasi dari kepala sekolah tentang permohonan kerja….</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Inisiatif sendiri</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:<br />
Yang bertanda tangan di bawah ini, …. dengan ini mengajukan permohonan untuk
diterima sebagai karyawan pada….</span></p><br /><br />
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Perbedaan
sumber penulisan surat akan berdampak pada bahasa yang digunakan. Variasi
bahasa yang dapat dibuat seperti tampak pada uraian mengenai sumber penulisan
surat lamaran pekerjaan. </span></p>
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<style>
/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
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</p><p class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 42.55pt; margin-right: 0cm; margin-top: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ketentuan-ketentuan yang harus diperhatikan dalam
surat lamaran pekerjaan terkait dengan bahasa yang digunakan adalah sebagai
berikut:</span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahasa surat adalah bahasa yang baik dan benar.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahasa surat menggunakan kata-kata yang sopan.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahasa surat berisi kata pengantar yang jelas,
singkat, padat, informative, dan tepat sasaran.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahasa surat tampak dari tulisan yang bersih, mudah
dibaca, sesuai dengan kaidah ejaan.</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 12.0pt; margin-left: 63.8pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -21.25pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Melengkapi bagian-bagian surat dengan norma bahasa
surat (seperti penulisan unsur hal, tempat/tanggal, alamat, salam pembuka, isi
surat, salam penutup, tanda tangan, dan nama terang).</span></p>
<span> </span><span> </span><span> </span><span> </span><br /><p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Contoh surat
lamaran pekerjaan dan analisis unsur kebahasaannya. </span></p><p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 42.55pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><img alt="" 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" /></span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifrQJlqc9G9e65jpQ8una5qNWXagQvC0tHOQ7TpYl3SKXKT_Lf1PU_DwoVJza9UO8KcXe1ZXiWQMT7KOOt6mFfCfPHaFMTTOyQ8LnvAwWbhUTo-DSi0_0RPFUJPzR5aXXtHWYunUtMueL8/s1600/surat+2.png"><span style="color: blue; font-family: "times new roman", "serif"; font-size: 12pt; text-decoration: none;"><span><img alt="" /><br /></span></span></a><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 12pt; text-indent: 36pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Analisis
unsur kebahasaan surat lamaran pekerjaan tersebut adalah sebagai berikut:</span></p>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 26.7pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 35.4pt;" valign="top" width="47">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">No</span></p>
</td>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 136.1pt;" valign="top" width="181">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Unsur-Unsur
Kebahasaan</span></p>
</td>
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 260.8pt;" valign="top" width="348">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Penjelasan</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 35.4pt;" valign="top" width="47">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">1</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 136.1pt;" valign="top" width="181">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Bentuk
surat yang standar</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 260.8pt;" valign="top" width="348">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Surat
lamaran yang dibuat sudah menggunakan format standar</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 35.4pt;" valign="top" width="47">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">2. </span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 136.1pt;" valign="top" width="181">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Bahasa
yang baik dan benar</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 260.8pt;" valign="top" width="348">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Penulisan
surat lamaran tersebut sudah menggunakan kaidah berbahasa yang baik seperti
penulisan kalimat pemerincian, kata ganti orang ketiga,dan penggunaan tanda baca
titik (.), dan koma (,).</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 35.4pt;" valign="top" width="47">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">3.</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 136.1pt;" valign="top" width="181">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Kata
pengantar jelas, singkat, padat, informatif, dan tepat sasaran</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 260.8pt;" valign="top" width="348">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Karena
informasi lowongan bersumber dari media massa (Pikiran Rakyat), pelamar
mencantumkan sumber di awal. Selanjutnya, pelamar mengajukan diri untuk
mengisi lowongan tersebut.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 35.4pt;" valign="top" width="47">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">4.</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 136.1pt;" valign="top" width="181">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Penyampaian
maksud surat pada isi surat</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 260.8pt;" valign="top" width="348">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Sudah
menggunakan kalimat yang jelas untuk melamar kerja. Namun. kurang jelas
menyampaikan posisi/jabatan yang diinginkan.</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;">
<td style="border: 1pt solid black; padding: 0cm 5.4pt; width: 35.4pt;" valign="top" width="47">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">5</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 136.1pt;" valign="top" width="181">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Pemakaian
tanda baca koma (,) pada bagian penutup surat</span></p>
</td>
<td style="border-color: currentcolor black black currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 260.8pt;" valign="top" width="348">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Pada
penutup surat, seharusnya setelah kata </span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoListParagraph" style="line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>4.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Menyusun Surat Lamaran Pekerjaan
dengan memperhatikan isi, sistematika, dan kebahasaan</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 0cm 21.3pt; text-align: justify;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Berikut
disajikan tips dalam membuat surat lamaran pekerjaan. </span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin: 0cm 0cm 0cm 49.65pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>a)<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Menggunakan bahasa yang baik dan
benar.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 49.65pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>b)<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Menulis dengan susunan format rapi.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin: 0cm 0cm 0cm 49.65pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>c)<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Melengkapi data sesuai dengan
keperluan.</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 0cm 0cm 0cm 49.65pt; mso-add-space: auto; mso-list: l5 level1 lfo6; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;"><span>d)<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%;">Melampirkan surat pendukung seperti
sertifikat pengalaman kerja.</span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><b><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt;">Rujukan </span></b><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt;">Kosasih, E. 2014.
