tag:blogger.com,1999:blog-42268295127663135342024-03-05T17:37:00.971-08:00Waroeng Geografi SMPN 5 PatiWARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.comBlogger25125tag:blogger.com,1999:blog-4226829512766313534.post-46529328240796475292012-02-15T18:55:00.000-08:002012-02-15T18:55:40.337-08:00PEMANASAN GLOBAL DAN PERUBAHAN IKLIM AKIBAT GEMPA GEOGRAFI(By:Talitha Vivian A.)/30<div class="post hentry">
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<a href="http://geografi-geografi.blogspot.com/2011/12/pemanasan-global-dan-perubahan-iklim.html">PEMANASAN
GLOBAL DAN PERUBAHAN IKLIM</a>
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" /><br />
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apakah yang dimaksud dengan Efek Rumah Kaca (ERK)
dan penyebabnya?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Efek Rumah Kaca dapat divisualisasikan sebagai
sebuah proses. Pada kenyataannya, di lapisan atmosfer terdapat selimut
gas. Rumah kaca adalah analogi atas bumi yang dikelilingi gelas kaca.
Nah, panas matahari masuk ke bumi dengan menembus gelas kaca tersebut
berupa radiasi gelombang pendek. Sebagian diserap oleh bumi dan sisanya
dipantulkan kembali ke angkasa sebagai radiasi gelombang panjang. Namun,
panas yang seharusnya dapat dipantulkan kembali ke angkasa menyentuh
permukaan gelas kaca dan terperangkap di dalam bumi. Layaknya proses
dalam rumah kaca di pertanian dan perkebunan, gelas kaca memang
berfungsi menahan panas untuk menghangatkan rumah kaca.</span></div>
<div style="text-align: justify;">
<span id="fullpost"><br />Masalah timbul ketika aktivitas manusia
menyebabkan peningkatan konsentrasi selimut gas di atmosfer (Gas Rumah
Kaca) sehingga melebihi konsentrasi yang seharusnya. Maka, panas
matahari yang tidak dapat dipantulkan ke angkasa akan meningkat pula.
Semua proses itulah yang disebut Efek Rumah Kaca. Pemanasan global dan
perubahan iklim merupakan dampak dari Efek Rumah Kaca.</span></div>
<div style="text-align: justify;">
<span id="fullpost"></span></div>
<a href="http://www.blogger.com/blogger.g?blogID=4226829512766313534" name="more"></a><br />
<div style="text-align: justify;">
<span id="fullpost">Apakah Efek Rumah Kaca merupakan proses alami?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Ya! Efek Rumah Kaca terjadi alami karena
memungkinkan kelangsungan hidup semua makhluk di bumi. Tanpa adanya Gas
Rumah Kaca, seperti karbon dioksida (CO2), metana (CH4), atau dinitro
oksida (N2O), suhu permukaan bumi akan 33 derajat Celcius lebih dingin.
Sejak awal jaman industrialisasi, awal akhir abad ke-17, konsentrasi Gas
Rumah Kaca meningkat drastis. Diperkirakan tahun 1880 temperatur
rata-rata bumi meningkat 0.5 – 0.6 derajat Celcius akibat emisi Gas
Rumah Kaca yang dihasilkan dari aktivitas manusia.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apa buktinya bahwa Efek Rumah Kaca itu benar-benar
terjadi ?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Melalui beberapa bukti berikut:</span></div>
<ol style="text-align: justify;">
<li><span id="fullpost">Pertama, berdasarkan ilmu fisika, beberapa gas
mempunyai kemampuan untuk menahan panas. Tak ada yang patut diragukan
dari pernyataan ini.</span></li>
<li>Kedua, pengukuran yang dilakukan sejak tahun 1950-an menunjukkan
tingkat konsentrasi Gas Rumah Kaca meningkat secara tetap, dan
peningkatan ini berhubungan dengan emisi Gas Rumah Kaca yang dihasilkan
industri dan berbagai aktivitas manusia lainnya.</li>
<li>Ketiga, penelitian menunjukkan udara yang terperangkap di dalam
gunung es telah berusia 250 ribu tahun . Artinya: Konsentrasi Gas Rumah
Kaca di udara berbeda-beda di masa lalu dan masa kini. Perbedaan ini
menunjukkan adanya perubahan temperatur. Konsentrasi Gas Rumah Kaca
terbukti meningkat sejak masa pra industri.</li>
</ol>
<div style="text-align: justify;">
<span id="fullpost">Apa sajakah yang termasuk dalam kelompok Gas Rumah
Kaca?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Yang termasuk dalam kelompok Gas Rumah Kaca adalah
karbondioksida (CO2), metana (CH4), dinitro oksida (N2O),
hidrofluorokarbon (HFC), perfluorokarbon (PFC), sampai sulfur
heksafluorida (SF6). Jenis GRK yang memberikan sumbangan paling besar
bagi emisi gas rumah kaca adalah karbondioksida, metana, dan dinitro
oksida. Sebagian besar dihasilkan dari pembakaran bahan bakar fosil
(minyak bumi dan batu bara) di sektor energi dan transport, penggundulan
hutan , dan pertanian . Sementara, untuk gas rumah<br />kac a lainnya
(HFC, PFC, SF6 ) hanya menyumbang kurang dari 1% .<br /><br />Dari manakah
emisi karbon dioksida dihasilkan ?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Sumber-sumber emisi karbondioksida secara global
dihasilkan dari pembakaran bahan bakar fosil (minyak bumi dan batu
bara):<br />- 36% dari industri energi (pembangkit listrik/kilang minyak,
dll)<br />- 27% dari sektor transportasi<br />- 21% dari sektor industri<br />-
15% dari sektor rumah tangga & jasa<br />- 1% dari sektor lain -lain.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apakah penghasil utama emisi karbondioksida?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Sumber utama penghasil emisi karbondioksida secara
global ada 2 macam : </span></div>
<ol style="text-align: justify;">
<li><span id="fullpost">Pertama,</span> pembangkit listrik bertenaga
batubara. Pembangkit listrik ini membuang energi 2 kali lipat dari
energi yang dihasilkan. Semisal, energi yang digunakan 100 unit,
sementara energi yang dihasilkan 35 unit. Maka, energi yang terbuang
adalah 65 unit! Setiap 1000 megawatt yang dihasilkan dari pembangkit
listrik bertenaga batu bara akan mengemisikan 5,6 juta ton
karbondioksida per tahun!</li>
<li>Kedua, pembakaran kendaraan bermotor. Kendaraan yang mengonsumsi
bahan bakar sebanyak 7,8 liter per 100 km dan menempuh jarak 16 ribu km,
maka setiap tahunnya akan mengemisikan 3 ton karbondioksida ke udara!
Bayangkan jika jumlah kendaraan bermotor di Jakarta lebih dari 4 juta
kendaraan! Berapa ton karbondioksida yang masuk ke atmosfer per tahun?</li>
</ol>
<div style="text-align: justify;">
<span id="fullpost">Apa yang dapat dilakukan untuk mengurangi kontribusi
Gas Rumah Kaca?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Penting diingat, emisi Gas Rumah Kaca harus
dikurangi! Jadi harus dibangun sistem industri dan transportasi yang
tidak bergantung pada bahan bakar fosil (minyak bumi dan batu bara).
Kalau perlu, tidak menggunakannya sama sekali! Karena Perubahan Iklim
adalah masalah global, penyelesaiannya pun mesti secara internasional.
Langkah pertama yang dilakukan adalah pembuatan Kerangka Konvensi untuk
Perubahan Iklim (Framework Convention on Climate Change) tahun 1992 di
Rio de Janeiro, Brazil, yang ditandatangani oleh 167 negara. Kerangka
konvensi ini mengikat secara moral semua negara-negara industri untuk
menstabilkan emisi karbondioksida mereka. Sayangnya, hanya sedikit
negara industri yang memenuhi target. Langkah selanjutnya berarti
membuat komitmen yang mengikat secara hukum dan memperkuatnya dalam
sebuah protokol. Dibuat lah Kyoto Protocol atau Protokol Kyoto.
Tujuannya: mengharuskan negara-negara industri menurunkan emisinya
secara kolektif sebesar 5,2 persen dari tingkat emisi tahun 1990.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Siapakah penghasil emisi karbondioksida paling
besar?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Setiap kepala penduduk di negara barat mengeluarkan
emisi karbondioksida 25 kali lebih banyak dari pada penduduk di
negara-negara berkembang! Lima pengemisi karbon dioksida terbesar di
dunia adalah Amerika Serikat, Kanada, Jerman, Inggris, dan Jepang. Ini
yang menyebabkan Protokol Kyoto hanya mengharuskan negara-negara maju,
yang juga kaya, untuk menurunkan emisinya lebih dahulu. Ironisnya, Cina
sebagai negara berkembang menunjukkan sikap kepemimpinan dalam
menanggapi isu Perubahan Iklim , berkebalikan dengan negara-negara
industri yang kian terpuruk. Emisi karbon dioksida Cina pada tahun 1998
turun hingga 4% dengan tingkat ekonomi naik hingga lebih dari 7%.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Negara manakah yang menyumbang Gas Rumah Kaca
terbesar?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Data terakhir menunjuk pada Amerika Serikat sebagai
penyumbang 720 juta ton Gas Rumah Kaca setara karbondioksida—setara
dengan 25% emisi total dunia atau 20,5 ton per kapita. Emisi Gas Rumah
Kaca pembangkit listrik di Amerika Serikat saja masih jauh lebih besar
bila dibandingkan dengan total jumlah emisi 146 negara (tigaperempat
negara di dunia)! Sektor energi menyumbang sepertiga total emisi Gas
Rumah Kaca<br /><br />Amerika Serikat. Emisi Gas Rumah Kaca sektor energi
Amerika Serikat lebih besar dua kali lipat dari emisi Gas Rumah Kaca
India. Dan , total emisi Gas Rumah Kaca Amerika Serikat lebih besar dua
kali lipat emisi Gas Rumah Kaca Cina. Emisi total dari negara-negara
berkembang besar , seperti Korea, Meksiko, Afrika Selatan, Brazil,
Indonesia, dan Argentina, tidak melebihi emisi Amerika Serikat.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apakah yang dimaksud dengan Pemanasan Global (Global
Warming) dan Perubahan Iklim (Climate Change)?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Pemanasan Global adalah meningkatnya suhu rata-rata
permukaan bumi akibat peningkatan jumlah emisi Gas Rumah Kaca di
atmosfer. Pemanasan Global akan diikuti dengan Perubahan Iklim, seperti
meningkatnya curah hujan di beberapa belahan dunia sehingga menimbulkan
banjir dan erosi. Sedangkan , di belahan bumi lain akan mengalami musim
kering yang berkepanjangan disebabkan kenaikan suhu.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Mengapa terjadi Pemanasan Global (Global Warming)
dan Perubahan Iklim (Climate Change)?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Pemanasan Global dan Perubahan Iklim terjadi akibat
aktivitas manusia, terutama yang berhubungan dengan penggunaan bahan
bakar fosil (minyak bumi dan batu bara) serta kegiatan lain yang
berhubungan dengan hutan, pertanian , dan peternakan. Aktivitas manusia
di kegiatan-kegiatan tersebut secara langsung maupun tidak langsung
menyebabkan perubahan komposisi alami atmosfer, yaitu peningkatan jumlah
Gas Rumah Kaca secara global.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apakah perbedaan antara Efek Rumah Kaca, Pemanasan
Global, dan Perubahan Iklim?</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Istilah -istilah di atas seringkali digunakan untuk
menggambarkan hubungan sebabakibat. Efek Rumah Kaca adalah penyebab,
sementara Pemanasan Global dan Perubahan Iklim adalah akibat. Efek Rumah
Kaca menyebabkan terjadinya akumulasi panas (atau energi) di atmosfer
bumi. Dengan adanya akumulasi yang berlebihan tersebut, iklim global
melakukan penyesuaian. Penyesuaian yang dimaksud salah satunya
peningkatan temperatur bumi, kemudian disebut Pemanasan Global dan
berubahnya iklim regional—pola curah hujan, penguapan, pembentukan awan
atau Perubahan Iklim.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apa sajakah dampak-dampak Perubahan Iklim?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Pada tahun 2100, temperatur atmosfer akan meningkat
1.5 – 4.5 derajat Celcius, jika pendekatan yang digunakan “melihat dan
menunggu, tanpa melakukan apa-apa” (wait and see, and do nothing)!<br />Dampak-dampak
lainnya:</span></div>
<ol style="text-align: justify;">
<li><span id="fullpost">Musnahnya berbagai jenis keanekaragaman hayati</span></li>
<li>Meningkatnya frekuensi dan intensitas hujan badai, angin topan, dan
banjir</li>
<li>Mencairnya es dan glasier di kutub</li>
<li>Meningkatnya jumlah tanah kering yang potensial menjadi gurun karena
kekeringan yang berkepanjangan</li>
<li>Kenaikan permukaan laut hingga menyebabkan banjir yang luas. Pada
tahun 2100 diperkirakan permukaan air laut naik hingga 15 - 95 cm.</li>
<li>Kenaikan suhu air laut menyebabkan terjadinya pemutihan karang
(coral bleaching) dan kerusakan terumbu karang di seluruh dunia</li>
<li>Meningkatnya frekuensi kebakaran hutan</li>
<li>Menyebarnya penyakit-penyakit tropis, seperti malaria, ke daerah
-daerah baru karena bertambahnya populasi serangga (nyamuk)</li>
<li>Daerah-daerah tertentu menjadi padat dan sesak karena terjadi arus
pengungsian.</li>
</ol>
<div style="text-align: justify;">
<span id="fullpost">Apakah yang diprediksikan para ahli mengenai
Perubahan Iklim?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Pada tahun 1988, Badan PBB untuk lingkungan (United
Nations Enviroment Programme) dan organisasi meteorologi dunia (World
Meteorology Organization) mendirikan sebuah panel antar pemerintah untuk
perubahan iklim (Intergovernmental Pan el on Climate Change/IPCC) yang
terdiri atas 300 lebih pakar Perubahan Iklim dari seluruh dunia. Pada
tahun 1990 dan 1992, IPCC menyimpulkan bahwa penggandaan jumlah Gas
Rumah Kaca di atmosfer mengarah pada konsekuensi serius bagi masalah
sosial, ekonomi, dan sistem alam di dunia.<br />Selain itu, IPCC
menyimpulkan bahwa emisi Gas Rumah Kaca yang dihasilkan dari aktivitas
manusia juga memberikan kontribusi pada Gas Rumah Kaca alami dan akan
menyebabkan atmosfer bertambah panas. IPCC memperkirakan penggandaan
emisi Gas Rumah Kaca akan menyebabkan Pemanasan Global sebesar 1,5 –4,5
derajat Celcius.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Pemanasan Global dan Perubahan Iklim, apakah masih
diperdebatkan?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Di dunia ilmu pengetahuan sudah tidak
mempertentangkan lagi apakah Perubahan Iklim adalah masalah serius atau
tidak. Kaum ilmuwan lebih menyibukkan diri pada bagaimana Perubahan
Iklim itu terjadi, apa efek yang ditimbulkan, bagaimana
mendeteksikannya, dan langkah-langkah apa yang perlu dilakukan untuk
mengurangi dampaknya.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Bagaimana kita dapat meramalkan Perubahan Iklim
sementara kita tidak dapat meramalkan cuaca ?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Penting untuk dimengerti perbedaan antara iklim dan
cuaca. Iklim adalah pola cuaca umum yang terjadi selama bertahun-tahun
dalam jangka waktu panjang , antara 30-100 tahun. Contoh: iklim tropis,
sub-tropis, iklim panas, iklim dingin. Cuaca adalah kondisi harian
gejala alam, seperti suhu, curah hujan, tekanan udara dan angin , yang
terjadi dan berubah dalam waktu singkat. Contoh: cerah berawan, hujan
badai, dll.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apakah El Nino ada hubungannya dengan Pemanasan
Global dan Perubahan Iklim?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">El Nino adalah fenomena alami yang telah terjadi
sejak berabad-abad yang lalu, walaupun tidak selalu dengan pola yang
sama. Ia merupakan gelombang panas di garis ekuator Samudera Pasifik.
Kini, El Nino muncul setiap 2 – 7 tahun, lebih kuat dan berkontribusi
pada peningkatan temperatur bumi. Dampaknya dapat dirasakan di seluruh
dunia dan menunjukkan bahwa iklim di bumi benar -benar berhubungan. Para
ilmuwan menguji bagaimana Pemanasan Global yang diakibatkan oleh
aktivitas manusia dapat mempengaruhi El Nino: akumulasi Gas Rumah Kaca
di atmosfer “membantu” menyuntikkan panas ke Samudera Pasifik. Oleh
karena itu, El Nino muncul lebih sering dan lebih ganas dari sebelumnya.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apakah penipisan lapizan ozon ada hubungan nya
dengan Pemanasan Global dan Perubahan Iklim?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Masalah lingkungan dan kesehatan manusia yang
terkait dengan penipisan lapisan ozon sesungguhnya berbeda dengan resiko
yang dihadapi manusia dari akibat Pemansan Global. Walaupun begitu,
kedua fenomena tersebut saling berhubungan. Beberapa polutan (zat
pencemar) memberikan kontribusi yang sama terhadap penipisan lapisan
ozon dan Pemanasan Global. Penipisan lapisan ozon mengakibatkan masuknya
lebih banyak radiasi sinar ultraviolet (UV) yang berbahaya masuk ke
permukaan bumi. Namun, meningkatnya radiasi sinar UV bukanlah penyebab
terjadinya Pemanasan Global, melainkan kanker kulit, penyakit katarak,
menurunnya kekebalan tubuh manusia, dan menurunnya hasil panen.<br /><br />Penipisan
lapisan ozon terutama disebabkan oleh chlorofluorcarbon (CFC). Saat ini
negara-negara industri sudah tidak memproduksi dan menggunakan CFC
lagi. Dan, dalam waktu dekat, CFC akan benar -benar dihapus di seluruh
dunia. Seperti halnya karbon dioksida, CFC juga merupakan Gas Rumah Kaca
dan berpotensi terhadap Pemanasan Global jauh lebih tinggi dibanding
karbon dioksida sehingga dampak akumulasi CFC di atmosfer mempercepat
laju Pemanasan Global. CFC akan tetap berada di atmosfer dalam waktu
sangat lama, berabad -abad. Artinya, kontribusi CFC terhadap penipisan
lapisan ozon dan Perubahan Iklim akan berlangsung dalam waktu sangat
lama.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">Apa yang bisa dilakukan oleh negara-negara di dunia
untuk menghentikan Pemanasan Global?<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Working GroupIII—IPCC membuat studi teknologi dan
ekonomi secara literatur untuk menunjukkan kebijakan berorientasi pasar
yang dirancang sungguh -sungguh agar dapat mengurangi emisi Gas Rumah
Kaca, sekaligus kebijakan pembiayaan untuk menghadapi dampak Perubahan
Iklim. Studi ini dibuat agar akibat dari Pemanasan Global dan Perubahan
Iklim tetap dapat memberikan manfaat ekonomi, termasuk lebih banyak
sistem energi yang cost-effective, terjadinya inovasi teknologi yang
lebih cepat, mengurangi pengeluaran untuk subsidi yang tidak tepat, dan
pasar yang lebih efisien.<br />Pada intinya negara-negara di dunia
berusaha melakukan efisiensi energi dan memasyarakatkan penggunaan
energi yang dapat diperbaharui (renewable energy) untuk mengurangi atau
bahkan menghentikan ketergantungan pada bahan bakar fosil. Denmark
adalah salah satu negara yang tetap menikmati pertumbuhan ekonomi yang
kuat meskipun harus mengurangi emisi Gas Rumah Kaca.</span></div>
</div>
</div>
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-57604552376765035362012-02-15T18:49:00.000-08:002012-02-15T18:49:30.176-08:00GEOGRAFI INTERPRETASI PETA TENTANG BENTUK DAN POLA MUKA BUMI (By:Talitha Vivian Ashri)/30<div class="post hentry">
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<a href="http://geografi-geografi.blogspot.com/2011/09/interpretasi-peta-tentang-bentuk-dan.html">INTERPRETASI
PETA TENTANG BENTUK DAN POLA MUKA BUMI</a>
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Perlu
kita ketahui bahwa bentuk permukaan bumi tidak rata. Ada yang berupa
dataran tinggi, dataran rendah, dan perairan. Apakah di daerahmu
terdapat bentuk muka bumi berupa gunung, sungai, atau laut. Bentuk muka
bumi antara daerah satu dan yang lain berbeda-beda. Dengan menggunakan
peta kita dapat mengetahui bentuk permukaan bumi di tiap daerah.Apakah
kamu mempunyai peta? Apakah kamu tahu arti peta? Peta adalah gambaran
permukaan bumi dalam bidang datar. Peta merupakan alat peraga. Peta
dapat berupa gambaran tentang tinggi rendahnya suatu daerah (topografi),
penyebaran penduduk, curah hujan, penyebaran batuan (geologi),
penyebaran jenis tanah dan semua hal lain yang berhubungan dengan
kedudukannya dalam ruang. Dengan peta kita dapat membaca dan memahami
keadaan fisik dan geografis suatu tempat. Peta merupakan media untuk
mengetahui keadaan permukaan bumi. Pada peta terdapat bagian
(unsur-unsur) yang harus ada, yang sangat bermanfaat bagi pembaca peta.
Tahukah kamu apa saja yang harus ada di dalam peta? Agar peta dapat
dibaca oleh siapa saja, peta dibuat berdasarkan aturan yang disepakati
secara internasional. Untuk memahaminya, simaklah dengan saksama uraian
berikut ini!<br />
<a href="http://geografi-geografi.blogspot.com/2011/09/interpretasi-peta-tentang-bentuk-dan.html#more" name="A_Menginterpretasi_Peta_Umum"></a><h2>
<span class="mw-headline"> <a href="" name="more"></a>Menginterpretasi Peta
Umum<br /> </span></h2>
<div style="text-align: justify;">
Bentuk muka bumi atau relief daratan
dapat diamati secara langsung di lapangan, namun dapat juga dengan
melihat peta. Dari sebuah peta kita dapat mengetahui bentuk relief dari
suatu tempat/wilayah. Dari sebuah peta kita dapat melihat gunung,
pegunungan, pantai, dataran rendah, sungai, danau, laut, selat dan
lain-lainnya. Itulah yang disebut interpretasi peta. Jadi interpretasi
peta adalah memahami simbol-simbol yang ada pada peta dan hubungannya
dengan simbol-simbol lainnya. Contoh simbol-simbol yang ada pada peta
adalah:</div>
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Peta
umum adalah peta yang dibuat berdasarkan kenampakan umum. Sebelum
menginterpretasi peta umum, lakukan langkah-langkah sebagai berikut.<br />1)
Siapkan peta umum yang akan diinterpretasi, misalnya peta pulau
Sumatera.<br />2) Perhatikan legenda untuk memahami makna simbol-simbol
yang terdapat pada peta.<br />3) Perhatikan persebaran data pada wilayah
pulau tersebut.<br />4) Perhatikan tahun pembuatan peta untuk mengetahui
apakah peta tersebut masih relevan atau tidak.</div>
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Setelah melakukan langkah-langkah tersebut maka akan diperoleh informasi
dari peta tersebut, yaitu sebagai berikut.<br />a) Sungai</div>
<div style="text-align: justify;">
Sungai
ditunjukkan dengan garis berkelok-kelok. Sungai-sungai besar yang
terdapat di Pulau Sumatera antara lain Sungai Simpang Kanan, Asahan,
Batanghari, Musi, Kampar, dan lain-lain.</div>
<div style="text-align: justify;">
b) Pegunungan dan Dataran Tinggi<br />Pegunungan
dan dataran tinggi memanjang di sepanjang Pulau Sumatera. Pegunungan
dan dataran tinggi ditunjukkan dengan warna merah dan kuning. Pegunungan
yang terdapat di Pulau Sumatra antara lain pegunungan Bukit Barisan.<br />c)
Dataran Rendah dan Rawa<br />Dataran
rendah dan rawa ditunjukkan dengan warna hijau dan hijau dengan garis
putus-putus. Dataran rendah dan rawa terdapat di sepanjang pantai timur
dan barat Pulau Sumatera.</div>
<div style="text-align: justify;">
d) Danau<br />Danau
ditunjukkan dengan warna biru. yang terdapat di Pulau Sumatera antara
lain danau Toba, Maninjau, Ranau, Kerinci, dan Singkarak.<br />e) Gunung<br />Gunung
ditunjukkan dengan bentuk segitiga. Segitiga merah artinya gunung
berapi (aktif), segitiga hitam artinya gunung tidak berapi (tidak
aktif). Gunung-gunung yang terdapat di Pulau Sumatera antara lain gunung
Leuser, Kerinci, Bandahara, Sibayak, dan Sinabung.<br />f ) Kepulauan<br />Kepulauan
yang terdapat di Pulau Sumatera antara lain berikut ini.<br />- Kepulauan
Batu, Nias, dan Pini di Sumatera Utara.<br />- Kepulauan Banyak dan
Simeulue di Nanggroe Aceh Darrussalam.<br />- Kepulauan Mentawai dan Pagai
di Sumatera Barat.<br />- Kepulauan Natuna, Nambas, dan Lingga di
Provinsi Kepulauan Riau.<br />g) Laut dan Selat<br />Laut
dan selat ditunjukkan dengan warna biru. Gradasi (tingkatan) warna
menunjukkan kedalaman wilayah laut dan selat. Semakin pekat (tua) warna
biru menunjukkan lebih dalam dari pada warna biru muda. Selat dan laut
yang ada di Pulau Sumatera antara lain sebagai berikut<br />- Selat Sunda
antara Pulau Sumatera dan Pulau Jawa.<br />- Selat Malaka antara Pulau
Sumatera dan Semenanjung Malaysia.<br />- Selat Berhala antara Pulau
Sumatera dan Pulau Singkep<br />- Selat Bangka antara Pulau Sumatera dan
Pulau Bangka.<br />- Laut Natuna di sebelah selatan Kepulauan Natuna.</div>
<a href="http://geografi-geografi.blogspot.com/2011/09/interpretasi-peta-tentang-bentuk-dan.html#more" name="B_Menginterpretasikan_Peta_Topografi"></a><h2>
<span class="mw-headline"> Menginterpretasikan Peta Topografi<br /> </span></h2>
Peta topografi adalah peta yang menggambarkan tinggi rendahnya muka
bumi. Dari peta topografi kita dapat mengetahui ketinggian suatu tempat
secara akurat. Cara menginterpretasikan peta topografi berbeda dengan
peta umum karena simbolsimbol yang digunakan berbeda. Sebelum
menginterpretasikan peta topografi, lakukan langkah-langkah sebagai
berikut.<br />1) Siapkan peta topografi yang akan diinterpretasikan,
misalnya peta Pulau Jawa.<br />2) Perhatikan legenda untuk memahami makna
simbol-simbol yang terdapat pada peta.<br />3) Perhatikan persebaran data
pada wilayah tersebut.<br />4) Perhatikan tahun pembuatan peta untuk
mengetahui apakah peta tersebut masih relevan atau tidak.<br />
<br />
Pada peta topografi terdapat garis-garis kontur yang menunjukkan
relief muka bumi. Peta topografi menunjukkan bentuk-bentuk muka bumi.
Bentuk-bentuk muka bumi tersebut adalah sebagai berikut.<br /><b>a. Lereng</b><br />
<b> </b>
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<b> </b></div>
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<b>b. Cekungan (Depresi)</b><br />Cekungan (Depresi) pada peta topografi
digambarkan seperti di bawah ini!</div>
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<b>c. Bukit</b><br />Bukit pada peta topografi digambarkan seperti di
bawah ini!</div>
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<b>d. Pegunungan</b><br />Pegunungan pada peta topografi digambarkan
seperti di bawah ini!</div>
<div style="text-align: justify;">
</div>
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<br />
<a href="http://geografi-geografi.blogspot.com/2011/09/interpretasi-peta-tentang-bentuk-dan.html#more" name="C_Penampang_Melintang_Bentuk_Muka_Bumi"></a><h2>
<span class="mw-headline"> C Penampang Melintang Bentuk Muka Bumi<br /> </span></h2>
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Penampang
melintang adalah penampang permukaan bumi yang dipotong secara tegak
lurus. Dengan penampang melintang maka dapat diketahui/dilihat secara
jelas bentuk dan ketinggian suatu tempat yang ada di muka bumi. Untuk
membuat sebuah penampang melintang maka harus tersedia peta topografi
sebab hanya peta topografi yang dapat dibuat penampang melintangnya.</div>
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</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-73587567018724869512012-02-15T18:34:00.000-08:002012-02-15T18:37:21.967-08:00by:siti nur widara wati (29)<br />
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Gambar Peta Australia</div>
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<strong>Perbatasan dan Keadaan Alam di </strong><strong>Benua Australia </strong><br />
Di
dunia ini memiliki 6 Benua secara keseluruhan, yaitu Benua Asia,
Amerika, Eropa, Afrika, Australia dan Benua Antartika alias Kutub
Selatan. Keenam benua tersebut memiliki batas wilayah / perbatasan antar
benua, untuk mengetahui lebih lanjut perbatasan benua silahkan baca : <a href="http://syadiashare.com/nama-kutub.html" title="Nama-Nama Benua"><strong>Nama-Nama Benua di Dunia dan Perbatasannya</strong></a>.<br />
Australia
adalah Benua terkecil di dunia. Australia sering disebut sebagai negara
benua, karena hanya satu negara didunia yang wilayahnya meliputi
seluruh wilayah benua. benua ini letaknya disebelah selatan Kepulauan
Indonesia.<br />
<strong>1. Letak, Luas, dan Batas- Batas Benua Australia<span id="more-3594"></span></strong><br />
Letak astronomis benua Australia : 113 BT- 155 BT dan 10 LS – 43 LS<br />
Luas Benua Australia : 7.686.850 km’segi<br />
Batas-Batas Benua Australia :<br />
Barat : Samudra Hindia (Samudra Indonesia)<br />
Timur: Samudra Pasifik<br />
Utara : Laut Timor dan Laut Arafuru<br />
Selatan : Samudra Hindia<br />
Ibukota : Canberra<br />
Bentuk Pemerintahan : Monarki Konstitusional<br />
Bentuk Negara : Federasi<br />
Kepala Negara : Ratu/ Raja Inggris diwakili Gubernur Jenderal<br />
Kepala Pemerintahan : Perdana Menteri<br />
<strong>2. Keadaan Alam</strong><br />
a. Wilayah Australia Barat terdapat Gurun, yaitu Gurun Pasir Besar, Gurun Gibson dan Gurun Victoria.<br />
b. Flora antara lain hutan, sabana dan stepa.<br />
c. Fauna antara lain Kangguru, Tikus berkatun, Platipus, Koala dan Burung Unta.<br />
d. Iklim Gurun meliputi wilayah Australia bagian utara beriklim tropis, dan wilayah bagian selatan beriklim sedang.<br />
3. Penduduk<br />
Penduduk Asli: Suku Aborigin<br />
Penduduk Pendatang: Orang Eropa terutama Inggris.<br />
4. Negara Bagian dan Wilayah Teretorial Australia<br />
Australia
terdiri dari enam negara bagian dan dua wilayah teretorial. Berikut ini
negara-negara bagian dan wilayah terretorial Australia:<br />
<ol>
<li>New South Walles Ibukota Sydney</li>
<li>Queensland Ibukota Brisbane</li>
<li>Australia Barat Ibukota Perth</li>
<li>Australia Selatan Ibukota Adelaide</li>
<li>Victoria Ibukota Melborne</li>
<li>Tasmania Ibukota Hobart</li>
<li>Teretorial Ibukota Australia Ibukota Canbeera</li>
<li>Teritorial Utara atau Australia Utara Ibukota Darwin</li>
</ol>
5. Sejarah Australia<br />
Australia
berasal dari kata australis yang dalam bahasa latin berarti selatan. ”
Terra Australis Incugnita” dalam cerita romawi berarti ” Daerah selatan
yang tidak diketahui”.<br />
Australia pertama kali ditemukan oleh
pelaut Eropa, Willems Jansz, pada tahun 1606 di tanjung York. Penemu
yang disebut New Holland ini berhasil dipetakan terutama pesisir barat
dan utara. Kemudian pada tahun 1770 Jamess Cook datang sebagai wakil
Britania Raya dan menamainya New South Walles.WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-34691325594613087672012-02-15T17:58:00.000-08:002012-02-15T17:58:39.213-08:00Pengaruh Letak Geografis dan Astronomis Indonesia (Ilsos) (by Gusti Putri K /16)<div class="MsoNormal">
<span style="font-family: Calibri; font-size: 16pt;">Pengaruh letak Geografis dan astronomis Indonesia </span></div>
<div class="MsoNormal">
<span style="font-family: Calibri;">terhadap:</span></div>
<div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">
<span style="font-family: Calibri;"><span>a.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: Calibri;">suhu: Karena Indonesia terletak di daerah
garis katulistiwa maka Indonesia hamper selalu memiliki suhu yang tinggi
karena sepanjang tahun selalu kena matahari</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<span style="font-family: Calibri;"><span>b.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: Calibri;">Cuaca: Karena suhu di Indonesia tidak
berubah-rubah maka rata-rata suhu hamper selalu sama sehingga cuaca di
Indonesia tidak terlalu berbeda-beda.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<span style="font-family: Calibri;"><span>c.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: Calibri;">Iklim: Karena Indonesia diapit dua benua,
menyebabkan Indonesia mengalami perubahan musim setiap enam bulan
sekali. Hal ini menyebabkan curah hujan yang tinggi di Indonesia,
sehingga Indonesia termasuk wilayah tropis (curah hujan tinggi)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<span style="font-family: Calibri;"><span>d.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: Calibri;">Musim: Letak geografis Indonesia yang
berada di antara Asia dan Australia telah mempengaruhi keadaan musim di
Indonesia, yaitu musim hujan, kemarau, dan pancaroba.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">
<span style="font-family: Calibri;"><span>e.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: Calibri;">Flora: Karena Indonesia memiliki lautan
dan juga pegunungan jadi Indonesia memiliki 10% lebih jenis-jenis
tanaman di dunia.</span></div>
<div class="MsoListParagraphCxSpLast" style="text-indent: -18pt;">
<span style="font-family: Calibri;"><span>f.<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-family: Calibri;">Fauna: Karena dulu wilayah Indonesia
tergabung dengan Asia, juga ada yang dengan Australia, maka fauna di
Indonesia campuran dari fauna asia dan Australia. </span></div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-78180443927687918852012-02-15T17:42:00.000-08:002012-02-15T18:02:37.669-08:00Pengertian Peta (by Gusti Putri K/16)<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Kata peta pasti sudah sangat familiar di
telinga kita. Anda pasti sering melihat atau bahkan pernah menggunakan
peta, tetapi mungkin Anda masih kesulitan untuk mendeskripsikan
pengertian dari peta. Sebenarnya Anda tidak perlu menghafal definisi
dari peta, cukup dengan melihat peta seharusnya Anda sudah bisa
mendefinisikan peta.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Pengertian peta secara umum adalah gambaran
dari permukaan bumi yang digambar pada bidang datar, yang diperkecil
dengan skala tertentu dan dilengkapi simbol sebagai penjelas. Sudahkah
Anda memahami pengertian dari peta tersebut? Mudah bukan? Beberapa ahli
mendefinisikan peta dengan berbagai pengertian, namun pada hakikatnya
semua mempunyai inti dan maksud yang sama. Berikut beberapa pengertian
peta dari para ahli.</span></div>
<span class="fullpost"><b><div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">a. Menurut ICA (International Cartographic
Association)</span></div>
</b><div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta adalah
gambaran atau representasi unsur-unsur ketampakan abstrak yang dipilih
dari permukaan bumi yang ada kaitannya dengan permukaan bumi atau
benda-benda angkasa, yang pada umumnya digambarkan pada suatu bidang
datar dan diperkecil/diskalakan.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">b. Menurut Aryono Prihandito (1988)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta merupakan gambaran permukaan bumi
dengan skala tertentu, digambar pada bidang datar melalui sistem
proyeksi tertentu.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">c. Menurut Erwin Raisz (1948)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta adalah gambaran konvensional dari
ketampakan muka bumi yang diperkecil seperti ketampakannya kalau dilihat
vertikal dari atas, dibuat pada bidang datar dan ditambah
tulisan-tulisan sebagai penjelas.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">d. Menurut Badan Koordinasi Survei dan
Pemetaan Nasional (Bakosurtanal 2005)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta merupakan wahana bagi penyimpanan dan
penyajian data kondisi lingkungan, merupakan sumber informasi bagi para
perencana dan pengambilan keputusan pada tahapan dan tingkatan
pembangunan.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Dengan menggunakan peta, kita dapat
mengetahui segala hal yang berada di permukaan bumi, seperti letak suatu
wilayah, jarak antarkota, lokasi pegunungan, sungai, danau, lahan
persawahan, jalan raya, bandara, dan sebagainya. Ketampakan yang
digambar pada peta dapat dibagi menjadi dua yaitu ketampakan alami dan
ketampakan buatan manusia (budaya). </span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Dewasa ini sudah dikenal adanya peta digital
(digital map), yaitu peta yang berupa gambaran permukaan bumi yang
diolah dengan bantuan media komputer. Data yang diperoleh berupa data
digital dan hasil dari gambaran tersebut dapat disimpan dalam suatu
media seperti disket, CD, maupun media penyimpanan lainnya, serta dapat
ditampilkan kembali pada layar monitor komputer. Biasanya peta digital
ini dibuat dengan menggunakan software GIS (Geography Information
system). Ilmu yang mempelajari tentang peta dan pemetaan disebut dengan
kartografi dan orang yang ahli dalam bidang peta dan pemetaan disebut
kartograf.</span></div>
</span><br />
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Kata peta pasti sudah sangat familiar di
telinga kita. Anda pasti sering melihat atau bahkan pernah menggunakan
peta, tetapi mungkin Anda masih kesulitan untuk mendeskripsikan
pengertian dari peta. Sebenarnya Anda tidak perlu menghafal definisi
dari peta, cukup dengan melihat peta seharusnya Anda sudah bisa
mendefinisikan peta.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Pengertian peta secara umum adalah gambaran
dari permukaan bumi yang digambar pada bidang datar, yang diperkecil
dengan skala tertentu dan dilengkapi simbol sebagai penjelas. Sudahkah
Anda memahami pengertian dari peta tersebut? Mudah bukan? Beberapa ahli
mendefinisikan peta dengan berbagai pengertian, namun pada hakikatnya
semua mempunyai inti dan maksud yang sama. Berikut beberapa pengertian
peta dari para ahli.</span></div>
<span class="fullpost"><b><div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">a. Menurut ICA (International Cartographic
Association)</span></div>
</b><div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta adalah
gambaran atau representasi unsur-unsur ketampakan abstrak yang dipilih
dari permukaan bumi yang ada kaitannya dengan permukaan bumi atau
benda-benda angkasa, yang pada umumnya digambarkan pada suatu bidang
datar dan diperkecil/diskalakan.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">b. Menurut Aryono Prihandito (1988)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta merupakan gambaran permukaan bumi
dengan skala tertentu, digambar pada bidang datar melalui sistem
proyeksi tertentu.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">c. Menurut Erwin Raisz (1948)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta adalah gambaran konvensional dari
ketampakan muka bumi yang diperkecil seperti ketampakannya kalau dilihat
vertikal dari atas, dibuat pada bidang datar dan ditambah
tulisan-tulisan sebagai penjelas.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">d. Menurut Badan Koordinasi Survei dan
Pemetaan Nasional (Bakosurtanal 2005)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta merupakan wahana bagi penyimpanan dan
penyajian data kondisi lingkungan, merupakan sumber informasi bagi para
perencana dan pengambilan keputusan pada tahapan dan tingkatan
pembangunan.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Dengan menggunakan peta, kita dapat
mengetahui segala hal yang berada di permukaan bumi, seperti letak suatu
wilayah, jarak antarkota, lokasi pegunungan, sungai, danau, lahan
persawahan, jalan raya, bandara, dan sebagainya. Ketampakan yang
digambar pada peta dapat dibagi menjadi dua yaitu ketampakan alami dan
ketampakan buatan manusia (budaya). </span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Dewasa ini sudah dikenal adanya peta digital
(digital map), yaitu peta yang berupa gambaran permukaan bumi yang
diolah dengan bantuan media komputer. Data yang diperoleh berupa data
digital dan hasil dari gambaran tersebut dapat disimpan dalam suatu
media seperti disket, CD, maupun media penyimpanan lainnya, serta dapat
ditampilkan kembali pada layar monitor komputer. Biasanya peta digital
ini dibuat dengan menggunakan software GIS (Geography Information
system). Ilmu yang mempelajari tentang peta dan pemetaan disebut dengan
kartografi dan orang yang ahli dalam bidang peta dan pemetaan disebut
kartograf.</span></div>
</span><br />
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Kata peta pasti sudah sangat familiar di
telinga kita. Anda pasti sering melihat atau bahkan pernah menggunakan
peta, tetapi mungkin Anda masih kesulitan untuk mendeskripsikan
pengertian dari peta. Sebenarnya Anda tidak perlu menghafal definisi
dari peta, cukup dengan melihat peta seharusnya Anda sudah bisa
mendefinisikan peta.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Pengertian peta secara umum adalah gambaran
dari permukaan bumi yang digambar pada bidang datar, yang diperkecil
dengan skala tertentu dan dilengkapi simbol sebagai penjelas. Sudahkah
Anda memahami pengertian dari peta tersebut? Mudah bukan? Beberapa ahli
mendefinisikan peta dengan berbagai pengertian, namun pada hakikatnya
semua mempunyai inti dan maksud yang sama. Berikut beberapa pengertian
peta dari para ahli.</span></div>
<span class="fullpost"><b><div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">a. Menurut ICA (International Cartographic
Association)</span></div>
</b><div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta adalah
gambaran atau representasi unsur-unsur ketampakan abstrak yang dipilih
dari permukaan bumi yang ada kaitannya dengan permukaan bumi atau
benda-benda angkasa, yang pada umumnya digambarkan pada suatu bidang
datar dan diperkecil/diskalakan.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">b. Menurut Aryono Prihandito (1988)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta merupakan gambaran permukaan bumi
dengan skala tertentu, digambar pada bidang datar melalui sistem
proyeksi tertentu.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">c. Menurut Erwin Raisz (1948)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta adalah gambaran konvensional dari
ketampakan muka bumi yang diperkecil seperti ketampakannya kalau dilihat
vertikal dari atas, dibuat pada bidang datar dan ditambah
tulisan-tulisan sebagai penjelas.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<b><span class="Apple-style-span" style="font-family: arial;">d. Menurut Badan Koordinasi Survei dan
Pemetaan Nasional (Bakosurtanal 2005)</span></b></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Peta merupakan wahana bagi penyimpanan dan
penyajian data kondisi lingkungan, merupakan sumber informasi bagi para
perencana dan pengambilan keputusan pada tahapan dan tingkatan
pembangunan.</span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Dengan menggunakan peta, kita dapat
mengetahui segala hal yang berada di permukaan bumi, seperti letak suatu
wilayah, jarak antarkota, lokasi pegunungan, sungai, danau, lahan
persawahan, jalan raya, bandara, dan sebagainya. Ketampakan yang
digambar pada peta dapat dibagi menjadi dua yaitu ketampakan alami dan
ketampakan buatan manusia (budaya). </span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;"><br /></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="font-family: arial;">Dewasa ini sudah dikenal adanya peta digital
(digital map), yaitu peta yang berupa gambaran permukaan bumi yang
diolah dengan bantuan media komputer. Data yang diperoleh berupa data
digital dan hasil dari gambaran tersebut dapat disimpan dalam suatu
media seperti disket, CD, maupun media penyimpanan lainnya, serta dapat
ditampilkan kembali pada layar monitor komputer. Biasanya peta digital
ini dibuat dengan menggunakan software GIS (Geography Information
system). Ilmu yang mempelajari tentang peta dan pemetaan disebut dengan
kartografi dan orang yang ahli dalam bidang peta dan pemetaan disebut
kartograf.</span></div>
</span>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-68756136179780799232012-02-13T04:23:00.000-08:002012-02-15T18:07:05.366-08:00PENGERTIAN GEOGRAFI ( satyo hega / 28 )<span class="Apple-style-span" style="background-color: white;"><span style="color: #100d14; line-height: 12px;"><span style="color: black;"></span></span></span><br />
<div align="justify" style="color: black; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span class="Apple-style-span" style="font-family: Arial; font-size: 13px; line-height: 12px;"><strong>Sejak manusia Iahir di dunia, manusia sangat bergantung pada alam lingkungannya. Manusia membutuhkan alam untuk dapat memenuhi kebutuhan hidupnya. Karena didorong kebutuhan hidupnya tersebut. manusia berusaha untuk memanfaatkan alam. Hal inilah menuntut manusia untuk mengenal alam sehingga lahirlah studi geografi.</strong></span></div>
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<br /></div>
<div align="justify" style="color: black; font-family: Arial, Helvetica, sans-serif; font-size: 12px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><span style="color: #100d14; font-family: Arial; font-size: 10pt;">Istilah geografi pertama kali dikemukakan oleh </span><strong><em><span style="color: blue; font-family: Arial; font-size: 10pt;">Eratothenes (176<sub>:</sub>194 sm).</span></em></strong><strong><em><span style="color: #100d14; font-family: Arial; font-size: 10pt;"> </span></em></strong><span style="color: #0d060f; font-family: Arial; font-size: 10pt;">Kata geografi berasal dari bahasa Yunani, yaitu <em><strong>geo</strong> </em>dan <em><strong>graphien</strong>.<strong><span style="color: #ff6600;">Geo</span></strong> </em>berarti bumi dan <em><span style="color: #ff6600;"><strong>graphien</strong></span> </em>berarti sesuatu yang <em>ditulis</em>, <em>digambar</em>, atau<em>dijelaskan</em>. Jadi Geografi<em> </em>berarti Ilmu pengetahuan yang mempelajari, menjelaskan, menuliskan  tentang bumi.</span></span></div>