Jenis-Jenis Teks dalam Mata Pelajaran Bahasa Indoneisa SMA/MA/SMK. Bandung:
Yrama Widya</span><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt;">Suherli, dkk. 2018. </span><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 8.35pt;"><span style="color: black; font-family: "times new roman", "serif"; font-size: 12pt;">Suherli, dkk. </span><span style="font-family: "times new roman", "serif"; font-size: 12pt;"></span></p>
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<![endif]-->www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-37788405323311157112020-07-25T11:47:00.003+07:002020-07-25T13:34:02.369+07:00Mufrodat Bahasa Arab Macam-macam Olahraga Kelas XII Semester 1<div>Mufrodat macam-macam Olahraga <br /></div><div><br /></div><div><br /></div>
<div><iframe height="480" src="https://drive.google.com/file/d/1IEKz46xZWWcdu9giSjgxLWhIUllU_veT/preview" width="640"></iframe></div><div><br /></div><a href="https://drive.google.com/file/d/1IEKz46xZWWcdu9giSjgxLWhIUllU_veT/view?usp=sharing">https://drive.google.com/file/d/1IEKz46xZWWcdu9giSjgxLWhIUllU_veT/view?usp=sharing</a><br />www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0Jl. Utama, RT 03 / RW 01, Desa Bulak, Rowosari, Bulak I, Bulak, Kec. Rowosari, Kabupaten Kendal, Jawa Tengah 51354, Indonesia-6.932582 110.064281-35.242815836178849 74.908031 21.377651836178845 145.220531tag:blogger.com,1999:blog-362924893656264659.post-35302506847719487852020-07-24T10:08:00.004+07:002020-07-24T10:44:05.782+07:00BAB 1. TEKS PROSEDUR - BAHASA INDONESIA XI-1
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "times new roman", "serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">RINGKASAN MATERI </span></b></p>
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "times new roman", "serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">MATERI ; TEKS PROSEDUR <br /></span></b></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "times new roman", "serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">KELAS XI</span></b><b><span style="font-family: "times new roman", "serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> MA DARUSSA’ADAH ROWOSARI <br /></span></b></p><p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "times new roman", "serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span>- Pengertian,
Ciri, Struktur, Aspek Kebahasaan, dan Contoh Teks Prosedur </span></b></p>
<p class="MsoListParagraph" style="margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pengertian Teks Prosedur</span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 21.25pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Teks
prosedur adalah teks yang berisi langkah-langkah atau tahapan yang harus
dilaksanakan dalam melakukan suatu kegiatan sehingga suatu kegiatan itu dapat
terlaksana dengan baik. </span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ciri Teks
Prosedur</span></p><p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 21.3pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> <span> </span>a. </span>Dilihat dari isinya, terdapat bagian pernyataan umum dan tahapan-tahapan.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;"><span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> <span> </span></span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span><span></span>b. </span>Dilihat dari bahasanya, banyak
menggunakan kata kerja perintah (imperative), partikel, dan <span> </span><span> </span><span> </span><span> </span><span> </span>konjungsi.<br /></span></p><p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c</span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;"><span style="font: 7pt "times new roman";"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> <span> </span></span></span> </span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> c. Menggunakan kata keterangan
untuk menyatakan rinci waktu, tempat dan cara yang akurat<i>.</i></span></p><p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><br /><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><i></i></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Perbedaan dengan Teks Lain:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; height: 615px; margin-left: 21.05pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 639px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 73.75pt;" valign="top" width="98">
<p align="center" class="MsoNormal" style="margin-bottom: 0cm; text-align: center;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Fitur Pembeda</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.15pt;" valign="top" width="155">
<p align="center" class="MsoNormal" style="margin-bottom: 0cm; text-align: center;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Teks Prosedur</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="margin-bottom: 0cm; text-align: center;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Teks LHO</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<p align="center" class="MsoNormal" style="margin-bottom: 0cm; text-align: center;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Teks Eksplanasi</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 73.75pt;" valign="top" width="98">
<p class="MsoNormal" style="margin-bottom: 0cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Struktur</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.15pt;" valign="top" width="155">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tujuan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langkah-langkah</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penegasan ulang.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Deskripsi
umum</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Deskrripsi
bagian</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Deskripsi
manfaat</span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Identifikasi fenomena</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Proses kejadian</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ulasan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 73.75pt;" valign="top" width="98">
<p class="MsoNormal" style="margin-bottom: 0cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Aspek Kebahasaan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.15pt;" valign="top" width="155">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan kata kerja (verba), yaitu verba material dan verba tingkah
laku.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan konjungsi</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan
kata-kata teknis</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan kalimat persuasif</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan kalimat interogatif</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan kalimat deklaratif</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Banyak menggunakan partikel -lah</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apabila teks perupa resep menggunakan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan frasa</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan konjungsi <i>dan, atau</i></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunkan kalimat simpleks dan kompleks</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan kata kerja</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan nomina</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan kata yang bermakna denotative</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan konjungsi kausalitas dan kronologis</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan
kata kerja pasif</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">·</span><span style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Menggunakan
kata-kata teknis</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 73.75pt;" valign="top" width="98">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Isi</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 116.15pt;" valign="top" width="155">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memberikan informasi tentang
langkah-langkah membuat atau melakukan sesuatu.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 120.5pt;" valign="top" width="161">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memberikan informasi tentang
hasil pengamatan atau observasi.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border-color: currentcolor; border-style: none solid solid none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Memberikan informasi
mengenai fenomena atau peristiwa yang terjadi.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
</tbody></table>
<div><br /></div><div><br /></div>
<p class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Struktur Teks Prosedur</span></p><p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"> <span style="mso-list: Ignore;"><span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> </span><span> </span>a.<i> Tujuan,</i> yaitu pengantar tentang topik yang akan dijelaskan dalam teks.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7pt "times new roman";">
<span> </span><span> </span><span></span></span></span></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. <i>Langkah-langkah</i>, yaitu perincian petunjuk yang disarankan kepada pembaca <span> </span><span> </span><span> </span><span> </span>terkait dengan topik<span></span><span> </span><span> </span>yang ditentukan.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7pt "times new roman";"> <span> </span><span> <span> </span></span><span></span></span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">c. <i>Penegasan ulang</i>, yaitu harapan/manfaat apabila petunjuk-petunjuk tersebut
dijalankan dengan <span> </span><span> </span><span> </span>baik.</span></p><p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l5 level1 lfo3; text-align: justify; text-indent: -18pt;"><br /><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Aspek Kebahasaan Teks Prosedur</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> </span><span> </span>a. Menggunakan kata kerja (verba)</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Verba dapat
dibentuk oleh imbuhan <i>me-, me-kan, me-i, ber-, di-, di-kan</i>, dan <i>di-i</i></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin: 0cm 0cm 0cm 72pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -18pt;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Verba material, yaitu jenis verba yang mengacu pada tindakan fisik,
misalnya <i>menggoreng, mengiris, mengadukmengangkat, menulis, menyetrika.</i></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kita perlu <i>mengaduk </i>bahan-bahan sampai rata.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin: 0cm 0cm 0cm 72pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -18pt;"><span style="font-family: "symbol"; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Verba tingkah laku, yaitu verba yang
mengacu pada sikap yang dinyatakan dengan ungkapan verbal (bukan tindakan
fisik), misalnya <i>menyetujui, menolak, memahami.</i></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 36pt; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 72pt; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kita akan <i>merasakan</i> kelezatan bumbu-bumbu tersebut.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7pt "times new roman";"> <span> </span><span> </span><span> </span>
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b. Menggunakan kata-kata teknis yang berkaitan dengan topik yang dibahasnya.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:</span></p><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: medium none; margin-left: 42.55pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 201.85pt;" valign="top" width="269">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Prosedur membuat nasi
goreng:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kata teknis </span><span lang="" style="font-family: "wingdings"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> nasi, bumbu, kompor, potong, goreng, dll.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="border: 1pt solid; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 201.85pt;" valign="top" width="269">
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Prosedur menghidupkan
computer:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kata teknis </span><span lang="" style="font-family: "wingdings"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> computer, CPU, power, tekan, klik, dll.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
</tbody></table>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; height: 18px; margin-left: 42.55pt; width: 567px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt; width: 201.85pt;" valign="top" width="269"><br /></td>
<td style="padding: 0cm 5.4pt; width: 201.85pt;" valign="top" width="269"><br /></td>
</tr>
</tbody></table>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7pt "times new roman";"> </span></span></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> </span><span> </span>c. Menggunakan kalimat interogatif atau kalimat tanya.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tahukah
kalian makanan khas Magelang?</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> d. Menggunakan kalimat deklaratif, yaitu kalimat yang berisi pernyataan
(berita atau informasi).</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Getuk trio