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<span style="color: #0d060f; font-family: Arial; font-size: 10pt;"><span style="color: black;"><br />Dalam geografi kita akan mempelajari segala sesuatu yang tampak di permukaan bumi, baik bentuk kehidupan, kenampakan permukaan bumi dengan segala gejala-gejalanya maupun faktor-faktor yang mempengaruhinya, seperti benda-benda di luar angkasa, keadaan dan benda-benda di dalam bumi maupun di permukaan bumi. Oleh karena itu, <em>definisi geografi secara luas </em>adalah ilmu yang mempelajari bumi bagian dalam, permukaan bumi, dan atas (luar angkasa) secara keseluruhan yang berinteraksi dengan alam lingkungannva. Supaya pandangan tentang geografi itu lebih luas berikut ini beberapa pendapat para ahli geogarfi.</span></span></div>
<ul style="font-family: Arial, Helvetica, sans-serif; font-size: 12px; list-style-type: square;">
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: #006600; font-family: Arial; font-size: 10pt;"><span style="color: blue;">Drs. Bintarto</span></span></strong><span style="color: #006600; font-family: Arial; font-size: 10pt;">,</span><span style="color: #0d060f; font-family: Arial; font-size: 10pt;"> geografi merupakan ilmu pengetahuan yang menceritakan, menerangkan sifat-sifat bumi, menganalisis gejala-gejala alam dan penduduk, serta mempelajari corak khas kehidupan dan mencari fungsi dari unsur-unsur bumi dalam ruang dan waktu,</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Dr. I Made Sandy</span></strong><span style="color: #13161b; font-family: Arial; font-size: 10pt;">, geografi adalah ilmu yang burusaha menceritakankan dan memahami persamaan-persamaan dan perbedaan-perbedaan yang ada dalam ruang muka bumi.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Drs. </span></strong><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Nathanael Daljoeni</span></strong><span style="color: #13161b; font-family: Arial; font-size: 10pt;">, geografi adalah uraian tentang bumi dengan segenap isinya yakni manusia ditambah dengan dunia hewan dan dunia tumbuh-tumbuhan.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Ullman (1954</span></strong><span style="color: #13161b; font-family: Arial; font-size: 10pt;">), geografi adalah interaksi antar ruang.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Abler (1971)</span></strong><span style="color: #13161b; font-family: Arial; font-size: 10pt;">, geografi mengkaji struktur dan proses fenomena dan permasalahan dalam ruang. Berkaitan dengan itu geografi selalu berbicara dengan peta<strong> </strong>untuk mengkaji struktur keruangan suatu permasalahan..</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">hasil seminar dan lokakarya di Semarang tahun</span></strong><span style="color: #13161b; font-family: Arial; font-size: 10pt;"> 1988 geografi adalah ilmu yang rnempelajari persamaan dan perbedaan fenomena di geosfer dengan sudut pandang kewilayahan, kelingkungan dalam konteks keruangan.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Frank Debenham</span></strong><span style="color: #4e87b4; font-family: Arial; font-size: 10pt;">.</span><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Menurut Debenharn tugas para ahla geografl adalah sebagai berikut.</span></span></div>
<ol>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: #0c050f; font-family: Arial; font-size: 10pt; line-height: 13px;"><span style="color: black;">menafsirkan agihan atau persebaran gejala dan fakta fenomena geografi.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: #0c050f; font-family: Arial; font-size: 10pt; line-height: 13px;"><span style="color: black;">menemukan hubungan antara kehidupan manusia dan lingkungan fisik.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: #0c050f; font-family: Arial; font-size: 10pt; line-height: 14px;"><span style="color: black;">Menjelaskan interaksi antara manusia dan lingkungan,</span></span></div>
</li>
</ol>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">R. Hartshorne.</span></strong><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Geografi bertujuan untuk memberikan deskripsi yang teliti, beraturan, dan rasional tentang sifat variabel dari permukaan bumi.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">E. A. Ackerman</span></strong><span style="color: #4e87b4; font-family: Arial; font-size: 10pt;">.</span><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Geografi bertujuan rnengetahui pengertian tentang sistem yang berinteraksi secara cepat mencakup semua budaya manusia dan lingkungan alamiahnya di permukaan bumi</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">P. Haggett.</span></strong><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Geografi memberikan perhatian terutarma pada sistem ekologi dan sistem keruangan. Pada sistem ekologi berkaitan dengan manusia dan lingkungannya, sedangkan pada sistem keruangan berkaitan dengan hubungan antar wilayah.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">M Yeates</span></strong><span style="color: #4e87b4; font-family: Arial; font-size: 10pt;">.</span><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Geografi adalah suatu ilmu yang memperhatikan perkembangan rasional dari berbagai sifat yang beraneka ragam di pennukaan bumi.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Strabo.</span></strong><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Geografi erat kaitannya dengan karakteristik tertentu suatu tempat dan memperhatikan juga hubungan antara berbagai ternpat secara keseluruhan.</span></span></div>
</li>
<li style="list-style-type: square;"><div align="justify" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<span style="color: black;"><strong><span style="color: blue; font-family: Arial; font-size: 10pt;">Bintarto.</span></strong><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"> Geografi adalah ilmu pengetahuan yang mencitra, menerangkan sifat bumi, menganalisis keadaan alam dan penduduk. serta mempelajari corak khas mengenai kehidupan dan berusaha mencari fungsi dari. unsur bumi dalam ruang dan waktu</span></span></div>
</li>
</ul>
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<span style="color: black;"><span style="color: #0c050f; font-family: Arial; font-size: 10pt;">Â Â Â Â Â Â Â Â Â Berdasarkan pengertian di atas berarti geografi memiliki dua aspek pokok, yaitu </span><em><span style="color: magenta; font-family: Arial; font-size: 10pt;"><strong>aspek fisik</strong></span></em><em><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"></span></em><span style="color: #0c050f; font-family: Arial; font-size: 10pt;">dan </span><em><span style="color: magenta; font-family: Arial; font-size: 10pt;"><strong>aspek sosial</strong></span></em><em><span style="color: #0c050f; font-family: Arial; font-size: 10pt;">. </span></em><span style="color: #0c050f; font-family: Arial; font-size: 10pt;">Aspek fisik berhubungan dengan gejala geosfer, yaitu pelapisan yang terdapat di atas permukaan bumi yang meliputi fenomena <span style="color: #ff6600;">litosfer, hidrosfer, atmosfer, biosfer. dan antroposfer.</span></span></span></div>
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<span style="color: black;"><span style="color: #0c050f; font-family: Arial; font-size: 10pt;">Â <span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><img border="0" height="150" src="http://kebumian.com/images/stories/media/gempa-bumi-03.bmp" width="139" />Â <span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><img border="0" height="150" src="http://kebumian.com/images/stories/media/httpstatic.panoramio.com.jpg" width="265" />Â <span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><img border="0" height="150" src="http://kebumian.com/images/stories/media/httpwww.usgcrp.gov.jpg" width="159" /></span></span></span></span></span></span></span></span></span></span></div>
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<span style="color: black;"><span style="color: #0c050f; font-family: Arial; font-size: 10pt;"><br />Aspek sosial berhubungan dengan kegiatan manusia secara <span style="color: #fd6101;">sosial, ekonorni. dan budaya</span>.</span></span></div>
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<span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><img border="0" height="150" src="http://kebumian.com/images/stories/media/urbanisasi_1.jpg" width="242" />Â </span></span><img border="0" height="150" src="http://kebumian.com/images/stories/media/20090517_080640_pameran2.jpg" width="190" />Â <span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><span style="color: #100d14; font-family: Arial; font-size: 10pt; line-height: 12px;"><span style="color: black;"><img border="0" height="150" src="http://kebumian.com/images/stories/media/surabaya.jpg" width="224" />Â</span></span></span></span></span></span></div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-9880344495338771582012-02-13T04:18:00.000-08:002012-02-15T18:08:34.686-08:00GEOGRAFI, DAN KOMPETENSINYA DALAM KAJIAN GEOGRAFI FISIK ( satyo hega w. /28 )Geografi sebagai ilmu pengetahuan yang pernah disebut sebagai induk ilmu pengetahuan<br />
(mother of sciences) mengalami pasang-surut peranannya untuk memberikan<br />
sumbangan pemikiran dalam pengembangan ilmu pengetahuan dan pembangunan.<br />
Apabila geografi tetap ingin berperan dalam memberikan sumbangan pemikiran dalam<br />
kebijakan pembangunan, geografi harus mempunyai konsep inti, metodologi dan aplikasi<br />
yang mantap. Makalah ini bertujuan untuk menelusuri konsep inti geografi yang sesuai<br />
untuk dikembangkan di Indonesia untuk mendasari kompentensinya, khususnya dalam<br />
bidang geografi fisik. Pemisahan geografi fisik dan geografi manusia yang tinggi kurang<br />
mencirikan jati diri geografi, dan jika kecenderungan pemisahan tersebut semakin<br />
berlanjut jati diri geografi akan pudar dan akan larut dalam disiplin ilmu lainnya, dan<br />
bahkan kita akan kehilangan sebagian dari kompetensi keilmuan geografi. Geografi<br />
terpadu atau geografi yang satu (unifying geography) menjadi satu pilihan sebagai dasar<br />
pembelajaran geografi yang sesuai untuk Indonesia, yang diikuti dengan pendalaman<br />
keilmuan pada masing-masing obyek material kajian geografi tanpa melupakan obyek<br />
formalnya. Komponen inti dari geografi terpadu adalah ruang, tempat/lokasi, lingkungan<br />
dan peta, yang berdimensi waktu, proses, keterbukaan dan skala. Komponen inti geografi<br />
terpadu tersebut dijadikan dasar untuk menentukan kompetensi geografi. Kompetensi<br />
geografi fisik, yang obyek materialnya fenomena lingkungan fisik (abiotik) pada lapisan<br />
hidup manusia, sangat luas antara lain: penataan ruang, pengeolaan sumberdaya alam,<br />
konservasi sumberdaya alam, penilaian degradasi lingkungan, pengelolaan daaerah aliran<br />
sungai, penilaian tingkat bahaya dan bencana, penilaian risiko bencana. Kompetensi<br />
geografi fisik tersebut selalu dikaitkan dengan kepentingan umat manusia, dengan konsep<br />
bahwa lingkungan fisikal sebagai lingkungan hidup manusia. <br />
1. PENGANTAR<br />
Perbincangan tentang jati diri Geografi telah beberapa kali dilakukan di<br />
Indonesia, baik melalui lokakarya, seminar maupun melalui sarasehan yang dilakukan<br />
oleh Fakultas/Jurusan/Departemen Geografi, organisasi profesi (IGI) dan ikatan alumni<br />
(IGEGAMA). Jati diri suatu disiplin ilmu dapat ditelaah dari definisinya. Dalam Seminar<br />
Peningkatan Relevansi Metode Penelitian Geografi tanggal 24 Oktober 1981 Prof.<br />
Bintarto dalam papernya berjudul Suatu Tinjauan Filsafat Geografi mengemukakan<br />
definisi Geografi sebagai berikut: Geografi mempelajari hubungan kausal gejala-2<br />
gejala di muka bumi dan peristiwa-peristiwa yang terjadi di muka bumi baik yang<br />
fisikal maupun yang menyangkut mahkluk hidup beserta permasalahannya,<br />
melalui pendekatan keruangan, ekologikal dan regional untuk kepentingan<br />
program, proses dan keberhasilan pembangunan (Bintarto, 1984). Seminar dan<br />
lokakarya yang dilaksanakan di Jurusan Geografi, FKIP, IKIP Semarang kerjasama<br />
dengan IGI tahun 1988 telah menghasilkan rumusan definisi: Geografi adalah ilmu<br />
pengetahuan yang mempelajari perbedaan dan persamaan fenomena geosfer<br />
dengan sudut pandang kelingkungan, kewilayahan dalam konteks keruangan. <br />
Rumusan dua definisi Geografi tersebut sedikit berbeda namun memberikan<br />
ketegasan dan kejelasan tentang obyek kajian dalam Geografi baik obyek material<br />
maupun formalnya. Obyek materialnya adalah gejala, fenomena, peristiwa di muka bumi<br />
(di geosfer), sedang obyek formalnya adalah sudut pandang atau pendekatan:keruangan,<br />
kelingkungan dan kompleks wilayah. Ketegasan obyek formal kajian Geografi penting<br />
untuk membedakan kajian dengan disiplin ilmu lain yang obyek materialnya juga<br />
fenomena geosfer. Geosfer terdiri atas atmosfer, litosfer (termasuk pedosfer), hidrosfer<br />
dan biosfer (termasuk antroposfer); sfera bumi tersebut membentuk satu sistem alami<br />
yang masing-masing sfera saling berinteraksi, saling pengaruh mempengaruhi. Konsep<br />
sfera bumi membentuk satu sistem alami merupakan konsep penting dalam geografi,<br />
karena dapat dijadikan dasar untuk memahami dinamika fenomena dari muka bumi. <br />
Definisi Geografi versi Semlok Semarang tersebut masih banyak digunakan<br />
dalam proses pembelajaran geografi di sekolah dan perguruan tinggi, dan bukan satusatunya yang harus diajarkan kepada peserta didik, karena masih banyak definisi lain<br />
yang perlu disampaikan untuk memperkaya dan memperluas wawasan tentang jati diri<br />
geografi. Definisi geografi itu sangat banyak, berikut ini disampaikan lima definisi untuk<br />
memberikan diversitas cakupan, dan jati diri Geografi.<br />
1) Geography is concerned to provide an accurate, orderly, and rational description<br />
and interpretation of the variable character of the Earth’s surface (Hartshorne,<br />
1959).<br />
2) Geography is the scientific study of changing spatial relationships of terrestrial<br />
phenomena viewed as world of man (Bird, 1989). 3<br />
3) The core of Geography is an abiding concern for human and physical attribute of<br />
places and regions and with spatial interaction that alter them (Abler et al, 1992).<br />
4) Geography is the study of the surface of the Earth. It involves the phenomena and<br />
processes of the Earth’s natural and human environments and landscapes at local<br />
to global scales (Herbert and Matthews (2001).<br />
5) Geography is a discipline concerned with understanding the spatial dimensions of<br />
environmental and social processes (White, 2002) <br />
Variasi definisi tersebut di atas juga memberikan ketegasan kepada kita bahwa<br />
obyek kajian Geografi adalah fenomena geosfer dan sudut pandangnya adalah keruangan,<br />
kelingkungan dan kewilayahan meskipun dengan rumusan yang berbeda. Rumusan yang<br />
berbeda dari definisi Geografi dapat dipahami dengan munculnya pandangan Geografi<br />
yang menyatakan bahwa geografi adalah apa yang dikerjakan oleh geograf. Dua<br />
definisi terakhir dari lima definisi tersebut di atas aspek lingkungan mendapat tekanan<br />
yang lebih. Hal tersebut sangat mungkin diinspirasi oleh permasalahan lingkungan yang<br />
semakin meningkat dan mengglobal di muka bumi ini, seperti perubahan iklim global,<br />
penurunan kualitas lingkungan, bencana banjir, kekeringan, longsor, kemiskinan,<br />
penurunan dan kerusakan sumberdaya alam. Permasalahan lingkungan dan bencana yang<br />
banyak terjadi tersebut timbul sebagai akibat ketidak imbangan interaksi antara<br />
lingkungan dengan aktifitas manusia. Interaksi lingkungan-manusia merupakan sebagian<br />
dari kajian geografi yang menggunakan pendekatan kelingkungan..Oleh sebab itu<br />
permasalahan lingkungan menjadi perhatian geograf, dan selain itu geografi sebagai ilmu<br />
yang berorientasi pada pemecahan masalah (problems solving). Permasalahan lingkungan<br />
yang terjadi saat sekarang dan masa depan bersifat kompleks, multi dimensi, saling kait<br />
mengkait, sehingga pemecahannya memerlukan pendekatan terpadu. <br />
Dalam merespon permasalahan lingkungan yang multidimensi dan berskala lokal<br />
hingga global, Geografi dihadapkan pada dua permasalahan yang terkait disiplin ilmu<br />
geografi itu sendiri dan permasalahan kompetensi geograf sebagai pemangku ilmu<br />
geografi.<br />
1) Geografi yang bagaimanakah yang mampu memberikan kontribusi nyata untuk<br />
pengambilan kebijakan dalam memecahkan permasalahan lingkungan yang<br />
berdimensi lokal hingga global secara berkelanjutan? 4<br />
2) Kompetensi apakah yang diperlukan bagi geograf di masa mendatang?<br />
Pertanyaan pertama dimunculkan, karena ada tiga alasan penting yang terkait<br />
dengan geografi:<br />
1) geografi menghadapi tantangan untuk memberikan masukan dalam<br />
memecahkahn masalah yang multi dimensi dan kompleks yang memerlukan<br />
pendekatan antar bidang, apabila geografi tidak terpadu maka kontribusi<br />
geografisnya kurang lengkap, bahkan berisiko sebagian disiplin geografi<br />
menjadi bagian disiplin ilmu lain;<br />
2) pembelajaran geografi harus utuh tidak terkotak-kotak secara tegas antara<br />
geografi fisik dan geografi manusia, karena masalah di sekeliling lingkungan<br />
kita semakin meningkat dan geograf harus mampu memberikan kontribusi yang<br />
nyata kepada masyarakat, oleh karena itu geograf harus berbekal teori/konsep<br />
yang matang;<br />
3) riset fundamental dalam elemen inti geografi belum banyak dilakukan untuk<br />
menghasilkan teori dasar geografi yang dapat digunakan sebagai masukan dalam<br />
kebijakan pemerintah, jika geografi tidak mengembangkan geografi terpadu<br />
akan kehilangan kesempatan/kedudukan sebagai pemberi masukan sesuai bidang<br />
keilmuan geografi. Label dari geografi adalah ruang, tempat, lingkungan dan<br />
peta, yang tidak dimiliki oleh disiplin ilmu lain (Mathews et al, 2004).<br />
Dalam mengupas permasalahan pertama tersebut perlu didasari pemahaman tentang<br />
ruang lingkup Geografi, komponen inti kajian geografi. Pembahasan permasalahan kedua<br />
tentang kompetensi khususnya dalam bidang kajian geografi fisik, perlu didasari dengan<br />
metode penelitian geografi dan identifikasi dari permasalahan lingkungan yang terkait<br />
dengan obyek kajian Geografi <br />
2. RUANG LINGKUP KAJIAN GEOGRAFI<br />
Sebutan geografi sebagai ilmu pengetahuan cukup banyak, antara lain: i). geografi<br />
sebagai ilmu holistik yang mempelajari fenomena di permukaan bumi secara utuh<br />
menyeluruh, ii) geografi adalah ilmu analitis dan sintesis, yang memadukan unsur 5<br />
lingkungan fisikal dengan unsur manusia dan iii). geografi adalah ilmu wilayah yang<br />
mempelajari sumberdaya wilayah secara komprehensif. Tiga sebutan geografi tersebut<br />
yang menjadi landasan untuk membahas kajian geografi yang mampu merespon<br />
permalasalahan lingkungan yang berdimensi lokal hingga global. Pertanyaan pemandu<br />
untuk mengetahui ruang lingkup kajian Geografi pada umumnya adalah:<br />
1) apa (what),<br />
2) dimana (where),<br />
3) berapa (how long/how much),<br />
4) mengapa (why),<br />
5) bagaimana (how),<br />
6) kapan (when),<br />
7) siapa (who) (Widoyo Alfandi, 2001).<br />
Pertanyaan pemandu yang mencerminkan bahwa geografi itu adalah holistik, sintesis dan<br />
kewilayahan adalah sebagai berikut:<br />
1) apa, dimana dan kapan (what, where and when), pertanyaan ini menuntun kita<br />
untuk mengetahui fenomena geografis dan distribusi spasialnya pada suatu<br />
wilayah, serta kapan terjadinya; <br />
2) bagaimana dan mengapa ( how and why), pertanyaan ini bersifat analitis untuk<br />
mengetahui sistem, proses, perilaku, ketergantungan, organisasi spasial dan<br />
interaksi antar komponen pembentuk geosfer;<br />
3) apakah dampaknya (what is the impact), pertanyaan bersifat analistis, sintesis<br />
untuk mengevaluasi fenomena geografi yang mengalami perubahan baik oleh<br />
proses alam maupun oleh hasil interaksi antara manusia dengan lingkungan<br />
alamnya;<br />
4) Bagaimana seharusnya (how ought to ), pertanyaan ini menjurus ke sintesis dan<br />
evaluasi untuk pemecahan permasalahan lingkungan suatu wilayah dan<br />
memberikan keputusan dalam pengelolaan sumberdaya dan lingkungan. <br />
Pertanyaan pemandu pertama dalam geografi yang umum tersebut dapat<br />
digunakan untuk proses pembelajaran pada tingkat manapun dengan memperhatikan<br />
tingkat kedalaman atau kedetilannya. Pertanyaan pemandu yang kedua dapat ditujukan 6<br />
untuk jenjang pendidikan pada perguruan tinggi, dengan asumsi bahwa wawasan dan<br />
penalaran mahasiswa lebih mantap. <br />
3. KONSEP GEOGRAFI<br />
Berikut ini disampaikan beberapa konsep geografi yang dapat dijadikan pegangan untuk<br />
menentukan kompetensi geograf.<br />
1. Geografi menduduki tempat yang jelas dalam dunia pendidikan, geografi<br />
menawarkan kajian terpadu dari hubungan timbal balik antara masyarakat<br />
manusia dengan komponen fisikal dari bumi.<br />
2. Disiplin geografi dicirikan oleh subyek material yang luas, yang secara tradisional<br />
terdiri dari dari geografi manusia dan geografi fisik.<br />
3. Komponen pengetahuan alam dan sosial dalam geografi tidak dapat dipisahkan<br />
satu dengan yang lain, dan tidak ada disiplin ilmu lain yang memadukannya<br />
seperti yang dilakukan oleh geograf.<br />
4. Geografi mempelajari interelasi dan interdependensi dari dunia nyata dari<br />
fenomena dan proses yang memberikan ciri khas pada suatu wilayah.<br />
5. Obyek kajian geografi adalah geosfer yang terdiri dari atmosfer, litosfer, pedosfer,<br />
hidrosfer, biosfer dan antroposfer; masing-masing sfera tersebut saling terkait<br />
membentuk sistem alami.<br />
6. Obyek kajian geografi tersebut juga menjadi kajian bidang ilmu lainnya, yang<br />
menjadi pembeda adalah pendekatan yang digunakan; pendekatan yang<br />
dimaksud adlah pendekatan spasial (keruangan), ekologikal dan kompleks<br />
wilayah.<br />
7. Geografi mempelajari wilayah secara utuh menyeluruh tentang sumberdaya alam<br />
dan sumberdaya manusia, sehingga mempunyai peran penting dalam pengelolaan<br />
sumberdaya alam dan lingkungan dalam rangka otonomi daerah.<br />
8. Geografi mempelajari proses perubahan lingkungan alam maupun lingkungan<br />
sosial ekonomi, sehingga pelajaran geografi memberi bekal untuk tanggap<br />
terhadap isu-isu dan perubahan lokal, regional dan global.<br />
9. Peta merupakan salah alat utama dalam kajian geografi dan juga merupakan salah<br />
satu hasil utama dalam kajian geografi. 7<br />
10. Perkembangan pesat dari ilmu dan teknik penginderaan jauh dan sistem informasi<br />
geografis sangat membantu dalam proses-belajar geografi dan penelitianpenelitian geografis.<br />
4. GEOGRAFI SEBAGAI SATU DISIPLIN: GEOGRAFI TERPADU <br />
Setiap disiplin keilmuan normalnya memiliki satu bidang kajian tertentu, satu<br />
asosiasi kerangka teoritik dan pendekatan yang lazim digunakan untuk mengkaji dengan<br />
teknik yang sesuai, kesemuanya itu tidak hanya untuk pemahaman tetapi juga untuk<br />
penemuan pengetahuan baru dan dimanfaatkan untuk kesejahteraan umat manusia. Bagi<br />
geografi bidang kajiannya banyak, yang mempunyai metode dan teknik yang berbeda,<br />
sehingga tidak mudah untuk mendudukan geografi sebagai satu disiplin. Misalnya<br />
geografi fisik yang obyeknya kajiannya atmosfer, litosfer dan hidrosfer, masing-masing<br />
mempunyai kerangka teoritik dan pendekatan yang berbeda, demikian juga halnya<br />
dengan geografi manusia yang obyeknya: kependudukan, sosial, ekonomi, budaya dan<br />
politik. Bagi geografi dimasukkan ke dalam cross-disciplinary link, mirip munculnya<br />
sain terpadu, seperi Sain Sistem Bumi ( Earth System Science) dan Sain Keberlanjutan<br />
(Sustainability Science), dan bagi geografi subyek kajiannya adalah lingkungan fisikal<br />
dan manusia, dengan menggunakan teori dan metodologinya kompleksitas dari unsur<br />
muka bumi (Mathews et al,2004). <br />
Kesulitan untuk mendudukan/memposisikan geografi sebagai satu disiplin ilmu,<br />
maka ada baiknya apabila geografi itu hanya satu, tidak terpisah-pisah menjadi geografi<br />
manusia dan geografi fisik. Geografi yang satu (unifying geography) mempunyai <br />
banyak keunggulan dalam berperan ke masa depan, dengan asumsi permasalahan di masa<br />
depan sifatnya kompleks dan multi dimensi, yang pemecahannya memerlukan<br />
pendekatan terpadu dan holistik. Dalam geografi terpadu tidak berarti kekhususan<br />
(spesialisasi) akan hilang, tetapi tetap ada hanya dilandasi oleh konsep geografi yang<br />
satu. Bagi spesialisasi geografi fisik, fokus kajian pada komponen lingkungan fisik tetapi<br />
harus mengkaitkannya dengan aspek sosial; spesialisasi dalam geografi manusia geografi<br />
fisik sebagai latar belakang, sedang yang spesialisasi dalam geografi yang satu fokusnya<br />
adalah pemecahan masalah dengan pendekatan geografis secara utuh. 8<br />
ALASAN UNTUK MENJADI GEOGRAFI TERPADU<br />
1) Satuan (unit) yang lebih besar akan membawa keuntungan yang berarti, akan <br />
dan memberikan arah yang jelas dalam pengetahuan dan pemahaman; fokus yang <br />
besar dan menyatu dalam Geografi akan memerkuat identitas Geografi dan dapat<br />
memberikan masukan dalam kebijakan pembangunan;<br />
2) Satuan (unit) yang lebih besar memberikan makna yang lebih besar bagi<br />
mahasiswa dalam, disiplin geografi yang terpisah-pisah tidak menyatu akan<br />
membingungkan dalam penyusunan kurikulum. Pada hal geografi menempati<br />
posisi tempat yang menonjol dalam mempelajari dunia, yang menawarkan kajian<br />
terpadu terhadap hubungan timbalbalik antara manusia dan lingkungan alamnya,<br />
sehingga kalau tidak menjadi satu kesatuan maka tidak akan lengkap kajiannya.<br />
Satuan yang lebih besar dapat memberikan prioritas dalam pengajaran dan<br />
penelitian, yang kesemuannya itu untuk mempromosisikan geografi agar lebih<br />
berperan.<br />
3) Satuan yang lebih besar dapat menunjukkan kepada masyarakat tentang<br />
kemampuan akademiknya untuk memberikan kontribusi nyata dalam menentukan<br />
kebijakan dan memperbaiki pemahaman umum tentang Geografi.<br />
<br />
5. KOMPONEN INTI GEOGRAFI<br />
Untuk menuju geografi terpadu (unifying geography) perlu ditegaskan komponen<br />
inti Geografi. Matthews, et al., (2004) mengusulkan empat komponen inti Geografi :<br />
ruang (space), tempat (place), lingkungan (environment) dan peta (maps). <br />
Ruang menjadi satu konsep dalam inti geografi, yang dapat dipandang sebagai<br />
pendekatan spasial-korologikal untuk Geografi. Ruang juga mendominasi Geografi<br />
setiap waktu, ketika analisis spatial menjadi satu pendeskripsi untuk satu bentuk dari<br />
pekerjaan geografis. Pola spasial umumnya menjadi titik awal untuk kajian geografis;<br />
yang selanjutnya dapat dilacak proses perubahan secara spasial dan sistem spasial.<br />
Tempat merupakan komponen kedua dalam inti geografi. Tempat terkait dengan<br />
kosep teritorial dalam Geografi dan menunjukkan karakteristik, kemelimpahan dan batas.<br />
Tempat merupakan bagian dari dunia nyata tempat manusia bertem dan dapat dikenali,<br />
dinterpretasi dan dikelola. Dalam ahli geografi manusia tempat merupakan refleksi dari 9<br />
identitas idividu maupun kelompok; sedang bagi ahli geografi fisik tempat tempat<br />
merupakan refleksi dari perbedaan lingkungan biofisik.<br />
Lingkungan merupakan komponen inti Geografi ketiga yang mencakup<br />
lingkungan alami (topografi, iklim, air, biota, tanah) dan sebagai komponen inti yang<br />
memadukan dengan komponen geografi lainnya. Lingkungan menjadi interface antara<br />
lingkungan alam dan budaya, lahan dan kehidupan, penduduk dan lingkungan<br />
biofisikalnya.<br />
Peta sebagai komponen inti Geografi keempat lebih merupakan bentuk<br />
representasi, tehnik dan metodologi dari pada sebagai satu konsep atau teori. Peta<br />
dipandang sebagai pernyerhanaan perpektif spasial dari fenomena/peristiwa yang dikaji<br />
dalam Geografi.<br />
Ruang, tempat, lingkungan dan peta menjadi label dari Geografi. Komponen<br />
tersebut mempunyai kedudukan yang sama dalam kajian Geografi, baik dalam kajian<br />
Geografi Fisik maupun Geografi Manusia. Demikian juga dapat menjadi dasar konsep <br />
untuk disiplin Geografi secara utuh. <br />
Komponen inti Geografi tersebut bersifat dinamik, dalam arti dapat terjadi<br />
perubahan, yang tergantung karakteristik lingkungan, proses yang berlangsung dan<br />
waktu. Oleh sebab itu perlu ada dimensi kualifikasi dari komponen inti geografi tersebut.<br />
Dimensi yang dimaksud adalah waktu, proses, keterbukaan dan skala. Sebagai contoh<br />
tempat yang terletak di pegunungan yang semula subur menjadi lahan kritis dalam waktu<br />
10 tahun, karena proses erosi dan longsor karena daerahnya terbuka akibat pembalakan<br />
hutan di atasnya, yang luasnya melebihi 70%. Komponen inti geografi dan dimensi<br />
kualifikasinya tercantum pada Tabel 1.<br />
Tabel 1. Komponen esensial inti Geografi dan dimensi kualifikasinya<br />
Komponen esensial Dimensi kualifikasi<br />
1. Ruang<br />
2. Tempat<br />
3. Lingkungan<br />
4. Peta<br />
1. Waktu<br />
2. Proses<br />
3. Keterbukaan<br />
4. Skala<br />
Sumber: Matthews, et al., 2004 10<br />
6. SPESIALISASI DALAM GEOGRAFI TERPADU<br />
Setelah dibahas alasan untuk menjadi geografi terpadu dan komponen esensial inti<br />
geografi, kemudian timbul masalah yang terkait dengan spesialisasi dalam geografi<br />
terpadu. Spesialisasi dalam geografi tetap dapat eksis , baik spesialisasi dalam intinya<br />
maupun periperinya, sedangkan yang berada di luar periperi merupakan disiplin antar<br />
bidang yang relatif sedikit berbasis pada inti geografinya (Gambar 1).<br />
Gambar 1. Geografi terpadu, geografi fisik dan geografi manusia, dan spesialisasi<br />
geografi dalam hubungannya dengan bidang Geografi periperi dan antar bidang. Sumber<br />
Mattews et al., 2004.<br />
Gambar 1 tersebut menunjukkan bahwa spesialisasi dalam Geografi dapat dibedakan<br />
menjadi : spesialisasi geografi secara utuh, dalam geografi fisik dan geografi manusia <br />
dengan kadar inti geografi relatif lebih sedikit dan spesialisasi antar bidang dengan basis<br />
inti geografi lebih kecil lagi. 11<br />
7. KOMPETENSI DALAM BIDANG GEOGRAFI FISIK<br />
Seseorang yang belajar geografi kompetensi yang dimiliki akan sejalan dengan<br />
jenjang pendidikan yang diikuti. Kompetensi ideal bagi orang yang mempelajari geografi<br />
tercapai apabila yang bersangkutan belajar hingga perguruan tinggi atau telah menjadi<br />
geograf. Berikut ini disampaikan kompetensi ideal bagi orang yang mempelajari geografi<br />
hingga perguruan tinggi, namun demikian sebagian dari kompetensi tersebut dapat juga<br />
dimiliki oleh orang yang hanya mempelajari geografi dalam jenjang pendidikan tertentu<br />
saja (Sutikno, 2002).<br />
Kompetensi Dalam Pengertian dan Pemahaman<br />
Setelah mempelajari geografi seseorang diharapkan memperoleh pengertian dan<br />
pemahaman sebagai berikut:<br />
1) hubungan timbal balik antara aspek fisik dan manusia dari lingkungan dan<br />
bentanglahan;<br />
2) konsep variasi spasial;<br />
3) perbedaan utama dari wilayah /daerah tertentu yang selalu mengalami perubahan<br />
akibat proses: fisik, lingkungan, biotik, sosial, ekonomi dan budaya;<br />
4) konsepsualisasi terhadap pola, proses, interaksi dan perubahan lingkungan,<br />
sebagai suatu sistem dengan skala yang bervariasi; <br />
5) kekritisan terhadap aspek spasial dan temporal dari proses-proses fisikal, manusia<br />
dan interaksinya;<br />
6) perubahan yang terus terjadi pada komponen lingkungan fisik dan manusia,<br />
termasuk interaksi dan interdependensinya;<br />
7) perbedaan menurut ruang, tempat dan waktu dalam masyarakat manusia;<br />
8) sifat dari disiplin ilmu itu dinamik, prural dan bersaing;<br />
9) cara representasi data geografi: aspek fisik maupun aspek manusianya;<br />
10) strategi dalam analisis dan interpretasi informasi geografis;<br />
11) metode penelitan geografis: observasi, survai, pengukuran lapangan, analisis<br />
laboratorium, analisis kuantitatif dan kualitatif; 12<br />
12) aplikasi konsep dan teknik geografi untuk pemecahan masalah, kesejahteraan<br />
manusia, perbaikan lingkungan hidup, perencanaan perkotaan, kebencanaan alam,<br />
keberlanjutan dan konservasi. <br />
Kompetensi Dalam Keahlian/Ketrampilan Intelktual<br />
Geografi memberikan serangkaian keahlian intelektual dan kemampuan dalam<br />
kompetensi sebagai berikut:<br />
1) penilaian teori yang berbeda, penjelasan dan kebijakan;<br />
2) analisis dan pemecahan masalah;<br />
3) membuat keputusan;<br />
4) penilaian kejadian secara kritis;<br />
5) interpretasi data dan teks secara kritis;<br />
6) menyarikan dan mensintesiskan informasi;<br />
7) mengembangkan argumentasi yang mendasar;<br />
8) mempunyai tanggung jawab dalam meningkatkan kemampuan diri dan<br />
mengembangkan kebiasaan untuk belajar terus menerus.<br />
Kompetensi Dalam Keahlian/Ketrampilan Praktis<br />
Pendidikan geografi dapat memberikan keahlian praktis dalam bidang/hal berikut:<br />
1) mampu melakukan perencanaan, perancangan dan pelaksanaan riset, termasuk<br />
penyusunan laporan akhir;<br />
2) mampu melaksanakan kerja lapangan yang efektif, dalam konteks keamanan dan<br />
keselamatan;<br />
3) mampu melakukan kerja laboratoris dengan aman dengan memperhatikan<br />
prosedur baku;<br />
4) mampu melaksanakan survai dan metode penelitian untuk pengumpulan, analisis<br />
dan pemahaman informasi aspek manusia;<br />
5) mampu melakasanakan variasi teknik dan metode analisis laboratorium untuk<br />
pengumpulan dan analisis data spasial dan informasi lingkungan;<br />
6) mampu mengkombinasikan dan menginterpretasikan kejadian geografis yang<br />
berbeda tipenya; 13<br />
7) mampu mengenali isu-isu moral dan etika yang diperdebatkan.<br />
Kompetensi Dalam Keahlian/Ketrampilan Kunci ( Key Skills)<br />
Siswa /mahasiswa geografi harus mengembangkan kemampuan sebagai berikut:<br />
1) belajar dan mengkaji,<br />
2) komunikasi tertulis,<br />
3) presentasi data geografis,<br />
4) penilaian dan perhitungan,<br />
5) kesadaran spasial dan observasi,<br />
6) keja lapangan dan laboratoris,<br />
7) tehnologi informasi,<br />
8) penanganan dan penyimpanan data/informasi,<br />
9) situasi personal, kerja sama.<br />
Uraian tersebut menujukkan bahwa pembelajaran geografi penuh dengan kandungan<br />
kompetensi khususnya dalam aspek spasial, lingkungan dan kewilayahan dari<br />
sumberdaya alam, sumberdaya manusia dan sumberdaya binaan. Kompetensi yang<br />
disebutkan di atas kurang spesifik dalam artian praktis atau terapannya, berikut ini<br />
disampaikan kompetensi Geografi Fisik yang lebih aplikatif antara lain:<br />
1) survey komponen lingkungan fisikal: cuaca, iklim, geomorfologi, tanah, hidrologi<br />
dan biogeografi;<br />
2) inventarisasi dan evaluasi potensi sumberdaya alam;<br />
3) mitigasi dan evaluasi bahaya dan bencana alam;<br />
4) evaluasi risiko bahaya/bencana alam;<br />
5) penataan ruang dari aspek fisikalnya<br />
6) pengeolaan sumberdaya alam, <br />
7) konservasi sumberdaya alam, <br />
8) penilaian degradasi lingkungan, <br />
9) pengelolaan daaerah aliran sungai. 14<br />
PENUTUP<br />
1) Geografi terpadu lebih sesuai untuk dikembangkan di Indonesia ke depan,<br />
mengingat kondisi lingkungan alamnya sangat bervariasi dan berpenduduk padat<br />
dengan banyak etnik, sehingga banyak permasalahan lingkungan yang perlu<br />
penanganan secara terpadu.<br />
2) Geografi sebagai disiplin ilmu perlu label komponen inti Geografi, yang terdiri<br />
dari ruang, tempat, lingkungan dan peta, dengan dimensi kualifikasi waktu,<br />
proses, keterbukaan dan skala. <br />
3) Dalam geografi terpadu spesialisasi tetap eksis, yang meliputi spesialisasi inti,<br />
periperi dan antar bidang; baik dalam bidang kajian geografi manusia maupun<br />
geografi fisik.WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-7118829252410788872012-02-13T04:06:00.000-08:002012-02-13T04:06:30.028-08:00INFORMASI GEOGRAFI<span class="Apple-style-span" style="background-color: white;"></span><br />
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<span class="Apple-style-span" style="font-size: x-small;">( by Satyo Hega W )</span></div>
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<span style="font-size: x-small;"><span class="IL_AD" id="IL_AD11">Indonesia</span> merupakan daerah pertemuan 3 lempeng tektonik besar, yaitu <b>lempeng Indo-Australia</b>,<b>Eurasia</b></span><span style="font-size: x-small;"><b> dan lempeng Pasific</b>. Lempeng Indo-Australia bertabrakan dengan lempeng Eurasia di lepas pantai Sumatra, Jawa dan Nusatenggara, sedangkan dengan Pasific di utara Irian dan Maluku utara. Di sekitar lokasi pertemuan lempeng ini akumulasi energi tabrakan terkumpul sampai suatu titik dimana lapisan bumi tidak lagi sanggup menahan tumpukan energi sehingga lepas berupa gempa bumi.</span></div>
<br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">..</span></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">.................................................................................................................. </span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/07/gunung-api-proses-pembentukan-dan-jenis.html" style="color: #444444; text-decoration: none;">Gunung Api: Proses Pembentukan dan Jenis-jenisnya</a></h3>
<strong style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><em>Gunungapi</em></strong><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;"> secara sederhana diartikan sebagi lubang kepundan atau rekahan dalam kerak bumi tempat keluarnya cairan magma, gas atau cairan lainnya ke permukaan bumi. Material yang dierupsikan ke permukaan bumi umumnya membentuk kerucut terpancung.</span></span><br /><div style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">
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Definisi lainnya adalah sebagai suatu sistem saluran fluida panas (batuan dalam wujud cair atau lava) yang memanjang dari kedalaman sekitar 10 km di bawah permukaan bumi sampai ke permukaan bumi, termasuk endapan hasil akumulasi material yang dikeluarkan pada saat dia meletus.</div>
<span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">..</span></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">.................................................................................................................. </span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/05/lempeng-tektonik-tectonic-plate-theory.html" style="color: #444444; text-decoration: none;">Lempeng Tektonik (Tectonic Plate Theory)</a></h3>
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<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: center;"><a href="http://3.bp.blogspot.com/-YgdKyLoyeZ8/TWG-TlOUhQI/AAAAAAAAAs0/LY5AVP3UozM/s1600/tectonic+Plate+Theory.png" style="clear: left; color: #444444; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-decoration: none;"><img border="0" height="110" src="http://3.bp.blogspot.com/-YgdKyLoyeZ8/TWG-TlOUhQI/AAAAAAAAAs0/LY5AVP3UozM/s200/tectonic+Plate+Theory.png" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 0px 0px 0px; background-attachment: initial; background-clip: initial; background-color: transparent; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-style: none; border-color: initial; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 0px 0px 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; position: relative;" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-size: 11px; text-align: center;">Gerak tektonik</td></tr>
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<span class="Apple-style-span" style="line-height: normal;">Teori Lempeng Tektonik dikemukakan oleh <i style="border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Tozo Wilson</i>. Berdasarkan Teori Lempeng Tektonik, kulit bumi terdiri atas beberapa lempeng tektonik yang berada di atas lapisan astenosfer yang berwujud cair kental. Lempeng-lempeng tektonik pembentuk kulit bumi selalu bergerak karena adanya pengaruh arus konveksi yang terjadi pada lapisan astenosfer dengan posisi berada di bawah lempeng tektonik kulit bumi.</span></div>
<br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">....................................................................................................................</span></span><br /><a href="http://serbasejarah.blogspot.com/2011/06/proses-terjadinya-tsunami.html" style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; text-decoration: none;"><span style="font-size: medium;"><b>Proses Terjadinya Tsunami</b></span></a><br /><br /><div style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; text-align: justify;">
<a href="http://yudi81.files.wordpress.com/2010/06/tsunami13.jpg?w=300&h=150" imageanchor="1" style="clear: left; color: #444444; float: left; margin-bottom: 1em; margin-right: 1em; text-decoration: none;"><img alt="" border="0" class="size-medium wp-image-219" height="100" src="http://yudi81.files.wordpress.com/2010/06/tsunami13.jpg?w=300&h=150" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" title="tsunami1" width="200" /></a>Tsunami adalah gelombang laut berskala besar yang disebabkan oleh pergerakan tiba-tiba dari lantai samudera. Pergerakan tiba-tiba ini dapat berupa gempabumi, letusan gunngapi yang sangat besar, atau adanya longsoran bawahlaut. Benturan meteorit juga dapat menyebabkan tsunami. Gelombang tsunami merambat di laut terbuka dengan sangat cepat dan membentuk gelombang besar ketika memdekati pantai / laut dangkal.</div>
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<span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">.................................................................................................................... </span></span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: medium; line-height: 18px;"><a href="http://serbasejarah.blogspot.com/2011/06/denudasi-dan-pembentukan-bentang-lahan.html" style="color: #444444; text-decoration: none;"><b>Denudasi dan Pembentukan Bentang Lahan</b></a> </span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;"><br /></span><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfS3UpS3G58o5LGBwteENXrbTB2fp6_CcKZ6rLOvDBJGGDCBLI0yehgLAbKbOQqxCAbL5xxbS_cTEDI8Po2fDY8rNeUOSsAaQNox3eV6rzbwUXTp0Skgnojho32MJGMR3xcZuuqRuK8AF/s1600/uluru.jpg" imageanchor="1" style="clear: right; color: #444444; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em; text-decoration: none;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfS3UpS3G58o5LGBwteENXrbTB2fp6_CcKZ6rLOvDBJGGDCBLI0yehgLAbKbOQqxCAbL5xxbS_cTEDI8Po2fDY8rNeUOSsAaQNox3eV6rzbwUXTp0Skgnojho32MJGMR3xcZuuqRuK8AF/s200/uluru.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" /></a><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">Denudasi berasal dari kata dasar nude yang berarti telanjang, sehingga denudasi berarti proses penelanjangan </span><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: xx-small; line-height: 18px;"></span></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">permukaan bumi, atau kita bisa menyebut denudasi sebagai proses yang menyebabkan perendahan relief daratan. Denudasi cendurung akan menurunkan bagian permukaan bumi yang positif hingga mencapai bentuk permukaan bumi yang hamper datar membentuk dataran nyaris (pineplain).</span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: xx-small; line-height: 18px;"><br /></span><br /><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">.................................................................................................................... </span></span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/05/geografi-politik.html" style="color: #444444; text-decoration: none;">Geografi Politik</a><span class="Apple-style-span"></span></h3>