adalah salah satu makanan khas Magelang yang berbahan dasar singkong.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">e.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> e. Menggunakan kalimat imperative, yaitu kalimat perintah. </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tambahkan
gula, garam, dan vanili.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kukuslah
sampai matang.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Keringkan
dengan handuk bersih.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">f.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">f. Banyak menggunakan partikel <i>-lah</i></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 36pt; text-align: justify;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tambahkanlah penyedap rasa secukupnya.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jauhkanlah
dari jangkauan anak-anak.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">g.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> g. Banyak menggunakan konjungsi
temporal yang menyatakan ‘urutan waktu’, misalnya <i>setelaitu, <span> </span><span> </span><span> </span>lalu,
kemudian, sebelum, sesudah itu, selanjutnya</i></span></p><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span> </span><span> </span><span> </span>Selain
konjungsi, tahapan kerja atau urutan kerja dapat menggunakan kata bilangan,
seperti <i>tahap <span> </span><span> </span><span> </span>pertama, tahap kedua, tahap ketiga, tahap keempat, tahap
kelima, </i>dan seterusnya.</span>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">h.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> h. Menggunakan pernyataan persuasif, ditandai dengan kata-kata <i>hendaklah,
sebaiknya, diharapkan, <span> </span><span> </span><span> </span>harus, perlu.</i></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh: </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sebaiknya,
gunakanlah tepung berprotein sedang.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alangkah
lebih baik jika minuman ini disajikan dingin.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">i.<span style="font: 7pt "times new roman";"> <span> </span><span> </span></span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">i. Apabila prosedur itu berupa resep dan petunjuk penggunaan alat, akan
digunakan gambara<span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>terperinci tentang benda dan alat yang dipakai, termasuk
ukuran, jumlah, dan warna.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Gunakan
Loyang berukuran 20 cm x 18 cm</span></p><p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify; text-indent: 36pt;"><br /><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Langkah-langkah penyusunan teks prosedur</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo6; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a. Menentukan topik</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 35.45pt; text-align: justify; text-indent: 0.55pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tentukanlah kegiatan apa yang akan kamu selesaiakan, misalnya<span style="mso-spacerun: yes;"> </span>cara membuat KTP, cara membuat SIM, cara
membuat tempe, cara membuat nastar, dll.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo6; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> b. Mengumpulkan bahan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 35.45pt; text-align: justify; text-indent: 0.55pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahan untuk membuat teks prosedur dapat diperoleh dari buku, majalah, surat
kabar, pengamatan, pengalaman, narasumber, dll.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraph" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo6; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> c. Menyusun kerangka </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0cm 35.45pt; text-align: justify; text-indent: 0.55pt;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kerangka atau rancangan garis besar teks prosedur dibuat untuk menghasilkan
langkah-langkah yang sistematis.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpFirst" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo6; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7pt "times new roman";"> <span> </span> </span></span></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">d. Mengembangkan kerangka menjadi teks prosedur yang utuh berdasarkan
struktur<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">dan <span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>kebahasaan yang tepat.</span></p><p class="MsoListParagraphCxSpFirst" style="margin-bottom: 0cm; mso-add-space: auto; mso-list: l6 level1 lfo6; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></p>
<p class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -21.3pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7pt "times new roman";">
</span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh Teks Prosedur</span></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt; text-align: center; text-indent: 1cm;"><b><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cara Membuat Getuk Trio Khas
Magelang</span></b><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Banyak sekali kudapan tradisional Indonesia yang berbahan dasar singkong.
Salah satunya adalah getuk trio khas Magelang, Jawa Tengah. Makanan ini
memiliki tekstur yang lembut dan rasa yang manis.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt; text-align: justify; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tahukah kalian cara membuat getuk trio khas Magelang? Jika belum, berikut
adalah bahan dan langkah-langkah membuatnya.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1536; width: 603px;">
<tbody><tr style="height: 15.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="height: 15.25pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-align: justify; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 15.25pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-align: justify; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bahan Taburan </span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
<tr style="height: 14.15pt; mso-yfti-irow: 1;">
<td style="height: 14.15pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1 kg singkong</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 14.15pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">150 gr kelapa parut kasar</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
<tr style="height: 27.5pt; mso-yfti-irow: 2;">
<td style="height: 27.5pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">200 gr kelapa parut kukus 5 menit</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 27.5pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">¼ sdt garam</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
<tr style="height: 14.2pt; mso-yfti-irow: 3;">
<td style="height: 14.2pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">125 gr gula pasir</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 14.2pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1 lbr daun pandan</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
</tr>
<tr style="height: 20.2pt; mso-yfti-irow: 4;">
<td style="height: 20.2pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4 sdm skm</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 20.2pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272"><br /></td>
</tr>
<tr style="height: 11.3pt; mso-yfti-irow: 5;">
<td style="height: 11.3pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1 sdt garam</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 11.3pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272"><br /></td>
</tr>
<tr style="height: 16.6pt; mso-yfti-irow: 6;">
<td style="height: 16.6pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">½ sdt vanili</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 16.6pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272"><br /></td>
</tr>
<tr style="height: 15.45pt; mso-yfti-irow: 7;">
<td style="height: 15.45pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">30 gr margarine</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
</td>
<td style="height: 15.45pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272"><br /></td>
</tr>
<tr style="height: 21.45pt; mso-yfti-irow: 8;">
<td style="height: 21.45pt; padding: 0cm 5.4pt; width: 248.2pt;" valign="top" width="331">
<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">¼ sdt cokelat pasta</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
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<td style="height: 21.45pt; padding: 0cm 5.4pt; width: 203.75pt;" valign="top" width="272"><br /></td>
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<tr style="height: 26.75pt; mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
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<p class="MsoNormal" style="line-height: 106%; margin: 0cm 0cm 8pt 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-ansi-language: EN-ID; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4 tetes pewarna makanan (mera muda)</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 106%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
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<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt; text-indent: 1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></p>
<p class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt; text-indent: 1cm;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cara Membuat:</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo7; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Kukuslah singkong sampai matang. Lalu tumbuk sampai halus. Alangkah lebih
baik jika singkong <span> </span><span> </span>ditumbuk selagi masih panas agar lebih mudah.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo7; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Tambahkan gula pasir, garam, vanili, kelapa parut, skm dan margarin, aduk
rata.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo7; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> 3. Bagi adonan
menjadi tiga bagian. Satu bagian tambahkan pewarna merah muda, satu bagian
<span> </span><span> </span><span> </span><span> </span><span> </span>tambahkan cokelat pasta, dan sisanya biarkan berwarna putih.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo7; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. Ambillah
masing-masing adonan dari ketiga bagian, pipihkan di Loyang berukuran 18
X 20 cm <span> </span><span> </span><span> </span>yang telah dialasi plastic. </span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pipihkan secara berurutan dari
yang berwarna merah muda, putih, dan <span> </span><span> </span><span> </span>cokelat. Pipihkan dan padatkan.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo7; text-align: justify; text-indent: -18pt;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "times new roman";"> </span></span></span><span dir="LTR"></span><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5. Kemudian keluarkan ketiga adonan yang telah disusun dari loyang,
potong-potong, dan sajikan <span> </span><span> </span><span> </span>dengan ditaburi parutan kelapa.</span><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
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<p class="MsoNormalCxSpMiddle" style="line-height: normal; margin: 0cm 0cm 0cm 21.3pt; mso-add-space: auto; text-align: justify; text-indent: 1cm;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sangat mudah bukan, semoga dengan langkah-langkah di
atas dapat membantu kalian dalam membuat getuk trio yang rasanya tak kalah enak
dengan yang dijual maupun diolah oleh para ahli.</span></p>
<p class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><a name="_Hlk14861466"></a><a href="https://www.blogger.com/null"><span style="mso-bookmark: _Hlk14861466;"><span style="color: blue; font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
</span></span><span style="mso-bookmark: _Hlk14861466;"></span></a><span style="mso-bookmark: _Hlk14861466;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></span></p>
<p class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="mso-bookmark: _Hlk14861466;"></span><a href="https://www.blogger.com/null"><span style="mso-bookmark: _Hlk14861466;"><b><span style="color: blue; font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sumber:</span></b></span><span style="mso-bookmark: _Hlk14861466;"></span></a><span style="mso-bookmark: _Hlk14861466;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></span></p>
<p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1.</span></span><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></span><span style="mso-bookmark: _Hlk14861466;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suherli, Maman Suryaman, Aji
Septiaji, Istiqomah. 2017. <i>Buku Siswa Bahasa Indonesia Kelas XI
<span> </span><span> </span>Revisi </i> <i>Tahun 2017</i>. Jakarta: Pusat Kurikulum dan
Perbukuan, Balitbang, Kemendikbud. </span></span></p>
<p class="MsoNormalCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2.</span></span><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></span><span style="mso-bookmark: _Hlk14861466;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suherli, Maman Suryaman, Aji Septiaji, Istiqomah.
2017. <i>Buku Guru Bahasa Indonesia Kelas XI <span> </span><span> </span>Revisi</i> <i>Tahun
2017</i>. Jakarta: Pusat Kurikulum dan Perbukuan, Balitbang, Kemendikbud.</span></span></p>
<p class="MsoNormalCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.</span></span><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 7pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></span><span style="mso-bookmark: _Hlk14861466;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sobandi. 2016. <i>Mandiri Bahasa Indonesia Jilid 2
untuk SMA/MA Kelas XI.</i> Jakarta: Penerbit <span> </span><span> </span><span> </span><span> </span>Erlangga.</span></span></p>
<p class="MsoNormalCxSpMiddle" style="margin-bottom: 0cm; mso-add-space: auto; text-align: justify;"><span style="mso-bookmark: _Hlk14861466;"><span lang="" style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></span><span style="mso-bookmark: _Hlk14861466;"><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></span><span style="font-family: "times new roman", "serif"; font-size: 12pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></p>
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<![endif]-->www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-79997625927751510622020-07-24T07:47:00.002+07:002020-07-25T13:01:17.874+07:00BAB 1 KONSEP ILMU EKONOMI VIDEO PEMBELAJARAN EKONOMI SMA KELAS X<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/JLtMngxDKE8" width="480"></iframe>www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-42013693909291569912020-07-20T15:11:00.003+07:002020-08-25T10:54:02.424+07:00Konsep Wilayah Bab 1 Kelas XII Semester 1<div><img alt="" height="230" 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" width="442" /></div><div><br /></div><div>Menurut Undang-undang Republik Indonesia nomor 26 tahun 2007 tentang Penataan Ruang, Wilayah adalah ruang yang merupakan kesatuan geografis beserta segenap unsur terkait yang ditentukan berdasarkan aspek administratif atau aspek fungsional. Wilayah yang dibatasi berdasarkan aspek fungsional disebut kawasan. Kawasan adalah wilayah yang memiliki fungsi utama lindung atau budi daya. Wilayah dapat dibedakan menjadi wilayah formal dan fungsional. Proses penentuan suatu wilayah berdasarkan kriteria tertentu disebut perwilayahan. Secara sederhana wilayah dapat disimpulkan sebagai objek dan perwilayahan menunjukan proses terbentuknya objek tersebut.</div><div><br /></div><div><b>a. Wilayah dan Perwilayahan Formal (Uniform Region)</b></div><div style="margin-left: 40px; text-align: left;"><br /></div><div style="margin-left: 40px; text-align: left;">Wilayah formal adalah wilayah yang dibatasi oleh kenampakan yang seragam. Cara membatasi wilayah berdasarkan kenampakan yang seragam disebut perwilayahan formal. Kenampakan tersebut berupa kenampakan fisik dan sosial. Beberapa kriteria yang membentuk wilayah formal berdasarkan kenampakan fisik yaitu kondisi geomorfologi, jenis tanah, iklim, dan penggunaan lahan. <br /></div><div style="margin-left: 40px; text-align: left;">Perwilayahan formal dapat disajikan melalui peta. Contohnya melalui peta penggunaan lahan. Anda dapat mengamati peta penggunaan lahan pada gambar berikut :</div><div style="margin-left: 40px; text-align: left;"><br /></div><div style="margin-left: 40px; text-align: left;"><img alt="" height="225" src="data:image/jpeg;base64,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" width="327" /></div><div style="margin-left: 40px; text-align: left;"><br /></div><div style="margin-left: 40px; text-align: left;">Peta penggunaan lahan tersebut menonjolkan karakter penggunaan lahan berupa semak belukar, pemukiman penduduk, tegalan, hutan, kebun, dan jenis-jenis sawah. Contoh lain perwilayahan formal berdasarkan kenampakan fisik yaitu berbentuk peta jenis tanah. Perwilayahan formla juga dapat dibedakan berdasarkan aspek sosial contohnya peta kepadatan penduduk yang menunjukan persebaran penduduk di indonesia. Contoh peta kepadatan penduduk Indonesia dapat anda lihat pada gambar berikut :</div><div style="margin-left: 40px; text-align: left;"><br /></div><div style="margin-left: 40px; text-align: left;"><img alt="" src="data:image/jpeg;base64,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" /></div><div style="margin-left: 40px; text-align: left;"><br /></div><div style="margin-left: 40px; text-align: left;"><b>b. Wilayah dan Perwilayahan Fungsional (Nodal Region)</b></div><div style="margin-left: 40px; text-align: left;"><br /></div><div style="margin-left: 40px; text-align: left;">Wilayah Fungsional disebut juga sebagai Wilayah Nodal. Wilayah Fungsional dicirikan oleh adanya aliran orang/barang yang memusat (Nodal). <br /></div><div style="margin-left: 40px; text-align: left;">Aliran orang /barang juda dapat dianalisis menggunakan pendekatan antar wilayah pusat dan sekitarnya. Analisis gravitasi menggunakan pendekatan massa dan jarak. Massa dapat berupa jumlah penduduk, kesempatan kerja, dan pendapatan. Pendekatan jarak tidak hanya dilihat dari jarak mutlak, tetapi juga dari waktu dan biaya. interaksi antar wilayah berbanding lurus dengan massa dan berbanding terbalik dengan jarak. adanya interaksi antar wilayah tersebut dapat menjadi dasar perwilayahan fungsional.<br /></div><br />www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-85491876506722113452020-07-18T13:20:00.000+07:002020-07-18T13:20:23.726+07:00Tahun Pelajaran 2020/2021, Madrasah Gunakan Kurikulum PAI Baru<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
Jakarta (Kemenag) --- Madrasah akan memulai tahun pelajaran
2020/2021 mulai 13 Juli mendatang. Direktur Kurikulum, Sarana,
Kelembagaan, dan Kesiswaan (KSKK) Madrasah A Umar mengatakan bahwa
Madrasah, baik Ibtidaiyah (MI), Tsanawiyah (MTs), maupun Aliyah (MA),
akan menggunakan kurikulum baru untuk Pendidikan Agama Islam dan Bahasa
Arab.<br />
“Mulai tahun pelajaran 2020/2021, pembelajaran di MI, MTs, dan MA
akan menggunakan kurikulum baru untuk Pendidikan Agama Islam dan Bahasa