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<ol><a href="https://lh5.googleusercontent.com/-L1x1Pm3osAg/TXdpD7G6UmI/AAAAAAAAAx4/9MgzR00xMbc/s1600/geografi+politik.JPG" style="clear: right; color: #444444; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;"><img border="0" src="https://lh5.googleusercontent.com/-L1x1Pm3osAg/TXdpD7G6UmI/AAAAAAAAAx4/9MgzR00xMbc/s1600/geografi+politik.JPG" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" /></a></ol>
Evironmrnetal Relationships, menekankan pada studi perbedaan dan keanekaragaman wilayah Negara dan penduduknya di muka bumi. Konsep Evironmrnetal Relationships menitikberatkan kepada hubungan antara kehidupan manusia dan dan lingkungan alamnya akibat dorongan kehidupan dan keanekaragaman wilayah Negara. Prinsip Evironmrnetal Relationships didukung oleh pendapat dari Alexander yang mengatakan bahwa : “…correlation between cultural differences on the one hand and differences in physical phenomena. Such as climate, soils, and landform on the other”. (Abdurachmat, 1982).</div>
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<a href="http://serbasejarah.blogspot.com/2011/05/rancangan-bumi-yang-begitu-sempurna.html" style="color: #444444; text-decoration: none;">RANCANGAN BUMI YANG BEGITU SEMPURNA</a></h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO-bSsnKVmmuuQKNhUHiQOjKGPrYCOhn1Ggs0qdoV2Pki194dup090inaP0zq67xqSMHqPksTaEr4OYtqr-CoXYPlexgC0MOa1x5uKAE5kUyTOALODUxlkKI3yfPf6yO0p04LTKYSnQ7qo/s1600/UpdatedPlanets2006-indonesian.jpg" imageanchor="1" style="clear: right; color: #444444; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em; text-decoration: none;"><img alt="http://hermawayne.blogspot.com" border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO-bSsnKVmmuuQKNhUHiQOjKGPrYCOhn1Ggs0qdoV2Pki194dup090inaP0zq67xqSMHqPksTaEr4OYtqr-CoXYPlexgC0MOa1x5uKAE5kUyTOALODUxlkKI3yfPf6yO0p04LTKYSnQ7qo/s200/UpdatedPlanets2006-indonesian.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="200" /></a><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">Salah satu temuan mutakhir di dunia sains yang menjadi buah bibir di kalangan ilmuwan adalah apa yang disebut </span><br /><div style="font-family: inherit; font-size: 13px; line-height: 18px; text-align: center;">
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<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">prinsip antropis. Prinsip ini mengungkapkan bahwa setiap detail yang terdapat di alam semesta telah dirancang dengan ketepatan yang sempurna untuk memungkinkan manusia hidup. Contoh kecil dari prinsip antropis ini dapat kita temukan pada fakta-fakta yang berkaitan dengan keberadaan bumi. </span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/04/jenis-jenis-awan.html" style="color: #444444; text-decoration: none;">JENIS-JENIS AWAN I</a></h3>
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<a href="http://infokapal.files.wordpress.com/2011/01/cloud.jpg" style="clear: right; color: #ffa97f; float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-left: 1em; text-decoration: none;"><img alt="" class="alignright size-medium wp-image-635" height="153" src="http://infokapal.files.wordpress.com/2011/01/cloud.jpg?w=300&h=230" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" title="cloud" width="200" /></a><b style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">Pembentukan Awan</b><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">Udara selalu mengandung uap air. Apabila uap air ini meluap menjadi titik-titik air, maka terbentuklah awan. Peluapan ini bisa terjadi dengan dua cara:</span></span><b style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"> </b><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">Apabila udara panas, lebih banyak uap terkandung di dalam udara karena air lebih cepat menyejat. Udara panas yang sarat dengan air ini akan naik tinggi, hingga tiba di satu lapisan dengan suhu yang lebih rendah, uap itu akan mencair dan terbentuklah awan, molekul-molekul titik air yang tak terhingga banyaknya.</span></span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/04/jenis-jenis-awan-ii.html" style="color: #444444; text-decoration: none;">JENIS-JENIS AWAN II</a></h3>
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<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font-weight: bold; line-height: 18px;">sirus: </span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><img alt="" border="0" height="150" href="http://www.kaskus.us/showthread.php?t=2106225&goto=newpost" src="http://i710.photobucket.com/albums/ww110/bluegaara/sirrus.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px;" width="200" /></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"> </span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">di definisikan sbg awan yang tampak tersusun dari serat lembut dan halus berwarna putih mengkilap bagaikan sutera, tanpa bayangan sendiri</span><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">.</span></span><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;"> </span></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/06/siklus-hidrologi.html" style="color: #444444; text-decoration: none;">Siklus Hidrologi</a></h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOZ-p_EyalH0miTSziCSe8eF5eJ95rtip0n_XqLxonR0kw6vjktdsM9rAOr-NhD7vVCJvqcHvdMo7I4pyQanTyBtSNhEcplsLtBV8hJNNO5APKourydir_zQSyREpJhUhF2WnkqZnOFm3W/s1600/scan011.jpg" imageanchor="1" style="clear: left; color: #444444; float: left; margin-bottom: 1em; margin-right: 1em; text-decoration: none;"><img alt="" border="0" height="145" id="BLOGGER_PHOTO_ID_5320127311792010434" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOZ-p_EyalH0miTSziCSe8eF5eJ95rtip0n_XqLxonR0kw6vjktdsM9rAOr-NhD7vVCJvqcHvdMo7I4pyQanTyBtSNhEcplsLtBV8hJNNO5APKourydir_zQSyREpJhUhF2WnkqZnOFm3W/s200/scan011.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; display: block; margin-top: 0px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative; text-align: center;" width="200" /></a>Pada saat air hujan jatuh ke bumi,sebagian air jatuh langsung ke permukaan bumi dan ada juga yang<span style="font-style: italic;"></span>terhambat oleh vegetasi (Intersepsi). Intersepsi memiliki 3 macam, yaitu <span class="IL_AD" id="IL_AD12">interception</span> loss, through fall, dan stem flow. Interception loss adalah air yang jatuh ke vegetasi tetapi belum sampai mencapi tanah sudah menguap. <a href="http://serbasejarah.blogspot.com/2011/06/siklus-hidrologi.html" name="more" style="color: #444444; text-decoration: none;"></a></div>
<span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: x-small; line-height: 18px;"></span></span><a href="http://serbasejarah.blogspot.com/2011/04/data-hujan-dari-trmm-tropical-rainfall.html" style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; text-decoration: none;"><b><span style="font-size: medium;">Data Hujan dari TRMM (Tropical Rainfall Measuring Mission); Basic Information</span></b></a><br /><div class="post-header" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 1.6; margin-bottom: 1.5em; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
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<a href="http://mbojo.files.wordpress.com/2010/09/anomali.gif" style="clear: left; color: #444444; float: left; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-right: 1em; text-decoration: none;"><img alt="" class="alignleft size-full wp-image-764" height="124" src="http://mbojo.files.wordpress.com/2010/09/anomali.gif?w=191&h=124" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" title="Anomali" width="191" /></a><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">Pengalaman pribadi nieh… mulai mencari data-data hujan itu sejak tahun 2000. dan kondisinya ga ada yang berubah sampai sekarang, masih sama sulitnya untuk medapatkan data itu hehehe…. klo di Jepang kita bisa mendapatkan data hujan secara on line.</span></span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: x-small; line-height: 18px;"></span></span><a href="http://serbasejarah.blogspot.com/2011/04/cuaca-dan-iklim.html" style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; text-decoration: none;"><span style="font-size: medium;"><b>Cuaca dan Iklim</b></span></a><br /><div class="post-header" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 1.6; margin-bottom: 1.5em; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
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<a href="http://www.bestweekever.tv/bwe/images/2008/01/Weather.jpg" style="clear: left; color: #444444; float: left; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-right: 1em; text-decoration: none;"><img alt="" border="0" class="alignleft" height="200" src="http://www.bestweekever.tv/bwe/images/2008/01/Weather.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="200" /></a><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">Cuaca dan iklim merupakan dua kondisi yang hampir sama tetapi berbeda pengertian khususnya terhadap kurun waktu. Cuaca merupakan bentuk awal yang dihubungkan dengan penafsiran dan pengertian akan kondisi fisik udara sesaat pada suatu lokasi dan suatu waktu, sedangkan iklim merupakan kondisi lanjutan dan merupakan kumpulan dari kondisi cuaca yang kemudian disusun dan dihitung dalam bentuk rata-rata kondisi cuaca dalam kurun....</span></span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;"> </span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;"> </span><br /><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;"><a href="http://www.blogger.com/page-edit.g?blogID=1761310641887504766&pageID=8975326023787699922" name="more" style="color: #444444; text-decoration: none;"></a></span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/04/mencari-jumlah-penyerapan-co2-oleh.html" style="color: #444444; text-decoration: none;">Mencari Jumlah Penyerapan CO2 oleh Tanaman dengan Penginderaan Jauh</a></h3>
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<a href="http://www.instablogsimages.com/images/2008/01/03/forest-land_8155.jpg" style="clear: left; color: #444444; float: left; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px; margin-bottom: 1em; margin-right: 1em; text-decoration: none;"><img alt="" border="0" class="alignleft" height="119" src="http://www.instablogsimages.com/images/2008/01/03/forest-land_8155.jpg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" width="200" /></a><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">Perkembangan ekonomi suatu daerah biasanya tidak selalu diikuti perkembangan daerah tersebut secara ekologi. Hal ini menyebabkan terganggunya keseimbangan ekosistem yang berupa penurunan jumlah tutupan vegetasi dan peningkatan pencemaran udara seperti peningkatan jumlah CO</span></span><sub style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;">2</sub><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;">udara.</span></span><br /><br /><br /><span class="Apple-style-span" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;"> </span></span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;">....................................................................................................................</span><span style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: x-small; line-height: 18px;"> </span><br /><h3 class="post-title entry-title" style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; font: normal normal normal 20px/normal Calibri; line-height: 18px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0.75em; position: relative;">
<a href="http://serbasejarah.blogspot.com/2011/05/tenaga-endogen-dan-tenaga-eksogen.html" style="color: #444444; text-decoration: none;">Tenaga Endogen dan Tenaga Eksogen Pembentukan Muka Bumi</a></h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBEjBFaiwwRkrP6ycfmCVw8-w666bgxPFMeAIFC5YlWtSMJI3pcOmUveRrIrT8pWAvi34uN4VSlQ0j-IzeTLn6OZHr3YUvc6sVXT7wGhR8a6IY3ucTAMxcQdOHGva64eou6dGYXhSzQGo/s1600/bumi.jpeg" style="clear: right; color: #444444; float: right; margin-bottom: 1em; margin-left: 1em; text-decoration: none;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBEjBFaiwwRkrP6ycfmCVw8-w666bgxPFMeAIFC5YlWtSMJI3pcOmUveRrIrT8pWAvi34uN4VSlQ0j-IzeTLn6OZHr3YUvc6sVXT7wGhR8a6IY3ucTAMxcQdOHGva64eou6dGYXhSzQGo/s1600/bumi.jpeg" style="-webkit-box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(255, 255, 255); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(255, 255, 255); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(255, 255, 255); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(255, 255, 255); border-top-style: solid; border-top-width: 1px; border-width: initial; box-shadow: rgba(0, 0, 0, 0.0976563) 1px 1px 5px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px; position: relative;" /></a><span style="font-family: inherit; font-size: xx-small;"><a href="http://www.blogger.com/post-edit.g?blogID=1761310641887504766&postID=4171507283892147074" name="more" style="color: #444444; text-decoration: none;"></a><span style="font-family: inherit; font-size: x-small;">Bentuk-bentuk permukaan bumi terbentuk lewat proses pembentukan dan perombakan permukaan bumi yang berlangsung cukup lama. Perubahan permukaan bumi terjadi oleh tenaga geologi yang terdiri dari tenaga endogen dan tenaga eksogen.</span></span></div>
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<br /><br /><br /><br /><br /><br /><br /><span class="Apple-style-span" style="font-family: inherit; font-size: x-small;"><span class="Apple-style-span" style="line-height: 18px;"> </span></span><span style="font-family: inherit; font-size: x-small; line-height: 18px;">....................................................................................................................</span><br /><span class="Apple-style-span" style="font-family: Calibri;"><span class="Apple-style-span" style="font-size: 20px;"><br /></span></span></div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-17400821217767022272012-02-13T03:59:00.000-08:002012-02-13T03:59:40.934-08:00SISTEM INFORMASI GEOGRAFI<span class="Apple-style-span" style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"></span><br />
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<b>( by satyo hega w )</b></div>
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<b>Sistem Informasi Geografis</b> (<a href="http://id.wikipedia.org/wiki/Bahasa_Inggris" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bahasa Inggris">bahasa Inggris</a>: <i>Geographic Information System</i> disingkat <b>GIS</b>) adalah <a href="http://id.wikipedia.org/wiki/Sistem_informasi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem informasi">sistem informasi</a> khusus yang mengelola data yang memiliki informasi spasial (bereferensi keruangan). Atau dalam arti yang lebih sempit, adalah <a href="http://id.wikipedia.org/wiki/Sistem_komputer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem komputer">sistem komputer</a> yang memiliki kemampuan untuk membangun, menyimpan, mengelola dan menampilkan informasi berefrensi geografis, misalnya data yang diidentifikasi menurut lokasinya, dalam sebuah <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Database" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Database">database</a>. Para praktisi juga memasukkan orang yang membangun dan mengoperasikannya dan data sebagai bagian dari sistem ini.</div>
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Teknologi Sistem Informasi Geografis dapat digunakan untuk <a class="new" href="http://id.wikipedia.org/w/index.php?title=Investigasi_ilmiah&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Investigasi ilmiah (halaman belum tersedia)">investigasi ilmiah</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pengelolaan_sumber_daya&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Pengelolaan sumber daya (halaman belum tersedia)">pengelolaan sumber daya</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Perencanaan_pembangunan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Perencanaan pembangunan (halaman belum tersedia)">perencanaan pembangunan</a>, <a href="http://id.wikipedia.org/wiki/Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kartografi">kartografi</a> dan perencanaan rute. Misalnya, SIG bisa membantu perencana untuk secara cepat menghitung waktu tanggap darurat saat terjadi <a href="http://id.wikipedia.org/wiki/Bencana_alam" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bencana alam">bencana alam</a>, atau SIG dapat digunaan untuk mencari <a href="http://id.wikipedia.org/wiki/Lahan_basah" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Lahan basah">lahan basah</a> (<i>wetlands</i>) yang membutuhkan perlindungan dari <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Polusi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Polusi">polusi</a>.</div>
<table class="toc" id="toc" style="background-attachment: initial; background-clip: initial; background-color: #f9f9f9; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(170, 170, 170); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(170, 170, 170); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(170, 170, 170); border-top-style: solid; border-top-width: 1px; font-size: 12px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px;"><tbody>
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Daftar isi</h2>
<span class="toctoggle" style="font-size: 11px;"> [<a class="internal" href="http://id.wikipedia.org/wiki/Sistem_informasi_geografis#" id="togglelink" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;">sembunyikan</a>] </span></div>
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<li class="toclevel-1 tocsection-1" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Sistem_informasi_geografis#Pengertian_menurut_para_ahli" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">1</span> <span class="toctext">Pengertian menurut para ahli</span></a></li>
<li class="toclevel-1 tocsection-2" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Sistem_informasi_geografis#Sejarah_pengembangan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">2</span> <span class="toctext">Sejarah pengembangan</span></a></li>
<li class="toclevel-1 tocsection-3" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Sistem_informasi_geografis#Lihat_pula" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">3</span> <span class="toctext">Lihat pula</span></a></li>
<li class="toclevel-1 tocsection-4" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Sistem_informasi_geografis#Pranala_luar" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">4</span> <span class="toctext">Pranala luar</span></a></li>
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<h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; color: black; font-size: 19px; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;">
<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Sistem_informasi_geografis&action=edit&section=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Pengertian menurut para ahli">sunting</a>]</span><span class="mw-headline" id="Pengertian_menurut_para_ahli">Pengertian menurut para ahli</span></h2>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Aronaff (<a href="http://id.wikipedia.org/wiki/1989" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1989">1989</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG adalah sistem informasi yang didasarkan pada kerja komputer yang memasukkan, mengelola, memanipulasi dan menganalisa data serta memberi uraian.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Burrough (<a href="http://id.wikipedia.org/wiki/1986" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1986">1986</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG merupakan alat yang bermanfaat untuk pengumpulan, penimbunan, pengambilan kembali data yang diinginkan dan penayangan data keruangan yang berasal dari kenyataan dunia.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Kang-Tsung Chang (<a href="http://id.wikipedia.org/wiki/2002" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="2002">2002</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG sebagai <i>a computer system for capturing, storing, querying, analyzing, and displaying geographic data</i>.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Murai (<a href="http://id.wikipedia.org/wiki/1999" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1999">1999</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG sebagai sistem informasi yang digunakan untuk memasukkan, menyimpan, memanggil kembali, mengolah, menganalisis dan menghasilkan data bereferensi geografis atau data geospatial, untuk mendukung pengambilan keputusan dalam perencanaan dan pengelolaan penggunaan lahan, sumber daya alam, lingkungan, transportasi, fasilitas kota, dan pelayanan umum lainnya.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Marble et al (<a href="http://id.wikipedia.org/wiki/1983" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1983">1983</a>)</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG merupakan sistem penanganan data keruangan.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Bernhardsen (<a href="http://id.wikipedia.org/wiki/2002" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="2002">2002</a>)</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG sebagai sistem komputer yang digunakan untuk memanipulasi data geografi. Sistem ini diimplementasikan dengan perangkat keras dan perangkat lunak komputer yang berfungsi untuk akusisi dan verifikasi data, kompilasi data, penyimpanan data, perubahan dan pembaharuan data, manajemen dan pertukaran data, manipulasi data, pemanggilan dan presentasi data serta analisa data</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Gistut (<a href="http://id.wikipedia.org/wiki/1994" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1994">1994</a>)</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG adalah sistem yang dapat mendukung pengambilan keputusan spasial dan mampu mengintegrasikan deskripsi-deskripsi lokasi dengan karakteristik-karakteristik fenomena yang ditemukan di lokasi tersebut. SIG yang lengkap mencakup metodologi dan teknologi yang diperlukan, yaitu data spasial perangkat keras, perangkat lunak dan struktur organisasi</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Berry (<a href="http://id.wikipedia.org/wiki/1988" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1988">1988</a>)</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG merupakan sistem informasi, referensi internal, serta otomatisasi data keruangan.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Calkin dan Tomlison (<a href="http://id.wikipedia.org/wiki/1984" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1984">1984</a>)</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG merupakan sistem komputerisasi data yang penting.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Linden, (<a href="http://id.wikipedia.org/wiki/1987" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1987">1987</a>)</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG adalah sistem untuk pengelolaan, penyimpanan, pemrosesan (manipulasi), analisis dan penayangan data secara spasial terkait dengan muka bumi.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Alter</li>
</ul>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
SIG adalah sistem informasi yang mendukung pengorganisasian data, sehingga dapat diakses dengan menunjuk daerah pada sebuah peta.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Menurut Prahasta</li>
</ul>
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SIG merupakan sejenis <i>software</i> yang dapat digunakan untuk pemasukan, penyimpanan, manipulasi, menampilkan, dan keluaran informasi geografis berikut atribut-atributnya.</div>
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<li style="margin-bottom: 0.1em;">Menurut Petrus Paryono</li>
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SIG adalah sistem berbasis komputer yang digunakan untuk menyimpan, manipulasi dan menganalisis informasi geografi.</div>
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Dari definisi-definisi di atas dapat disimpulkan bahwa SIG merupakan pengelolaan data geografis yang didasarkan pada kerja komputer (mesin).</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Sistem_informasi_geografis&action=edit&section=2" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Sejarah pengembangan">sunting</a>]</span><span class="mw-headline" id="Sejarah_pengembangan">Sejarah pengembangan</span></h2>
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35000 tahun yang lalu, di dinding gua <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Lascaux" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Lascaux">Lascaux</a>, <a href="http://id.wikipedia.org/wiki/Perancis" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Perancis">Perancis</a>, para pemburu <a class="new" href="http://id.wikipedia.org/w/index.php?title=Cro-Magnon&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Cro-Magnon (halaman belum tersedia)">Cro-Magnon</a> menggambar hewan mangsa mereka, dan juga garis yang dipercaya sebagai rute migrasi hewan-hewan tersebut. Catatan awal ini sejalan dengan dua elemen struktur pada sistem informasi gegrafis modern sekarang ini, arsip grafis yang terhubung ke database <a class="new" href="http://id.wikipedia.org/w/index.php?title=Atribut&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Atribut (halaman belum tersedia)">atribut</a>.</div>
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Pada tahun <a href="http://id.wikipedia.org/wiki/1700-an" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1700-an">1700-an</a> teknik survey modern untuk pemetaan topografis diterapkan, termasuk juga versi awal pemetaan tematis, misalnya untuk keilmuan atau data sensus.</div>
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Awal <a href="http://id.wikipedia.org/wiki/Abad_ke-20" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-20">abad ke-20</a> memperlihatkan pengembangan "litografi foto" dimana peta dipisahkan menjadi beberapa lapisan (<i>layer</i>). Perkembangan perangkat keras komputer yang dipacu oleh penelitian <a href="http://id.wikipedia.org/wiki/Senjata_nuklir" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Senjata nuklir">senjata nuklir</a> membawa aplikasi pemetaan menjadi multifungsi pada awal tahun <a href="http://id.wikipedia.org/wiki/1960-an" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1960-an">1960-an</a>.</div>
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Tahun <a href="http://id.wikipedia.org/wiki/1967" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1967">1967</a> merupakan awal pengembangan SIG yang bisa diterapkan di <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Ottawa,_Ontario" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ottawa, Ontario">Ottawa, Ontario</a> oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Departemen_Energi,_Pertambangan_dan_Sumber_Daya_(Kanada)&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Departemen Energi, Pertambangan dan Sumber Daya (Kanada) (halaman belum tersedia)">Departemen Energi, Pertambangan dan Sumber Daya</a>. Dikembangkan oleh Roger Tomlinson, yang kemudian disebut CGIS (<i>Canadian GIS</i> - SIG Kanada), digunakan untuk menyimpan, menganalisis dan mengolah data yang dikumpulkan untuk Inventarisasi Tanah Kanada (CLI - <i>Canadian land Inventory</i>) - sebuah inisiatif untuk mengetahui kemampuan lahan di wilayah pedesaan Kanada dengan memetakaan berbagai informasi pada tanah, pertanian, pariwisata, alam bebas, unggas dan penggunaan tanah pada skala 1:250000. Faktor pemeringkatan klasifikasi juga diterapkan untuk keperluan analisis.</div>
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<a class="image" href="http://id.wikipedia.org/wiki/Berkas:GvSIG_-_GIS.jpg" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><img alt="" class="thumbimage" height="150" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/33/GvSIG_-_GIS.jpg/250px-GvSIG_-_GIS.jpg" style="background-color: white; border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; border-width: initial; vertical-align: middle;" width="250" /></a><div class="thumbcaption" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font-size: 11px; line-height: 1.4em; padding-bottom: 3px !important; padding-left: 3px !important; padding-right: 3px !important; padding-top: 3px !important; text-align: left;">
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<a class="internal" href="http://id.wikipedia.org/wiki/Berkas:GvSIG_-_GIS.jpg" style="background-attachment: initial !important; background-clip: initial !important; background-color: initial !important; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-style: none !important; border-color: initial !important; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; color: #0645ad; display: block; text-decoration: none;" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png" style="background-attachment: initial !important; background-clip: initial !important; background-color: white; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-style: none !important; border-color: initial !important; border-color: initial; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; border-width: initial; display: block; vertical-align: middle;" width="15" /></a></div>
GIS dengan <a class="new" href="http://id.wikipedia.org/w/index.php?title=GvSIG&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="GvSIG (halaman belum tersedia)">gvSIG</a>.</div>
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CGIS merupakan sistem pertama di dunia dan hasil dari perbaikan aplikasi pemetaan yang memiliki kemampuan timpang susun (<i>overlay</i>), penghitungan, pendijitalan/pemindaian (<i>digitizing/scanning</i>), mendukung sistem koordinat national yang membentang di atas benua Amerika , memasukkan garis sebagai <i>arc</i> yang memiliki topologi dan menyimpan atribut dan informasi lokasional pada berkas terpisah. Pengembangya, seorang geografer bernama Roger Tomlinson kemudian disebut "Bapak SIG".</div>
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CGIS bertahan sampai tahun <a href="http://id.wikipedia.org/wiki/1970-an" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1970-an">1970-an</a> dan memakan waktu lama untuk penyempurnaan setelah pengembangan awal, dan tidak bisa bersaing denga aplikasi pemetaan komersil yang dikeluarkan beberapa vendor seperti <a class="new" href="http://id.wikipedia.org/w/index.php?title=Intergraph&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Intergraph (halaman belum tersedia)">Intergraph</a>. Perkembangan perangkat keras mikro komputer memacu vendor lain seperti <a class="mw-redirect" href="http://id.wikipedia.org/wiki/ESRI" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="ESRI">ESRI</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=CARIS&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="CARIS (halaman belum tersedia)">CARIS</a>, <a href="http://id.wikipedia.org/wiki/MapInfo" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="MapInfo">MapInfo</a> dan berhasil membuat banyak fitur SIG, menggabung pendekatan generasi pertama pada pemisahan informasi spasial dan atributnya, dengan pendekatan generasi kedua pada organisasi data atribut menjadi struktur database. Perkembangan industri pada tahun <a href="http://id.wikipedia.org/wiki/1980-an" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1980-an">1980-an</a>dan <a href="http://id.wikipedia.org/wiki/1990-an" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1990-an">1990-an</a> memacu lagi pertumbuhan SIG pada <i>workstation</i> <a class="mw-redirect" href="http://id.wikipedia.org/wiki/UNIX" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="UNIX">UNIX</a> dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/PC" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="PC">komputer pribadi</a>. Pada akhir <a href="http://id.wikipedia.org/wiki/Abad_ke-20" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-20">abad ke-20</a>, pertumbuhan yang cepat di berbagai sistem dikonsolidasikan dan distandarisasikan menjadi platform lebih sedikit, dan para pengguna mulai mengekspor menampilkan data SIG lewat internet, yang membutuhkan standar pada format data dan transfer.</div>
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Indonesia sudah mengadopsi sistem ini sejak <a href="http://id.wikipedia.org/wiki/Pelita" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Pelita">Pelita</a> ke-2 ketika <a class="mw-redirect" href="http://id.wikipedia.org/wiki/LIPI" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="LIPI">LIPI</a> mengundang <a class="mw-redirect" href="http://id.wikipedia.org/wiki/UNESCO" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="UNESCO">UNESCO</a> dalam menyusun "Kebijakan dan Program Pembangunan Lima Tahun Tahap Kedua (1974-1979)" dalam pembangunan ilmu pengetahuan, teknologi dan riset.</div>
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Jenjang pendidikan SMU/senior high school melalui <a href="http://id.wikipedia.org/wiki/Kurikulum" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kurikulum">kurikulum</a> pendidikan <a href="http://id.wikipedia.org/wiki/Geografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Geografi">geografi</a> SIG dan <a href="http://id.wikipedia.org/wiki/Penginderaan_jauh" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Penginderaan jauh">penginderaan jauh</a> telah diperkenalkan sejak dini. Universitas di Indonesia yang membuka program <a href="http://id.wikipedia.org/wiki/Diploma" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Diploma">Diploma</a>SIG ini adalah D3 Penginderaan Jauh dan Sistem Informasi Geografi, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Fakultas_Geografi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Fakultas Geografi (halaman belum tersedia)">Fakultas Geografi</a>, <a href="http://id.wikipedia.org/wiki/Universitas_Gadjah_Mada" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Universitas Gadjah Mada">Universitas Gadjah Mada</a>, tahun <a href="http://id.wikipedia.org/wiki/1999" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1999">1999</a>. Sedangkan jenjang S1 dan S2 telah ada sejak 1991 dalam Jurusan<a href="http://id.wikipedia.org/wiki/Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kartografi">Kartografi</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Penginderaan_Jauh&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Penginderaan Jauh (halaman belum tersedia)">Penginderaan Jauh</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Fakultas_Geografi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Fakultas Geografi (halaman belum tersedia)">Fakultas Geografi</a>, Universitas Gadjah Mada. Penekanan pengajaran pada analisis spasial sebagai ciri geografi. Lulusannya tidak sekedar mengoperasikan software namun mampu menganalisis dan menjawab persoalan keruangan. Sejauh ini SIG sudah dikembangkan hampir disemua universitas di Indonesia melalui laboratorium-laboratorium, kelompok studi/diskusi maupun matapelajaran.</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-54024792779011772432012-02-11T20:33:00.000-08:002012-02-11T20:33:26.044-08:00Arti geografi(By:Khosito W.)<span> <span style="font-family: Arial; font-size: medium;"><span style="color: #5a92aa; font-size: large;"><span style="color: black; font-size: x-small;"><span id="_ctl0_HtmlPlaceholderControlHtmlEdit"><span style="font-family: Arial; font-size: x-small;"><span class="style65" id="_ctl0_MainContent_HtmlPlaceholderControlMain"><span id="_ctl0_HtmlPlaceholderControlHtmlEdit"></span></span></span></span></span></span>Apa itu geografi?</span></span> <br />
<span> <span style="font-family: Arial; font-size: x-small;">Geografi adalah studi pemandangan bumi, masyarakat, tempat dan lingkungan.</span></span> <span> <span style="font-family: Arial; font-size: x-small;">Hal ini, cukup sederhana, tentang dunia di mana kita hidup.</span></span> <br />
<span> <span style="font-family: Arial; font-size: x-small;">Geografi
adalah unik dalam menjembatani ilmu-ilmu sosial (geografi manusia)
dengan ilmu-ilmu alam (geografi fisik) geografi Manusia menyangkut
pemahaman tentang dinamika budaya, masyarakat dan ekonomi, dan geografi
fisik menyangkut pemahaman tentang dinamika lanskap fisik dan.
lingkungan.</span></span> <br />
<span> <span style="font-family: Arial; font-size: x-small;">Geografi
menempatkan pemahaman tentang proses sosial dan fisik dalam konteks
tempat dan wilayah - mengenali perbedaan yang besar dalam budaya, sistem
politik, ekonomi, pemandangan alam dan lingkungan di seluruh dunia, dan
hubungan antara mereka.</span></span> <span> <span style="font-family: Arial; font-size: x-small;">Memahami
penyebab perbedaan dan ketidaksetaraan antara tempat-tempat dan
kelompok sosial mendasari banyak perkembangan baru dalam geografi
manusia.</span></span> <br />
<span> <span style="font-family: Arial; font-size: x-small;">Geografi memberikan kerangka ideal untuk menghubungkan bidang-bidang pengetahuan.</span></span> <span> <span style="font-family: Arial; font-size: x-small;">Tidaklah
mengherankan bahwa mereka dilatih sebagai ahli geografi sering berperan
banyak pada manajemen yang diterapkan sumber daya dan lingkungan.</span></span> <br />
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<span> <span style="font-family: Arial; font-size: x-small;">Geografi adalah, dalam pengertian luas, pendidikan untuk hidup dan untuk hidup.</span></span> <span> <span style="font-family: Arial; font-size: x-small;">Belajar
melalui geografi - baik yang diperoleh melalui pendidikan formal atau
berdasarkan pengalaman melalui perjalanan, kerja lapangan dan ekspedisi -
membantu kita semua untuk menjadi lebih sosial dan lingkungan yang
sensitif, informasi dan bertanggung jawab warga negara dan karyawan.</span></span> </div>
<span> <span style="font-family: Arial; font-size: x-small;">Geografi memberitahu kita tentang:</span></span> <br />
<ul>
<li> <span> <span style="font-family: Arial; font-size: x-small;">Tempat dan masyarakat tempat kita hidup dan bekerja</span></span> </li>
<li> <span> <span style="font-family: Arial; font-size: x-small;">Kami alami lingkungan dan tekanan yang mereka hadapi</span></span> </li>
<li> <span> <span style="font-family: Arial; font-size: x-small;">Keterkaitan dunia dan masyarakat kita di dalamnya</span></span> </li>
<li> <span> <span style="font-family: Arial; font-size: x-small;">Bagaimana dan mengapa dunia berubah, global dan lokal</span></span> </li>
<li><span> <span style="font-family: Arial; font-size: x-small;">Bagaimana individu dan sosial</span></span> <span style="font-family: Arial; font-size: x-small;"><br /></span> <span> <span style="font-family: Arial; font-size: x-small;">tindakan kontribusi untuk perubahan</span></span> </li>
<li> <span> <span style="font-family: Arial; font-size: x-small;">Pilihan yang ada dalam mengelola dunia kita untuk masa depan</span></span> </li>
<li> <span> <span style="font-family: Arial; font-size: x-small;">Pentingnya lokasi dalam bisnis dan pengambilan keputusan</span></span> </li>
</ul>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-24422203886511000802012-02-11T20:29:00.001-08:002012-02-15T18:05:11.822-08:00Sosial geografi(By:Satyo Hega/28)<h1 class="firstHeading" id="firstHeading">
Sosial geografi </h1>
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Dari Wikipedia, ensiklopedia bebas </div>
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<b>Geografi sosial</b> adalah cabang <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Human_geography&usg=ALkJrhizzItuelnEfqiSMTqicOAVc6Yqew" title="Manusia geografi">geografi manusia</a> yang paling erat kaitannya dengan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_theory&usg=ALkJrhgS8SCKQKjYBk6RHdiB4xb_m5rnyg" title="Sosial teori">teori sosial</a> pada umumnya dan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Sociology&usg=ALkJrhg-jhwmXPTCgb8bs19s6s4dz4ntOg" title="Sosiologi">sosiologi</a> khususnya, berurusan dengan hubungan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_phenomenon&usg=ALkJrhg8plEDEXlJrQeidFT-dSyR5acbzA" title="Sosial fenomena">fenomena sosial</a> dan komponen spasial. Meskipun istilah itu sendiri memiliki tradisi lebih dari 100 tahun, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-term-0"><sup class="reference" id="cite_ref-term_0-0">[1]</sup></a> tidak ada konsensus tentang konten eksplisit nya. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-1"><sup class="reference" id="cite_ref-1">[2]</sup></a> Pada tahun 1968, <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DAnne_Buttimer%26action%3Dedit%26redlink%3D1&usg=ALkJrhjAFq8Mhvc7WEpWrrKrwPdaRVqMgA" title="Anne Buttimer (halaman tidak ada)">Anne Buttimer</a>
mencatat bahwa "[w] engan beberapa pengecualian khusus, (...) sosial
geografi dapat dianggap sebagai bidang diciptakan dan diusahakan oleh
sejumlah ulama individu daripada tradisi akademik dibangun dalam sekolah
tertentu ". <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-2"><sup class="reference" id="cite_ref-2">[3]</sup></a> Sejak itu, meskipun beberapa panggilan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-3"><sup class="reference" id="cite_ref-3">[4]</sup></a> untuk konvergensi berpusat pada <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Structure_and_agency&usg=ALkJrhjteck6xdJifttDxtN3V4sYt2fdLA" title="Struktur dan lembaga">struktur dan agensi</a> perdebatan, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-4"><sup class="reference" id="cite_ref-4">[ 5]</sup></a> keragaman metodologis, teoritis dan topikal telah menyebar bahkan lebih, menyebabkan definisi numerours geografi sosial <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-5"><sup class="reference" id="cite_ref-5">[6]</sup></a> dan karena itu, ulama kontemporer dari disiplin mengidentifikasi berbagai macam <i>geografi sosial yang</i> berbeda. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-6"><sup class="reference" id="cite_ref-6">[7]</sup></a> Namun, seperti <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DBenno_Werlen%26action%3Dedit%26redlink%3D1&usg=ALkJrhhRt4CM4Mp_ud8snd_mpSKfLqPn4w" title="Benno Werlen (halaman tidak ada)">Benno Werlen</a> berkomentar, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-7"><sup class="reference" id="cite_ref-7">[8]</sup></a>
persepsi yang berbeda tidak lain jawaban yang berbeda untuk dua sama
(set) pertanyaan, yang mengacu pada konstitusi spasial masyarakat di
satu sisi, dan dengan ekspresi spasial dari proses sosial di sisi lain. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-8"><sup class="reference" id="cite_ref-8">[ 9]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-9"><sup class="reference" id="cite_ref-9">[catatan 1]</sup></a> <br />
Konsepsi-konsepsi yang berbeda dari geografi sosial juga telah tumpang
tindih dengan sub-bidang geografi dan, pada tingkat lebih rendah,
sosiologi.