Arab,” terang Umar di Jakarta, Jumat (10/07).<br />
Menurut Umar, Kemenag telah menerbitkan KMA No 183 tahun 2019 tentang
Kurikulum Pendidikan Agama Islam dan Bahasa Arab di Madrasah. Selain
itu, diterbitkan juga KMA 184 tahun 2019 tentang Pedoman Implementasi
Kurikulum pada Madrasah. Kedua KMA ini akan diberlakukan secara serentak
pada semua tingkatan kelas pada tahun pelajaran 2020/2021.<br />
“KMA 183 tahun 2019 ini akan menggantikan KMA 165 tahun 2014 tentang
Kurikulum 2013 Mata Pelajaran Pendidikan Agama Islam dan Bahasa Arab
pada Madrasah,” ujar Umar.<br />
“Sehubungan itu, mulai tahun ajaran ini KMA 165 tahun 2014 tidak berlaku lagi,” lanjutnya.<br />
Meski demikian, mata pelajaran dalam Pembelajaran PAI dan Bahasa Arab
pada KMA 183 Tahun 2019 sama dengan KMA 165 Tahun 2014. Mata Pelajaran
itu mencakup Quran Hadist, Akidah Akhlak, Fikih, Sejarah Kebudayaan
Islam (SKI), dan Bahasa Arab. “Jadi beda KMA 183 dan 165 lebih pada
adanya perbaikan substansi materi pelajaran karena disesuaikan dengan
perkembangan kehidupan abad 21,” jelas Umar.<br />
“Kemenag juga sudah menyiapkan materi pembelajaran PAI dan Bahasa
Arab yang baru ini sehingga baik guru dan peserta didik tidak perlu
untuk membelinya. Buku-buku tersebut bisa diakses dalam website
e-learning madrasah,” tandasnya.<br />
(Humas)<br />
<br />
Sumber : https://kemenag.go.id/ <br />
</div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-362924893656264659.post-38594061819235929412020-06-29T22:18:00.002+07:002020-06-30T03:42:36.161+07:00Download RPP Moda Daring, Luring, dan Kombinasi<div dir="ltr" style="text-align: left;" trbidi="on">
Silahkan download RPP di masa Pandemi Covid-19 Moda Daring, Luring, dan Kombinasi untuk semua Jenjang PAUD/TK/RA, SD/MI, SMP/MTs, SMA/MA, SMK/MAK, SLB, semua kelas, dan semua Mapel.<br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-362924893656264659.post-23602276178351716882020-06-20T14:50:00.000+07:002020-06-30T02:33:55.434+07:00Pelaksanaan Survei Teaching From Home Bagi Guru dan Tenaga Kependidikan Madrasah<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><img border="0" data-original-height="413" data-original-width="620" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnbdpwMS33VHA2HoYY17RG8_RM4HISyz-lvLnhXXg_tr_VcOKWF9grIIv2Zl6o_2wZBmtom58QMLPZCmXSiiWCwYyrhOrlUF49GhziL5vCee9RqxfJFuSXz9nML8vsSBdpzy-CuaGeCGA/s400/survey.jpg" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i>Sumber gambar: katadata.co.id</i></td></tr>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-362924893656264659.post-23300161050086255662020-06-20T12:46:00.000+07:002020-07-20T12:51:51.592+07:00Panduan Pembelajaran pada Masa Pandemi Corona Virus Desease (Covid 19)<div dir="ltr" style="text-align: left;" trbidi="on">
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-362924893656264659.post-19238236094423881732020-01-30T07:00:00.000+07:002020-07-17T10:31:28.872+07:00KENALKAN DUNIA USAHA DENGAN KUNJUNGAN INDUSTRI<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSzbSU2wcF8BIj6lSoExsJlUTbCxTImU-kLYSYBjWUYssWiA04C-zBv55LJ9kNt62LPNCo0d8AwnMd_6QF4il93czQs73tVhvvGdUdMFFjSVfgTxtt6LYe-QsivkwmDH0yjfT-IsD7w6H1/s1600/WhatsApp+Image+2020-01-23+at+11.11.28.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="780" data-original-width="1040" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSzbSU2wcF8BIj6lSoExsJlUTbCxTImU-kLYSYBjWUYssWiA04C-zBv55LJ9kNt62LPNCo0d8AwnMd_6QF4il93czQs73tVhvvGdUdMFFjSVfgTxtt6LYe-QsivkwmDH0yjfT-IsD7w6H1/s400/WhatsApp+Image+2020-01-23+at+11.11.28.jpeg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">serah terima Cinderamata oleh Kepala Madrasah kepada PT Sandang Rakyat</td></tr>
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Madrasah Aliyah Program Keterampilan Darussa'adah Rowosari, Kendal Jawa Tengah adakan Kunjungan Industri Ke beberapa Perusahaan yang ada di sekitar Kendal-Semarang. Kegiatan ini dilaksanakan pada hari Kamis, tanggal 23 Januari 2020.<br />
Beberapa Perusahaan yang dikunjungi yakni Perseroan Terbatas Sandang Rakyat Textil yang beralamat di <span class="value-wrapper word-break-word">Desa Karangsuno, Cepiring, Kendal, Jawa Tengah, Indonesia dan Perseroan Terbatas Mataram Cakrawala Televisi Indonesia atau yang sering disebut Semarang TV yang berada di Jalan Bukit Puncak II No. 8 Ngesrep, Banyumanik Semarang.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgEU-5nmB2KSKSnydcHHVz4x_X6UkjSovuq6qAUBnava5AYsXtzwNgFvOh2j1atYlj4UyxLKq-NjT4GvgxMeDSe8hok5sSTC8Qe3ZeJIOTf6AMZGjQnLEwL2M8BhhMiQDZS1TAKGTN5MZE/s1600/WhatsApp+Image+2020-01-23+at+08.41.53.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="960" data-original-width="1280" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgEU-5nmB2KSKSnydcHHVz4x_X6UkjSovuq6qAUBnava5AYsXtzwNgFvOh2j1atYlj4UyxLKq-NjT4GvgxMeDSe8hok5sSTC8Qe3ZeJIOTf6AMZGjQnLEwL2M8BhhMiQDZS1TAKGTN5MZE/s320/WhatsApp+Image+2020-01-23+at+08.41.53.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">penyampaian materi teknik pembuatan celana</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjulrJ_KHqTbJQjLo9g8ybU50Qrett6e4RLbs_318Ksn2BQ0IMFqwxZdpEw5dm4Czgfhlqtd7nKdFSAqkwr4Hy6texDq9GOyTru5lN4ADXjILpy0lVEJ-Sl7OBfSdclOGys5ezsviL4e1pS/s1600/WhatsApp+Image+2020-01-23+at+17.14.47.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="581" data-original-width="1032" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjulrJ_KHqTbJQjLo9g8ybU50Qrett6e4RLbs_318Ksn2BQ0IMFqwxZdpEw5dm4Czgfhlqtd7nKdFSAqkwr4Hy6texDq9GOyTru5lN4ADXjILpy0lVEJ-Sl7OBfSdclOGys5ezsviL4e1pS/s320/WhatsApp+Image+2020-01-23+at+17.14.47.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">kunjungan ke Semarang TV</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhouRoTT50kKJx8t3Co5BMDWcsz2jOlsTqRk6fAktyUfE7Lcjus_gXXUv50cw4Fyn49zFNUVZWRISwp0KwrUH0VRYUSnagAsqZImb5wDLuYeWuLAp42enz7D5pVK7XI0TAPK4QDqAcVKv7/s1600/WhatsApp+Image+2020-01-23+at+17.09.03+%25281%2529.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="581" data-original-width="1032" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhouRoTT50kKJx8t3Co5BMDWcsz2jOlsTqRk6fAktyUfE7Lcjus_gXXUv50cw4Fyn49zFNUVZWRISwp0KwrUH0VRYUSnagAsqZImb5wDLuYeWuLAp42enz7D5pVK7XI0TAPK4QDqAcVKv7/s320/WhatsApp+Image+2020-01-23+at+17.09.03+%25281%2529.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ruang Produksi Semarang Tv</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUPoudwVEkJJwvHR48WIXO3-3pCyjh0CoFmpTFte4CI2A8_BfOma-6ENyiAhiPT9dY2krWUOq5gtDlPTUdORPxTc_c3PdohAXxD94OOR_Z5z1tFLwH22wfGEgUph2jwGl5flNaMmyOMuhx/s1600/WhatsApp+Image+2020-01-23+at+17.12.03.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="581" data-original-width="1032" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUPoudwVEkJJwvHR48WIXO3-3pCyjh0CoFmpTFte4CI2A8_BfOma-6ENyiAhiPT9dY2krWUOq5gtDlPTUdORPxTc_c3PdohAXxD94OOR_Z5z1tFLwH22wfGEgUph2jwGl5flNaMmyOMuhx/s320/WhatsApp+Image+2020-01-23+at+17.12.03.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Siaran langsung di salah satu acara Nyumbang Salam Semarang Tv</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7zTrl59pGD3nHBcRwYkhCN75U7tcqacAzwHo198U9o5cmD-BKOeNxw-rqTL9EKT41f7RQHqUvts-cOzL68VGVsobqa_cx9_DS1rBnSie-34d93m2cri1sawnzm-khF4I_3ghfv2SDb50f/s1600/WhatsApp+Image+2020-01-23+at+17.08.59.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="581" data-original-width="1032" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7zTrl59pGD3nHBcRwYkhCN75U7tcqacAzwHo198U9o5cmD-BKOeNxw-rqTL9EKT41f7RQHqUvts-cOzL68VGVsobqa_cx9_DS1rBnSie-34d93m2cri1sawnzm-khF4I_3ghfv2SDb50f/s320/WhatsApp+Image+2020-01-23+at+17.08.59.jpeg" width="320" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ0Bo2-QAyI6srrV81KBD-WZ9WJHnjuQNqvq7IZOaJrlxgNCvPfRl7qKjsgE4dmNvXoaByx4u-vgG3-zPSzPnusltlbagKSgLcNjfSlLGKLuhH_25hmN4el-yJ2LgFqpjzdO4B7UKgLMqv/s1600/WhatsApp+Image+2020-01-23+at+17.08.58.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="581" data-original-width="1032" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ0Bo2-QAyI6srrV81KBD-WZ9WJHnjuQNqvq7IZOaJrlxgNCvPfRl7qKjsgE4dmNvXoaByx4u-vgG3-zPSzPnusltlbagKSgLcNjfSlLGKLuhH_25hmN4el-yJ2LgFqpjzdO4B7UKgLMqv/s320/WhatsApp+Image+2020-01-23+at+17.08.58.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Peliputan Berita Kegiatan Kunjungan Industri oleh Crew Semarang TV</td></tr>
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Usai Kunjungan, Anak-anak diajak ke Museum Ronggowarsito guna pengamatan beberapa peninggalan sejarah yang ada di Provinsi Jawa Tengah.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrO-iFoAZ1A62IZ4p65R4Reytwh4i6gDg5MPPQEaAOx-2owTaPSeBv4dmyf_05KAtZpFhiNzEvgSTJARojpTGaV3l5vPHluxvTFDCp2xjIkux9TeWAM4Kp5OrpMqVR8Gks-UP4N3HVa-Dw/s1600/WhatsApp+Image+2020-01-23+at+11.10.16.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="780" data-original-width="1040" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrO-iFoAZ1A62IZ4p65R4Reytwh4i6gDg5MPPQEaAOx-2owTaPSeBv4dmyf_05KAtZpFhiNzEvgSTJARojpTGaV3l5vPHluxvTFDCp2xjIkux9TeWAM4Kp5OrpMqVR8Gks-UP4N3HVa-Dw/s320/WhatsApp+Image+2020-01-23+at+11.10.16.jpeg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pengarahan peninggalan-peninggalan sejarah yang ada di museum Ronggowarsito</td></tr>
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www.ma-darussaadah.sch.idhttp://www.blogger.com/profile/03071587411804785812noreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-14393655548064390532019-05-24T12:44:00.000+07:002019-05-28T11:51:25.056+07:00Semarak HUT 14 MAK NU 09 Darussa'adah, Berbagi Santunan Kepada 40 Yatim Piatu<div dir="ltr" style="text-align: left;" trbidi="on">
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Masih rangkaian HUT 14 MAK NU 09 Darussa'adah Rowosari, Organisasi Siswa Intra Sekolah (OSIS) mengadakan kegiatan berbagi santunan kepada 40 yatim piatu di sekitar desa Bulak pada Jum'at (24/5) di Kampus madrasah setempat.<br />
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Kegiatan yang didukung Ahass gajahmada Semarang dan Cinta Dzuafa Kendal (CDK) ini juga mengundang yatim piatu dari sekitar Desa Bulak seperti Kebonsari, Gebanganom, Sendangdawuhan, Karangsari, juga desa di wilayah Kecamatan Kangkung. Selain santunan berupa paket lebaran juga berupa Amplop berisi uang saku.<br />
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"Hadirnya yatim piatu di MAK NU 09 Darussa'adah merupakan berkah tersendiri bagi semuanya", terang KH. A.Solihul Hadi, S.Ag pada saat memberikan Kultum Ramadhan.<br />
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Selain yatim piatu, hadir dalam kegiatan ini rombongan Pengurus CDK Kabupaten Kendal juga koordinator di wilayah Kecamatan Rowosari dan Desa Bulak. Juga rombongan dari Tim Safety Riding Ahass Gajahmada Semarang dan Cendana Motor Cepiring Kendal, Bapak Ibu guru MA dan MTs Darussa'adah dan segenap siswa-siswi.<br />
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Kegiatan diakhiri dengan berbagi ta'jil, shalat maghrib berjamaah dan buka bersama dengan yatim piatu. Harapan besar kegiatan sosial keagamaan ini bisa berjalan secara kontinyu di hari-hari berikutnya.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-35687795977878813652019-05-24T12:11:00.000+07:002019-05-28T11:51:33.715+07:00Edukasi Safety Riding bersama Ahass Gajahmada Semarang<div dir="ltr" style="text-align: left;" trbidi="on">
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Organisasi Siswa Intra Sekolah (OSIS) MAK NU 09 Darussa'adah Rowosari Kendal gelar kegiatan Safety Riding dan buka puasa bersama Tim Safety Riding Ahass Gajahmada Semarang dengan pelaksana teknis Cendana Motor Cepiring Kendal pada Jum'at (24/5) di halaman madrasah setempat.<br />
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Kegiatan diawali sejak pagi hari pukul 07.30 dengan kegiatan Servis Motor Murah dengan potongan harga khusus hingga pukul 15.00. Kegiatan dilanjutkan dengan shalat asar dan tadarruss bersama siswa-siswi dan anak yatim. Hingga pukul 16.00 baru dilaksanakan Game dan demo safety riding.<br />