Ketika istilah muncul dalam tradisi Anglo-amerika selama tahun 1960,
itu pada dasarnya diterapkan sebagai sinonim untuk mencari pola dalam
distribusi <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_group&usg=ALkJrhgoD1onnC3T_OwsLNk6JTGPIZycJg" title="Sosial kelompok">kelompok sosial</a> , sehingga yang sangat terkait dengan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Urban_geography&usg=ALkJrhjCBlc2DDBmg-9gelQsoch716zbSg" title="Perkotaan geografi">geografi perkotaan</a> dan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Urban_sociology&usg=ALkJrhiOs99xuUCk7ld2TtKQI6-23N7Tmw" title="Sosiologi perkotaan">sosiologi perkotaan</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-10"><sup class="reference" id="cite_ref-10">[10]</sup></a> Pada 1970-an , fokus perdebatan dalam geografi manusia Amerika berbaring di <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Political_economy&usg=ALkJrhguThrUlhv_DYtkHU7U9Pk18J5abA" title="Ilmu ekonomi politik">ekonomi politik</a> proses (meskipun ada juga sejumlah besar account <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-11"><sup class="reference" id="cite_ref-11">[11]</sup></a> untuk <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Phenomenology_%28philosophy%29&usg=ALkJrhjMdSClHTFRfT3W6NPtjOLFrOLmOg" title="Fenomenologi (filsafat)">fenomenologis</a> perspektif tentang geografi sosial), <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-12"><sup class="reference" id="cite_ref-12">[12]</sup></a> sementara pada 1990-an, pemikiran geografis sangat dipengaruhi oleh yang " <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Cultural_turn&usg=ALkJrhghbkyqvMGmwPnNL_0qw7xQiZCR8g" title="Budaya gilirannya">gilirannya budaya</a> ". Kedua kali, seperti <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Neil_Smith_%28geographer%29&usg=ALkJrhiP0e8HlZJl3HsJQREnlE7zO0f7iA" title="Neil Smith (geografi)">Neil Smith</a> mencatat, pendekatan ini "mengklaim otoritas atas 'sosial'". <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-13"><sup class="reference" id="cite_ref-13">[13]</sup></a> Dalam tradisi Amerika, konsep <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Cultural_geography&usg=ALkJrhjlIDOWN2y7Gj7PxvUXol1sz_aTog" title="Budaya geografi">geografi budaya</a>
memiliki sejarah yang jauh lebih terhormat dari geografi sosial, dan
meliputi daerah penelitian yang akan dikonseptualisasikan sebagai
"sosial" di tempat lain. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-14"><sup class="reference" id="cite_ref-14">[14]</sup></a>
Sebaliknya, dalam beberapa tradisi Eropa kontinental, geografi sosial
dan masih dianggap sebagai pendekatan untuk geografi manusia dan bukan
sub-disiplin, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-15"><sup class="reference" id="cite_ref-15">[15]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-16"><sup class="reference" id="cite_ref-16">[catatan 2]</sup></a> atau bahkan sebagai identik dengan geografi manusia pada umumnya. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-17"><sup class="reference" id="cite_ref-17">[16]</sup></a> <br />
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<h2>
Isi </h2>
<span class="toctoggle"> [<a class="internal" href="http://en.wikipedia.org/wiki/Social_geography#" id="togglelink">hide</a>] </span></div>
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<li class="toclevel-1 tocsection-1"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#History"><span class="tocnumber">1</span> <span class="toctext">Sejarah</span></a> <ul>
<li class="toclevel-2 tocsection-2"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Before_the_Second_World_War"><span class="tocnumber">1.1</span> <span class="toctext">Sebelum Perang Dunia Kedua</span></a> </li>
<li class="toclevel-2 tocsection-3"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Post-war_period"><span class="tocnumber">1,2</span> <span class="toctext">Pasca-perang periode</span></a> <ul>
<li class="toclevel-3 tocsection-4"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Continental_Europe"><span class="tocnumber">1.2.1</span> <span class="toctext">Benua Eropa</span></a> </li>
</ul>
</li>
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<li class="toclevel-1 tocsection-5"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#See_also"><span class="tocnumber">2</span> <span class="toctext">Lihat juga</span></a> </li>
<li class="toclevel-1 tocsection-6"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Notes"><span class="tocnumber">3</span> <span class="toctext">Catatan</span></a> </li>
<li class="toclevel-1 tocsection-7"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#References"><span class="tocnumber">4</span> <span class="toctext">Referensi</span></a> </li>
<li class="toclevel-1 tocsection-8"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Further_reading"><span class="tocnumber">5</span> <span class="toctext">Bacaan lebih lanjut</span></a> <ul>
<li class="toclevel-2 tocsection-9"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Textbooks"><span class="tocnumber">5.1</span> <span class="toctext">Buku teks</span></a> </li>
<li class="toclevel-2 tocsection-10"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#Others"><span class="tocnumber">5,2</span> <span class="toctext">Lainnya</span></a> </li>
</ul>
</li>
<li class="toclevel-1 tocsection-11"> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#External_links"><span class="tocnumber">6</span> <span class="toctext">Pranala luar</span></a> </li>
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<h2>
<span class="editsection">[ <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSocial_geography%26action%3Dedit%26section%3D1&usg=ALkJrhhij1mdgkOwT2jTILMDncgqiznWmw" title="Edit bagian: Sejarah">sunting</a> ]</span> <span class="mw-headline" id="History">Sejarah</span> </h2>
<h3>
<span class="editsection">[ <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSocial_geography%26action%3Dedit%26section%3D2&usg=ALkJrhhYBfu_sVNdq8fNpRAMDgyoH7cLsw" title="Edit bagian: Sebelum Perang Dunia Kedua">sunting</a> ]</span> <span class="mw-headline" id="Before_the_Second_World_War">Sebelum Perang Dunia Kedua</span> </h3>
The "geografi sosial" (atau lebih tepatnya "Geographie sociale")
berasal dari Perancis, di mana ia digunakan baik oleh ahli geografi <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/%25C3%2589lis%25C3%25A9e_Reclus&usg=ALkJrhg2dsFXF63uBYcyGKsvVsGyv5khjg" title="Élisée Reclus">Reclus Élisée</a> dan oleh sosiolog dari <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Pierre_Guillaume_Fr%25C3%25A9d%25C3%25A9ric_le_Play&usg=ALkJrhhGBKRqi9jEi3WPXgLjX-Fne0cQbA" title="Pierre Guillaume Frédéric le Putar">Le Bermain</a> Sekolah, mungkin secara independen dari satu sama lain. Bahkan, terjadinya terbukti pertama istilah berasal dari kajian Reclus <i>'Nouvelle Geographie universelle</i> dari tahun 1884, yang ditulis oleh <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DPaul_de_Rousiers%26action%3Dedit%26redlink%3D1&usg=ALkJrhgeH8tEq6mRp-hjNRy1rri9Vb_KHA" title="Paul de Rousiers (halaman tidak ada)">Paul de Rousiers</a> , anggota Sekolah Bermain Le. Reclus dirinya menggunakan ungkapan dalam beberapa surat, yang pertama berasal dari 1895, dan dalam karya terakhirnya <i>L'Homme et la terre</i> dari 1905. Orang pertama yang menggunakan istilah ini sebagai bagian dari judul sebuah publikasi adalah <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Edmond_Demolins&usg=ALkJrhjMTSLLTktj0Cj04UC8GgHtJnDaeA" title="Edmond Demolins">Edmond Demolins</a> , anggota Main Sekolah Le, yang artikel <i>Geographie sociale de la Prancis</i> diterbitkan pada 1896 dan 1897. Setelah kematian Reclus serta pendukung utama ide-ide Le Play, dan dengan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/%25C3%2589mile_Durkheim&usg=ALkJrhhes54PUjom3di_xl4gw-UOwf5nKg" title="Émile Durkheim">Émile Durkheim</a> berpaling dari konsep awal tentang <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSocial_morphology%26action%3Dedit%26redlink%3D1&usg=ALkJrhgDHeZaYjoD3K5Szcp_OPQQn2TiZQ" title="Sosial morfologi (halaman tidak ada)">morfologi sosial</a> , <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-term-0"><sup class="reference" id="cite_ref-term_0-1">[1]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Paul_Vidal_de_la_Blache&usg=ALkJrhikywOPy1N95ndPAvJch2-3O33T9g" title="Paul Vidal de la Blache">Paul Vidal de la Blache</a> , yang mencatat bahwa geografi "adalah ilmu tempat dan bukan ilmu manusia ", <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-18"><sup class="reference" id="cite_ref-18">[17]</sup></a> tetap menjadi tokoh yang paling berpengaruh geografi Perancis. Salah seorang siswa, <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DCamille_Vallaux%26action%3Dedit%26redlink%3D1&usg=ALkJrhg3c9OQ3bAfKQaJ8abs_XGZ8l25PQ" title="Camille Vallaux (halaman tidak ada)">Camille Vallaux</a> , menulis dua volume buku <i>Geographie sociale,</i> yang diterbitkan pada tahun 1908 dan 1911. <sup class="reference" id="cite_ref-term_0-2"><a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-term-0">[1]</a></sup> <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DJean_Brunhes%26action%3Dedit%26redlink%3D1&usg=ALkJrhig11bw_l7DTWHFY1riR0kSc_wZ0w" title="Jean Brunhes (halaman tidak ada)">Jean Brunhes</a>
, salah satu murid Vidal yang paling berpengaruh, termasuk tingkat
(spasial) interaksi antara kelompok-kelompok ke dalam struktur empat
kali lipat nya geografi manusia. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-19"><sup class="reference" id="cite_ref-19">[18]</sup></a>
Sampai Perang Dunia Kedua, tidak ada kerangka yang lebih teoritis untuk
geografi sosial dikembangkan, meskipun, yang mengarah ke konsentrasi di
pedesaan dan bukan deskriptif <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Regional_geography&usg=ALkJrhjlwTxlQcSAjQdVSy-yeNZzKWSw8g" title="Daerah geografi">geografi regional</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-20"><sup class="reference" id="cite_ref-20">[19]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-21"><sup class="reference" id="cite_ref-21">[20]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-22"><sup class="reference" id="cite_ref-22">[catatan 3]</sup></a> Namun, Vidal yang karya yang berpengaruh bagi sejarah <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Annales_School&usg=ALkJrhgnzgiJUfuGqgmFIJPWuvXpNF1SvQ" title="Annales Sekolah">Sekolah Annales</a> , <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-23"><sup class="reference" id="cite_ref-23">[21]</sup></a> yang juga berbagi bias pedesaan dengan geografer kontemporer, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-24"><sup class="reference" id="cite_ref-24">[22]</sup></a>
dan konsep Durkheim morfologi sosial kemudian dikembangkan dan
ditetapkan sehubungan dengan geografi sosial oleh para ahli sosiologi <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Marcel_Mauss&usg=ALkJrhh7PPyK48hI35pDdz6tx6_ZOrX4cw" title="Marcel Mauss">Marcel Mauss</a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-25"><sup class="reference" id="cite_ref-25">[23]</sup></a> dan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Maurice_Halbwachs&usg=ALkJrhhfFTK9EjcW1_LO6McnBgZYkruWXg" title="Maurice Halbwachs">Maurice Halbwachs</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-26"><sup class="reference" id="cite_ref-26">[24]</sup></a> <br />
Orang pertama dalam tradisi Anglo-amerika untuk menggunakan "geografi sosial" adalah George Wilson Hoke, yang kertas <i>Studi Geografi Sosial</i> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-27"><sup class="reference" id="cite_ref-27">[25]</sup></a> diterbitkan pada tahun 1907, namun tidak ada indikasi itu memiliki dampak akademik. Pekerjaan Le Play, bagaimanapun, diambil di Inggris oleh <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Patrick_Geddes&usg=ALkJrhheEbYQY8WcLZCf1sKGhJWhlTSb6A" title="Patrick Geddes">Patrick Geddes</a> dan <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DAndrew_John_Herbertson%26action%3Dedit%26redlink%3D1&usg=ALkJrhjQ6lepUEVprDvho4cLmENVWHRh4g" title="Andrew John Herbertson (halaman tidak ada)">Andrew John Herbertson</a> . <sup class="reference" id="cite_ref-term_0-3"><a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-term-0">[1]</a></sup>
Percy M. Roxby, mantan mahasiswa Herbertson, pada tahun 1930
diidentifikasi geografi sosial sebagai salah satu dari empat geografi
manusia cabang utama. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-28"><sup class="reference" id="cite_ref-28">[26]</sup></a> Sebaliknya, geografi akademik Amerika waktu itu didominasi oleh kampus Berkeley Geografi Budaya dipimpin oleh <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Carl_O._Sauer&usg=ALkJrhhhHyhJ7WTXeTqWe0J7G9-MNQVxWA" title="Carl O. Sauer">Carl O. Sauer</a> , sedangkan distribusi spasial dari kelompok sosial sudah dipelajari oleh <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Chicago_school_%28sociology%29&usg=ALkJrhjMQ5PyS2n_SE0BPyOD4COrjcw0Hg" title="Chicago sekolah (sosiologi)">Sekolah Chicago Sosiologi</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-29"><sup class="reference" id="cite_ref-29">[27]</sup></a> <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DHarlan_H._Barrows%26action%3Dedit%26redlink%3D1&usg=ALkJrhgbEVz3KcC09ia4pybWp4XO_3Gotg" title="Harlan H. Barrows (halaman tidak ada)">Harlan H. Barrows</a>
, seorang ahli geografi di University of Chicago, namun dianggap
geografi sosial sebagai salah satu dari tiga divisi utama geografi. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-30"><sup class="reference" id="cite_ref-30">[28]</sup></a> <br />
Konsep lain sebelum perang bahwa unsur-unsur gabungan dari sosiologi dan geografi adalah satu didirikan oleh sosiolog Belanda <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSebald_Rudolf_Steinmetz%26action%3Dedit%26redlink%3D1&usg=ALkJrhiEe81_Wz8nN0WBewwTBINPeQQDIA" title="Sebald Rudolf Steinmetz (halaman tidak ada)">Sebald Rudolf Steinmetz</a> dan nya Amsterdam School dari <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Sociography&usg=ALkJrhiljhxm9YAu9FCWgl2YB2m6L41lJw" title="Sociography">Sociography</a> . Namun, tidak memiliki subjek yang definitif, karena merupakan asosiasi antara geografi dan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Ethnography&usg=ALkJrhgBnZcECLyRvcImC_bqrlkg40S6Qg" title="Etnografi">etnografi</a> dibuat sebagai mitra yang lebih konkret kepada sosiologi agak teoritis.
Sebaliknya, Sekolah Utrecht geografi Sosial, yang muncul pada awal
1930-an, berusaha untuk mempelajari hubungan antara kelompok sosial dan
mereka <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DLiving_space%26action%3Dedit%26redlink%3D1&usg=ALkJrhh6xSOIC0HpWQaY_x-q3g3lnSim1Q" title="Hidup ruang (halaman tidak ada)">ruang hidup</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-31"><sup class="reference" id="cite_ref-31">[29]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-32"><sup class="reference" id="cite_ref-32">[30]</sup></a> <br />
<h3>
<span class="editsection">[ <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSocial_geography%26action%3Dedit%26section%3D3&usg=ALkJrhigeK5YH_oySJ8ewm_fE7UHHcTM1A" title="Edit bagian: Pasca perang periode">sunting</a> ]</span> <span class="mw-headline" id="Post-war_period">Pasca-perang periode</span> </h3>
<h4>
<span class="editsection">[ <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSocial_geography%26action%3Dedit%26section%3D4&usg=ALkJrhipgbUZmQWtC1wMBuotbKrTmSfv6g" title="Sunting bagian: Benua Eropa">sunting</a> ]</span> <span class="mw-headline" id="Continental_Europe">Benua Eropa</span> </h4>
Dalam geografi berbahasa Jerman, fokus pada hubungan antara kelompok sosial dan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Landscape&usg=ALkJrhivV5hzUJqt3Aqzo6uAC8jCpf9DCw" title="Pemandangan">lanskap</a> dikembangkan lebih lanjut oleh <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Hans_Bobek&usg=ALkJrhgU0Ow_x86VzUD0Nm-rXvaN89gO9g" title="Hans Bobek">Hans Bobek</a> dan <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DWolfgang_Hartke%26action%3Dedit%26redlink%3D1&usg=ALkJrhg5cIIcBrNxZVB9fF1mMf7kCKv4sA" title="Wolfgang Hartke (halaman tidak ada)">Wolfgang Hartke</a> setelah Perang Dunia II. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-33"><sup class="reference" id="cite_ref-33">[31]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-34"><sup class="reference" id="cite_ref-34">[catatan 4]</sup></a> Untuk Bobek, kelompok <i>Lebensformen</i> (pola hidup ), yang dibentuk oleh faktor sosial dan pemandangannya, berada di pusat analisis geografis sosial. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-35"><sup class="reference" id="cite_ref-35">[32]</sup></a> Dalam pendekatan yang sama, Hartke dianggap lanskap sumber untuk indeks atau jejak perilaku kelompok sosial tertentu. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-36"><sup class="reference" id="cite_ref-36">[33]</sup></a> Yang terbaik contoh terkenal dari perspektif ini adalah konsep <i>Sozialbrache</i> (sosial-bera), <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-37"><sup class="reference" id="cite_ref-37">[34]</sup></a> yaitu meninggalkan persiapan lahan sebagai indikator untuk shift kerja dari pertanian. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-38"><sup class="reference" id="cite_ref-38">[35]</sup></a> <br />
Meskipun Perancis <i>Geographie Sociale</i> telah menjadi pengaruh besar terutama pada ide-ide Hartke itu, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-39"><sup class="reference" id="cite_ref-39">[36]</sup></a> ada sekolah yang berbeda seperti pemikiran terbentuk di dalam geografi manusia Perancis. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-40"><sup class="reference" id="cite_ref-40">[37]</sup></a> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-41"><sup class="reference" id="cite_ref-41">[38]</sup></a> Meskipun demikian, <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DAlbert_Demangeon%26action%3Dedit%26redlink%3D1&usg=ALkJrhjY4w64SyCczLUjhWFHU7Ebww8BIw" title="Albert Demangeon (halaman tidak ada)">Albert Demangeon</a> membuka jalan bagi sejumlah lebih sistematis konseptualisasi dari lapangan dengan (anumerta diterbitkan) kepada konsep <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-42"><sup class="reference" id="cite_ref-42">[39]</sup></a> bahwa kelompok-kelompok sosial seharusnya dalam pusat analisis geografis manusia. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-43"><sup class="reference" id="cite_ref-43">[40]</sup></a> Itu tugas ini dilakukan oleh <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DPierre_George%26action%3Dedit%26redlink%3D1&usg=ALkJrhhi4Ca3yHCintTfmBkJ4LEAojfjJg" title="Pierre George (halaman tidak ada)">Pierre George</a> dan <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DMaximilien_Sorre%26action%3Dedit%26redlink%3D1&usg=ALkJrhh-1u7IcO9Be127ZGBf99Fh3o9chg" title="Maximilien Sorre (halaman tidak ada)">Maximilien Sorre</a> , antara lain. Kemudian, Marxis <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-44"><sup class="reference" id="cite_ref-44">[41]</sup></a> sikap George didominasi oleh alasan sosial-ekonomi, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-45"><sup class="reference" id="cite_ref-45">[42]</sup></a> tapi tanpa <a class="mw-redirect" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Structural_marxism&usg=ALkJrhgo0NCjg4uzDDDJvfBSRkQo_Ef-0A" title="Struktural marxisme">interpretasi strukturalis</a> ditemukan dalam karya-karya beberapa sosiolog Perancis dari waktu. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-46"><sup class="reference" id="cite_ref-46">[43]</sup></a> Namun, itu lain Marxis Prancis, sosiolog <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Henri_Lefebvre&usg=ALkJrhjig_bONkdy8CfT-1yPpl6ollAqbA" title="Henri Lefebvre">Henri Lefebvre</a> , yang memperkenalkan konsep produksi (sosial) ruang. <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-47"><sup class="reference" id="cite_ref-47">[44]</sup></a> Dia telah menulis pada topik yang terkait dan sejak 1930-an, <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-48"><sup class="reference" id="cite_ref-48">[45]</sup></a> tetapi sepenuhnya diuraikan dalam <i>Produksi La de L'Espace</i> <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-49"><sup class="reference" id="cite_ref-49">[46]</sup></a> hingga akhir 1974. Sorre mengembangkan skema masyarakat terkait dengan gagasan ekologis <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Habitat&usg=ALkJrhigAnbZik2KBQM_Qlg6nR13xXNu_A" title="Habitat">habitat</a> , yang diaplikasikan pada konteks perkotaan oleh sosiolog <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DPaul-Henry_Chombart_de_Lauwe%26action%3Dedit%26redlink%3D1&usg=ALkJrhjbkiCw7VxkKyWDaX3liETT29EggQ" title="Paul-Henry Chombart de Lauwe (halaman tidak ada)">Paul-Henry Chombart de Lauwe</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-50"><sup class="reference" id="cite_ref-50">[47]</sup></a> Untuk ahli geografi Belanda <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DChristiaan_van_Paassen%26action%3Dedit%26redlink%3D1&usg=ALkJrhhjGfCg6OUMb4jxdOLwyCMbNMt09g" title="Christiaan van Paassen (halaman tidak ada)">Christiaan van Paassen</a>
, dunia terdiri dari sosio-spasial entitas dari skala yang berbeda
dibentuk oleh apa yang disebut sebagai "kompleks syn-ekologi", <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-51"><sup class="reference" id="cite_ref-51">[48]</sup></a> ide dipengaruhi oleh <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Existentialism&usg=ALkJrhhyEJ8fMZM3teAf24riEiUOulb25g" title="Eksistensialisme">eksistensialisme</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-52"><sup class="reference" id="cite_ref-52">[49]</sup></a> <br />
Pendekatan ekologi lebih analitis pada geografi manusia adalah yang dikembangkan oleh <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DEdgar_Kant%26action%3Dedit%26redlink%3D1&usg=ALkJrhg76XF4rvN_Vky86UUtYAmKI6OP-Q" title="Edgar Kant (halaman tidak ada)">Edgar Kant</a> dalam bukunya Estonia asli pada 1930-an dan kemudian di <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Lund_University&usg=ALkJrhiY8PKGd-ALlzPpm9GaMs7iO80IKg" title="Universitas Lund">Universitas Lund</a> , yang ia sebut "antropologis-ekologi". Kesadaran tentang dimensi temporal dari kehidupan sosial akan mengarah pada pembentukan <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Time_geography&usg=ALkJrhjeBPcVZe7rvvMDHmPa5cPKy0NaZA" title="Waktu geografi">geografi waktu</a> melalui karya-karya <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Torsten_H%25C3%25A4gerstrand&usg=ALkJrhgTROj2nz04aw7AWjs1ytn1ZA3Rvw" title="Torsten Hägerstrand">Torsten Hägerstrand</a> dan <a class="new" href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/w/index.php%3Ftitle%3DSven_Godlund%26action%3Dedit%26redlink%3D1&usg=ALkJrhhhcogvsmXk6WjJIj4liP3oOH0Mpw" title="Sven Godlund (halaman tidak ada)">Sven Godlund</a> . <a href="http://translate.googleusercontent.com/translate_c?hl=id&langpair=en%7Cid&rurl=translate.google.co.id&u=http://en.wikipedia.org/wiki/Social_geography&usg=ALkJrhiyWS7leEwOaJN7IL32FtnbpVtuqw#cite_note-53"><sup class="reference" id="cite_ref-53">[50]</sup></a> </div>
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-21791467041621733672012-02-11T20:25:00.000-08:002012-02-11T20:25:06.466-08:00Geografi Sosial(By:Ari Sutrisno)<h1 class="title">
Geografi Sosial </h1>
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1 Vote</div>
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Geografi sosial membahas
interaksi timbal balik manusia dengan lingkungannya, faktor-faktor yang
mempengaruhinya dan bagaimana kehidupan dan interaksi manusia
dipengaruhi oleh lingkungan alamnya dan bagaimana lingkungan alam
mempengaruhi kehidupan dan interaksi manusia.<br />
<span id="more-6228"></span><br />
Interaksi → Interpedensi (Ketergantungan) → manusia (individu dengan
individu, individu dengan kelompok, dan kelompok dengan kelompok)</div>
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Tujuan matakuliah diharapkan mahasiswa
memahami konsep dasar geografi sosial, cakupan studi, pendekatan, serta
perubahan dan struktur sosial dalam hubunganya dengan aspek sosial.</div>
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Geografi adalah ilmu yang mempelajari persamaan</div>
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Bagan studi geografi</div>
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Ekonomi kependudukan, dan IPTEK dalam konteks keruangan.</div>
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Konsep-konsep Geografi</div>
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Algomerasi (kecenderungan pengelompokan,
pola pemukiman penduduk biasanya mengikuti pusat kegiatan tertentu,
bentuk lahan, jalur transportasi atau lainya, contohnya pemukiman
penduduk yang mengelompok).</div>
</li>
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-10808668596707810162012-02-11T20:21:00.000-08:002012-02-11T20:24:34.805-08:00LETAK GEOGRAFIS INDONESIA dan Pengaruhnya terhadap Keadaan Alam dan Penduduk (By:Siti Nur W.)<div id="crosscol-wrapper">
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<h3 class="post-title entry-title">
LETAK GEOGRAFIS INDONESIA dan Pengaruhnya terhadap Keadaan Alam dan Penduduk
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<b>Pengertian letak geografis</b> adalah <a href="http://www.bukupr.com/2011/07/negara-negara-di-benua-asia-amerika.html">letak suatu negara</a> dilihat dari kenyataan di permukaan bumi. Menurut letak geografisnya Indonesia terletak di antara dua benua, yakni <a href="http://www.bukupr.com/2011/07/negara-negara-di-benua-asia-amerika.html">Asia dan Australia</a>, dan di antara dua samudra, yakni Samudra Hindia dan Samudra Pasifik.<br />
<a href="http://kegunaan.blogspot.com/2011/07/letak-geografis-indonesia-dan.html">Letak Indonesia</a> yang diapit dua benua dan berada di antara dua samudra berpengaruh besar terhadap keadaan alam maupun kehidupan penduduk.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjou-Am490gr0EdSBFOm5ZfYu6KtiCslt8HUGLeQU8eznST3OjgHHtIkRyxstgHVCbz0SuPzMoehCJNPPpy7wdmbTf0eXno_EGyJQPnxtCgpINuVcwAEXj390qZGJYCzevC8H5kMGqRkw/s1600/geografis+indonesia.jpg" style="margin-left: 1em; margin-right: 1em;" title="letak geografis Indonesia"><img border="0" height="457" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjou-Am490gr0EdSBFOm5ZfYu6KtiCslt8HUGLeQU8eznST3OjgHHtIkRyxstgHVCbz0SuPzMoehCJNPPpy7wdmbTf0eXno_EGyJQPnxtCgpINuVcwAEXj390qZGJYCzevC8H5kMGqRkw/s640/geografis+indonesia.jpg" width="640" /></a></div>
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<b>1. Pengaruh <a href="http://kegunaan.blogspot.com/2011/07/letak-geografis-indonesia-dan.html">Letak Geografis</a> terhadap Keadaan Alam </b><br />
<a href="http://kegunaan.blogspot.com/2011/07/asal-nama-indonesia.html">Indonesia </a>merupakan
negara kepulauan yang merupakan pertemuan dua samudra besar (Samudra
Pasifik dan Samudra Hindia) dan diapit daratan luas (Benua Asia dan
Australia). Hal itu berpengaruh terhadap kondisi alam.<br />
a. Wilayah Indonesia beriklim laut, sebab merupakan negara kepulauan,
sehingga banyak memperoleh pengaruh angin laut yang mendatangkan banyak
hujan.<br />
b. Indonesia memiliki iklim musim, yaitu iklim yang dipengaruhi oleh
angin muson yang berembus setiap 6 bulan sekali berganti arah. Hal ini
menyebabkan musim kemarau dan musim hujan di Indonesia.<br />
<br />
<b>2. Pengaruh <a href="http://kegunaan.blogspot.com/2011/07/letak-geografis-indonesia-dan.html">Letak Geografis</a> terhadap Keadaan Penduduk</b><br />
Karena <a href="http://kegunaan.blogspot.com/2011/07/asal-nama-indonesia.html">Indonesia </a>terletak
pada posisi silang (cross position) antara dua benua dan dua samudra,
maka pengaruhnya bagi kehidupan bangsa Indonesia adalah sebagai berikut.<br />
a. Indonesia banyak dipengaruhi oleh kebudayaan asing, yakni dalam bidang seni, bahasa, peradaban, dan agama.<br />
b. Indonesia terletak di antara negara-negara berkembang, sehingga memiliki banyak mitra kerja sama.<br />
c. Lalu lintas perdagangan dan pelayaran di Indonesia cukup ramai, sehingga menunjang <a href="http://www.ok-rek.com/">perdagangan </a>di Indonesia dan menambah sumber devisa negara.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.ok-rek.com/2010/05/tentang-kami.html" target="_blank"><img border="0" height="255" src="http://2.bp.blogspot.com/-_prlec5-djI/TwAI8FjRJPI/AAAAAAAACYo/YVOWwltJ344/s320/peta+lokasi.jpg" width="320" /></a></div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-36920863478510615972012-02-11T20:12:00.001-08:002012-02-11T20:14:23.582-08:00GEOGRAFI WAHANA KOMUNITAS GEOGRAFI(By:Talitha Vivian A.)<h3 class="post-title entry-title">
<a href="http://geografi-geografi.blogspot.com/2012/01/skala-mmi.html">SKALA MMI</a>
</h3>
<div class="post-header">
</div>
<table cellpadding="5" cellspacing="2"><tbody>
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<td><div style="text-align: justify;">
</div>
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<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi1.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>I MMI</b></span><br />
Getaran tidak dirasakan kecuali dalam keadaan luar biasa oleh beberapa orang
</div>
</td>
</tr>
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<td><div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi2.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>II MMI</b></span><br />
Getaran dirasakan oleh beberapa orang, benda-benda ringan yang digantung bergoyang.
</div>
</td>
</tr>
<tr bgcolor="#f9b100">
<td style="text-align: justify;"><img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi3.png" vspace="5" width="250" />
<span class="ft12 pb10"><b><a href="http://www.blogger.com/blogger.g?blogID=4226829512766313534" name="more"></a>III MMI</b></span><br />
Getaran dirasakan nyata dalam rumah. Terasa getaran seakan-akan ada truk berlalu.</td>
</tr>
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<td><div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi4.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>IV MMI</b></span><br />
Pada siang hari
dirasakan oleh orang banyak dalam rumah, di luar oleh beberapa orang,
gerabah pecah, jendela/pintu berderik dan dinding berbunyi.
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<td><div style="text-align: justify;">
</div>
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<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi5.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>V MMI</b></span><br />
Getaran dirasakan
oleh hampir semua penduduk, orang banyak terbangun, gerabah pecah,
barang-barang terpelanting, tiang-tiang dan barang besar tampak
bergoyang, bandul lonceng dapat berhenti.
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<td><div style="text-align: justify;">
</div>
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<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi6.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>VI MMI</b></span><br />
Getaran dirasakan
oleh semua penduduk. Kebanyakan semua terkejut dan lari ke luar, plester
dinding jatuh dan cerobong asap pada pabrik rusak, kerusakan ringan.
</div>
</td>
</tr>
<tr bgcolor="#e95d00">
<td style="text-align: justify;"><img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi7.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>VII MMI</b></span><br />
Tiap-tiap orang
ke luar rumah. Kerusakan ringan pada rumah-rumah dengan bangunan dan
konstruksi yang baik. Sedangkan pada bangunan yang konstruksinya kurang
baik terjadi retak-retak bahkan hancur, cerobong asap pecah. Terasa oleh
orang yang naik kendaraan.</td>
</tr>
<tr bgcolor="#e54700">
<td><div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi8.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>VIII MMI</b></span><br />
Kerusakan ringan
pada bangunan dengan konstruksi yang kuat. Retak-retak pada bangunan
degan konstruksi kurang baik, dinding dapat lepas dari rangka rumah,
cerobong asap pabrik dan monumen-monumen roboh, air menjadi keruh.
</div>
</td>
</tr>
<tr bgcolor="#e03100">
<td><div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi9.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>IX MMI</b></span><br />
Kerusakan pada
bangunan yang kuat, rangka-rangka rumah menjadi tidak lurus, banyak
retak. Rumah tampak agak berpindah dari pondamennya. Pipa-pipa dalam
rumah putus.
</div>
</td>
</tr>
<tr bgcolor="#de2600">
<td><div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi10.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>X MMI</b></span><br />
Bangunan dari kayu
yang kuat rusak,rangka rumah lepas dari pondamennya, tanah terbelah rel
melengkung, tanah longsor di tiap-tiap sungai dan di tanah-tanah yang
curam.