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dilanjutkan pada 17.00 kegiatan in class sampai buka puasa. Kemeriahan kegiatan begitu tarasa karena siswa-siswi begitu antusias mengikuti materi juga pada saat demo safety riding. Safety riding in class ditutup dengan pembagian santunan 40 yatim piatu bersama Cinta Dzuafa Kendal (CDK).<br />
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Harapannya, kegiatan seperti ini bisa dilaksanakan di hari-hari yang akan datang. Juga jalinan kerjasama antara MAKNU 09 Darussa'adah Dengan Ahass Semarang juga Cendana Motor Cepiring erus terjalin secara apik dalam mendidik anak bangsa terutama kegiatan safety riding ini.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-73729292941961805682019-05-17T14:09:00.002+07:002019-05-28T11:51:49.704+07:00SEMARAK HUT 14, EDUKASI RAMADHAN & SAFETY RIDING PELAJAR<div dir="ltr" style="text-align: left;" trbidi="on">
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<div style="text-align: justify;">
<span style="font-size: small;">M</span><span style="font-size: small;">emperingati Hari Ulang Tahun ke 14 MAK NU 09 DARUSSA’ADAH
Rowosari Kendal, Organisasi Siswa Intra Sekolah (OSIS) Madrasah setempat akan gelar
kegiatan Safety Riding, Santunan dan Buka Puasa Bersama 40 Yatim/ Piatu pada
Jum’at 24/5 di Halaman madrasah setempat.</span></div>
<div style="text-align: justify;">
<br /></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;">Hari jadi yang diperingati setiap tanggal 2 Mei ini
sebelumnya diadakan kegiatan Ziarah bersama, dilanjutkan kegiatan resepsi HUT
14 dan pelepasan siswa angkatan 12 pada Sabtu <span style="mso-spacerun: yes;"> </span>4 Mei 2019. Karena nuansa HUT masih di bulan
suci Ramadhan, rangkaian kegiatan HUT 14 diadakan dengan tema Sosial dengan
menggandeng pihak ke tiga diantaranya Cendana Motor Cepiring yang bertindak
sebagai tim Edukasi Safety Riding Ahass Semarang.</span></div>
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<div style="text-align: justify;">
<span style="font-size: small;">Juga mengajak Yayasan Cinta Dhuafa Kendal (CDK) yang akan
ikut berbagi memberikan santunan kepada 40 anak yatim piatu. “kami bangga bisa ikut
berbagi bersama anak Yatim Piatu di sekitar MAK NU 09 Darussa’adah Rowosari
Kendal”, terang Ketua CDK Mas Budi saat ditemui di Kantor sekeretariat CDK
minggu lalu.</span></div>
</div>
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<div class="separator" style="clear: both; text-align: center;">
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<br />
<div style="text-align: justify;">
<span style="font-size: small;">Direncanakan, rundown acara dimulai pukul 07.30 s.d 11.30 kegiatan
Servis dan spare part murah dengan potongan harga khusus dari Ahass. Usai
istirahat setelah shalat Jum’at <span style="mso-spacerun: yes;"> </span>dilanjutkan kegiatan shalat Asar dan tadarrus
bersama OSIS pada 15.00s.d 16.00. </span></div>
</div>
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</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Lomba Safety Riding dan teori akan menjadi daya tarik
tersendiri dengan hadiah helm dan jaket ekclusive yang akan dilaksanakan pada
16.00 s.d 17.00, diakhiri dengan tausiyah ramadhan dan pembagian paket lebaran
dan santunan kepada 40 Yatim/ Piatu dan buka puasa.</div>
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“kami sangat berterimakasih kepada Ahass, CDK, dan MAK NU 09
Darussa’adah sudah mempercayakan perhelatan besar ini kepada pengurus OSIS,”
terang Puji Amilatul Hanif Ketua OSIS Madrasah setempat. Dirinya juga berharap
kegiatan ini akan berjalan sesuai yang direncanakan. <b>Sis*</b></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-7426929303619927962019-05-04T23:50:00.000+07:002019-05-28T11:50:25.155+07:00RESEPSI HUT 14 DAN PELEPASAN SISWA ANGKATAN 12 TAHUN PELAJARAN 2018-2019<div dir="ltr" style="text-align: left;" trbidi="on">
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</div>
Segenap Civitas MA Keterampilan Darussa'dah NU 09 Rowosari Kendal Gelar acara resepsi HUT 14 sekaligus pelepasan siswa angkatan 12 tahun pelajaran 2018-2019 pada Sabtu 4 Mei 2019 di kampus madrasah setempat.<br />
<br />
Hari Ulang Tahun yang diperingati setiap tanggal 2 Mei ini diawali dengan ziarah ke makam para pendiri di pemakaman umum Desa Bulak Kecamatan Rowosari Kabupaten Kendal, 200 meter dari lokasi madrasah. Diantara para pendiri yang diziarahi adalah; Almarhum KH. Abdullah bin Bahri, Almarhum Prof. Dr. KH. Ahmad Qodri Abdillah Azizy, juga para keluarga Pendiri Yayasan Darussa'adah Rowosari.<br />
<br />
Dilanjutkan pada 4 Mei dengan pelepasan siswa yang dihadiri Ketua dan pengurus Yayasan, pengurus komite, sesepuh desa setempat, juga para wali siswa. Kepala Madrasah Siswanto menjelaskan bahwa pelepasan kali ini begitu mengharukan. Isak tangis dan tetesan air mata turut membasahi panggung utama.<br />
<br />
Lebih lanjut, Drs. KH.Agus Sholeh,M.Ag pada sambutan mewakili ketua yayasan, juga merasakan nuansa yang sama. Rasa bahagia dan haru begitu terasa. Sejak pembuakaan dilanjutkan pembacaan shalawat Nabi, para siswa sudah merasakan keharuan itu.<br />
<br />
Semarak HUT 14 masih akan berlanjut pada 24 Mei dengan kegiatan Safety Riding, Santunan yatim piatu dan buka puasa bersama Ahass Semarang dan Cinta Dzuafa Kendal (CDK). <b>Sis*</b><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-362924893656264659.post-82866035552492008792019-03-21T11:15:00.002+07:002020-06-30T02:52:57.022+07:00MADRASAH KETERAMPILAN MENJAWAB TANTANGAN ZAMAN <div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTvs-e9NvgjnLzqDMs-Z5Q_E2dUE_wbkd_I3AV34vdfeKMKEMtUh_MYKOXctM5YNE5EBBv8PkFk6BwekUpXDp0kMfKsRZ3xMZ42Zb4sl_1w4PO3QVhyphenhyphenK9e85OtUhek3z33k-6zmjtVWHo/s1600/jur.+tata+busana+2.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1005" data-original-width="1600" height="401" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTvs-e9NvgjnLzqDMs-Z5Q_E2dUE_wbkd_I3AV34vdfeKMKEMtUh_MYKOXctM5YNE5EBBv8PkFk6BwekUpXDp0kMfKsRZ3xMZ42Zb4sl_1w4PO3QVhyphenhyphenK9e85OtUhek3z33k-6zmjtVWHo/s640/jur.+tata+busana+2.jpeg" width="640" /></a></div>
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INFO NASIONAL - Prestasi tertinggi dalam belajar adalah
kreativitas. Dalam pendidikan, unsur kreativitas sangat vital. Kreativitas
harus masuk kurikulum, metode belajar, buku ajar, serta program-program ekstra
dan intrakurikuler. Apabila unsur kreativitas tidak ada, pendidikan akan
kehilangan unsur vitalnya.</div>
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<br /></div>
<div class="MsoNormal">
Kini setiap lembaga pendidikan berusaha keras memasukkan
kegiatan-kegiatan yang mampu merangsang kreativitas. Salah satu wujud usaha
tersebut adalah adanya kurikulum keterampilan atau vokasi di lembaga pendidikan
madrasah. Direktorat Pendidikan Madrasah, Direktorat Jenderal Pendidikan Islam
Kementerian Agama, sebagai lembaga pemerintah yang membawahi semua madrasah di
Indonesia, mencatat setidaknya adalah 234 madrasah yang memiliki program
keterampilan sejak 1998 hingga sekarang. Sebagian besar di bidang otomotif dan
tata busana (menjahit), sisanya di bidang komputer, teknologi informasi, teknik
mesin, elektro, tata boga, kerajinan, pertanian, peternakan, dan sebagainya.</div>
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Direktur Pendidikan Madrasah M. Nur Kholis Setiawan
menyatakan madrasah keterampilan ini merupakan ikhtiar pemerintah untuk
membekali kecakapan hidup (life skill) para lulusan madrasah agar siap memasuki
dunia kerja.</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEo6__a91ASbPuWgR8vPIqa5KcVQjj5ZMyBkNRnvtH7Y8S-7PeylIOLpDm_H-K5c9DYVA2Z2dCddhU2YmHWiteMke6nL1nGMAr8Tq_pcKQXyPivSCo41cUVMYrj3pODWNIEM77gD37SJw/s1600/jur+TKJ.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEo6__a91ASbPuWgR8vPIqa5KcVQjj5ZMyBkNRnvtH7Y8S-7PeylIOLpDm_H-K5c9DYVA2Z2dCddhU2YmHWiteMke6nL1nGMAr8Tq_pcKQXyPivSCo41cUVMYrj3pODWNIEM77gD37SJw/s400/jur+TKJ.jpeg" width="300" /></a></div>
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“Saya merasakan bahwa sekaranglah saatnya membekali peserta
didik dengan keterampilan-keterampilan sebagai bekal hidup mereka, mengingat
tidak semua lulusan madrasah tertarik dan berkesempatan melanjutkan studinya ke
jenjang perguruan tinggi,” ujarnya yang pernah menempuh pendidikan S-3 di
Jerman.</div>
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<br /></div>
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Program madrasah keterampilan ini didukung oleh Peraturan
Menteri Agama RI Nomor 60 Tahun 2015 tentang Perubahan atas Peraturan Menteri
Agama Nomor 90 Tahun 2013 tentang Penyelenggaraan Pendidikan Madrasah. Madrasah
keterampilan merupakan prototipe madrasah aliyah yang mengembangkan keunggulan
kompetitif di bidang keterampilan atau kejuruan atau kecakapan hidup. Untuk
mendukung program ini, Direktorat Pendidikan Madrasah mengalokasikan anggaran
dana pengembangan-pengembangan keterampilan di madrasah aliyah tersebut.</div>
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Tidak hanya itu, untuk menjawab tantangan zaman di dunia
usaha, Kementerian Agama—melalui Direktorat Pendidikan Madrasah—juga berencana
membuka madrasah aliyah kejuruan (MAK) di lima provinsi, di antaranya Nusa
Tenggara Timur, Sulawesi Utara, dan Riau, MAK ini setara dengan sekolah
menengah kejuruan (SMK) dengan kekhasan agama Islam.</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1ROIrSh7qYZoY0T6Vqr7Lks0YEU2MdtauuuwzpzE5vkOl8ji2i6ICMRdcRNMkoouINxqLpRbBpnOO7y1UQWX0tjO-WbdmnVyD1zLug1ovvhlLQQNZznRc0Hr9165mcIKTexf8wy5Wx-Q/s1600/Jur.+tata+busana.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="925" data-original-width="1600" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1ROIrSh7qYZoY0T6Vqr7Lks0YEU2MdtauuuwzpzE5vkOl8ji2i6ICMRdcRNMkoouINxqLpRbBpnOO7y1UQWX0tjO-WbdmnVyD1zLug1ovvhlLQQNZznRc0Hr9165mcIKTexf8wy5Wx-Q/s400/Jur.+tata+busana.jpeg" width="400" /></a></div>
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M. Nur Kholis Setiawan mengungkapkan, rencana pembangunan
Madrasah Aliyah Kejuruan (MAK) ini dilaksanakan secara bertahap dimulai pada
2016 hingga pertengahan 2018. Baik madrasah keterampilan maupun madrasah aliyah
kejuruan merupakan bentuk kehadiran negara dalam menyiapkan generasi bangsa
sebagai wirausahawan yang mandiri, kreatif, dan religius. Semoga
generasi-generasi ini bisa memberikan kontribusi dalam pengurangan tingkat
pengangguran dan kemiskinan, serta berkontribusi pada peningkatan ekonomi di
Indonesia. (*)<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoUxGoQ1hq1_vaeJXgOMwlXaZYdrC8IpMwoTQPLd45jbhWo12y_Mkh_-d12D6hOvy1HDeILvt330K-fJrLR2L6zYvCzLHc4Ra46P98fJb-OSg6H6JMH6a4EojtThXq2b7YciPZAZhyUFE/s1600/Header+4+MA+2020.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="289" data-original-width="1600" height="71" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoUxGoQ1hq1_vaeJXgOMwlXaZYdrC8IpMwoTQPLd45jbhWo12y_Mkh_-d12D6hOvy1HDeILvt330K-fJrLR2L6zYvCzLHc4Ra46P98fJb-OSg6H6JMH6a4EojtThXq2b7YciPZAZhyUFE/s400/Header+4+MA+2020.png" width="400" /></a></div>
</div>
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<div class="MsoNormal">
Diolah dari : <a href="https://nasional.tempo.co/read/828645/madrasah-keterampilan-menjawab-tantangan-zaman/full&view=ok">Tempo.co </a></div>
<div class="MsoNormal">
Foto : Doc MAK NU 09 Darussa'adah Rowosari</div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-362924893656264659.post-23497095052823740322019-03-21T09:29:00.000+07:002019-03-30T15:49:07.110+07:00GALERI TANAM POHON DAN BERSIH PANTAI, MEMPERINGATI HARI AIR DUNIA<div dir="ltr" style="text-align: left;" trbidi="on">
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Kegiatan Bersih Pantai dan Penanaman Pohon MAK NU 09 Darussa'adah Rowosari dalam rangka Memperingati Hari Air Sedunia pada tanggal 22 Maret 2019 di Pantai Sendang Asih Desa Sendang Sikucing Kecamatan Rowosari Kabupaten Kendal.<br />
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