</div>
</td>
</tr>
<tr bgcolor="#da1200">
<td style="text-align: justify;"><img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi11.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>XI MMI</b></span><br />
Bangunan-bangunan
hanya sedikit yang tetap berdiri. Jembatan rusak, terjadi lembah. Pipa
dalam tanah tidak dapat dipakai sama sekali, tanah terbelah, rel
melengkung sekali.</td>
</tr>
<tr bgcolor="#d80500">
<td style="text-align: justify;"><img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/mmi12.png" vspace="5" width="250" />
<span class="ft12 pb10"><b>XII MMI</b></span><br />
Hancur sama sekali, Gelombang tampak pada permukaan tanah. Pemandangan menjadi gelap. Benda-benda terlempar ke udara.</td></tr>
</tbody></table>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-85564632014875603752012-02-11T20:01:00.000-08:002012-02-11T20:01:56.671-08:00Gempa Geografi Tanah Longsor(By:Talitha Vivian A.)<h3 class="post-title entry-title">
<a href="http://geografi-geografi.blogspot.com/2012/01/longsoran-tanah.html">LONGSORAN TANAH</a>
</h3>
<div class="post-header">
</div>
<div class="post-body entry-content">
<div dir="ltr" style="text-align: left;">
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<div>
<div style="text-align: justify;">
<span id="fullpost">Longsoran Tanah atau gerakan tanah adalah proses
perpindahan masa batuan / tanah akibat gaya berat (gravitasi). Longsoran
tanah telah lama menjadi perhatian ahli geologi karena dampaknya banyak
menimbulkan korban jiwa maupun kerugian harta benda. Tidak jarang
pemukiman yang dibangun di sekitar perbukitan kurang memperhatikan
masalah kestabilan lereng, struktur batuan, dan proses proses geologi
yang terjadi di kawasan tersebut sehingga secara tidak sadar potensi
bahaya longsoran tanah setiap saat mengancam jiwanya.<br /> </span></div>
<div style="text-align: justify;">
<span id="fullpost">Faktor internal yang menjadi penyebab terjadinya
longsoran tanah adalah daya ikat (kohesi) tanah/batuan yang lemah
sehingga butiran-butiran tanah/batuan dapat terlepas dari ikatannya dan
bergerak ke bawah dengan menyeret butiran lainnya yang ada disekitarnya
membentuk massa yang lebih besar. Lemahnya daya ikat tanah/batuan dapat
disebabkan oleh sifat kesarangan (porositas) dan kelolosan air
(permeabilitas) tanah/batuan maupun rekahan yang intensif dari masa
tanah/batuan tersebut. Sedangkan faktor eksternal yang dapat mempercepat
dan menjadi pemicu longsoran tanah dapat terdiri dari berbagai faktor
yang kompleks seperti kemiringan lereng, perubahan kelembaban
tanah/batuan karena masuknya air hujan, tutupan lahan serta pola
pengolahan lahan, pengikisan oleh air yang mengalir (air permukaan),
ulah manusia seperti penggalian dan lain sebagainya. </span></div>
<div style="text-align: justify;">
<br />
<a href="" name="more"></a></div>
<div style="text-align: justify;">
<span id="fullpost">Tipe-tipe longsoran tanah</span></div>
<div style="text-align: justify;">
<span id="fullpost"><br />Berdasarkan tipenya, longsoran tanah dapat dikelompokkan menjadi 3 (tiga) yaitu:</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span id="fullpost">a. Longsoran tanah tipe aliran lambat (slow flowage ) terdiri dari:</span></div>
<ol style="text-align: justify;">
<li><span id="fullpost">Rayapan (Creep): perpindahan material batuan dan tanah ke arah kaki lereng dengan pergerakan yang sangat lambat.</span></li>
<li>Rayapan tanah (Soil creep): perpindahan material tanah ke arah kaki lereng</li>
<li>Rayapan talus (Talus creep): perpindahan ke arah kaki lereng dari material talus/scree.</li>
<li>Rayapan batuan (Rock creep): perpindahan ke arah kaki lereng dari blok-blok batuan.</li>
<li>Rayapan batuan glacier (Rock-glacier creep): perpindahan ke arah kaki lereng dari limbah batuan.</li>
<li>Solifluction/Liquefaction: aliran yang sangat berlahan ke arah kaki lereng dari material debris batuan yang jenuh air.</li>
</ol>
<div style="text-align: justify;">
<span id="fullpost">b. Longsoran tanah tipe aliran cepat (rapid flowage) terdiri dari :</span></div>
<ol style="text-align: justify;">
<li><span id="fullpost">Aliran lumpur (Mudflow) : perpindahan dari material lempung dan lanau yang jenuh air pada teras yang berlereng landai.</span></li>
<li><span id="fullpost"> </span>Aliran masa tanah dan batuan (Earthflow): perpindahan secara cepat dari material debris batuan yang jenuh air.</li>
<li>Aliran campuran masa tanah dan batuan (Debris avalanche): suatu
aliran yang meluncur dari debris batuan pada celah yang sempit dan
berlereng terjal.</li>
</ol>
<div style="text-align: justify;">
<span id="fullpost">c. Longsoran tanah tipe luncuran (landslides) terdiridari :</span></div>
<ol style="text-align: justify;">
<li><span id="fullpost">Nendatan (Slump): luncuran kebawah dari satu atau beberapa bagian debris batuan, umumnya membentuk gerakan rotasional.</span></li>
<li>Luncuran dari campuran masa tanah dan batuan (Debris slide):
luncuran yang sangat cepat ke arah kaki lereng dari material tanah yang
tidak terkonsolidasi (debris) dan hasil luncuran ini ditandai oleh suatu
bidang rotasi pada bagian belakang bidang luncurnya.</li>
<li>Gerakan jatuh bebas dari campuran masa tanah dan batuan (Debris
fall): adalah luncuran material debris tanah secara vertikal akibat
gravitasi.</li>
<li>Luncuran masa batuan (Rock slide): luncuran dari masa batuan melalui
bidang perlapisan, joint (kekar), atau permukaan patahan/sesar.</li>
<li>Gerakan jatuh bebas masa batuan (Rock fall): adalah luncuran jatuh bebas dari blok batuan pada lereng-lereng yang sangat terjal.</li>
<li><span id="fullpost">Amblesan (Subsidence): penurunan permukaan tanah yang disebabkan oleh pemadatan dan isostasi/gravitasi.</span></li>
</ol>
<div style="text-align: justify;">
<span id="fullpost">Faktor penyebab longsoran tanah</span><br />
<span id="fullpost">Faktor-faktor yang mempengaruhi longsoran tanah
dapat dikelompokkan menjadi 2, yaitu faktor yang bersifat pasif dan
faktor yang bersifat aktif.</span></div>
<div style="text-align: justify;">
</div>
<span id="fullpost">a. Faktor yang bersifat pasif pada longsoran tanah adalah:</span><br />
<ol style="text-align: justify;">
<li><span id="fullpost">Litologi: material yang tidak terkonsolidasi atau rentan dan mudah meluncur karena basah akibat masuknya air ke dalam tanah.</span></li>
<li><span id="fullpost">Susunan Batuan (stratigrafi): perlapisan batuan
dan perselingan batuan antara batuan lunak dan batuan keras atau
perselingan antara batuan yang permeable dan batuan impermeabel.</span></li>
<li><span id="fullpost">Struktur geologi: jarak antara rekahan/joint
pada batuan, patahan, zona hancuran, bidang foliasi, dan kemiringan
lapisan batuan yang besar.</span></li>
<li><span id="fullpost">Topografi: lereng yang terjal atau vertikal.</span></li>
<li><span id="fullpost">Iklim: perubahan temperatur tahunan yang ekstrim dengan frekuensi hujan yang intensif.</span></li>
<li><span id="fullpost">Material organik: lebat atau jarangnya vegetasi. </span></li>
</ol>
</div>
<div style="text-align: justify;">
b. Faktor yang bersifat aktif pada longsoran tanah adalah:</div>
<ol style="text-align: justify;">
<li>Gangguan yang terjadi secara alamiah ataupun buatan.</li>
<li>Kemiringan lereng yang menjadi terjal karena aliran air.</li>
<li>Pengisian air ke dalam tanah yang melebihi kapasitasnya, sehingga tanah menjadi jenuh air.</li>
<li>Getaran-getaran tanah yang diakibatkan oleh seismisitas atau kendaran berat.</li>
</ol>
<div style="text-align: justify;">
Di bawah ini diperlihatkan 5 tipe longsoran tanah yang didasarkan atas
cara dan mekanisme longsorannya, yaitu tipe runtuhan, tipe aliran, tipe
luncuran, tipe nendatan, dan tipe rayapan.</div>
</div>
<div>
</div>
<img alt="" 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" /><br />
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" /><br />
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" 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bununM8I/fV9ebX9kysKMCK5vsKmwYmVHDHUGHjgLemO7eqw1vbXVDf56nuTN94fLKWMPzzz9cYHH+2Jvv8YYVPA8a5E061/i3A8mwf9Gwf9Db1eZv6fI3dvsbuwsaOwsaOQENb4BGzCurbffVt+fXt+XXtvpoeX02Pr7bbV9sdRlVY4X/9vOr+vOp+T+VQbuVQbuUZT+WZ7KphT+2ov2E00HS2uLG/sKa7cOsR37sHHEveV1U0sDJfQ+rmwGQFCIWfoA1QjMVCXUCVOtvgmq2yFos1bp7cxZWaWCKD0ZmnsmTyVKlcpY2rSScKjCCKHExRwDDCaTFYJE5cMnvlXz4+fv/70Lc/he5+Gzp78cfKug+wJHkSmEFmaOWaLL3FpzHm4UhiEk3B5BrZfDORoobAeSAYF4mRwJD8ZDAzEUSGItlUlowvMQplBp5YyxFZOCILhaVm8g0ihQNDEk+dBZ8yEw4ApOBIoixPhd6Si8LxYhIwAEByQgohNhGWCEQBpieCYPhsb/Ga9Vuadv72H58d2nfoVFf/uZv3fvo+FLp+54ehM1eGz127evPbM+duD41cGxi5Mjh69eDx7g/+55MDx/q/DYU6e68ePj7y4NvQDz+FbLZUAGBKYvyUhDgAYPxM8NGB4CNaLXjCCY5n7ZG51VOoGs+twqiyLN1nWbo/Mrd6TKuVT+RWEbT6etwDOlcfTn39gO31A/Y3Do2NVxFOMEyrzPXHwwByv3Mq4+2TzrVfW1Yd0C/7XL3kX78EWE/SKm9rV97WromtX1Vn2OtFzFZjmVTW1tO++t7i5pGi7UOe6s7MTScyN5/M3tYWDUxRgRXV+g1MqPGRqmj7YHHzcEnLaHHLyHMmrGjYmqyKm4cnpV8MrMlOZD83dG/q9zX1+5r6fE19BY29BY2PkVfQ2FPQ2ONr6Mlv6PHW9+TV9+TV9xTWni6sPR2oaQ/UtAeqOwPVnUVV3UVV3UXbOktremfX95bX9ZRWt5VUnS6vPT23sXNOXfvs2raKymNFG7/KW/WX1IV79cVbZN71dFMFSVtCVuSS5DlMVSZXlyM0ZIkM2QpzvsFVbE4P6uwFKlOW0uiWaR0CuVmidXBkRiJfSxMbyRJbPJYHSCJNQ7ATUqgV81afu/jjdz+FvvspdPdh6LMvu9esb8KR5ASKclYcAQRlM7kmpTabK7SR6RosVoDDCYlEGYEghcN4SYlUEJCFxUgpZDUCzoeAaRSKXKtNs1hzxBI9Ds9CIBlKtdOdU+pMKxTLU/EkMRjBAsGZCWA6AAAGxGBmJpMTYGwgWhADYkDwUiSRR2BIIRjmjETUlFgYYEoSYErSjERUHAjPFhtK5r26reE3rb/7+5/+vr9z8PLDUOjOvdCtO6HwpPbPL09b0/yunDlfHh544ZV35y1663cffNbWcTHVlh4zM2n6NMBUAAAw4YHgOK2eGq80Cz95ssEQcSD4yhfGxU+MV5al+y1L9z+m1RMHghG0ev2IfdWRR7T62r7qoHPNkbQ3j7rWHLGvOmhbecC+6qBrzZHxlD3sBDMfAcux9mvnuqNp64+lrT/mXPu1bfUh04p9+te+mDSwNndEA9Z4bhWercazqrFfwwWFmq68mi5vTXdedVd+bTiB6g1n54VNA8XNw/8+YA1OqLBbDO4YLm4eCU95/sb+0p1nnv8B/r9jq7h5ZFL6v6AqPAYWtwyW7Iyahf0yYBU09RU09RU09RY09fobx9VT0Njra+jJb+j1PmJWJLDCp4rB6p5gdU+wsqukuidY2Z674bB16Yeq+R8o5r6nmv9b96p/pS75q6piN8tTSbS/jjQsRWvmodRzKfpSsq6EofWxDH6hySsy54uM2XxdpsFVbHQVa6z5Yk2mWO1UGDLlOidfbiZzFRypkS4xIWgSQBIBMA2KFdnmrqr89ofQnQeh734Kne68snJ1rSuzHI4WAABQGsug1nvobAMEzgXDOFiCLDGFFpNAjI/HJSTgU1KoYBA9MYEycwYmZhYhJZkhk6YL+KkslpbBULNYCi5Pw+OruDwVh6tRa9N0hkw6UwGC0mAoFhIvSIHSk6BMGFYwK5kCQvFBGGECjI2iqGam0BKhJCCShsBzEQQuEElLhlPAaAYEw0yCkWckoqYnIKfFI8IUQ5H4GZ6ykrJXF728/uWlG9ZsqFv2xhYaVwsAQOJANBhaDADAAQAQl2+OjUkGAGZOBQBmzZwCiNq3euGfmnDlKpyy/699q8e0+nJ8vLIs3R+tb5X6RNA+Dqyj0fpW6ZHj1boxWmVueHw++JhK75xybzwdCakwnsYINVGy7tnSOSGt8rZ152xrfzZZ90QpVeVVd0bLqsYSq9pHlYX63rEcPWpW1T8pRW8SPD8yf2wGi1sGi1sGx/Osn6sdQ5PTZJ8/ip4DrPHeVtjhhn1iIKJlFomw4vre4vreoob+oob+QMNAoGHA3zjsbxzOruzJqx30NZ7xNZ7Jqx/21A7lN4z6t5/zbhsu236ltP5coGq4ZFtP0ZbO+VWnFm/vnfPWx/4Vf9DmLU8tXr+y8rd/OTT4h8+Om3LLAFA2WZVl9C7U5y4QWgpZWg9TkUURp3EU2TJTodoSlGrzxao8ha5ArS+Uq/N5xiyJPV+Wmic0ZbHkqXSJhSNPZYhNAnUaBCcATIMnYwTu4mW/+dvRCw9DN0Oh738MffpFVyC4FIkWJgHpRLKSxtRjcBIMTgJD8GAIHgTGAUFYaKwYS5ABwUwwkAoF02AQFhzKhkE4MDAbCuJAQRwiXk4iKCgkGY2iYDEVPK5GKNCIRFqBQEsi83EEHhrLSgQSUiBkJF6AxAsgWEEygh0LYc4CM2JgnASkIBEtSkSL48DkJDgdiGIlIxixIGIMkBgPoSRAqVAcLxlBB2M4MDwfjOEgiELALBggFhmTQJw2Ew2YCgXMQMxIIiRAaAkQdhyIOSuREZPEjEskz4jBT52WCADEAsL/RetbRQNWtL7V+LFg5HhleXV/tL5VmFapT9FqHFjP9K3SI9KrcVq5N0Qdo8LnhpHAGqfVhOF67rPA2tY9BqxH4Xp4nhozgFH0XFo9AlZ9b0EYWFFo9ZxwPZp+AbAicqgxWv0iYE0udP9PAys8KkYCa/zB8T8QOXYVN/QWN/QGG/qDDf2BhsFAw2AYWGWtl/1No9nV/bk1AwVNZwPN570NI+7K3sLac54tg4WVQ0XVI4HNHXPqBuduO6Et3wsUlBav/vPHbfcuhULXQ6HrodDgjZ827vgAzrdKXKWpgSWarLlsXR5dlcXVeHg6r0iXLzUWKgyFYrVXqMiVqPIUGp9SW8AxuNm6DJbaJTBmCXUZVJEJx1RCCQLAFDAIw1u9adf526FbodDl70Kfnbrof3EDGitOSqHNiMHFJ5LhKEGYU8lAekISJQXEQGFEWLwUiRYSyUoqXYvBSUgECYUko5AUeKwYDuWCUhjAZAY4hQUFsyEgFhrFZdLVfJ5WJDTotI6MDB+ZLIDByXAkHYvjgOE0MJyGIopwFCmcIAZj+AkIThyUFQvjxsG5MXDeLCg3BckEolgpSGYijBYLIsWBySlIBgTLTYLT4yGUODApHkKZkYSNh1BiQSQEUZiYQo1LIsckEeKB5CQYMwXBToRyYkHMmCRmbDIrLpEyMxY/LRJY0fpWzwfWs32rJ8er/Zal+62v7re++lW0vtUYrV4/Yn+CVkej9q3WHovM2sO0cm+I6F5F4mnjafeztBpH1UTh+vioNU4r77Zu77buiY4CJ25UjfWqooXrjyL2x+NVQ5+/oW+y4Xo0Ra0+/e+p+ePxqmTnL5iAJhe6/7uAFe3tRAPWuLt8Kpsvre8tre8taRgoaRgINgwFG4YKG0cLG0cL6ocL6ocL64cCjSPFTcPBxqFAbV9BVffcys6lLWderDm9uKn7peoD6kClzvfmkm0f9V4PnX0YuhMK3QmFRi99d+D40JoNdSy+TmVy2TN9zuyA2pzBl5klarvGkmtIzXe6y6yuIr21UGXwSpTZfEmGQOqWqjx8Wx5Nm44TmclyO5qlnQaiJqN4FJ559399Pnzxp/uh0N0fQ3Wt/7Bmz8OwTIBEKhzBAwIZIDALhRbCEby4eNKsWbjERAoUykGiBGSyikBUwOE8NFpEJquwWAkWK8Bg+CgkHw5jg4DMlCRaUiItOZE2ayZ2+jRUUiIBhxPiCTwcjiuXmwsKZnOFahSOAUfTiDQhiSnFkgVwPDcFQYPgeClodgKSHY9gxSM58UjOLDhrBoQORDLBKDYQyUyG0xOhtHgQOR5MBiKYyXB6CpwxKwkPRDLBaDYIxQKhWGA0JxnCBELZYBQHhuVD8UIQhpcI58WCWTEprNgUdlwydWYccdqMJMCUOAAAMGUKABCtbxUNWNH6VmFURdDqqzFF61uNnwyOOcGjztVHXauPRetbZUxAq5NZb43VRJ91f4/jqmdu20zo/jzP0qqyx1vZM2G47q2ZdK/qcX/9Ma0mTqmen1VFU/Tq0yRoVbJzaHzU+rmaZIY16eePop8J4gkTsUhmlTX0lTX0jQGrcTjYOBxoHA00jubXDPjqhgrDzKobKKofLGkcLN8x8vL2oQU1PXO3HjPNfT+OExR73vnzsTvfhELf/BC6Fgpd+Ta0seEPWKoMMAuBxPF0lhyNJV1rzVDonXy5SaS06azZtvSALT3gzptnSys22AIGW0Bl8AllmQKpW6bxooRGjiUHxdUBQOSZUIbJXfaHj47dDYXuh0LHu66WL9yQhOADZuGnpzBmQjgzwGwKVU0gyAlEBY2mpdG1ZIqaStWwOWY0WoRGi/AEGQYjBkPYCCQfi5VAIGwMhg+FMlKSKclJFDCIBQGzU5IZ8XHkxARyXCwBmEJBIjhAICEuDkmm8O2OXK3RxeTKcSQug6uQqFOFcjOaIpyZjE2A0eJh1DgYIwHJSsLyk7GCBDQvFsGOB5PDzIJiuFAMNw5Emp6AiQORADEIOJ4PRnNQJBEMx5uVjE8AU+JApCQwAwTjQDA8OE4IwQmAaG4CnBsHYccC2bFATnwKbVY8cfrMZMCU+ClTAFOmAgDR+lbRgTVx3+pZWtmWHbAtOxCtb/VkbnXUufqYa01YE/etInMr94YT7rdOZr11Muutk9GsX7RkPZr1C89ZkbTKr+zJr+yJDNof0ep5KVW0KzVhVD1Fq8LG/slbvIn1iy1YJK1Kdw1Pnh0jk9S/B1g/cwR79pFIZhU29Qab+oNN/UVNg0VNg4HtQ4HtQ+H/AZTt6PfXdPi3HAlWHX+x6eQrLR0vNx5dUHWgYHGlreh1KNfhKFn1Vf/dq6HQhe9DvddCr727xxV4VWQMQKlGJM0mNZUKNcU8VUCuy5XrcqWabIk6S2XyWtJKUt1l1owSnb1AbsiR6N1Ki0duzuGrXFylXaRNp4jMs6D0acnEF1/bdON+6GEo1N51rbL2A4k8A0uQYUlyMIILiEFjaQqp3o1nqoBAOgolJBEVVKqGyTSwmAYiUQ6BsDEYMQzGRSD4SAQfDuei0SIYjDt9GopMlWNwQhiCA4Wx4Qg+DMFPAbHi4ilIlBCO5GNwAgJJgsKwgBAiDEmh0IU8uYEt1lC4MhpfIVRZRGorgSVNRJDioMQ4KCEOTk5E0YA4NhDHTsIw4xHUuBQCGMEAIxkwDAdNFIIRDBCcTmYqGTwdg6ebGgMHTAGmwGhAOA2KYqVAqfFAaiKYngijJ8MZCXBGPJweB2XFQpkxQFYsiB2XQp2ZQJg2MwkwNQ4wFQCYBgBE61tFA1a0vtV4yh5JK9uyA1H7VhPQ6njamuPR+lYT0OrtU9lvn4pm/aJdtYlm/fKepVVVb35Vb0TK3jXe/xxLoyZStCs1kbmVv+ERqn6BxYuiX2DBxj/8YVSFFSbXJNQyOjlN9vmj6PlvKhJYTwEu8uSxsKm3uGmguGkguH0wuH0w8u8zUNdVur1/4e6BRa2DLzScKNjwL8dLe9WldQxDEYTrtBQu+2fb9auh0Mj9UNX7nyJ5VhjDCGeaWMo8jjqfrymUmWpmYiUAACAASURBVMsE6qBIW6wyeg2pAUtaicVVbLQHDKmFBkeh0RmQG7JF6gye0slXOjkKO01oJHI1eLY6GcdftqG+fejWvVDoaNs3uf6XMHgZDCnAk5Q4opzGNpDpGgRRjKUqUBQpCMOFgFkEgpxO11HIKipFTafrCAQ5CMggEOQwKAcEYoLBTBiUg8NJ0WjhrFk4MJQOhTNhCA4MwYHAuCAwCwhiAUEsMIQNhrBhCBaOICLTJASyAAwjzoqD4ukCrkzPkeqITDGWLkBTeWAcIwVFTUZRk5CUBCQ1CU1PxjCTMIw4BHUWlJgEJodJlAKloggCNFHAFhgyPRVr325YuHgdR2ScHoeColgJQGJMEg6KYiWAaPFAaiyQFAskxYDJsRBKDJgxC0yflcKMAbLiUigz4glTZyYCpsQCpgAAUwGAaH2r6MCauG8VmVuFUZX62oHU1w5G71s9zq0iaHU8Wt/qKScYptUYsCayfhPQakvnxLSq7PFW9jxLK19Vr6+q9wla1Tw66Yte+CwYA9Oz6ntythoDU7Re1WSvvEStPv1vo8r4bPULgbVzdJL69wDrOW/nWWBFAu6ptkRB89C4/M2D/ubBoh29RTt6SxtOzN/VvXTXyfJtn6W9UMtJX4JX+hGiXLI2DcRWgVjaOaurtuz9pyl/EZxlxQpcNHmuwFCkTC2XWkr42nyuKo+nzhVovSpHqdE9L9Wz0Jw9X2kvFui9Al2e2Ojj63O52mymIp0sSiUKrUShFcc1IOiqVWuq3/+vT5Yt2ySVOsh4KZepN+lyVbI0FJzNZmioNBmBIOSIdGgiFzAtMR6ChUE5WIyYTFJSKWoKWUUiKnBYKRolxGElUAgHDGKBQUw4jEulaDhsE5EgnzYLGZuET4HQQTBWCpiVBKQnAZkpYFZcIjk2gRSTiEsCUVB4DokuQRPZyRAcms6ji9VErhSEo6VgKIlIYgwEEw/HJ6PJiShSAoKQiCIlYyjJGEoikhQHwyeBiDAUMwlIjE/GwVFMNJ4nVdrnzF/xj0+P7T/Y+bs/fLLyja1zX1jJYKsBU0F4khCEZCdB6XFgUhyYFA+jxsOos8C0acmkmSn0mSmMmGTS9HjslBnxgCmzAFMBgKkAQLS+1fOANVHfKnwmGDlepb52MPW1g9H6Vo9ptfqYa82xR7Q6Hq1vNZ6yh51g9jiwomRVz2kwTAysbd3RgPU4t4o46ZvsHcDHKXvYCY7R6hdkUtGA9Usyo6doVbZ75P/vwAozNxJYJY+s7oTM8rcM+VuG/C3D/pbhMLCCzb3B5t65LR3ezV9ZFrbQ3KsRimCKMB8p9uCVfoTISNam4eVOhiEHJ3GBmQamJp8ocXO1frVrnsoxW2YpEWh9HJVHZg4orEGtq8KQMdfonqd1lYuNPqbCTZelM+WZFLGDJnWRRak4rokssvF12UJDLluVwRWYTNZ8ClUJR3CQME5KAonN0NnMPrnETsSK6HQFh6vFkQUoPAeEpiYjSFSKBoMWIeA8DFqEQYuQCD4eJ2UxjUSCAo+TkogKAl6GQYtoVA2XY6ZS1EAYHYpkITACJFYIRwlBUHZCCj02gQKEspPBzLgkwqx4LBBGJjMkfIlOJDeiGXwUjRsPx80AIqFEBoLCScFQUjCUODg+FoqNhWLj4fhkDAWEp4Fw9BQsNTYBA4HTE1PwcYkYEIwKgdO4QkPZ7FcLil4sn7ts2cp3d+z8Y2fPxbrG3zG5GixRgCAIwShOEpyWBKclo1lJKMYsMA0Qj5+RTJuZQp+VRJwWhwVMj3saWI/Gq8eEita30r3yuW7x57rFn+sXf6Ff8oVhyZeGpV8alu4bu+G87Cvza19FNkUj2+2R5HI+EbSPA+tE2vpjYwutxndaRW5feKZv5d54OrwSK/x41sbT2ePAmohWWVs6srZ0ZG/tzN7ambOtK2dbV25lV25ld1ieqh5PVU9edW9eda+3ptdb0xc9q4q2sqp3wmQ9Wn/K1zRQsD2sQf+OQf+OocLm5ymcWBVtHyraMRTcMRxsHn4Epv+sSneO/ioq2nWhaNeF4p1ni3eeLWsZLmsZrmgZqGgZKGseKGseCL+2wp3nC3ee9+286Nt5sbxxuLxxuKxpuKxpuGT7UMn2oeCOweCOQV9Tb8H2Pt/2fm9Tn6dhIK9pqKDlfLD1Uk5Dt695oLi5u7CxvaLuUFnNgfINf8pbttvsWylxvsDT+NnKfLYslybIoPLSGMJMujSDJXdzVNkcVTZHmcVT54gMXrm1UG4tUDuK9BmlxsxyfUaJNi2oTQvq0ov1eRVSl1/m8rMNbpYmnaPNpElsAq1bpM5kCG0Upo5E11KoGgpVw2abJdI0rtRKYauReBEExUXixES6hsm1cASpRLISS5BicQI0lg9DUCEwMpHMFUl0Wr2LxVGQyHwCiYfFs4kkHpUuJhC5AqFWrrRK5WaBSCdTWHR6l0brUKpsAoGJRlMymVosVohGi8QiBwLOh0I4LJaBSJQjEGwQmAqBknF4rkisM1szMRQhBMNMgpJTEDQcRcTga1l8LZWlRGDYIBgVhWZjcTwkikWhSFgsFRrNxuMFKBQnKQmfnExAodhYLF8ksvj9L7788tqsrDKJxGo0Zjc0/O7q1R///vdDbLYWlEQQsLUkvAgGpmExfCJRgsHyY2IxM2ZA4XBazAxgcgIclgyLnRo7EwCIAUwFPDteha83R+tbhWmle5JWxqX7xmlljkIrWwSt7KuOhGnlfJJW6dGBFa1vNQasMLPGgfWcy8xbOrIjgJW7LYJWEcDyVvd6a/qeC6z/PVwPz1P+6Ml6YeM4rQb8Owb9OwYfgWk4mgLbB4vGgTXm+/7jtCpuGSndeeZXUTRglTcPlD8CVmDn+cDO8wW7LhXsulTROFLROFLWNFLWNFK6fah0+1CweTDYPFjSOlq8e6Ro92hg14h/59mCllFf87n87WdL37+w4E/XF35w3ld3yrH89/LZjTLvGp57OdtYRlIUkASZZKGbKsggc11UXhpLnMVV5fC1eWKDT2r2y60BlT2odZUY0suNmeWGjHJ9eonGGVQ5CtWOQq2rSJ9eLLLnUzVpdHUaReng6txsTQaWraNJbBypA0dXwzEiFF5CJCsJRAUWK8VgJCiSiMbTccRWpsDEFtoEUieLa0HjZRicBI7i4/BCgdCsN2QYTW6d3qnR2g3GdJU6VSozsblKGl0sEutlcjOdKZXKzVqd02LNslizTOZMu8PjcHnN1iwaTUkgiDEYIRzOAQEZRIIcgxbTaDqj0atUuqlUeWIiPiYWjkIz+UK1Sm0FY5iJUHIsEJcIISEJPDJLweCq6WwVX2yiMORoLBeF4eAJAgJRSCAIiEQhmSwBgymxsSggkIzBcNFoDoOhNBqzN21qXr58U1paQKVyrVy5pb393Llz9/bv7yjMn5/pCnCZGjyGj8MJSSQphapISCSYzTlLlqw36Z3AROR0wPSE6QkzAYDEabMAESWGx7QaB9azfasxWi3+Qh9BK+Or45ecv4pcyRBxyfnQEysZVn09RqvVx1wRtEpfGx1YUfpWWRHMcr9zKuvdtvACv+iXmTufHK+eQFXEeNXnrenLr+n7BeH6M0eBzwvXI8ercVoFWqLqUbsqYrxqGSlpGZl0+D1Jle4686uoaNf5ol3nS3aeKdl5prxlqLxlaE5z35zmvjnNvXOaeyua+yua+0tbhktbhotbRotbRst2DJbtGCxpHi5pHi5qGSlqGSncOVq4c9TfMhTcPTp7z9k5e8/N3zUyt2VoQfPgC82DK/Z0z608kLX0PXWwUulZLc1eKbTNpaoK8YI0LM9J4NtJIhdR5MAL7CSxi6HK5ijcPFW2UOeRm/0aR1DvKtW7SrTOYkN6qdYZVNsL1faA1lmkdRYpbQVSU57QksPSprE1aQylXajPZMhTEWQpQ2wRK9NITA0aKyLTVAKBlcezkEkKFIJHZqmZAiNHZGXwjTS2kcYx0lhGMl1HICkwOAmFKlepMzLdRVnZxWZLpkxuUqhsUrlZo3UaTBlqrUOnTzMYMxRKa3qG32bPTUsvyMgsdLryc3JLMt0BidRIpSo4XAODoZXL06hUDQTCBoPZaJSYwzZLJC4e34jB8FFoJpujEksNXL4KiKQnQIgxKbh4EAGEpCPxXDxFRKLLcCQhmS4jksV4ooBEFhOIQhyeT6XKUoB4MkWExrCSkrEYLJtMEROIAhpdmpVd/OLC130Fc+WK1LR0/6o3Nv/hj590dJ69cPbe73/3z2DwZZncTiBJ+SKLx7fA639h994/X7zy7b4vji5++fWZU2ZNBUyfAQDETZsJeJZW4X0M0fpWYSf4mFaP1h9PvJJhZbSVDF+7xk8Gw7RaeyJ97YmMtSejASta3yrr3bZxZrk3ns5+ty1nc0fuls6odwOfpdUjVD1Nq9r+/Nr+X5JVPUOrQPS46pETHKNVBJtGJlQ4sXqSVpNNkX6Jynad/VX0fGDNbu6f3dwfnrzCr7Oiebiiebi0ZaS0ZSS4czS4czSw60xg15nSvef8zUMF9d2Fjb1zdw690HrmhZahOY29toV7uXmbULqFaN0iUcZrKu8aoW0uRphDlrjpilyuNo+ny2OqsmjyDIYqm6vPE2hyhVqPxJCvSi0ypJUZ08u1zmKl1W9IL1VYC/iaLK4qU6TPkZryJEaPUJfNUDloilSiyAShSol8PUOeypU70vPny7VZTIGZytDwRTaNJkupzODzzHSqmsxSo8liPE3BFJipLAMULUBiJEyOhSuwMVhGBlPN45ukMotIbKQzJFgcUyo3szlKldqemRVwOL1yhVUmt6g1DoXSSqYISWQBi62QyS1Z2UGH0wtDULBYAZuto9M1LlexVpOLw0oJeAWRoCSTVEymgUZTYjB8HJ4nEOqVaptcaUEQuEAkPRFCSoSQkiCkJCgZimJgiHw4ionAsJFoNgRGIxCFWl2GWpOGQDAAgESLNceWmgcEEYEgAoOpYLIUVJqUTBFnZRcveumN2XOWOpw+tcZVVr74vff/duXid/s+P7Vy5Wa7vYDNM+iMOctXba1t+K+/fLh/9Ozta1fut53qJ6BJUwHTY6fOiJs2E6B58Slaffr8vtUTTvDR7mPTsvE7g0/WRB/32p+sib5x9AknuPZE+tqTGetOZqyLDqxoV20imBX2g7mbO5571abrWVrlPULVU7Ty1fZPdlXx4/76Y1o9rz/1LK2Kdo48R2FUPUWr0p2j/2lrVrb77K+isBkM51mRwJrb3Du3uXduS9/clr45Lf1zWvorWgYrWgaLd50p3nWmaPeZot1nClvPFLaeCbSOBlpHS1oGi7b3zW/qemXP8Oo9fYuqv/a8tFfleUdgKpelzjfnLM4Mrs4pWWXLfUlq8NFETo4iQ2rMU9sDqtRCsSlfYPAITfkSq1/vCOqdQWNaic0925EzLzVrjtFVorb6hZossS5HqvdIdLkCtZstddGENjLPzJZbBRoXT2nHMRUskYknTyXQ5ByRSaZw8gQmLkcvFFpkIpuAa2Az1CyaCkuVQTE8OFZIoKtxZBUUJSRStHJVjjOtzGDyyeQuidShVDmUKodQpKPRxXSGjEaXSqRmo8mt0brUGqfJ7DZbskViIxbPQaLoaAyLw1VlZRenpfthcCoczkah+PFxBDbbyGQasRgpi2nm8+wkohKLkSIQXCSSiyfw2Ry1XGHRG9OxVBEEw0qGU5Ph1CQIOQFEACNoWJKQTJOC4TQIlApHMq22vP/585f9/VdaW/9cPvvlnbt///s/flRW8RIGx0Rj6TyhmsNX8oVqrkCV6y1Zs3bLitffLqtYVFq+6IWFy99cV7Nz9383tfyxrumDHa1/+f1f9h9tP9t/9s4n+05+9lXb0RM9l67es5jtAMD0mBkzZ06bDniWVmEzGK1vNRGtvjIv+yoit3qcr0debw7Tajxrn4hWpzLXnYoGrGh9q+xN7ePMGvODWzqfd9UmIrd6GlURtPLV9vvqBnx1A79gVfHj3Kpp4FFGPhitPzWesj9Dq9EJFZlblbQ8QtV/3pqV7z73qygasOa19M1r6XsErIE5LQOzdw7O3jlYsvtsye6zwdazwdazRXvCOlO050xx88D89y+s+K8Li3b1F67+SFVURzctRcvmcfUlcscCq2dpqneZxlHBUuRSBQ66yMWSpUmNXo2jSG0PyKx+ua1Q4ShWOouNrhJjWok5vcySUW7OKNM7gkqzT6LL5asyZYY8pcUn1uUwRHYix0jhWZgSB1dpF+nTpYZMvtJhdBY4skp4YguVrZYpXSJpqlhkFYttfI6BRpZTiFIGVYkgiHBUOZ6qROLFKLyMyjJKFVk6o0+rzxOKnXSGhsXWqzUuq82jVtuZLBkCSaczZHyhjkqX0OhSqy3Xm1/hdPl8BXPSMwot1my5wipXWNMzCp0uH5UmodFURKIsPp4IAjLi48ixMcSYGOKM6TgaVYtGicFgOhTKxGA5FKpEINRqtA4MRQRC0RMhpBQEFQinJkPJcAyLwpQz2Co8SYjF82Pj0Sg0e8uWlqtXf7hw4f6FS3f6Br+5cu3hl1+dcKZ5gWAclSHiCdVsngKFpTPYUpsjp6Rs4co33nnplVU6o6u49JXK6j17f/vRPz490dZzqXPgWlvf5cOnRvpHb/SP3jjVPnD1xsO5c16YOSNuKgAQO3MWQLPwCSc4nrVH61tF5laRJ4PWyNzq6duC44WGo+NZe2RuNU6rzPXPBdaEV20imBX2g54tnXlbu6L1rcbPBCM94OMzwfHZKkyruoFovarn3Kp5arYaT50mVGRuNY6q4K6oGj8TfDRbjQGl7D+s8tZzv4oeHReOlO4cKds5XLZzOGwAy3eNlO8aKd81Wr5rNPJ1BvZcD+y5XrT3m6K935TsHSzZOzintWtOa9ey93oWtZwq3/A3a0WdwLaIoioTGko0rheNmSVqh19h9coteWJdFlfpEqozFeY8njxdYfLq7EGNLaCyFOnsJQZnhc5eprXl6+0FRkehwe7XWLwyfbZIlSlQpOtTA0qjly9Lp3LNZJaRK3HprAFXznylLkOsdHCERjiGg8bxaCwVkSSmM5QyaapIaBYLzDKxTSIwcxlqFlXBoavgOCGdZ+TLXCyhjcmz8cQuntBFY5o5vFQ600giKyhUlVhi1evdSpWdzVHiCXwqTcpiqyhUCZEklMqsJlO2XJFqMmer1E4uT0skCglEAZ0hJ5FFQBARhxNTyEoqRYNGi0BADh6nTIijTZ2CEYvSaFQ9GMycNRMTn4DF4wUisVGjdeLpkhQkLQ6IT4ZRQAhaMpQMR7PIDDkcxSRSJQymEo5kJKcQjKbs7ds/6Om5eLpr8ONPv9p38Pix0z2bqxr5YhUYgeeJVWQ6jydScYVKLJGJp7BNqRnB8gUls19c/Nrbb75Vt2Hzjj2/+/jTg11HO851j95qG7hysud87+j1zr6zl64/WPTyUgBgOgAASEhIAIyn7E8sY3j5s2h9q8e0euKLcL6K3Hr82AY+Qavx8eqYa/Wxx7RaezJj3ckwrZ4HrGh3AyOBtal9HFjR7wY+TtnznmowjKXsj8ergvqBye5WfyK3ijjRey6whiPHq+fQagxY4ZQ9/Ekeo9V/PEv6fw1YFbtGKv43YJXuHSrdOzS3tXtua3dZ1QHrkt8Ks95kOpfrcl63FKzTpS/iaYNCQ5bIkKW05ZvcJeaMEpUtX2bIVZq9Mr1H7ygypZXp7EGNLWhwlhmcFZrUEqPDb0krsmWUWNKCOptPacyV63Pk+hyGwErnWzhip8KQZ8+cnZH3oit7viWtjECTsgQGlT6TLTBgiUICWUKjK9SaDAZdSSFL6RS5gGuQCa1CroFLV3NoKrEqXaRK58tcTL6VRNfjyRo8SUOk6Kh0A5NlpjO0eII0HG8zGDIqTUKhSkBgEgbLEUvMfIGeQBAQiAIGU2Gx5spkNipNSqVJRWKTRGphsVVkilgosGm1OU5HiVBgJxHVSkU2Bi0DATkQCBeFEsNg7KREMgLJFApNaq1TJrdQuSowmhkHwifByClwagKIAIRRsSQhkSoh0aRYPJ9KlzOZSgiUymKpFi1avee3f/rvv37ym9/99/5DJzp7R8vmLpoWk0zniOkcMVsgZ/FlIplOLNeT6Dyl1rps5bq3N21fumLjwiXrN27b1dj65z98eOB0/5WeM7c7hy4f7RjpGjh/+2HopVdeBQCmx8XFTZ8+HfDkePVpmFaGlz+Ptt8qWt8q6n6rKH2r9IigPQJYp5/Tt/r5N5nDcdXEqp4oWQ9DakJF6VU9iquenKeix1XR9kM9P7F6VpPtMf27sqSK1nO/jsbAdKZ815nS3edKd58r3n2hePeF0r2XS/ZeLmq9VNB8Pq9pNH/H2aLWS2Xv3yjYcb1gx/X5718q3TU6t/nYS3vbKzb/T+rCaknmK4K0RVnlG+asbHbkL3b6lqQVLKTLnHKTW6xLs+eWFcxempo7W6RzC7RZYkOuxlmiTy+3exaa3fN0rnKto0xpDVrc8x2ZRanphQptusaYZbB5VYYsuSaTwtQwuWYkTixTZQdKlqe6yrFEFZ6sVenyRWKbUGTVat0mk0cmcwiFFgHfTCHLaSS5gGukEKUYJJdClJLwYhZd7bIXynU5YlUGS5CKp2oQGBkcI8MRtRS6GU9UM5gWkcjhSivLzq4wGnMslly3OygWW+Ryu0Rq4/L0PL5BLLHy+AYSWYLHC/AEARrNweH4IrE51Z5vMufy+Qa5LEMscrJZZgJeAYeJIGA+DCpCIaQpyWwa1UAkKohEBRrDw2D5EqlFIrVorNk0vgaEpMcCcTFJmJmJ6PgUHBBGxZOERkuOXGHn8nVCkYlGl5NIYjJZnJ1ftKmq8a//+PzzA8eGzl1ZtW5jTDK0sHSeQKalckQ4CpvJl3HEShpXzJOq5VrLqrVVf/340NtbW97a0vzq6m0l81esWF/zp48Pdw5d7hm9frJz8NKNB4teXgqYMuMpYD29pj3afqtofavo+60m7luFaZX+JK3c609Pdk1otHDdG0WR4Xr+YwP42AM+o4l7VU+E6+PngJO/nDx5YP06YXlF6/lfR7tGK3aNlu8+U777TNnuc2W7zxW3flPc+o1v+2hg54XivVdK37tW8purJXuvlr53rfy3N8rf/7Zo952SnSOz955f8tvu7A0f8jwruLnL4SJPPM3BN5URpXk4rl1qCcptBXxdtkSfJtQ4DS6/yztb5wpITblaZ5HJXa5MLZJZ/BpnqdZZZkyfY8qYKzcHpEa/Upeus2TLtWkaY5ZMnS6Q2sx2f3p2hUiehiXKiTStVJklkmXS2RYGx8YROKk0JYWq4PGMAqGFSlWQSTIaVUHAi0h4MYUoxaH5Aq4xx12e4QpKhFYh10TlGMksPYGmRRHkUKQYjBDBUVI0VolASdAYOZNpcDiK8/LmudKKrNZcpdJuseal2n0mc65c4ZBKbVKZjc3WoFBsDJZHpkgoFCmRJGax1XK5XSq10RlKIkFOIMixGBkCLgQBuSnJbFAKFwIWAFM4KKQUjRaxWEY6XYVG89gctVRmlWpdZLYSgmYmwchJEFI8iJAIIgJh1Jh4FJkuS88MLnhxVUZGEZksxuF4YAgFiaflFpT89k9/O9bWe6Kjf/HyNUkQtMbkeOW11fYMj0RlxJCYJAZfKNehCHQEjgqCUQMlL/1rf9v+I70LFq/L9i/ICby4eNWWpj1/2ne0Z+jc1e9CoSVLVwAA0xMTE1NSUgDRvlQi2n6raH2r6PutJu5bjdFq7cmMCFq5N5yO2rea5GXm5wNrwrhqYkXpVY3n60/GVVHD9ahfyhAlXI+mXyssr9hz/lfR7N2js3ePlu8+W777bGnrhdLWC8WtF4tbLwZbL5bsuVz2m8tley+X7fmmrPXC7D0X5vzmmyV7r85rOrNkZ1tw46em0tVSzysMrRsAZXCVme/U/v6b26Hl63cK9LlkYSpRYtJmFslUaQpNhiG1wOwsUlkLNKmF5ux5Ns8LmoxybWaFJW++zl0hsxdIbT6xxSOxemRKq1rvUqjtJmu2Rp8hklpsDr/HO0+lyaYxtASiiskyc3kOLs/BYqeSKQY8TkbEyxl0HZ2mw6BFaKSQSFCQiEoSQcHjWCRil80aKPC9ZE8tYtD1RIICgZMg8FIkXg7HSKFICRguhsIlMISMzrAQiFoWy6zVesxmb1ZWRUnJK17vXKvVa7P5tNpMFkuLx4tIJCmdrqTRlSy2Viy2icVWGk2BxQqwWAEKxQWBqGAQGwrhQiF8CJiXnMROiGckxDMT41nxcfRZM0ixMUQiQUkmyyEQBokslkptDIEOSxVB0EwQig5BMUBIOghOAyPoKWBSfBIWheHIlfaMzOCry96eP3/FjBkwMIrsyvbvev+/O/rP9Z+5snjlOsDU+CQojiPW6FMzuVKtNc2jNDhS4AQMmRMHRKGx3GQgcf7CN/784cG3t+5cvGLT0tc3b6n9zbqNDXU7/usvH35+72Fo9RvrAIDpM6ZMAyYlA56lVfh8MNp+q2h9q6j7raL0rTLGTwbDtNpw2r3hdNaGtmh9q8neDYyqcH/9SVoVjMVVE2riXtXE4frk7/o9P7F6Vr9W9jR7z4VfR2FgtZ4rbz1X1nqhrPVC8Z5LxXsulb9/rfQ3V4p3Xwi0nA00jxbvPFux58K89y8t/c21ws2d0qIakmsNxVI6hagnyhxrGz4YvBy6GwrdDYUyfIsVtkJb7nypPU9gylJqM022fFt6idkZ0NoDxrQSo3uONq1Um1khswfljiKZPSCzFyhdAbHFQ5FaBWK9K6PAF5hfUv6yKyPA5mlpDBWeJDGafSKJgyewS+WZIkkGg2mhMyx8QZpI6FDIM3SaXLUqS8C3cdlmkdChkGVw2GatJtdiLrCYC7TqHDpNh8WIWUwDhqxEExVIvByOlcLQMjhajsKqMHgNDC7GEzQqdY7BCwCYhAAAIABJREFUkM9m62Uyp9td4nQWeL3z0tKCWq2bzzcxGGo6XcVgqpksDZksY7I0TKYGjxchkRwMho/FCdBoHhzORyAECLgIAuYlJ7LiY2lxMfT4WAYKKQOD+MAUJg4ro9FUDIZGJks1WzxosgCKZacgaEAEDYpmwnEcJI6LwnMhcBoMyUhIws2YBcPh+ctXvHvwYNeHHx7wl72weOW6JSvX1zW/1zV4oaqxFYqh4mi8GQnQFDghDoQqW7D4pdfeZIvVKqOTL9PHxqMRKFZ8MoHF0+UWLNha+97fPjlW2fC7Fxe/2bTrj//89OCV6w+Wv7Zq5sz45ITE+JhYgD7KN0pE228VrW8Vfb/VxH2rJ5zghtPuDW1Zb7VlvdU22dXG0fZYRdOTTjCcrA8+T1F6VRHrFiIv9w1Fs37RrrwEd52ZlH4tKzd774VfR61nZ7eOJWjlrefHVdY8ULFzeGHrwEt7h5e2dr/U0v5i3eF5lftz5tYbPOt4xgCMacVy5fNeW3u8Z+RBKHT7u9DDUOhPf29nCjPk1qAytVia6hNZvHpbvsNdmuou19sLNY4iU2a5PqNM5SgSm3JlVq/ela+0ZLOEKqZAKZCoKAyuz18x/4WlgeB8iy2LQhVDYRQKVcZgKG02v0adJRK6BHwHn+fkcuxScZbZFDSbitLT5mZnvZiZMd9mLdHpCnS6AoslKJa4ReIMLt/JF7iEkkwWJ5VCN7F5DhrXQqTrUQQVDC2FoWRIrApP1JMoJjrDyuE6tVovh2ONi8NjMEKr1et2lxqNHonEzuMZFYo0k8mj0bi5XAORKKHRVBSKAocTwuFsOIKNwwkJBDEOJ0SjJCikCAYVApPZCXHM+Fh6YjwbmMwj4DQEvBaHlSPgQhJJLpO5lEqXRJoKRjNTELQkKDkRQgIh6UgCD08RE2kSPEmIJ4ugMBoSzY5PwEybDvH55u3b17bgldXL12wpW7Ds9fWVwxfu9I5e8wYXzExCYSiCGYnImUmoZDi5sPyl//n4q+17/rRk5TsAQDIawYJC6QgEi8nRWWz5y1dtXf9O04pVm19Zun7lig1dnSNbNm5LjEmeAQAkx8YDnqVV2AxG228VrW8Vdb9VlL7VRLRqz36rfbKrjaPtsYqq8ZQ9glb++kF/QzRN3KuKzK2Ktj9CVfTVwNGuvBTvPjMp/VpWbs7eb34dtZ6d03o2/BrK91wo33Nh7CXtHFrwm/Ov/f6bFX+89OqenuCmffaX9soClWz9iwiOfxZS6p3/1uC1B3dCoesPQw9CoYeh0K2HoYWv1sDwark1aMyY6yxcZMgut7qKnFnlRmeR3JCrtPkN6aW69FJdeqnM6hUaskVaF0+ZyhapddaMPH+xK9Pz8uJV+b4yKl0EguBRaCaXp7Fa84ymHKUyUyZz0ah6HFbG5zr0ugKDvlCnKRCLMgy6ArOpyKD3q9VekTCdw0kVCtMFwnQ6w0Ki6Ll8p0rjlStzWVw7hWZk8G0khgFNVMEwMjhagcar8UQ9kWzE4jRMVqrZEtD/f8S9d3QU973+L1zigmnqZbW915md2ZnZOtt7L9qqXnZXWjUQ1VQbMLgbAhgb2xQV1DC2U26SGye5aU7s2I5jJ7mJS4wBCQmBjTGmar5/CITAWt+f8vM995znD6TDOfDX67yfZ57P+41HuFy1QKCFYTMIGvh8tXCqfYrYYdgiFOJstoLFkksAw1QUlZ/PKSjgFhUJCgt5S3JZebnCJYv5Cxfw7r+Pdd89rAXz+fl50rISeUkRQiYpqBR5Xq6ATIZkMjuXp8jPZxeU8wvK+bklnIUFjNxidhkdoHMQBhctpwIUhnT+AyQaXSpDzIsXU5csoen1gZ3P9z2zt2fL43sfenT3az/7/ejnV587eCTnzsXzc8mFZP6SElbOvAXFVOGz+4d+8qs/Db72i2hF6s6cXCpViuNegQi//wEylSFLtqx7eseBYLiJx5E+um1nR0vn3Tn33J2Ts/Ce+3Pwzluc4HTWnm2/Vba+Vfb9VrP3rWbmVtO08j/yl2/pW83+QTDLHqtsmoVWez7+NmXpVU1/E5z5sq86+z2+bE9e5gysOVu5E9+Jkt0j/ydqPHhyWlP/k/SBT9MHPl3R+8myQx8uf+7N9FO/rF5zyFTzKGBKkaFwbh5vzYPPvPfXj85/PfnV1YsXiSuXCOLc5atfE8SFa0Trir0yTS1mrEcNdQZ/Gnc3qlwJ3Fcjs0QAvR+zxTF7QmYIoeaw0uATIyYEVtutvqZ41ebV63Zs2tiaiBsMTrEYLStjIYjW5YqZTH6lwsHjygU8nM/VUMpRJl2Fq6JWUx0mCwp4FipFIxTYhQI7j2flC2x0uq6kVE6malhcM42pZ3JNYtADyPwCwMXiW5k8M4Ovp3FwKgunsrUMjpHOMdIYejIVFwhtAqENgtw8npFChmlUhEaD2GwMxwM2W6XVmkAQO5OJUakwnY7Q6UhpqbiwkJ+Xx8nNZRcU8IqKBMXFwuJi4cIFnAUPcObfz77/Ptb8+7i5iyWkUgWTrmfQtGWlGI2qLCehQqFeow7wBWpSuaScBVG4MhJTWlAuKCTxy5lSOkdGZcFUhlQqM5HI4oIiDoeLcbkYnS4tKeGZXYlYXefmx597/tArfS///MPjX77/4XhdelUpHcgt5T6QT88nCe5dTJmfR4/Wtg+8+ssfHP0vFg3KX8LMW8xYvJhRViZmsTEGEw2FGpcv3+JxRmqr0hiI3ZNzT979C+6fd1fOrFfm9V2/yrbfKlvfKut+qyx9q5u02vKeb+t7U7TyP/KXf6/BMAuwdvxjVk1/E4zt+vDGbPU/AGvWXtXNlP369aoZm15mU3ZgfTYn/V9lT/9XwJr612cFVuOut4OrB5S1O6SuFWxdMwNLUOBI3+HXJyaIqwRxZZK4Qlz76urF81cnLxHEmQvEX/7xuatitdXX5YisVFlTkCEmM8ZRa1jlSiCWiMwSVntqYVOYI7NwZBYSE/JFkzueee75vQeXJluibl+93+fFNRIJBsEqrc6RSDRZLMGiImZJCV8s0vC4ajoNoZIxBHa7nSmtOsZh6pk0LYOuEwkdAoGdx7WIxS4Ox0yh4iy2iUzDS0mKMoqKxjLQ2AY6x8gV2SWwj8LW0LlajtAskjoBmV8EulkcM5mK8/gWkdiJoj4AcAiFeh4PZ7EwqdQoFushyCIUaul0hM/XyOUusVifl8fJz+cWFPAKC/mFhfzcXPbChfSFC+mLFzMXL+IvWcxfvEiweKFgySJxUYGMStZwWGYGTTv/Pu7iRbziIqlIpFcoPFOzG0uk4IIatkhZzpSW0iQUFkRlwSQawBEoyijivHwmnQExmHAZScjhoEwmTONhuDmU7tz46I4DW57Y99zBV/70wWfv/n1EYw7du4icW8pbXMx5IJ9RSBYJYcPmx58bPX7BZYvfkbOkKJ9DJoP33lsmFOEUqrSwkKVWuxSofv2arVXhqrtz7r6+Xub6S+auX2mX/2pmI/R632pmxP5v9a0cD7/pePhNx+a3phqhU3VQ19a3v5NkPfL037P1qmZJ1nd/W1yVePaTG7oFWNn2UmV96zfHEL32wGdzUra+0neVGaV6TsxJ9b0j9b0jTT0jTT0jzYdONh862XbgRNuBE+37P2vb/1nmwKct+/+VPPBJ0/6PG/Z/VL//w8ae0cae0aYpdY82dY8mu0eT3aMtvePpnrHm7lPN3aea9p+o3/dp8qXjrT1j9b2fN/R9kTo0WvfCsdZ9f1964KN1L76zau8fGx7cr/SvQix1gC6xoExczFFs3nHgc4K4+tUXxLVLBEFc+Ori1wTxNUFMEMTYNeKJ7p/jFe00xKP0Nmu9Sak+iplimCmmM0fNjioEs6k0HgjSFxWytBrH+rXbKuOpUKC6sWFZS8sag6mCzkI4QhxVeULBRCxa67CGUJkegswgaOALjRLQxuQYQNir0CZUuiqpIsQW2+gCE1tiY3NNfKGNxTHKlRGhyM7jWySgm0rTPLBQUFyKMtkGJksPgG4Wx8jlW0CpF8SCbJGNK7IBiB9TR3BjNQi7F+WKaEy1QGSWIW4E9YCglc/XczkaDltNZshKyACJChWViagMhMpARGK9FLJQKFDuEtbCB2jFhYLyEnFhLid3EbMon7fg/vJFD1AXL+DmLRbk5UOFhUhhiay4DC0sE+XcXUSiChCFCcMMKKaXQVo5YkQxvUiCgZBKDMjJVB6DJQalKpEEE4pRngAmU3iLc8vyCylMtkQkwQQihMYGhYDSX9HQ0rFu3aYdz+zq7en/+RtvfvLIYy9y+JqScjGFAd91b2EpWUiiCYSg6vmXjrz950/5EjwnZ/GCfNa8+0rzSML5+cyCcv6CAvqSArJYquTxxDnz7p6XkzMvJydnmlbaW2l1s75wS9/q93PtW32TVlNNq+8qXM/Wq7otXI/9T+H6DGB9knj248RNYM2+lyo7sOYWos8dWP+7ofhcgdXQN9LQN5LsGUn2jLQcOtly6GTbwRNtB0+0HzjefuB468FjmQOfpg7+K3Xgk8aDHzce/Lip59S0klPqPpXsPpXuGWvYf6LxpeOZ3vGO/rOtvePNB0dSB07W9XxeuX8seXCk6+XzG18ezzz3t/jaYXvLPoV3BQ2rXECWU0Fn29qnf/7WJ+OXiS8Jgrh2afLrL786/zVBEF8TRM+Rn7pqukzhjNRWJ3M2akPtcncKMVfqfCmzP6lx1GBqr1IbAKQGVG7HULNIpLSY/NWVabcziiF6Oh3kchEZZoNRq0zuNNoS9XXNPm9ELJSTSTwAMGi1fqUqhGI+3FAtlfkgecjsTBmdSQHkLmdr6QITk20Qih1SyKvVVYnEDr7QxhNYaQytUOxgsPRUOs5kG1SaOAT7hSI7X2ijsHTlTC2FpaOydUyeUSR1AZCLdf1pjp7J1rA5uEhkBACLSGjgcjRUFlpEEpeUAwyOQmcM2101FlsCwRx0OkIuB4sL+fm5nOICPrlUQioRF+XzyoqFJYV8FkMj5JuoVC2ZrCFRVUvyATpHXlAqhFCd2R7S6hwYZpACGgVmVmksoFRFZ4jEgNxgcqNyPZsLSkCFGJCLJBiXD1HpglISq6ycTaML2RyQzpEyuZBK6/YEa1s7H3pqR/cL+3/w8qu/+9dnX2/Ztg+ATQUlfJXODcoM9zxQJFdbtQZ/38BPtz72fGX9UoXeX1guzvle4b1LaIuKmIuLWbmFFAYXpFCYd9x5z3Vg3aDVr2auXjCs/E22E/Nz7Vs5v0mrb33MPNdwPVuvaq7h+q3Auqmse6my9KTmmknVHjg+J/1vh+JzBVZj70hj7w1gdY+0dI+0HjzZevBk26GRtkMjme6TLYdOpnpOJLtPNPYcb+w5nun+NNP9aXP38ebu4+mek+mek8mesWTPWKpvou7ASM0Ln9W+dCLZfaq573Tr4dNt/RNdvce6eo+tO/zJqkP/bNzyI339Tk1gtSG6oYStU9kaInVLn9zTd3Liq0vE9WT9wmXi3IVrlwji/BVi6CdvuGJputQMaIOwMaZ01DqjbSpbFYr7ENwnhgxGW1SpDWgMFVp9wGqPO+xRr6cqHm1yOcK42qbATDSqhMdFPb46h7taAlukqJ3PBaWgQiRUsJggmy3n89V8gVEssYpAVxlZQWZqUVVEqU9wJTYSU01m41Q6zuVbMEWFVl8lAd2QzMflm9lck8XWKAFd5RQVmapC5SG+0FZcii5aInogV5xXAheWoUUkjMrCeSKrGHQAkBPBfCDkEIlNAoGBz9dxuTiHreaw1UyukifCEYXTaI1VVi9NVHVarHEOV0UhS8tJQHEBL28xs7iARyNDNDJUViwCRFouC0Mgl1oR5HDMHI6ZL7KVkRVFJFFxuViuMpttAS1uR1E9IFYqMCMIqTC5AZAqrfbAY0/sPnBoqDHZwWCJ5QqjGJALRAgAKsWAnMmW0BkiLh/iiTG2QAbAOlRpjVW1bX/ixd17h59/8dUP//XlL3/9t3sfKF9SwA5EGoeO/lwC403Ny1/70e9+8p9v/em9Yy8cfFWMmMuZsvn5jDsfIN23hLykhL2kkFJSzs4vKL3jznvuvuuueTk5ObOuXjCs+s20B7w1rnpjrn0r12yLYv7t1zbfzKqy9armGq4nnv34JqT2/mtKVXtnX0pV+UJW6zfXTKru4PE56X87Y0r3npyTmvpGm/pGU70jqd7rwJpCVXv3aHv3aGvPaGvPaHPvSHPvSLJvJNk30tp9rLX7WEvP8Zae4+mekXTPSLJ3LNk7lj58JjP4RUv/2YaDo/UvHW86OJruHk0ePLnx1TMdBz+KbP6ZMvki4NtE1y8rEgW+R9Lv3P+zz74gviaIL68SlwjiEkFcuEZcIohL14grBHGJIAZe+ZnKFuHJjKZQ2hrJ2GMdMnMcMUQEmEtprIBV7oJSPqJ06MxRnTkaCDVVVneEgvWJeHN9TavNEtBrXQ5bhUxm4HFRBLOBkJHBUUhgC4MugCGVQmGRiFVTRQEmSyMSW0rL5WVkBZ1j5IpsLKGFK7FzATuNpydT1QyWHkb8CBYUAy6lOsYTWAQiuxT28gRWOlNHoWlAqYfNNVJo6nKKisLS0jkGMhOnsXVC0CECnSyuns7CNdoIIHWw2GoaXU6jYRSyrLwcIpfDJKpUilhN1rjREsN1QVThEol1FCpEo8IlxcKiPC6pRMRmoCK+RioxyKRmt71Kp/EpMb9UYqNScRpNyxVa2HxTcbmYxkbVWjuud6rVFo3GCks1MkjLF8rEgJwngFkcwB+s3LVn/8NbnhSKUBTT8wQwlw9BsEYCKKh0AY0hBCGVBNKAiBZVWkVS3GyPr177xONPHdq5Z2D46G/++cm5rpXbcu4qyMlZYLAEXb7Enn29//3R6R/8x+//9tHEj//zrTIGlHN3wYJC9sIizj0LSQsLGYvySMUkVl5ecU7OXXfOu2NeTk6O7jZarbo+W5lnW8RuXffHOfettt48znz7O5t/46nNTFrt+Ed0xz+y9apmrFu4SavEdTDNomlmTXGq6rlPq58/Vv38sblav7lavLqDJ+akrFaue/Q70VyBleobSfWNpHtH072jLT2jLT2jme5Tme5Tmd7xTO94c9/p5r6JVP9Eqv9M08CZpoEzHd2fdHR/0tpzrLXnWHPvyebek8m+sWTfWGPPaPrwePLQ8ep9H6UPfLLy5YkHj44v7TvWvPllU/WjMke72JQuYGvvL4Vrmte8/feRsbMXrhDEJEF8ce7C1xcuXbtKXLl8bfIaMXGV+NvIpecH/tMRa+Vjdo2zyhpoBJRulkiD4l5PoM5grmhoXLZx01MNde2Z9AqdMYIoXD5/fbyyzWGN2K1hryOqU9txpdWgccoRM48tI1NBJgsFIItaFwSlarFEIRQp+QK5WGIApWYu31BcCrF5Jq7AIgKdXKGVxTdi6rDWUg2gHiZbxxdaYcQnkjhYHAOM+Kd+IxBZcV3Cam9CsCAIeRgsHU9ghmRetb5SqY1j6giqqkAVQTHoYLJxCk0hAayFRZJ77iHn5fJ4HI1YaGDSsZIi0ZJ8No2F8IQaOhMpKuaXlUtYLEwkwvlcJZOBUEgSKgkQC3A9HvA5a0LexqpoJuipQ6ROcilcXCQrKoSLSmAmWyfDbGqd3+OPmyw+s8nt80T0GjsMqKSwekpUumBJHkkCKELhmnhlk90ZEorRkjImnSkSiBAmW1JWzi4rZwsABSDTyOQmBhcWgbpwvLl96ZaNm3dvfHj3S4d+eOTVX0USLTl3Lsq5a7EEVpvsgaXLtxzs+eEH/xgbOX012b5hfi7jzgdIdy8k359LeSCftjCPRGEIi4vLc3LumpeTc8e8eTkzcqubiZVx9W8ts1+7eXPOfasZu/dmhutzfmpzI2WfplVsxz9iO/6RzfrNzK1uoGp20zel6b9TeYNWNfs+q9n32Vyt31wtXv2hE3NSdis3+p2ouW9kTkr1jab6Rpt7R5t7R1t6T7X0nsr0jGV6xjI945meaWCdSfWfSQ6cTQ6e7ej5pKPnk9bez1p7P5uavFJ9Y6m+sYbukWTfWHPfSObwqeXDY50DI/Fn3sK7XuYb2ji6TJHIl8dzx5o3v/726AWCOHeFuEIQX10mvrpwaZIgCIK4epU4/+WFq1cmzxHE0V/82RhoZEImW0Va56llSvRC1O4INLQtf+Txp19qX/ZQY2NXe/v6+tq2dLLLbKuUyqxWW8zrq9dqXGqlHVdYlahRxEXYNAkgUitQixQyIqgNxhwMtjw3j1xO5kkAjUJpUyg9ao0fUwT4QpMMCzJYOjJdTWFoqCwcRH1yPMwRmSSgU6NNqDRRodhOIsvpTG1JGUpnakHI4/Zm4pWrcV2lGHCSyAoWRw9CblgeRBQVZnuj05dR6+Iw6kMwHyRzU2nysjKIwVBgqFuLh6SghUwC85awy8hAGVlSQhLRWQiHqxBLdEKhRijUcNkKoUDDZiCkYiGfo7CZY9FgKuipd5gjFn2ITVctWcApLcFKipHcAgmdiWMql0bv9/oTZqvfavFGKmoclgAGa6WwWqWx4Do7rrODUlVuXnlxKcNk8cYrm8xWHwip+EKZUIzy+DCFxi8qprP4EI0NsHiywjJOYSlfAumN1lh1/fLlqx9bueaJn77+9of/OhsI1y/Kpy7MI5Fo/MISXk39sucPvPLXD8dT7RvvX0Kn8jAKF1tSwl5Sws4rojK4YGkpZQpYd867I0d/W261+vo3wenlMLduhnlzrn2rbzl0Oqe7gbPQauc/Yztno9Wej+N7Pp7+JnjD8d2we1k0/dcq9/5rila1LxyvfeF4dus3O7DmavHmDKxsVq5n9DvRXIHV0jfa0ncdVVNq7h1v7h1P9YyneseTfROpvjPJ/rOp/s+TA1+kBr/I9J7I9J5o6Rtp6RtJ942k+0Za+k629J1cOnCsa+jE+uGPV/X9d/PTPzFndnGsmVwoXEJX0gTGhtb1b/7lxJT1+/LihasEceHi+UniKkEQVy5fvfQVQVwjiKsEcZUYvUhs2/uyzBARKb0aa5wvs/IlWpu72u6IR+MtXcseTqdW2cwVeq0n6KtNNa2wO2swhdtqjVnMEaXcqlE6VIhRjZq0CiuLIqJRxGKBQijUSKVGoVhfUMjnCeWI3GS1x0zWCIK5NNqQL5AJR5cZTDUiiZ3DN9JZ2jIywhEYxFJbKVmGKYJef0arT0hAB4mMlZCQwhKolISQqQoxYJdhfq7ABEidYsAuQ30KdVgosTE5OrU25vI2K9UVmDJotlSrNRU8Li6TOezWKq+7QS13U0nSsiIhh4FBMhObi1FpUhliUWvcSqWTx5XTqKCQpwREOCzRY5BZr/LYjGGLLqjBHGrECou1pYXiRfMZZSUImSQvKpaSylEOX84XqUwWj8ni0eEWpyNg1jnlMC4BFRJAwRPACKYzWbyAVJmbX74kj6TGrcGK6nhlk97o4vCkDJZYKEalsJorkpVSOWSGqIjEXpRHyy/hsHgKu7va7q5O1HT0D//s05Pn3/7LR23L1ilwC1sILc5nsLhYMrP2p794B7eEc3KWLC7h0fjyYqqIwobLaXwaS5xfUHp9wsqZlzPzm6BxRoNhtqzqLceGt+bat/qu7gZGsgNr1l7VjJT95nhVufdmPnWbpoFVNQNYdS+emGtWNXdgnZyTsgPr1HeifxNYfada+k619I219I019403940ne8ZSPePJ3olk30Ty8Axg9Z3I9F0HVvPh0ebDo1PAWvnySNOLf6vY8iO0aU+pNn0/EOVaM662HXsP/uzN9yemCgpTwLpKEJeJyWvElUni6uTUfHWNIK4RX58jLn5JxDMPlfDwYrZSovZzpWazt+HBjTvWPbTTbI24PdU11e3xeLNG6dBp3OFgg89dZTBF5UqPxRJVKl0QqFXJbZhUq5QZ0g1LjRqnWKgUCRRCgRqCTJjCDUrNVbWtbl+lyRpWa72YwqMzRgzmakjmtjuTFluD3ZVSaqIcgUGhDlmddRDqVuHRiugyNR4FIBedqSFR5KUkpKAIpNCUZeVoUQlUVAJhiqBWn9DqEypNxGCuYbB1EqlTrY0JxBYp7NIb4gBo43I0XI5GyNdy2aqyYlFJgQCT2WsSnRqtly9UlZWLhCK1UKjmcuXkcjGTAavkDgQyWY0VqYYVrck1HlsCAQxSIW7VB2ExXlYE5C3i5OdKiguh3DzR/AfYLA7K4mJWm9/pqlArjWqlQQ7hUhGGKQw8AQwjuMcXq63PZNpWJqqSCKZjc0FcZzdbfTJEKwbkCpVJrjTyBDCIaMhMAZMH0zlgfgnngcXkMrLE6kw8uOGpn77+9qp1j+15vv+Fg0MDL/8Elus4IhhCzfnFnFC8ZfTMtZ//5gNHoIHGlzNFahIT5EtxFk9KovIWLsrLybn7nru/Ny8nJydb32rmwYiZhJo5Vc0klHfGA+YZRdD3nVv+5N3+5ykSBR77i+/GnYh/owU6Ban4zn/Gv/9hYkq7PpreDHNbsj4dol+Pz5/7dEozf5xKqWr2HavZ91n189M/fjY9Xn3LhDXXrKqh++Ssqjs4PT1N/WaksefblO499Z1oCi6z6PDonNR2eLzt8Hjr4fHWw+OZ/vFM/3hL/+mW/tOtg2eSPaOp3rGOI+c6j3yZ7h1rOjiS7hlLHR5PHh7PDI5nBk+39h1bNjy6ZuiTjoMfhNYeUtRup6vC36Mq+XLbUy+9/MUl4iJBTHx54QpBXCGIiS+/ujhJXCaIywRx/vKVKwRx6Rrx1dfE1UniyiVi8irx/jujXR3bi8olqbaND2/bWxHPrHrw8T3PD6XSD9bULjMaKyyWqNNZ43LVGo1RjSZgs1XH4p0GQ9hiietxv1SiF3JQGaDVK+0W3O21hRGxWiEzWfR+t6PK567V6UJabbAi0aw1B/kSLSy3GyyVEOoUiC0mS63JUmexNRiMVWZrndeXMpoSmMKN60JyVdDtTXv8zQp1SAwAufPxAAAgAElEQVTaIJkbRj0SqZ0nNEKIW4WHVXgYkfsAyCEGbWLAptSE5aoQKvcjqBfFvAjqgSG7WGxiMjAqGS7M4y5+gEYqFiKQxWGO+Vw1EKSHYAOfLy8q4pDKBBy2TMhX6HGPz1Vl0vmNuLcynKqONBtUboXUKAcNSsiIiHExFycVikhFELkUWbCAVZAv0hv8uNYtR/GKUKXPFTRqrXqlGeTLxBI5lw8JRAiC6lC5vqGx/fu7Xzpy9CdcPrRgUTGNIYRkmqlOlkCEIJiOyQfIDD6JzqcwRUJQTWdDSwpYYqlu66PPPbtvcMfuQ6vWbV+5bsuWR3e6gzG2UArCxgcWUWzuqv/++Mzp88Rv3/qoe/jnr/z0j0yh3B2qD0brIEy3JLcwJ+euO3Lm3TnvjpxsfasZN+Vnp5VzBq3cD78zRSvvrbQKPPK+a+vbvpnAevS9qTsRcw3XY98E1q6PErtuCdfjNw3gLZ/8qm4S6tNbfzxWc4NQU7S6PlvdAFbdi8e/q3A9G7Cmvd7UjzfANJpN3x2wxmfX/y9gnc70n54CVrJnNNU3lhk403HkXPvQ5y2HJzL9Ex3D55p6x9L9p+sPftbUfWLlK6dTBz+yrzsqSz1fqkvfLQyytbG2bYd+/9eRLwniIkGcPHPxynVCXZ36w2WCuEQQVwji4jXiCkFcnSSuThL7nj8SCiTVcr/dXL1735HdLxxZu2mnAveqcG9d44pwJB0MNTkclS5XdTCQjEQyPl+T0RTFtRV6Q5RCgQHAqFG6lZgDAXQKmclpDMQCtXKpFkfNAXdVha824K0P+ho0moBMZlfrvSBiLKdD5XRIBFr4IgOFrmJxdAgWUOMxvaHS4WzyB5t1hpgYMIokRi7f4Palne6kDPOq8LBWH8cUAY02qtZGtIa4wVxlMFUpNRVSmUsitQOQQ41HcH1cZ4ir8Qgm90khBwhYAIlZBttKi8UFS9hCrlqO2EGxHpYYjHggHEm6XAkUNYtEKimoE4tUIr4ChY1Oa9RqDJl1/oCrymGsgEW4VKBGJTpIqJZw5SKOhloKUsswKgkrKBCxWJq29vXVNe02qzdSURXwVPjdFX5HBY4ZxBK5DNWyuaBQhIKQSiTBQuGa1374usXmLylj5hdQKDQ+lw+BUpVQjEoABYCoBCBazhCUkDlMrozCBApKuGQ66As1rFjz6LbH927evmv1+q079ux/6JEnnL4wpnSQaaBS6x08+su/fnTmD38+9qNfvPOXD0/v636lNr2CI4DLKFw6nfPAgiV33XnnvJycnGx9q+mb8jM/Bc4I1/8081Og5+F3r9Nqy3u+GbQKbHvf88g7vunTWzeaVv9GuD5lAGfSqnLXR5U3gDVrXHXbeHX9q9+NUeuWeeoGsGaOV3Uvnqh78cRcw/Vs1q+he2RWzRyvpmnV1JtVzb1j34laDo9n0VyBdabt8JnW/onW/onMwOnMwOnMwFhmYKy590TH8PiKI6eXDpzq7Plsae/xFX0nVx4e6eg71nro442vjmx6bbT+8Z9okt8XOVryQB9Joq/q2Py7t/92kSAIgrhw4QIxeYkgLl+avHRp8tLUkPXVVeKrq8TFG5WrT05c3vb4QUTuWZLL1enCD23cdWToVy/sOdTVvsZtj8CA2mYOt7WsrazstNkqcW0Y14aNpkqHs9HpbNIbKuWKgEzm4XJUXI5KKtHrcX/AWRn11ycCdYlAHSpWu4yB6kjaa4s5bYmQv1Gj8omFOh6oE8JGGldZTJEyuLhIamVx9aXlqEYbU6kjMsQNQQ4YtvF4GgoFpFKlNKbS40+bbTVSmdPuqrc66nhCA4uLowqvGLBwBXqhxAzCdkzhM9tqKqLtNnudwZjQaCpUqqBS6cMwNwLbYanVpKsQC7TUcpDPUahQu0HjM2sDNkOF31+j0TgZVImQL0dlRh5bxmFIOQwIAbRy2CCXGjBQL2DA5QVsZplQxEIkbETIgCQcNZsso5FQUjFUXCiGpbbGxmV1dR3hikRNVWMkEIuF4n57AAMUoFQlBuS5eeXFJQwZquULZFJYvXzlxrr6VkCqJJE5FBpfJMHkSiMgVQJSJUsgARClEMRguU4IqgrL2KUUIYkmLirj6c3Blo4Htz/x7Iq1Dz+9+4WewaNrNm62OuPfu7+kkCRYvf7JvftfeanvxwOv/dfPfvP+b97670OD/5GobfaGqurqUwUFpfNycgry83Oy9a1m/xS4KcunwM3v+qY3LkzRatv7gW3vB7d9cN0D3mgtfLO//v8xq4p/k1a7P67c/fF0VX0mrSpndqlm4ukGsL6Jp6k/30ar+hdPzDWryhaWZ7N4N5zgdVrNYNOpWdXcN/adKHP49OzqPzUntfefae8/09Y/0dY/0TpwunXgdGZwPDM43jZwqnP4dGf/SPPBf7Uf+nTV0Pja4dMr+k6ufe3Mxh+fq9nxe1nTPpp9RQ6/Ig/0uVoeO36BmCCuw+jatWsEQRDE5ctff3mZuHyFuHKFIL6+NnmRIC4RxEcnzj938JWG5g02b4MItGiNsda2zRs37l7asSXTsjHir6qJNcXDjQ5ryGoKmQ0BhcKlUnmkkB0ArRLACoA2AHSAUicEuWSIB5HZeVw1l4liMqvdGHSZww69z6b11sfSqeq26mgal9sUqN2oC4qFOioFLiAJKRyUwsIKyyVlVJQl0E0BS6tLIKifx9NRKBiFAlMoMJ0Os9lyRO51+1IaXUQEWIyWKqenUSK1kSgIh6+jM5VsnhaRe/WmhNVRF6horW1YY3fUG4wJtTqkUPhRxCWDHQrMrcNDPJZCxMd5bDmTBsMSvdMcdVliGsyhxd1CgTx3MYXLlkEATikX0skicimPUS7iMiA+A2KWi0j5rNJcOq2YxyFLREyYTwPFHDWHipQVSXMXcBcvYssgRyhUV1XVEo/VBANRrVJvMzocBpcGwXV6JyrXc7jSwmIakyWBZBqVxoKgulBFDaYwAFIlXyATiBAJoODwpGJAzhIAEKbG1MZodZPDG6cwJXQOXEIWlFFFTC4iU5icvoRSa/VWVK5a//CmRx7fsasnFEnFazpePPRa75HXn9jVs33HwWcPvHLkh79+bOf+3sEfvPLD12Px6pycu+6/97475s3Lyda3st9Gq+lY/TZa3XjGfIsT3PZ+YNsHwe0fBLd/MH0kYvpi4P+wx+qZ/76NVtOouo1WVbs/rtr98a1O8Pba5zfxNNP63cTTC8dvdYIn6l48Uf/SyfqXTs61P5XN+mWzeN+kVbLv1Lcoq5Wbo6bs22yaK7C+aO//om3gbNvA2dbB062Dp9sGR9sGRzv6j3X0f7as+8Nl3R8+NPjZ9tfGHur7uHP3W/Ub+5DA6nI4SJaFYEM0vfKJ//rD+5eu5+bEJEFcvHzp0rWrVwliaqqavEZcvEhcnSQuXSF++qu3O1duwS0hhkBRUZnZsHXX40/tX7Zia2vzuqp4m99Z7bHGE95oQ6Q26IgYVTa1wqXT+LT6qFwZAGAPCHsAwMHlGjgMlZCrlUtteqVfo/CqFR6t0oMr3QqpAZVorRp3VbB+TceG5S1rUjWddn1AjTlVqJ3HUvLZqhI6VMZCyhhoKR2hcXCOyMgTmrkCE5OF0xkaNkvN42rFIh0MWVDYDIMGgzlhMMdVeFAMWkDYbrHXuH1JjS6sNURRhRdCHIjcLVf5FeqA3hRzuBuMxrjJlLCYKw36KAI7RAIdCtksxqjFGDFog1qFWyN3GtQehykcdFVH/Q1qhVUiUlDK+YBYBUu1bKZUxEV5TCmXBnDpII8GssqF7HIRnwpyyRIWScgpF7LK+AI6xigDinNFi+5jLlnAQiGH1x1PxJI1lfVeVwAFEbPW5DQ4rLjV6Q5HYvUNje24zs7mgnSmSK40wgiOKQwSUAEjOJcPkcgcEplTUspksiUSmRxElQIACUSqE7UtVmeFw5sQAComV0bnQGw+zJfImTwAkClRtTZcWTt09BdvvfvJL3/7wcDRXxx++Zfrt+5uW7n1+e7XXv7xb9Zv3dl9+JWf/9ebtXVNOTl35S3JnZeTk5OtbzUjt7qZr888GzFFq+msfTZa/TW0/a83o6tH3ws+/v5UuP4tT22i36TVNKpuo9WeT6r2fDIjZZ/hAWek7N+0fjUzaFV3A0/TKftMWjW8dHKu/alsk1Q2izedsn+DVmOzKruVm5umTNwsGhibk9r7z7X3n2sb+Lxt4PO2wYm2wYm2wVNtg6eWDZ1cNnTywaHj64+Obj5youvFD8JrX1NU7+YYmymquiKxO9jy2LufnD9HEBcniSlgffX15WuTk5MEcZUgrhCTF65dOX/l0uQ14vJl4ndv/HX1g9vDlS2r1j/29LN9W57cZ/NW+6KphuSqxtSqylhGJjVadMGVnZsbwrVV/rjbHPDbwz5XTbQiHY52AlK7QGKHUb9cEURQHwY7cWXQaa4Muho8jlqHpdJiqDBpgxbc6zaHq0MNbQ1ddZFUqqqtK7Ouqard66g24H4Utpl0YRnuFcBmCkdJ4SjFsANE3BKpSyrzFJdAxSUQjYZxOLhQgMtgqwK1gRKtRGoFYbveFMf1YYHYCKMuq6PWYE40ptZHE0st9hpM6ZNhbp0x6gs2V9WucLsbzeZKgyFmMsZxTVAG2VHIqlX5Hlz1eGvz+pp4W4WvwWOLe2zxeLCpuX45BGr4XITDknJZEIcp5XMRCV/OpgECJsyiiFnlIiZJyKMCQgZEL+aWLaFRCpiUAiarXEopEpbmS8oKAHKpVKcOGvUeqzngcQUsJrsKUQVcfr/N7za5puoLre2rWttXLVu+HpXr6UwRjOAyVAtIlQqlSSBCysrZFBqfQuWzOIBQKgNRJZMPIEqd2RGKVqU6VzwUijYtWEImUUVcEcoWyDhCqVCKLcwvLibTvYH6V374m39++vmR1369+4Uj254+8P0Xhvtf/VX/K68/u3/4xYODP/zpr5999oV771swLydn/n3352TrWzlm5la3b2GfLi78eTprn5lb3aTVo38NP/W3wOPvT/Xag098cH2x+rfvsZr1g+A3aFW955PqPZ/MQqsbqMpi/WYJqqaBdQut9o807B+Zq/X7lvhpVs3MraZRlTqcVZnD49+JWgcmsmiOwBr4sn3gy7bBL9oGv2gbmmgbmugYGukYGln/g/HlQ8eW7f9Levcfqja9pmvYzTOtLIKb7l1Iq25c9fov3jr7+bXr5akL54mvzxOTXxMXz129dpkgrp0jiPME8TlBnCaIg/t+uyyzq6F2w949P/zNG38dfPnnqx96uKm9A9Oq/dFwfUPKZneHvdVVFU3pxLKos8GpsbTVNC9rXt3VssbtqoOkFrWuEpYHmTyzWOqVYwG1KmzXRypc9TX+hmpfvctWrdcEMciixhx+e7wu1lIXTkbclR5jMOqp6kytSdcuDXnqPbZKmyke8iXtwSbcFmeK9CV0hCuxCCEHV2AWiG18gYnB1LCYSgZdzqDCUrFeJbdBoE4EmBG522yrcrjrVXgQhG0w6sSUPn+oORxr9wXTBnMc14ftrvpguDUcaw8Gmu22GqMhqtOG5agLllqN2lAsnKmJt9dVdibCabc1btUFLLqAXuFEAR0oUfE5MolIQS7jUUl8tdwih/VcBsgii0gFTGoxh17K45SLOOWisiW00sVUagGTXszmkCFqkZBRjoo4OkBocFiqfJ64VuPAVTolplYhylgwGrD7nQYHjw/LlUaHq6K+oW3Xnv0eb6ysnM3hSTGFQa40ujwRjdbG5oJ8gUwoRkUSTCiVSTElH0BEECZFdSZ7sC65NFHbKkUNgEwnBJU8MVZO53LFMJMvonMF8+7KhzHLCwdfff037/e9/IvnDrw6/KPf7tw39NSe7nVbduzvHv7tH97bsXPPvHnfm3/f/fNycnKy9a1mvra5aQNvodX0ePWeb8t7N2m17YPg9g+maBV69K/hp/8efPx97zSwnv77dWDNvcGQDVjXn9Tc+kFw6pvg9DxVe2tWVXvreFX/0ompb4JTudXUbPU/AWv2nlS27CmbZqbsU8D6FlqlDmfPnuao7w5Y59sHzt8KrNGOodGHf/J584G/+Te8htTvoZtWLpI25AF15YrM8wd+cHxs8tokcXHaB178irh6iZj8mrh8fgpYFwhi4tKVvcOvgSZH/gIk0/jkwf2vP/fsjx5+ZFfXqq3ppcual3VVNtSt2rDumR17UulWt6VCjZhqg5llTeuaE02rW7o8lpDD4LdZK0UCnQBwgDIvX+IUS70w5EIRn1VbEXLWReyVHl3QpA/bzQmnJe6yxiPe2tpoc02oMWiLmpR2m8Yd89cHHAmHORYLpStj7XXVXY3tm2qa12osCaZIJ5G5YGUAgN0Q6kMxPwA6IaldClqlYr1e43fZ4wadz+VtdHkbDea42VblDaSMloQKD7q8jfGqrsbUusqaFWZblQoPmm1VHn/S6WkwmxJeb1NFKGPQR6hkmFQq8XsannnykMMStxojWoVLJtEjgF4BmSChmlUuQSCdWChXKSxsJggDmuamrobqVrc1TC/jl+bR6aU8DkXMpwE8qoRezOVRJGySgE8VCxlyRqmEx1DLIZcSdXkcdVWJlMNW4XMHQv5wyBOsT9RqUZxP5bE4AIrptXqHDNUmKpOQTMPiAFJYLRShCqUpUZV0e6M8AczhSQUiRChGJTKMzhXQ2EIpplFqbUqt3WyvsHviFmdYLNVQmCIxpCoopVKYfJ3FrjFaZJh1/iKyJ9R4+MjrP/nVn3c+N7j34Cu7XjyybsuOhx7d8+TOfYf6ju7a9dyChbnz77v/jnnzcqzrfmdd/3vb+t/b1r9h3/CGfcMfHBun9Efnpj86H3rT9fBbns1/8m5527v1Hd/Wd7LdDczWAg089UHgqb8Gnrrl3nLomax7rLL1qmZJ1vdmSdZvzFC3J+gvnah/6eT1+1dTx0f3f9aw//qiu2x7prJnUv9DYeo2ZcukUv2jsyrZdzJ5+GTy8EiqfyTVP5oeGE0PnGoemFvAlOk/lR6amFbz0JlpZYa/mFbr0LlpdQx93j70eefgROfgRNfAqWUDo8v7Ty7vP7ly6FRH97HW7hPLhye6jp5v65+Yeq7cNjDeuP9Y5+Cp1a990TVwbNWRkxuG/9my93f2zFMiz1LQFAdN8UKyQGcN/fGNd4lJgrg2SVy7RkwSxCRx9QpBTBJXCeKrS8TpL4hLBHFhkhj5nHhs18+ESILMC0Ga5vrW7ZWph53+ZocvXV3dWRFKBd3x1qZlTfGmZemula2r2hs7OlJdG1du3rz+8Q2rt5r9cY09IDd45QaPzVur1AdZXLVSEzAaozKZXa104iq3VKxUyc0hXywSqKyMh/weWyjgaairam9t7Vq6rKqyDkWUgESOoTqDwW8xV2g0PrXaGwikOjq21LZsidSt9UaXg4oKttDBFNjKaTopUgFCPoUq6vGk6urXNtSvCgXTLkfC7apyRTtMvpQ72hGo6jK6G9SWSr2jRmuritUuj9Yuj1R1KnVBKWoz2RNOX3043hqvfzBRv1ZjSgCoW62P8iUmEWCqrV9lMkUtlpjJGDKbKow6HyBSs2igRKBksjAANJaW8plM2G4NPLpt55PbnrHqHQKagEfhCcuFApJQXAYiDDlMkTMWcjlUiEGS8BlyHh3l0hFGOUgp52pUFr1e7/F4fEGf0WKUKzUKtVajtWu0dq3BajDZFSo9CMuFEhmbK0EwXaKqSa40iQGFQmXRGzxsDiwUKWrr2mGZXgwphCAGy7VMHsATyzzBeEO6Q2d2oWqjUCoXACidK8kroS7MKyUz+ArcLFWrWKBkfkFROYe34ZEnDx/98aNP73tu/+DBvh88+uTz2x9/9qWDR3Y/e3DRkrI7716Qc8f9OTdo9XvbhjfsG964Qas/ODb90bnpj66H3nTfAJZv6zu+re9kuxuYbY/VFK2mgBW6eSA+6x6rbL2q28L1yizh+nQ+dVuIXn/D6M247f5Zw40Fnt9yfGGuIXo2zRlYU7Q6PJLqH0n3X6fVvwOs4Yn08ETzlK7T6mzz0NkbtDqXGT43E1jtU8Aaug6sroFTKwZGVvSfXDl0auXg6PLhMyuPnO0c/qJt4Ezb8Pmu1y4tO/L52h9fWnH0TEf/aNfAp7Gn35Anv88ObiJr6yW+LqG2ggrb65tXvvO348QkcfHCJHFt8sqFC5NXrk4xawpYVwniEkH84e1/da7ZbXSlxWglD4qafetijU8Hq1ZX1Kz1R9ojVSuamlZZLFEeHeAxgKgnuiKzcvuGRx9cuq46XO+zhtzWkMcWxh1BpcUrw52Q2uYKNnkqUqjCg+vDKOZSqXwquQMGDVKxUoWZPI5gdbxh9YrOpe3prs7W5UvbO9vbO9ra62qbrBanFFCqlCajIYDjbgAw8PlqDHM7nLXh2gdNnrQ90K4x17EEdpbQIQK9XKETlHohWcBkqq6sXNlQvzISzgQDDbFos9JcafQm3dF2T6zT6k9p7TX2QCrRsDqU6HAFUzZPnUzlUekCoVimIt4aqWy3edOVjevitauDsaX+ilZMHYBkjlA4E421RmOtXneNyRDC1S4I0Ir5chQysNhyLk+l0bgaGrpSTZ2bH3ri4XVb5JAKESKsMharkCWhAjANFZeBIAnBGBoeXUYtEVJLxGX5fGqpmEWF+DzI7QybTCar1Wpz2sw2s0ZrUOMGiy0QrKg1W124zqzRWXCdRYZpRAACydRqjQXB9DqDC0Z0sEwHI3q+AAsEa5Op5XSOmMoWQRgOYbgAQOUaU7w2VZdqV2gtVldQrbcxeUAphb24sDy3mMIHUFCl4ELSQir9e4tz6Xywrrlz1/N9/S//9EDPq99/tmfPc72Hel/d8f0X5y8ouuOu+fPunJ9jmzlezZytNv3RuenN24H1yLvZ7gZm22P1zfFqGlXfch/wm/PUXMP1bCH6zdvuN8arxgPfdnwhW39qrllVthA93T86q26l1WjzwKnmwVPNg3Pza60DY83TtBqeyAydzgydbh063Tp0unNoonNoYunQ6aVDp5cNnl42eLprcLxrcLx1+Ezb8Jm24bPT6hg62zF0NtN7qq1/vPPwWHvvaGfvyLLDY119o53dJ7b8+OT6ox83PvNrTfMLPMcmEr6cjS+VOtbLre10MMKTGtduefb85YtXCGLi3LFJ4tz0C5uvJ4mL14hLBHFyjHjlh3+02upkqIdMQVHMW1+/ZsXKJzo6t3q8jZF4R1XtilBFi91RbTJWyGCzArVGQk1PPvrcE9v3rn/w8epERiV38NgYi4nwuUqJzG9xpSOJFd5gezyxNBxpU2J2FDZpUKNRbbdrrG6Ds9YfW1rf0tXQkonXtTS1Lu9Y+dC6rQ+t37q8c21LcmllPO20RRDIrFV7zaa4QR9RKQOIzA1BLhCw1zescrprVSq/Wh2Qy/0KRUApDzLpagHXwKKrxHy9SRcNeutD/oZ4JJVs6DK5Gv3xpZ5wm95eq9BFRLADUfqCsXZM5dOZYoFQ2uaoNlliDleNBvfLla7Kqq5ly7avXvN0S2aT35+USi0sphyQGEKBpqC/yWIMa1Ueqyli0gelEh2bIQMAvUiEe9yV27c9+/STzz31xN5ND27x2gOZula3wS2hApwSnoyBqfi4kqNVsHEeXUYu4pfl8woXMSklIj4Lk4LKUKDKarXqdDoVrlLjKlShxpQalyeaTHelM524zgLCcpXGiCl1CIbjOpve6BQDCjVuA0C1SmOLJ9JmSxDBTACIq3R2jlBWRGLT2IBMYQQRXIpqDVZ/XbJz5dotkcokT4wVl7PvXVCUc+cD35ufT+XzBTIZqNDIcH0pjZdfxohUpZ/c+dJjT+176dDRV3/wy/7BH29/7Pv33pd7x13z77hrfo5t/RtTs5V9xmB13QzeSiv/I+/6H3k3293AbK9tplB1G63CO7LuscrWq5pruJ4tRL9+sO9WWjUdPJFtz1T2r35zy6qyZVLpgVOzKtU/C61a/g1gHTnTfORMy/BEy/BEZngiMzxxHVjDE53DN4A1dHrZ0OmuwdNdg6dbh8+0TgHryNn2I5+3H/m888jnnUc+7zryRdeRL5b2j7f3nVp95Ozm/7i86Ydfregfq9j2Y15sO8n6IMP7kNj3iDyxQx3aXi5LU8ShEq73sV19Zy9dLyhcnjx7efLMJYI49cXF81eISwTx948mtj6+T2eKlpEhKexMtzy8bfuBbdsPtLdvTSSWVVd3hUIt9U1rg+FWXBvSGcKJeFuyaVVr84MPrtre2bquoaYj6K9zWCNGXUCjdMlRG4pYxbDX6m6JVa2ye9Jub1NFpM1hjbkdlRaty2UOZGpbHlqx8ckNjxzY8dyLT3x/ZVOr1WBPhKvaW5YtbVvRVNcaCVabjX5UZpAINZjMqlEHTIaoy9ngcSe12phQaG5sWpNMrVVrgijqctjrtdqoHAugiE8sNLPoKiYVA0Umoy4Y9DXU13S0Z9ba/c0WT1Khj0kQNx+0MPg6vsSkNkQhzKnWVXj8jSZrXKMN6AwVmNwpV7oCweZQRSYUarHba2QyO4uloJClpDIJpRwM+puWL92SalzlsMZAsZZJg9gMmUCg5nAUPC7m9VR1LVvf2rIi4ot77cGALagCVdRcGnkRBWUp9IBJwcbBcoRNkVKKBdQSCblIyGUgUpEWkqrczrDNZtPpdKgcASBAIAZBGLXYgtW1ma6VayOxGoPZgSq0QrEMkqlsjkAkVi9XmhQqsxTCuTwZX4BBsE6psgGgpr1rXUN6KSDD84ppNDYAYXoBoJDAmkCkds2Gbc/s3v/cS/3P7N6/dOVGsyNURGILUVSm1eaRKDS+GFLoiygcKguE5aZIPPX09w+8/su3XvnBLx5/cs8DC4vuuPP+eXfen2P/Jq0eetN1XW/dANY7vq3v+h9517/tz9lWG2d7anOrE7w5VX3LfcBZe1Wzl9dvoOqbvarpz38zadW4fwrPoUQAACAASURBVKR+/2cNt9Pq21YGz9XiZbV+h8dnVfMNr3ebUlOj1g1atQyOtQyNtQyNtw3OTS1HJlqOTGSOTGSOTLQNn24bPt0xNNYxNNY1PN41PL5i6NSKoVMrB0dXDo6uGhxdNTjaMny25cjZliNfZF7+IvPy+daj59uPnu84er61b3TVa+e3/vjLTa+d3dj/r+Uvvt/wyE89S3v4eAa2LVc4lml9q4yedh4coLHVsMJntFTs23/k4jXiMkFcIIiLBHGeIL4miC8I4vQ14u1/nn/4mQFEGyVz9XJN2B3INCXXtbVvqY5nQr7aWLC6NtZYG60xqgx2c9jrrIxWpNszGzZu3NXVtT0cbbfaazh8PU9olEhtmNKv0VboDTGLtdLhrDOpql2GZNCRtmmr/NaqhD9l1Thwmd6E6UI2/8p058ala1Y0dmxoX/1Q5/p0uEGn8LjM8YCz1mOtshliOqUfklh4LDWDIpfwjQjkwRCfWhUx6KtwTVwG+xKh2pUd6+oTmYivtsJTr1d6bPpoPJQJ+5t9jnqTLqxRek36UNBbHwk1hfx1Km1EILEIxGZU4cd1EbO12mavMRrjen1Yo/ZbTFGTIeyyV4WDSasposf9OrkDA3QKqdGk9rjMkYCzymNL6FUelzW+cumWDWueigSSYgFOLZcKeRq9JigWaUQCFYcFc1kyJWKQgRoxB1LJdKwyTnkelV3MNWHWKletW+2TMRSScphWKqYUC5hkiEECJTy1HLZgiM7jipjNZqvVqjNoYRQWARCMKtS4Tat3mqyuusbmplSb3emHUTUIK1Qas8MVMpm9VTXNLZlVgWCNGFAxmKBCaU2lVzi8lZ5gbbymNV6dEYEaUKYHZXoKA+SKFBZHdP1DT//i1+++/Zd/vf7rd/cdOBKMNHqjiY5VD2qt7oJyejGZwxYiAKzLL2ZSaJJwNLnvhcM/+o9f9x0+WlrGyMm5+4477s25mbLfCK2u6+G3bhuvAtv+HNj252zrYrI9tZmRss/wgDuz7rHKZv1m5la3o2q2XtXM3GoKVY0HRhsPjM5I2U803tiHlzx0MtueqblavOzWb3xWNQ+OzarplP0GrcYzQ+OZuQMrc+RM5siZ1iMTrdPAGh7vGB6/DqzhsRXDY6uGTq0aOrV6aHT10GjL8JmW4SlgnWs9er7tla86Xvmq85ULS4fOrHz1yweHRhv3/MW9chiu3Ml1rKfol8O25f7kTrGmiQZGvfEHlaZGm7vxRz9778ok8eXXxLmLxLmvr7+k+Yogzk0Sr/36H4nMw2zYKdVGnRUdoepVdcmNmc5HI5G2ZHJdU93Sprpl6fq2VF1ra2MmHogZtb6Qr662qrOmst3trlcqvZDMgco9MOaBUQ8I2YVik0hiwhRekznuctcH7W0uY9Khr1FJvVrEaddWaGCdEtRU+eMNkdraQDxo9vh0jpDJGzL6vLjToPLZdBV6pU8B2zSYB5d7UcgBA1Y+W4tCLrWiApa6eByDgG+WYyGzqS7iq6qPp5a2rFnRvqE6kqnw1NfFl1VF2ttSG1uTG6rjnU5btc0c9TirreYKDDHrTJUQ6tEaE5H4suraVdW1qyKRdoMh5nTWms1xl6PaZIgYtEEDHgBEWiFPJeHIIYHaqHJXh9OrOh/etObx5W2bamKt6YZV7c3r4xUtaswlA80IZIUkJlBsgKQGGWzyuit1GjeLJqaTBbBIrkb0YiYoZoJqQFsTqN+87JGN7Q/HrNUYW11eyCsv5DFIIKVYJGDJFTKrRmUJh2rMZrPL5bK77FqDVoXr1VqDDNNzeDCdycOUWqvdG45WxysbDCanWILBCC4GFC5PNBJtbEwuXbFys9uToDOAeCKdbl3zwGKyBNI+9vQLbn81KNPjBh9u8EKoCVXZEKW1tmnZ40+/0Df4Hz/62Rs793T745VtK1c/s/fFlRs2iyBVOUMkRQzlNPG984vLyIJItOG5/8fce0XJVZ7p/j1gnAMO2IBQ6Fg5h513hb0r55xzzrlzK7bUrQhKSCAECDAgqZMS4HFgfGY85ziOycFgstRSq1sJLHvArv9FS0IINR7917k4az0XVbXq+rfe7/me73n3PH74yE/bO5gtLbfc/KWvtVx7J7j6t4bVv5unlXHN768F1vrnF9obuFCP1XVodRlVX1Bh/Plh6sqd4NVnwKvvBK/JVc3fCX46W+2bvgSsfdfOVpfYtNCaqQWA9cXhg+sc/RYAVu7gqevqCq2yB0/lxk7lx2by4zP58ZnS2OkbUnHiU5UmTpcmTpfHT5fHT1cn5qoTc/V5jc/Vx+ca43ON8bn82LnC2PnS+LnyxPn65JnG1NmBqVMDUzOjR0+UHvgvZ9+jcGCEqyuy1DnYXFR4e922Ep+t+f6tXZFA7a03Zv5yoXni+Ll//KN58ePmx83mhU+aF5vNC83mb1+fXbtrIlLb2MW28uGgTJMmdTmVMeWNDCRyQ55gxWKP6k0BgrB4PMl6deWKwQ3rVm/ta6zxe/JalVfAV1O60E6qjMlRs4VmttCMESGFLqXURBHcBcMmkvAYtQGjLhjWBQygFqMj1Nu6eK1cl8qRDWQHS4M9paGEP6dTuuSoUUm49ZqggvChkEUGWbVyH4HYEYFeBtvkiB0WmxDALORqEcAswZ0IZOVy1CymAkXsRmMq5ku5Tb5crNooDBWS/eXMUCrabzelcunVmeRKr7emUoUJhd9oThktSULls9vybnc5lVxeKY9m0ivczoJeE1LKPRZDVCF3kbiVS8c7l/JpbWJqq1DMljEX07WwOuaI1RK11Y3htX2j3fmhdKAY8eSSgbJVFwK4JIuKc+hSAVeJQSZap4jeJTZq3FJES2nldC5l8xkQwMWZbTx2h0BIhTSYoZbo2bT8nnywIuqCb/9ux123Udvv4t11G6NzmUDEIWCQsFn8er1epVJJ5BJUguIyEpMQQrGUxhBx+MDipR1LWylyhTYQSlpsXhAmODxIIJJweUhrG5vLx4qlwf6BUYXSFgjmnv33F+zuNIDo0vlBCDNAmCEQqawc3mG0RnOlFXyxkiskewc37d136NCxXz39r7/xhpNsERxJldZu3O7wJGhsaNFixuKlrNZ27q3fXdLayrDZAqMjW5Ys7mhpufnmm265BCz91ePVJVr9zjj8e9PwH8xr/8sy8kfr6HO20efs659fqN9qobeBV+4EXZ+9EPyC/YDXzVVd7bKHPpdg+Hyu6orLfvV4lXxk+jO+1ZXZ6gv24t2gJ7UwsE5fV7mxU9fVpbPhPL/mx6vxmfz4jdGqNHa6ODlbnJwtTXyq8vhseXy2NjlXm7wMrIm5+sRlYB08l78KWN1T5wamZgYPzfhG/hVJ3U/Td9P13aizD3P1Q8Y8X5UE+Ia7bhd019Z/eLbZ/Hvzk781//GP5l//2vy42Tz74T8uNpvvz30SLq76xp2spTzNMr4WlCXU5ro3usoTWWXz1JyBbrsnL1G4TJawy5sOR4q9vWt7Gqu97oRB45YgGkCoAkUqCDSiqAVCHSLISufpl3XJEVnA7usOxwa1hiQg1sOwSa/22S1xA6jFqAhGR2RsPGDwr6qsHCgOVBJVh8GHCuQgn8RAjYivgsU6BDRTOzGVxG3TxXVkAAfMmNgM8LQsmpzLVHAYChZNzuOoMcQulXow1IHjLoUimAhkot5kNlpJhYqV7PJafqXbmvM6CquW7+6pbwmFelXKkIzwmixpj7/iCVQM+kQ8PlgujeRza0KBukrhJ2UujyPPY8vblwoprSJKq0jIliklVhI16QinDtH0ZXvuXnX3SN/I6sbalbU1PfmheqY/H+tOBitmTVAKGWSoFYdMfDbJokmYVJDaIeCz0PYlLD4T5tDAtkU0VqeQ1c7ndApRrlQvtfiN4bA1roYMbd+n/OBbrYt/SKMsEy+7g92xhM+moWwWoCCMDocDx3EGm8HmsoQALARggVgKQASh0IoAlMESdNHYXD6kM9j1BiebC7I5EE+AwYiqo4vHYEKBYE6rc6OYbvnqbb/5w5+PPPWfiUxfa6dIpnBoDAGXLxeO1x9+7Cgms3zn++3JbP+K1dtWrd358GNHV41uAXCCJUA4IkwAEEwuungZW6P3kAprZ5fga1//wXe+c4dBb/vurT+8+eYvt7Tc3KJb+ZvPWFeXaTV/J2gd+aN15Dnb6HO20eft65+3r7/h1r0rjtU1WihvtVDB3nwR6Hzyc55W0Qc/SD5ycqG81efHq+Qj08lHTi7ciX7iurqqO+Gfx9DTT57KHjh9Q8qNzdyQFgJTZWLuuipPzOQPThfHT9UOn6lMzeUPniqOz/U8dTE/Npc7OJs7cCY/djY/dr44caEydbF+9L+rT5yuHzizcups/4GTo4eOr3jyz/b6g2LHCqEuizlqAoUf1EVIW4wnNbdx8dvaeXqN8r9+9+v5gMJfLjbPnmv+9ZPmXz9pfvT35iMH/pipbqPwLBSBSufMuuPlWKk/4usLe3t8rorbXlSSPj5XBcEGgzGSzA3F0v3eaLfKGKXx1Xd2QHd0oIs6MS5PC0JWFk/fTpHzAJtCm1LoMhgR+d5t3DsXgwKeWoLapKBWJbGYCasCVHHbO8I2+/qhNXvu3jk8MBL3pZzmmEHltZrTCGThi0wAZKNzdR10BVtsgeUBDeFQSiwSSAcLVQqp1W1LgCKVgCunU2AuS8JiSeg0lMuVQ5AeRgwgqNOqXErCplZ41KTb6SiYTSkWSysUWho99zo9vYQ6abCVHYFeg6NM6hOkISmTOHWasILworAZEulYNElXG8BlyiitIpCvJFCTwxgJu7MEYkT4ZMiVaSTKK8v929ZsGelds7w8NNK3blVjeE3vunpuoJEftOkDIFcugXSISEVrB6htYj4DYnTw+QwI5ElZnSLKUg6zXcjqFENcGQFplagh7EiG7AmJkBTRIPpSNr0dWPIjOpuCCpgyEZdYdBuNwwK1apvZbNZqtTwhb2nb0vYuGp3FFYilSrVNDOEITohAXAzifBEiAnGj2e0PpugMEZsDASCJoOpFi2nhaHFy6ucmc4BUu9P5wV17Dj7w8FQ02Z3KDSQyfV006Pa7mGtGdq3fvHfTPQ+X68M0FiYj7Zn84L7HJ1987d2f/dtvFRr7D37YcdvtnUuXcag0cPv2h62W4Jdu+sZ3vvXD733vtu9997Zbbv7Sv7S0tFydYJh32Y1rfm8c/v1lWn06W10C1g3uDVwYWNfPW31BI+iV8uLw5fEqsnDe6uq0emLfdHLfdPKRk18IrOsvZbjKtLo6hn59Bz395Mz/a8DqeepCcfxUdv+J/MGThbGZ7P7p7P5TxfG58tT5yqELpckL+bGzuQNnC+MXihMfFsc/LD8+s+HZ5vLJucLeN8Lrf4HG72cbe9vlhQ7EKzLkOXI3BTK38eQ0UB2vrtxz4OmPzs01//Hx3z9pXjj/t0/+3vzk780Tp5vP/OwdqbpI4TgQMi7VZv3pwe5VO7tXb6kMjVr1WQLzgQKjQuoz6GNaTUhnCJvMMa05gpMODqCl85VdXOWiTuS7iwS3LhLgErfekDRZCwZLzuyoOnw9FldDYy6IIHsXjRTy1ArCg4vVzHYRcxmb087Lh8K9uXx/qT5U6clFCjatU0M4CczE46hYDJIvNIoAC52ro3N1AsQJSLwmtU9LOEncLEdNqFijlNrEAgWfIxMLlCK+gkFHOzrENDrK4coBUEsQzt7GunJheTrRG/SVfN6axZQWi21stk4MucSQCycjGmMeV0bYIrMIc2pteS5bgcAWkUBL7cKoHTClA6a0g2yGxO/MGtV+uyHstSUtGp/DEMpF6z2lVeVwrhrJbxoc2bn2nq1r7t665p7h3pHh3nV3r7t3990PFRI9IpaE3gFwaCilTdSxVMClg0I2SmI6ldQkYCC0Nr6QieEiJconSVgftCXWDWxe0ztq13iENJC+hN2xmNu2iM3ogLuWiVgU5M7bqGwmoNc5dDqdTqeDMZjFZbG4AjqLS6EJuXwURmUwKhOKURCRiUBcIEaVarPDFTJbfEq1lcWBBSIpACrkhLlSXTG8brta7/eHy3yxksJAwvH6fXvHN979ULa4XGMIdFCAUKy2a8/BnfftT2b7eSKFUutdMbx54vDPjj7z7+F4icaAbl9EXbKU3dEpDAVzPl8aQ0ixCP/Od77X0nLzv7S0fPUrX225cidovOyym4Z/bxr+g/Xq8eoSrV5wbLjhvYHuHa9fVwvlrYL3v31dXVkPMT9PhR94b97YWihvNY+qq8ark8lHTqYeOXmjSxyuHq+u0GohQyqzfyZ7YPaGlL/spv8PNX+g+7wWAlb3sfPF8VO5A9OVydnuYxe6j12oHzpbmzpTnTzTfeRCY+pc8cBM+eBs79GPBp76a8/hDzcdPrntmTO+wXHAvZ5B5u8U+ISKqEgZE0hs37yduYQK7H7k0Nzfmh+c/eSDc3//qNmcvdj88B/Nj5rNC83m8Q+bT//H25Hi1sV0QxfPAZHpWGY0FF9js2dJhc9iDHpcSZvGZyDsetId8RRigW6LPi6V+LhcHYOjp7I0t7dhd3XJ2KidjdopgIEv94Siyw3mAirxCQEbADlkREirjWnUUZ+riEJmLhXh0zEBRQwyELPUGHdEaz1D3kBcShhlpIlUemDUxOHquigyKl3F4uhB2AUhLgFglhJ+sz1rceQ0pEEh1ZASjVnnAIUSEQ8VC6VMOoCAKgzRsNlYR7uASoUYDFQoUmp1/oHl2/yheijSt3rt3u6+nQp1jCey80V2IeiWKuIGW0VtyFE5mm/fxr2jFRKhDgZDKhJpeVxFRzvY0SamURAWHeNz5Ol4t0kXUEgtGKgBeDKrzlcvDPVWVuXCmZA9OFDq37x68/rl64f71/YUeuu57uXdq+/dcv+65RtDrrhJ7VDgehEb5VBFOsJkUtq8lrBd54V5ch4Vkoq1erlTiZqVqDnkTNWyg/l41aJ2iZgghyJovZPN7ARZFHTpHeyOJfyld7IEPNRkcOt0Or1eTyjkCI5AqIQnBKh0EY0hYnNFdCafQudw+SCXDzHZIgCSEwqj2xOLxosms5/DRWkMgEITaXXuBx8e37Blz4rhrXKl7bs/bF/cxglES6Ob7rtnx76DUz/XmQN3LGGAmNYTyHqCOZsrYXMnvIFM3+DoAw+O9fSNKFUuNgcXCUkeV0qniBSE2WJ2BQMJQCj+xte+cVNLy00tLS1XzoDzqDKv/YN57R/Ma//LOvLc/Gx1iVYbXnBseMGx4Yb3Bl5tsV+thfJWV6errlbkymC1591LkHrgvdDlz59PMFyHVo+eSj166kY70S+fBE9+zjtfwJM6OHtDyo+fviEtBKzq5Jnrqjh+qjB+qjxxun7kXO9TH3Yfu1A/dK46OZd9/Hh96lz/sYs9Rz7sO/qX/mMXq+NnYg++HVz7M65ry11Yka4bFJu6mYo8A/W0Cy0CiW3Fxof+849vnf+k+Zdm88I/mh81mx81mxebzb80mx+cbT489gudu97JN1DFHoN3ucbeq7b1mBw1lSGnN8SUSr/LHnfZ40F7wq71aWQOiyaglHlEXDWHrW1dhlKZGrkyBpMhPuqSGVNqZ0nnr0aro/7QoBhyLFmGdVIICHHpjVmns2yx5GS4Q4LaUIFSzJapYG3Km11RHlpdW6nSWXCZGoAVIpDsoqG33c5YdBfAZKl4AjOdqWGydVy+kSc0EsqQ01v2BhsmjU2vMluNrkq+220PGbUOuzUok+gkqNao98pkZhYLZXMkfAEhBjQqtcdgTjA5pBgyF8ojwcgQm6dnco10lh6VhiVEFCPCfNDRRiXuasM6WQoBYsMwq0zqJOQuQu6SSWwobEQhvRQzu+1Jiz4oRfQYoDZrvRFfrpjqGepeN1Dqy0dya3pXb1q1aXXvmnWD69b0rV3Vu2ZN/8jIio0reoYbhf5CsuZ3xJwmfyKYTwYyQUfEZ41Y1C6JWCURqwyEy6rxI3wFyJaTiF5IR2nLOEIGzGjnUJYwWu9kc6gInyFru4u37E42kwLLJFqj3mU0GvV6PakipYRUIldgEjkIK0CY7KAw2zvpHV1MJlvIFUA8ASwCpDBKygmDxepfuXpzvthHkBYuD+cLZOXK8v0TP9289cFUrlcAkN/4zl18MdEzsH7bvY/+/Jd/eOpf/w9PTHzpq7ctWsa6fTFdCCoZHFQIEAazf8s9Dz7w4Nia4R2ZbL/TkejqFPG5GJeFCAWw3epVyBXf/+73b/6Xlq/ccnPL5ZFqHlX/Nf/+xnI5xPAZWm180bnxhquNPTv/dF0tlLcK7Xnnuoo9dHy+U+HKeoh5Hi2Ut7pyLXg1rdKPnlp4H9/1q4Q/T6t/csQ7OHdDKoyfviEtNEktBKzs2Exxaq5y6Exx4nRh/weF/R9U97/XGDs+MPb+qsOn1h0+MXTgrcaDzyW2/NJYfwII3sNURFshF2av3CUwLeEbgtUt+mDP7XTi8C9ff/tM80KzeaHZPPFh881TzdN/a578S/NCs7lx1zO4Lr2UqeFhDoOnQppiUl2IxiM5gAaVOgiV3+2uulyVSGgwFOg3GuNSqVMoNMhkXqnUj+NejTYNwW6JPJQrbswWR022gsGaMVgzCl1Ib01IMBePo4HFJoclmwjWw96yTRsgIAOfAumltqgzXYhUu3NDvfkVMU9OJ7PJFEEQdYohO09oam2XfO823uIliAiwSWVBJkvL4ehk8qBWmzAYM3Z70eksB9wBr8Mb8obXrhoZ6FnZXR3o7V4VixRs5nAu3efzFiFQJxRqUdSK4w6S9KNSB4RaUIlTpY2IAasIsChVMQqVZLE0dJqivRVetgRgMiQYaibkNhwzqnVBpdrvcGXT2aFkqs9qS2g0Xr0+gCM6GW7SKB2hQL67tqpWWl7K9vbWV/fWl1dLfSNrNq8aHKkVe1cPrRtZvXF4+ci2TTvWDA7XC/VqrlrLVVOhZDaSHmoMxjxxp95lUtg0uEEm1ihRo0HuVmM2IUPK7UJxsZrVCSy7vYtHBzhUPq2deef3uzqX8JmdcOcS4dI7WBioMxs9Oo1do9GQJCmRSyQyHJeRErkCl2phVMniCHkCUARgIgCDULlEpsYkKgghQIig0gR9A+sOjj/z4yeO1Bqr2ByUIC3hRDFfGUgXupU6O4uPCCG5N5ReufbukU07n/2P3z/46JjZEWLykDYKt53Kp7KA1jYek4UmEo31G+7fuePH27c/1ttYR+kQwaCCzQS5TIFaocdh9Gu3fPnmlpabW1paLo9U808Fr/atLplW87RybnxxXjdabXz1g5urtVDe6kpe4RoF738nsvf9eWyFH3gvuvf9xL7pzI9PL5S3utq3uoyqmfRjMwvu41ugSviKy/45Wi10xJu7Ic0npP7nWghYtamz11Vx6kz16IXakXPF8ZnSwRP1qdPLj51Z9cz5TT//sP/gu/F7fqXrGYOj99IsaxcT3bchxU7M920KidpKYkOWQwStyVWxxpZNDz6t9VQwfdwa7lm55cfxynqa2CA1JBqr76MKHYtpOkgZM/n7jN6qzJhgArpOLonIHSpTxO2vao1xtToCQTYUdmlUcQgyS6VOtSYSCHTb7CWDIRMIDhpNeRFg9wcHwvHlBnNWZ0lpTAkhbOyg4xjiIOR+pzUbC/UGnHmdwkdABhmgTXjzuVClmuwdLK/qL64K2ZMK2CARqSz2ohC0tnZIlrQinRSCydayOXoxaFeoYkKRVSr1+wN9sfgKj6duNmc1mphBbTDpzEatOZvMlwvdtVJvMl72uGKxcKVRWxMJ1xHEyOerEcQikbgIwgdhVkzm1JtSNmdRTgTlRFChjFIoJIOhpFHJrk6MSSckuNVoiGg1XgTWSeUOGeH0+kvdvRvrjZFgqGo2R7RaH5MGseiwwxZZPrBhef9od3Vld3VlMdMz0Lu6r7FyZM3m3vryTLxQL/dVC93ZeGGoZ8VAfbBRbNRytUahXsmU06Fk1BN2Gz0WpcVAWJSIFubIYS4BsUlmG8hsA5f8gM7sEPOocPtdtK6lTBaFx6ULf3RrR8diXtsiXuud3K5lQr3SazX7lAoThmEAAIAIiEpQGJWACC4Uy2gMMZcPABCOSRUAJAERmUSmhhCCJ0AgREFniDRaZ6Nn9S+e/d2z//b7ZLoRDBW6GEIJaeweWJuv9PPEkkXLaLBEY7D6qj2r9k88PT17cfLoL6QKI4UpZvHRO5ZQWWyMSgNJ0p5Mdm/f/tixY/85OfbzVLzB52IsBshni6QogYDQt77+jcvAWndpqppH1aXB6lOX/dPZyrnxJeemG94b6J0PLnxOC+WtwvNB0M/JuuUl364/xx46ntg3Hdn7/vwtYeqRkwvlrS7dCV6ZreZp9djMwvv4rl8lfLVvdQVVX3TEu0FgFSdmb0gLTVILAuvw+cqxj+pHz9ePnh966uyKZ84PTbxb3vdycvPPNOWH+Ob+dlmuHQ63QiGWNA7py+ZQeuIX//vxZ/7TEMoj5kS0d5O/cQ/uqnbhIao0QkFDLHmSiYbZeBTTlThoGCUdMrXH4sjZXAWCCIKgTYL6lETU6+5VkDFM5qex1DDpkekjXIkJUDqZYBCQZ6S6gt7ZC8mCAtTjDtQtjkIXBQFAvZJw6tQ+lyXhc2SsmhCBWGy6iFkTMhBOncxuJe0enS/lTNTj1ZWl5QO5/kygFLTGXeaEnvSQUo9Zn5ACIQHDxqbqKa0KWgfBZ+kFPD2OOKVSLwBYpPKg2Vo0misaXV6lKcjJNCJGDBqDSWfxOv2pWCEZzeOoDgFVRm3IaoopyYCQr2Mx1GymRsi34pifzSU6OiGJxGGzZVSKgFCgo3fhlHZUgTtQsQEVqrRyh98WCTpiZpVVDhJckQqRWp2+fKawIpHu9QaKOkNABKiEQoJU2HLZ3lWrtgz2j/T3rl29ctPK5RtGRnf09A33968tlQcKuXq10p9OFKKhVDlXaZS7G4VqPpHJVRJJAgAAIABJREFURRPFRDodjPosdpfeaVVZTISFBJVCGiqm42KGnNkK8mmStts5HXdxeHS0Ywm9axlTjinUhI7VBUshQ8diwdI72GIe6bIkSLlBKtGIxWI2m80T8gAYmI81cAVYWweHQmOzuCIQlgrEiECMIhgpFOM8AYLiagxXC0RSOgPI5nr2Pnhw/YZd27Y/bHOHqCyhKxAfXL3eHUxwRShXhFLZIoc3MrhqdPLYzx7bPwWgxDe/ezskUXJFaHuHoLWVx2ZLdDr/qhVbH9l35InHjvXU18638ne10ZhUjojHv/Wb37r1m1/72pdvarlyBrxyIXjZYn/evv55x9Xj1aaXXJtuuIv9ild1jRbKW13pWrhG6uHfOra+GnvoeOrRU9EHP5h3u65x2RPXJBguueyfjleZH88svI/vC4A1c/V49U88qbEzN6T5nNT/XDcKrMKhc6XDF6qHzzaOXVj+9Lnq2HH36M/FqT23AsmWLuct7YY7gAhXXQCMdaVnyJnZXF4x+qsX30z2rlvCxdmkmy6104ngErGVIgkzyQQNj9AlUSYahrVFvXc5QKYD8YbOFheABiZXweFoQdCmImMySVAuC/M4RjFsX9YpEeBWTOXvFJJ8mZWLRjlIhIsECGMZV8ZIfSaZW+3wlAnSLZHZNUqP3RJ3W5JuS9JnTfusaY81rZa5BDSUT0UthC3hSud8mbwvq4M1CUc84kibCKdR6bdqwwqZFwUtIpZDzHJggA8WumGRHRE72EwVg0YaDCmNJqbSJGXyEAB5CWXS6R70+lcqZIpMPF0rNarF+oqBtfXKgEggFwvklA6oY5moow1l0gkaVdG6DOvsIMQiu5x0i0G9nHADgIHJIAQ8DY+lAIWGfHLIboirpTaHIRxxJ21aN8JDGa1MOkeGye1Ob94TKFkdSZszRSqdy9r4MKxJJhvVyopspqdeXdHTWD3UP7Jj20P9AyO+QNrhDLs98VSiWCr2JGO5dLJQzlXq5UZftbteqORjyUQgHHZ6XEaLTW0zyPVqTIfxpUIaKhNrjIRXK3VxOhH6MqBrCY9DgdruorIoArvJbdLatIQr5i9xaXjbIq5Sag+4ciIBjsIKAAAYDAaTw+SL+Fy+WAQiAEQwWEBbB51C54hBHIAkECqXyjUorpTKtaTCJBJLcYmOL5AsbWXx+JJItLzvkckH9j0pV5u6mIJMsfHE+NFwIr9oGYUjQtupHKsruH33Q8/+6ncr1266c2nXrbfdxeJDfL6cwUQ6OkRstsTlTBdyQ4N9G7Kp3lioAAMkg8IGhQgGwV++6eZbbmr5+pdvbjGsfc647jnjuudN6543jbxgHnnBPPqiefRF64aXrRtetm142bbxFfvGV+ybXrVvetWx+VXH5mvjC657XnXf85r7nmu72L3b/+Tb/oZv+7Vd7IF7/xy8963gvW9dKuHb/XZ499vh+94J3/dO5L53r/s2MLL3g+t6VfGHp2MPf/4l8/ErzwPnQ6Hpx6bTP57+4gWi/6QE/dKChvkS4dnCgbniAspMzmYmZ3MTM7mJmeL4qeL4qflCu/L4ifL4icLEicLEiczUdGZqOnl4Onl4ujwxU56YKU+cLk+crsxrfK4yPlebPFebPFebPF+bOF+bOF8dP18dv1AdP5+duFA4dLF67GLqwOni1OnC5Ez1yOnswfcbR+aK49OFg7PVqfO1qb+Vx/9Smfh777Hm0Ni50ac/2f2Lc/X7f28vbBQacrcuYreypAyuYnD1rhfe+Mv02aYh2Cux5HBXiakMsLTBTrmzFbV0yRxcTYCvDbEJFwUx82ROUO0XyZxSQ8QdaajMcbZYK0TNPK6Wy9ZAoFVJhqQSD4+rFQmMCjKoUUdBsQVDnR53NRTsVSnDCGQn5H4LGfKZMm59wiDzajAbCRqViMGm9lbT3blIKR3K2DQ2rUytxEiIKzYqtIiQp5JgfdX6hjVrl/euDLjCOKSOBvJBX9HtSIfD9Vp1JJNdrtIEeEIVT6hichV8sU4EGcWwUUq4jJaE1Z4yGCNWa9zhSBbyQ92NtR5XipRbbeZwMlbzGF3FaG7v1j13r9lcjpcGywM2lU0qlEn4MpiN4jyZmAZRFzHpi9kAHVHBOhi2IIgVAIwctoJBl4lFBqMxEYv2u1zFSmU0lRxy2PMBf91oSDCZRFsbBAJODlvPoCskuEej9lO64Ntv6+Sx8dG127dvfXDD2nsL6b7+2votI3tHVuzetuFRmznCZeE6jXNoYLRe6w+HkplkJp8p9FR7BnsGeqv92Vg+4k4GnfGALeE2Rpz6iBq3iVkyIR0XMXBuF6SRWgYqa6waD6ONz6eBd32/DRcRW9ZtL6VqAAexmPwQQN72/cW3/WAJjhFmk5OQKyEQ7WinULrodBqXyeAxGSI2U8xlw3wuxhWKFy1tZfOFmIwAYAzGpQCMMTg8JofP4YsAGJPIFQguEwCQCEJwOblpy44Nm7ZpdBYWR+RwBfPFbpPFe8eiDgpN+L0fLJGT5hWrNg+v3fbTn/3a7ojR6KAIIVq7OEJYzhIgNJZQqtAnM+We/pV7H3qMwxPffvtdQgFIozJv+dJXb77plpaWm1rmaWVc97xp5HnTZVp9CqyNL9s+Q6vXLocY5o32z9DKvfU1z9b5vtDP0Mq34w3/jvm+0M/QKrjrrdCut0O73w7vvkSrq4A1H7C6llbRB+fnqUu0Suyb/sxj5iu9C1e/EHzsRPrSuW/eRz91Xf1PgHW59XxBWl0FrNO5idOl8VOl8VOV8enK+GVgTZ4oTF4B1snk4ZPlyZny5MwlVE3MVi67VJ8F1oUrKhy6WDzy1/rTfy0cOl9/6nz58Fzt6Gxh4kRlcmb1v3089NNPUo8dzzxxdvWzzTX/1iyNfbz60EXH8K+x2L3fEqRabhMsARzZxvrfvTpz/mLzb/9oznzYHH/qj0zcTUMckC1Lk3upCi9d5WOofDTS3YVb2xEzBTXTJTY2bhUrvbDSByk8mNIrwCydLNmSLnjxInFXp0QsNJHygIIIoohDwNNz2GpAbDbok9HIQCjYSxIBHkcLgVaDLunWJaOOcsCSdWpjYXs2E6wXY41GdnBVz/Bw/+jy+vK4N+6zetKhZDldGKj2DjVqQ43q2qGVvZV6PlmKB5MRf27N8s2F7FDIXzKb42qVH8UsbC7ZSUU6KDBPpJWQHr0prjfF1dqgShs0mCIWa8LhSGo0PpMx5HQkjTq/VuWymcNuRyJo9VeTpS2rN21bd08+nNPiGuYyFsJBNajOTFgcahcJKDltAl6HCGFLMa5cofBLJS4IMovFBkBsBMRGoVDH52kUpD8U6g4GG0ZjQq+LKUg/CJogyCwW2WhUVUc7xqCTlC74zjtYLDrstEV3bt83um7HYM9oo7xq4/D9o6t22XRxEUsJA2pqp1hBmAu5nlSyEA4myvlyT723Ua53V7or2VrMn/Bawm5T0KELmpUelyFKwiZGq4i6VACwpCBHDnHlKtwEsHF2h5DdKRSzUKfBW0434r60w+DxeRKtS5m33PxtFlPsdPh1WgsIohJczmHzOWw+hy3kcQEhHxULcbFQJhJIBWKorYsqBGFMSvBEgBCEIVQighBcRgIwJgRgMYSKQIQjELH5Qr4IbOugrx3Z/L9+9dvuvhVMtiieLOzava/WWM7hIlw+BiMqOWkuFAemDj/781/8zuVOdtD5NA7AFeM8Me7wRmBcyeSINt298+FHnshkywgsoXQx2GzeD2+7/atf+fqXv/y1S8C6TKsXzKMvWta/aFn/om3jPK1etm965TKtXnVsfu3/1vKI0GfHq8h970Tufzdy//WqFx68/nj16WPmz1UvpK56IfjpePX4yezjJ298T99M7smZ/JOn8/tPz49XxQNzxYMLKjs5m528ZJCXx2bLY7O1g/Oaqx2cqx48Uz14pjR2rjR2rjB+vjB+vj72YX3sw/rYhfrYhcbYucbYucbYmcbYmZ7xuZ6JMz0Tsz0Ts70TM70TM70Tp3onTnVPzNUOnipPzOUPzGQnz6fHzxaOXSz/5OPK0Qu5idnug++veebcfc+e2zj1XnbtYTK0+ctLNV9equGp0oHajgM/ffH035uzHzcvNJvnm813zzQtsZEf0Q1cbZ6rzXcp42JnnSJxMAgPi/RQMFs7oO+CzQLCg+qjXNQKKX1SbVCAWrpYMjpPwRVpaGyirRWlUuQ8rhZFHFpNzGrJ6bRxHHN1dUrcrkqjfncw0IMiDhRx2G3FVHJVJTPUW16TjdZdpqjbHHaZwlq5WQoqhSxQJdVpST2JKZVSld/pT0fTdqNdS+oj/njEn7Ia3Hq1y6z3eZyZeKRuNsdAUN/WIV7WJuygAgwOLkbUcpVdq0/ZnJVguD8Q6jeZs1KZTyJxkWSAkHlgyIKCJhyxSlCLVul3WFMuW9pn9pYTpagrkvQm0v50zB0zkxY1qvEY/Gl/rhSthWwxncRsIZ0eQ1AnseSyqyLhHrstq9NGlAq/TOqCYbNQqGMw5ChqI0kviljFIj0ImhDECsOWrk75smUYpUvKZCioFAQCdbFIec2qe4YG1vfU1/TWhmPBko70iDkkZSkgYiuMer9B6w0FsoVcTyySiYTTpXy1Vu4u5yqFdDERTLktPpvWY1G7jKRTjVsUiImEjQhPAbBlErEaEyqFDITbBXTexQTYGMTFvZZQNlq069xhV2ywtkKlNH/31ju/8+3bNGpTIp426M0IgshkMhAEQRCEQBSBcQwlMJRAYRIC5SCCs7kCBJeiEjmLK+AKxCguw2WEVK4QgQiLK2Bx+Ry+kMMXcvkivhBgcoRUOieTr+6494FqfUBO6uzO4COPjW3bvlci0y1eSqfSRKl0Q2/0xhPVAwefMdr8dC74vR8tbaNyVw5v3Lz1Pq4A+sGPFifThXr3QMAfplKYSxa3fvUrX29puaml5aYW08h1aGVZ/9Ll2eoKrV5zbnnNueW1/1td7KHdb19Dq+j970bvX6Dd+MEFXtss9Jj5crrqs7T6/7Wn79Jh8DO0Kh2cKx08c13lpuZyU3OFydnC5Ox851T94Lzm6gfnqmNnq2NnS+PnSuPnihPnixPnG2MfXqXzjbHzjfGzjfGzPeNzPeNzl4A1ebpvXlOnK/unawdnuo9+1PPUX0rHLqYnzmYPf1j+yceVI+cbz1xceWwu+9CritzepYoepqqhit6z5Ynnf3+8+cHHzclfHf/3F2ffvdB8c6Z5odl8/1wzWtpya7uSLYtrosM0ItFBRu9CPVSpkyp1dMDmxULNMqGGilr5cpeA9ODakNlf8UR7dPYMgFkZPCWdQzC4itZl8LKlEJUiwzGXy1mOhAdczopGHRWLTB53LZtZ47CX1Kqo21XJpFfnsmvd5pjfnjIo3JhILYO0CswohVQ4oAB5KIGqFRKVRWdzWz3ZeK6v1ueyOK16e2+tP5+qmnVOKaqTIFq1wi3FzChionTBVDqq1vq9wYLDk3b5M+lCn8Nds9iKFlvB7qoYTRmpzIcgdhx3IbAVga0YZMZhi4rwOK1pn7vgsCQdWrvX5Ea4MC7Akt7kro277hneWk3WMoFcNVmvJhqFSCXmTMVd6ZSvYFG4fN6Kz1d1OPJKhV8o0DKZBJ+vRmBLMjnksOdI0sfnqykUDIYtZlPSZEoyGerODhmDTjAZCqFAFY/1bBjZtXrF3SNrt/vcSZXcCgkVYg6JA3od6UuFumPhci7dWy4O5LPdyUShmK83qj3lQi0Tz0YDMY/Vb9HaTUqHUWHXyWwqzITwFArEpCecOrmDgPRiloTTBXC6ACmgNCkdfnukmKgFnTGVRBdxJ1b2DouFOJ3GxxC52xlwOT06nVEmk/H5fAAAcBwnSZVSqZHL1DhGojCJwqRERoohBMGlMCbl8IUCMYhKZKhEBsCoQAxxBWIOX8jmCVhcPovLZ/MEhELb2k6lMXgeX2TtyJbRDVvL1f5ydWB84pnlKzewuciP7ujwB7JanfuOOyk6vefZ//h99+Dw4jb6V791G4wr8uUei93X2sFgcYRef2T1qrXBQKSri3bTv3zpS1/6yqfAMo8+bx59wbL+Bcv6F60bXrRueNG+6WX7ppftm15xbH7FsflV55ZX54Hluvtl1z0vu+55xX3PK+6tr3q2vurZ9ppn22veba95t7/m3f66b/vrvh1/8u/4k3/nG/6dbwR2vhG4943AvW8G730zuOvPoV1/Du1+K7T7rfDut8L3vRW+7+3IfW9H7n8nev870T3vRucf3Ox9N7L3vciD70UffD/60Puxh+afB34Qf/iD+MPH4/uOJ/adSDxyIvnIdPKR6St9oVfTKn0ZVdfQKrew8vtnFlJh/+n5FaHza6xKY3NfoMLUTGFqpjR5ujR5ujo+Wx2frY/N1sdmuw/Odh+cbYzNNsYu/VIbn62NzzYmTzYmT9bnNTVdn5quTU3XpqarU8drh47XDh+vHT5RP3KifvRE49h049h04/Df6of+Wp8835i60Dt5auDw7PDR4+t/MjMy+Vp0w1GGpvjVLh1sqdw39cd3P2yeaTbP/aN58mKzsebelm+39o08ePYfzZMXmycvNhlonCtNewo7EWNPK+RfLHIz1fFliHsZV02DLRzcwURsLNjCwx181MoUG0SoVa4NSwi3ANBz+KqOLoTBkumN0VhsSKWKiEQmDHNpNDGtNq5QhBSKkNWa9/kaHk9Nr08qlWG9Pmk0prXaOI5q5FIDJCb5HAxH1QadO+hPl4sDPY1VxXxvKlGplPpTiXIh171pw87VKzd219dt3/poT/cGhz0tl7lgyIxhDgaD4PLVbK5CrnSnckP1gZFYpmHzxmzemMVaUalTcnlETkQkuA8A7CBgk+BeGe4hZX4Z6pIgDo0iaNYnFBKPkK2yqCx6md4gN7qNnnQgu2P9vfdteWDbyI7l1dUD5RXFWL2vsLw3vzwfrmYCZavSw+UqYMgkkThEIl17O3THHZwlS4RUKp7JrHA4clptCEEsTKYcQ612W8ZqTeOYi8VSUSkSCgVXKT333P3IwSd/snxgUybZ4LCQZYuYQo7UZY6Vs0P5RF821hvy51PxWiJWDgWyiVihVhmolXqT0VzYG3Pb/Dady6S2m1VOo8Kul9t1MpsatxCQXoEaVbgZ4ROsDhGXAiB8ecKfDTkTPcWBuC+NCqV6whT3p1LBjFZjNJnsHo/ParFLJLhcLpPKMBq9i8tjYTis1Wp0Oq1cRkIQAgIoAksIhQrBJCCMABAiFIMAhMAozheKQRiBEAxCMABChGKAzeVTaPTW9g4WV8jmCWWEWmewujyhxx4f++0fXhpet2Xz3bv/13/8PhIr3H5HRxdVwOGiJrMfxTTbd+/73XOvb9p2v87sXtpOp7FEMlLL5gFtHTQxiPV0D/T2DIjF0Jdv+dq3vvmdm266pcU8+nlavWTd8JJ90yvX0Mp192uuu19z3fPKNbS6gqpraHUFVdfQ6gqqrqFVbM+7sQfejex971paPXwZVdfQ6tHp1KPTV/tWqUevQdWntMo9cSr3xPz57tR1Vdh/ekF9jlbzrcHXVXHqdHHqdHlytjw5W52YrU7MNsbmGmNz3VepPj5bH78MrKlTjalTjamTjamT9Xkdmq4f+hRYV2jV/dTJ7qdOdh/578bhv9Umzg0+/d/DP/3L4JE574afi5O7W74NUs39o4//5g+nm6ebzZlm89nnzmx99Jf3Pf4TnTvX8s2lrRz58Q+b55vNZH1Hp8A29W/TZ5rNtz9sYpb+diTEVmZvF5oXQ452gRbRx4yBus5bkRrisCookjrZoIkp0AhgcxdD2taFCMQ6ADYZjLHlK3aUyxvU6iiFIuvqkrLZarHYrFSGvd662Zw1mTJGY1qlisCwnc1WczgaALCYjT6vO+FxxV2OqM+T9HkSfm8ylahEQjmfJ5HL1Pt6Vgf9KZPBnU5W6rWh7vq6wf5NoWDVqI/odVGV0i+Xe0UiA4xZSaVfYwyp9UGlwaMyeOUaKyTVKpQJgoxKpEEQdLHZOgZDLRKYZRK/3VJIxlZkEiv8rqpZn1TKfThkxQCLVW1N+VPLa8sHK4OFWGnLmru3j+5cN7A+5k6l/Xm3IVCIVHtyQwlPLurMmEkXj6vkcBRMppxGk3R2Iu3tUGsr0NoKtLWBNCoOw2YUtTKZcjaLQBELhtlQxEGnk50dKIMuM+hD69bdt2XjHrczyaRDlE6BSm71u1JRfykT644HKolgLRIqxiPlaCgfDuZSiVIx352O5912v9vqs+odZo3donVY1C4DadcTdiPp1MkdclBHIgYVZoZ5coAtMZD2hD8fcibcpkAqmFNiWh5VGHRESqmqx+IPBWM2m1ur1ctkBASBKIrI5bhUhnG5TBgBSJJQKhUSXAaCsFiMgAAqJ5W4VCYCQIFILBQDYhASARCNweIJRCIAnMcWiktgFOfyhR1dVA5PtLSta2lrF6HQun3h/sHVU4d/cvjoT1cPb75n2/29fcP5Ym9P3/D3f7Cso5NXq6+MZ6r7nph8dP+hPQ8/KQSlt3zt1i4aZ2kblccHlrVRpBLSaLTyeaIv3/LVS0dC8+h8XczzlvXPWzfMP2x+0bbxRfvmlx2bX3Zsvspfv3s+b/Wye+vL7q0ve7a94tn2inf7q5f1mm/Ha74dr/l3vu7f+Xrg3j9d1hvBXW8Ed70R2v1maPeb4fv+fFlvRe5/K3L/W9E9b0f3vB174J15RR58N3Jpsc18l/H7l12qD+LziyEuXQJeLti7fCd4tWP16Z3gp7PVFTfq5HVVODDzBSoenCkePF0amy2NzT+FmVtIlanpytR0depkdepkdfJUdfJU7ZKma5PT1akPqlMfVA+9Wz30buXw25XDb5eOnigdPVE6Ol06Ol06erJ09GTpyKnSkVOFQzOFwzOlw7Plo3OVY+eqT52vPf1h/ekP+x5/b9uzn2w+djo8+izgXqdM7ezdduzhn7z5wnTz7Y+aZ5vNs83mL184VVu7V2rNCBR+fbS6iC/TBCrr9x469Ms3DIFeNhzYtPuncxebj0++FM1v/tEy+V0UGRuygQo3YY5pLFlfbCCSWWV2l3HSL4StDK6qtROlMWRCsV4s1oGQkSTcJOFWkh6HPc3l6Tq6JMvaECqd4AsNAGSVyLwabRzD3bjUq1CG1doYLvUIhEYQtinVkWisVq6sqtWHy5XV1epwItljtsSUKo/JHDMao7Xa6Lp1e3K5lRZLUq+P2mzpvsGt0US/UhMiVQGLrWC25Q3mrNNTtznL4fhyX7hbqvByxWoAM6JysxjTIYgTwzwo6hKLzAK+HhCbccQhw906VSjsbyRC3TZjgsDsIF8tgYx2Yyzijq9orOop9hdi5Yg70V3oX9EYzkXKBKSNeTJec7QY7x6srs1F6vloI2BLgqCezSa6uhAGQyIUqkUiLYMhWbpUQKWiLJZMIFCz2URHB0iloghi1ulCAGikUnEqFeNySLFITcgdpMzGYeJK0m41hSr5wXJuIB2tlTJ9mVgtFalGQoVIsJCMVwrZ3mK+N5OqRfwZlzVk1XtMGqdZ7bLrvRa1WyszqyUmA2HXSC0krNfKrCaFUyuz2LTeuC+TCRc1UoPPGlJgahEL1BGGdDhbSBSdRrfdYtVrtFIMRSEQhUUwKJBLIbtNj8ACCOACIi4MCnAExlEEASGxQCiRSORyOQAAXC6XzWazWCwej0ej0ZhMpkAgAEEQgiAMw+RyuVQqhWGYKxDhMrK1g/KjOxdrDZZGz8CK1aPD6zZt2/lAT9+qXKF73ejWX//mxeUrN9yxqFOhsoQSBRFCBKLZ3/zx1dHNOygM/ne+dzudJYBRGYXGZjK4XI6QxeJ++1u33nTTl1pabmoxr3/OvP55y/rnLRs+A6x5Wl1zIei657V5Wrm3vuLZ9opn27W08u143b/zdf/Oa2kV3PVmaPebod3X0ipy/9vRPW9H97xzGViXafXge7GH3os99Dla7ZuvWr/8aPmx6U9d9vmT4LW0OnnpJPipd3797TL/nFYHT5fGZstjX0Sra4B1GVUztcmZeWDVpj6o/VNgHT1VOnqqcOjU1cCqPXW+/vSH9Wc+qu/7s7I29Q1h9pvCnLvviWffaZ5sNj9oNk83mx/8rfnU/3k7XN2wjK/5EU3KwOyQLkbBDWK9v7L2PpkjQwVtSzlaWJnRu/vbmdZlNNMyum4xRcPHXIDcr/fki/1bPJE+V6hXZUqxRIZWqmRZF37HYuHXv93JE2gAyIRiVgQx45hVpfJpVH4ctfAFBgRzkoqQWhvT6hI6Q1KjiytUEQRzopiLUASN5ozFljeZs1ZbwetrWKzRYKgcjlTjie7+gU1r1+7qH9hcKq9uNEZjsZ7Bwa1r1uwulYb9/gpJeiQSu4x0U+h4azssAo06Y0qhjsCY22QtEKqw29eIpZe7/BW52iNC9GwRQePiJBmSywMo4gQAqwRzKcmgBHNy2SoUNEsQm5irYtOkIF+Dg0a1zOV35PrLg72lASWqNqtsOpkJ5uFWjSvhywrpSD5ay4TKtXT/YGU4G67lIw2/JSESaYRCNYKYtNqQy5UzmxMgqG9rE+O4FYaNXK6CTseZTKlYrFUqfU5nDkYsDIaMy1WgqEUoUHLYMo3SlYw1UvF6KT842DOSCJe99kQ2Xs9Ea4lgyedJ+dypVKJaq6zIZ7sD3pTTErQavSaN06CyWzRuh8FnVrmUqJ6EdRqp2ab1kYhBDmn1hM1vi+WiVa81zKMBaom+lusRs0AxG8rHizFfwm32auV6CYZbjCajXifFMRgU8Dh0kZCp08iVChwQcxi0DjaTgsGQQi7DUUzI48MwTJIkDMNsNrurq6uzs5PFYjGZTD6fj6LoPKTEYjGKojKZjCAIXEbQWRwRiAjFEJPNxySk1e7NF+vdvSv2jx0ZHFq3c9dDT+w/8uvfvtToWdXewdFbvYhMI0KI4Q3bfvOHl57+6b/zRcjti9ooNDbOnTavAAAgAElEQVSVzhHwAQad097W9c1vfufSkGVe/0fL+j9aNjxn3fCcdePzto3P2za9YNv0gmPLS44tLzm3vOS8+2XX3S9fdRJ8yb31Jc+2lzzbXvZuf9m7/RXvjld8O16dl3/nq/6drwXufS1w7+uBXa8Hd/1pXqHdfwrtfiN83xvh+94M3/9m5P4/zyu658/RPW/FHngr9sDbsb1vx/e+E33wnehD70Qfeif20Luxh9+NP/xefN97n+4NfOT95CMfJB/9IPXo8dRjx1OPLZy3WuBtYO7JE7knT+SenM7vn87vP1k4cLJw4GTh4Kn8/ukFNf+fA6eKB08VD86UxmZKYzPFg1d/vVTjWZ6Y7T50vDL2TmXieM/R040jZ4oHT2QOTBfGT5cOzZUOnSkfnascO5OfOp488HZq/K3C4fdT4x8VjnxcPPzX9Nj54vj53qc/Hjj2l9rY7Oqj51ccOrt64tS6I3MjE9Ornnw3sPpfycy+WGJow+YfP/vr4x81m7PN5v6fv1PZfMzX8zBg72/F4q2ggyYNiAgnrgupjF6MNDO1fr45Spe5lwFGNurhSXxckZ0POFHMw+boDMaEz18rVdcOrdxutMeFkKaLKuukyqh0OYOl6KJK2ztQgVBnMMZ7eze73QWN2i+T2rVqv8OeMhnDLkfa7iqb7QV/qDeeWulwV3TGlMVecHlrWkNSRgYM5oxGn9AakqnsmnRu2GjJ2mwFnS6hUIZV6qjekLbaioFAXyq1xuvrlUoDKOZdtgxvb5fjkoBIZJfLI3xQrTGF3MGK0ZaEMIcAMEmJoMGSN1oKCOaFECcu88GoHcWdhNIvI706XdDjyeu0AT6PFAkUUtxMSC0KuQ0SKVBQTWAGvdLpMAbc1rDLHLQb/bV87/aNu7PRkl3v0UhNIBdXS81SUO00hryWWNSTLyZ6XcaoiCmFeUoVbgVArUCg5PFIgVApECh5fFIs1uC4BUVNBOE0maI4bgFBnU4f1OmCWm0AxYwUKtzeLgIAjV4XtNuSIX8xnxlMJ7oT0Vo6Vs2nerKJasSXCXkSsUAmnahVioPl4mAsUnI7Ew5b1GYMGdQeLWE3qT12fcCuD1jUHgPpMBA2A2FTYgazymVU2D3mcD5WcZuDEoBQ4Tqn0cPq5MphIuKJ1guN/upAyB32Wr2kVG4xmLRKEkcgvYbwe2wmAwmJ2RjCl0sBFBKikEBFykkpjoKQHJOIRCIcx3k8nkgkgiCIx+PBMCyXy4VCIYIgWq0Wx/F5YM3b9jCGAzAiVyghFOfwhGyugMMXk0ptLJknFLpoPH//A49OHvrJzl0PNXpWDq+7W2fxuAPJNeu37t774ycOHn72339z+NhPd+5+yGx10egcoQCEQFQuI++8Y3FLy01f+crXWizr/2hZ/9xVwHrhesD61Ldyb33Jve0lz7aXPduupZVv56v+na/5d15Lq+DuP4V2vxHafS2tInv+HN3zVnTPp7SK771Eq+h1abUAsBbIW30hsPZP5/dPX6FV8eCpBVf7HTh59d/mafUpsMZmSmMzV2hVmZjtPTJdm3ivMv5BbWq6PHEqf+B4fnymduR8+fDZ4tRcbvJkdmK6cOhE5amZ+k9m6j+ZyR76a+HIx6Ujfysculg/crHvmU8Gn7rYe+j8mmMfDk7M5na9oOk+RDVvEAd2/X+U3WeUHPWZL35huPY679pe23gxQUJhNLFzru6u6py7q7uqq6qrOlTsnLsnKwsQEhJJBIESAmmSRiIY1mvfTd69/v83GDAigyLSBAVASELSjOq+GCFE8j17zvOif3X69ec8z/f3VHfp4f/ad0A8/6l4aVY88ZF4ThT//e0rC1TE30qwW9SJJdbsEmu2w5paYiSlprA9LASjjA70LbIg802hv5M6b1N6lZak0pJolwZbOrwqVTgUKvb03l8orrW7SJ0hIFM7O+XW+XcaWjvsMoVPKvfKFB4zRMQTje6ejc3m+lisHApxHnccjaRZpsnQjVJhBUrUQpECRjaoZG8kWobRUizeTSV7k+yg2UIaTJgRJCBbPErUokTN5qItVkqjhfUG1OVmHU5Gow3r9VGfPxsI5A0ArlYj8+ebFi60aLVRuRzW6XAu158tr4hSZYXWu7TTBtpILNYkk/0uT1oH4Bo9qgcwtTZkMEVtzrjVQYHmiM2KAYaAWu02AUHA4NepnSaDL+ghQz4Kg1MJIsMni3yimMB4DE5mUsV7V21a1X9Pd2mAxtMWvctu9Lkh2GdFIh4qYMdRX9Jvw7sW6zoXai26gExm65JAUqlVoXTI5faODnNnJyhX2Lu6IMAY1Oq8CxYoASDIME0UzTidsTsXKhfcqZRKLV5fgk7VeK47zfXkM/0Zvptn6gJTFehKisyQKEuTmYJQq1WW1avLi/m+VKIQCSVdDhQC/AaVw2NFfA4s6MQDDswDwQ6j327w2g1enzUCapxYIJ6jK2E35jT5KCSVY8o6GYAFY0yMS+F0OpmuZCp5Nh8NRB2QNeQLBDwuG2hyO8BIyBPwWkGjCjKpfR7I67I6bSa33WoxG/UqDaDVazQaqVTa1tYml8vb29tbWloMBoNardbpdAaDweFwAACg0+lAENTpdAAAKDXaTqlMazBq9IBSo5ertG0dUqVa3+xZxnC5fLG5/r7NQyPPj+//7c5dY9t3jmzZPrTiro0DK9fdc9/mZ4afHRp74fkX//exE6dXrr5ncUvHbbcuaG/rWrSw5Uc//OubbvrOjTd+e15w3cvBdS+H1r0cuvcVeP0r8PpXw+tfDW94FbnvNWTja8jGA+imA5/lVm9E738De+A17IHXsAcP4A8ewB96nXjodeLhN4iH34jN1eY3yc1vko+8RT3yFvXo29Sjb8fn6rF3Eo+9k3j83eTj7ya3vJfc8l5qrp54n37iffrJg8yTB5mth5ith1LbDqW2HaK3H6a3H2Z2HGF2HGF3HmV3HmU/+8A9dYx76hi/64Or9T/dtxo6nh06nhs6kRs+kR+eyI9MFEYmC6OT+eGJv1Sffa04OlUcmyqNTRdGv3As7Z0u7z1ZHj9Z23ukNna4Oj5R3zdVGjudH54ujH1Sf/5y4wUxN3IuN/xx7dmLtX2fZHefzO+ZbD57dvkL5/v3f7xs36m7Xjr30O8/XvfcRO/jf2BXjweZ1b7UimLPfeMv/ffxiXPnL4izl67+t/un58SZWfHsObHc/cCv5uuVFkZj5zvNKamFlUDJNiCmcaWCqV4fWe4ywgs1zqWAT2qKaO2k1c1aXIzPJyQSvRvWb39g0y4h3WsA/AqtW6Fx39EC/OBnSwqFtclkL4oWg0HBZiNBEHO5EuFIxu+nQQixO3C7A/cHklEsE4JpnMji8SYcLUXwagSvOL2c1ZmyexjIkYgzA0YLabKSVldKAyA6Y9TqStk9jNXCatRRrQZ32Hm7jVPKI1JJQK/DDXrCoI+ZjKRahahVESMQ02mjajXi9JN2XwywRLTGQADOCNmVSXrA7qQ1mohGgxgBDNBHNcqA2Rj1e5lwKK3VOnValxnwBbxkNMJ4XJjTCkeC8XppoJhpZpiSkCpkmWI6ladjHBmJl7PdPdXly3vuapQGWargsyNGtdMJwlqp1QVFHKZw2JMgIxmDwrV0vkovd0mlUEenqaPD1CUB2zuMS1q0LUt1nZ0mldoJQmG12tneYYyRhe6edXCYBQB/a7tOq3MGgkmWa5SKKwqF5QLbk4pX01w3zzT4VJmm8hTGxHEmyxV6av3djZWFXDebKlOxDBJmPU7cagybdYGwJwV7kiEX6bNhLnPIAfgdgNdp8kU8OBaIM7F0DE6GnAhHZfl4xqgCQS3UXxsop8s0QXNxNkNnKtlyNIgiQZiK4mwizsbjSTJKU3iCiCAhN6CR+VxQ0ONwWs0OCHJAkM0EOkCL1+2yQma1Um7QaXQalV6rdjsdFtAEmU0mwOCwWcxGwAqBfq8bNAGAXqsx6DskXQqNWqXV6ACjDjB1SGRShcpid/tDSDZf3fHU0L/+23/+/p/+/fnf/H5s/MVG/2o6XV62ev3yNRt6BtasXffA1h17dg/vW3PX+tvnL/7ed39454IlC+Yv+v73fvSDH/x43rxvzQutezl073VabXg1vOHP4Q1/RjYe+JJW2Fxu9eCBL2l1jaovaXWNqi9pdY2qL2nFbj3Ebr1K1Ze04v4CWP/TfauhE1/Vqjg6lR+Z+Av1Ja1Ke6eLo1Nf1aoyfqqw+93q6KHGs9M9z5+u7f+4PHa6uPdced+F0vjF7hfF5gsz+ZGz1fGzy38vrvjdTG38w97xD7vHTme2vOnqe1Gd3GzObMuue2Hd0Gv//vbFt06Kpy6I566IM1fEmSuiOCuKM+Kn50RxVnz/0MfpTL/BQsl04UXysNrGqZyZNmNioSrSaiCMAcFLNaAQt1Tj1fnjEmukQx+Um1Grmw2iZZ5f3tPzIBkr2q2YxYq63LF2qeXnv2rTQ9G7Nj518P0L69fv8vk4hyPh97MuV9LppNzuhMMZs9nxcIQPR3g0miapIoLyJFVk0iuiZB2jmmSqN4gUrC7aaImp9BEjFJMofWZb3B1I60xRtSFic9Nuv2AEKI06KpfBCnnYoI+B5qTZFNfriPY2t1aDmU1xCExCYAIEExCUNBiIO5YoFXpXAOETXJNMNF1eRqkOLW2zdbS7NOqIFYrbLAkLSLidKSScjWEln5eMhBkmWa5XV/U219YqK3obq+9Z8+DqZeublWVpupjAuTiaIiOJaICA3QhNZmAPjodTsIeIhpIkwgIqu05u1cpsViDgMIejAYaOlT0WTNVpMal9Mpmlrc2wpEW7dKluSYt20WJ1y1JdV5dZobR3dJo6Oox6vTeZrKTomt7gU6kcHi8Ro7KZTG8u35/N9mcz/QLbnaTKTLKaipeTZC5F5thENsuVq4VGb32gWV/B0kU0QqMROhrhQ4FkwBUPehIUksNDfNgd91kxDwj7rBHYFUV9McRL5OhyHGEQL1FJNyqZhlEF/uwHvygJ5UahmyZojuKKQjGdErg4S8B4yOODfYEEQeR5Psul+BQVJ8LhgNOgkdohvQMyGrVKk07rAEEnZLWZQI/LGYFDGpVS2tUJmoyQ2WiFzDYLaLOAJkBvs0AW0OzzuKNIxAqZNSqlCQKlSoVKq1GoVSqtTmswzq1uqXVGmVLbJVWzfH7zo9sefXzHI4/t2Hj/oyvv2sTlahse3LLq7k3NvpWPPfn07//p35/Y9vT+Z1/KFapLFrf+6uZbb7t1/rx5N37rhptuuOGmeaF7Xw7d+zK8/mV4/SvhDa+EN7waue/VyH2vopteQze9hm46EL3/QPT+17EHrl0LvoY/eAB/6ADx0AHi4ddjD78e2/xGbPMb5OY3yM1vko+8ST3yJvXoW/FH34o/9nb8sbcTj72deOydxOPvJB9/J7nl3dSWd1NPvJd64j36iffoJ96nn3yfefJ9ZutBdutBdtshdtshevshZsfhuWJ3HmF3HuGeOso9dXTu87Ujv+vYXH3zvtXXv2STGz6eHz6RHzmRH5kojE4URieLY5PFscnCyMQ31udfmyrtnSrtnS7vnS6OTZauHceny+MnK/tOVvadLA0frI8fa+yfbuyfqu49VR0/XR8/29j3SWPkVH3kVP/o5Mr9p9c9N7l23wcrd7/Rv+OVIL8sJCwny2v7N+564Q8Hjp8TL4ji2Vnx5IdnZ0RRFC9fOPfRzPlTFz+eEq98LJ6f+kgUD54Rca735/NVnUp3q9RhdyWNZkyjD6u1cIfC19LlatfACpCQWygJGDNaQjqTz2zBfUEujJZDkaLHx1vtiS65RaVzG8zeH/301rYuYN/z/3Jievbl146vXfMkDGdAEEPRQoyshMMZOJJGojkyXiYTlXSuP8nUiEQhzlRwKp/i61GqYYAInRnzhDL+SN7qpo1WUmNEl3Y5FrdbFTrYaCXVAAI5k95QRg/iZgNlNlB6DSbrCnS0OjvbXJIOZ1e7UynzGHRhQA+bDGEIRFyOmM+bcDljoA33wxxOVsJo3mTC2jvsnR0OjTqkkLi1Sr/FGIn42RzbrBdXVLK9WaZazC5rVO/q71nfXb+nVl7VXb97ee/65X3rq7mBDF1LYmk8lMKDCdRHhhyoBwrqlBalxGgHg0atM+DC2XjRagxoZBavHYcMAVAXsJsRJxg1awN6hQfSh6QyqLVN37JU2yUxyxVWiRTs7DJ1ScwdncaFi5Q6vScE01S8GMXSThceibBUIpvJNYulQSHd5LjuXHaglFuRFfpJPE9EsyTGs8litdDsayzrqfVWC9VaZZCK8V4X5nVhIX8q5KfDXhYJCBRSQP283xZzmREPFA67YmQ4xeAChdBEKEEhqXq+t5Kpa6WGhb9e7LMF1gyspQmao9gCXygKhSyTxkJoNIiggYjf7on4AgyZyLJMlmXYOIHBAQdkdFlMLgi0GQGb0ewErRYDqJYo7VaQIjAbZFLKJKDRYAb0FrPRbgUtZqNBp7aCJrvFDAd8JI5aQZNC1qXSaaUKud4IqHRaiUIukcs6JDKDCVTrAK3BdNv8RUtaO52eIJ8uPrT5ib37fnP/I9uQGCMUGv0r7tm6c+jxrU+vvuu+SJQaGFzd3bsMAMBbbrl90cKWb91w07x53/pfN31nHrz+q1r9OXLfn9FNB76kFf7gG/iDb+APfVmra1R9SatrVH1Jq2tUfUkrbtshbtvhr9WK33XsG8H6xn2rr6+v02qqNDZVGJ34pipep1X5Kk/TX6fVqeq+U93Pnuh59kRtfKI4dLQ4PFnfd6bnufPdz54rPn1i2QsX7v3thebuY9jKl7T0Y23BFQvdfaP/8tafPpg5I4pnRPFjUfz4s9/wnBHFsxcuffLxaVG8LF45N3X0nSvnp8RLp6cvix+K4r/+6agTybR02TZuHv3Dv78fiuRvm6/TGhDAGu9Q+u+UuFrVQbmFAvxCnK6QyRIrDKZzK6J4DbLGJTL3/DsNt86XKrVOqRJU6ey/+Yc/XhLF++5/SiK3h4Jpu50KBngUzTudca+XTiTrnNBvdeD+EMPw3XG6isYyEVywe3CHl/CEMovbrbcu0Mm1IaOV1JkxpT4s0wQlKr/WFIWcSZ0ZW9JhU+hgyJlsl7mNOtJqTvlcGa8zrVGGFy0wty6B9JpwyC8EfXwowLmdCb83haG5KJJGIkI4mg1G0hZ7TCJ3dXY5dbqwBSIhc0yr8Es7HGqZM46XNq174slHhtavfXhZ91193ev7ezY0qncxyTpF5HPpvlKmn0TTJMITYRYPpfBQkggl8WAi6iMjblyngJyWUMRPgXo3ZPDCXtIBwg4w7IQQvcKhV7r0CpesDexcAnQsBmRtoFrjlMoghdIGQbDXS9rtqFbnlkjBtnaD3uDl+Gattjqb62e5BhHLJZJlTqjmCj2F4kA6050WenPZgZwwwCYbOJohotlELJNhaz31wRX9a3rrvXkhz9LFcIi0gEGLOeB1UZEQi4UyGJyB3bTXRjlNETsQ9lkR1BdPRlmOzBa5agJlKplGLdetl5vuuPlOr8W3rLmiyJeSWGqwMdAo1BmSztACGoiEvaEkHg97Qz67K+IPpmJElmWybIqNEw7QaDcbgi4nBofQABxye12gXa/QOqxQDENDfq/DCpkMOr1G5bCCdgtoMui0KgVoNIBGg8/tjEZCoNGgkHYt7Whrl3SZLJDBbJLIZUvb2+5cvESu0ixY1KLU6KUKbadUJZFrjGb7shV3/X//+erDW54CII8/HKOF0gOPbH3uxX988bf/lMlXf3XLHXoA0moMixe1tixp+8EPfnz15ec5sMIbXglveGWut0I2/hnZ+Gf0/gOfXQh+lq9/Bhbx0AHi4QOxh1+PbX6d3PwG+chczWn1ZvzRt+KPvZV47O3E43M1p9U7qS3vpp54l37iPfrJuZrT6n1260F220Fu2yFu+yFurr3aeZjdeZjdeYR76gi36yi/6yi/6yh7/cOn5h4e43cd++Z9q6+v/MiJ/MiJwuiJwujEXG9V2jtZ2jtVHJ34xrrua3NalcenS3unSnunyuNT5fHpud6quv9kdf+p5rMT3c9N1vedqIwda+yb6HvhdN/+ierQwft+N7Vq/0G4+egPJaFfqz3NB5555fjHZ0Rx5sJZ8col8cqMOHPpyuWZub+fmbksnr8oXrgoXhLFS6L4xz8dzFVXDT/7h48uiicvip+I4keiuOKBp41wGURqMntB529onHm9pyTXoUs6XFq1w+chMnF+eWNg/T2P5zN9KFr0elm1nuiUhyTasEyPIPHC8nsezRQbcSa7fdsz3c1BeZuqnK7RdK/HQ3u8dCSSDcECGs2HIoJK63X6qAiWSRcHknwDJbMhjDc7IoA15EcKch0s0wStbtrmYXRmTGWIKPRhlSFi97IwVnb4uHaZW6kPu0MZHYh57GzIlyWj9QTRDfsFyBi1mBC/OymwDZ5pVMuDJCEE/FgUSQT8aAyn3V7e4xWs1qRaDStkfr0WhQAcNETdVsICRFwQnOcaD6576L61G/sqzZ5SvVq4u5RbmxNWJGL1OFYu51bXC2tItBBwxBEfG49kabxIR/NUWMD9NOpJeGwRCuPRYNIOBq2mAGTwQQa/y4JoZDaNzKZXutVSu7zD0rEEWDJfo+qyB4NJqy0CQnAwlIwnigSRdbsJA+DT6lzhCFOtrSqVlvNCMx4v+gNxNMpn881MrpHONNOZZi47kBZ6k1QVhQUSzzPJWoar5dPNWrHZUx9oVBqFdD5BpdFIwuPCXHYk5GdiWJ5ESog/7QJjDhPuMqN+Wwz1JeIIT+MCS6SLfLWSaRT5qtcS6FosDTjger5Z4IoUGi+ny8uaA+V0MUUkWJJOYFQ0GIHdcMDut5ssVgAMOF0EHIlFwkQYdoImmxFAA0GWihNwNODwhpzBkCvosILhgM9hBV02i8MCapQynVoBaNWAVq1WSAGtWquUg0a9z+0wGbQapaxLJpEqZBa7zWSB5GpVW1fnwiUtMqVKodK2dUruXLx0UUt7h0TZ0iYxmu3LV959932bXYHo+vsfW7PuATZT7l22dv/zv602BnR60Aw5QNC2aNHSX/z85u98+3t/9Z3v3TDvxnnw+pfhDa98Fazo14L10JtzWhEPvx7b/HrsK1pRj74Vf+yt+Fe0Sm55N/XEu6mvaMVsPchuO8h+phW3/YtaXYVprsP6ZrC+dt/qGyo/cqIwcqLwmUSlsck5eopjE99Qk9e+Vv4MrMr49LVjZXy6su9kdd/J6v5T1f2nisOH6vs+6H5+uu/F0yv+4ZOVv/ukOXaU2/Kqgr7/b4z5jlB1w/5Xj14Rp0RxWhTPiKJ45dJVsK7MiLNXxNkrc2a9896JialPTp8Vz18WL4ri6++duiCKF0TxX/70zodXxJcPf1Ja/tBSIPaTRZYlenqRNtmipRYqcK2JzFXu2/bk2KYNTxboLAkTSpmlo1WnVPp1uvAdC6Ff3WZQmXA00btq/ZZV67dQdNruCSGRmMPuxYKxRzZtGRx8OAxnbLaYx5NyuRMYXiyUVxdKq+7duH3tui3L1zwUZ2t2HwG5ULXRrTX79CCuMkTsPhYl686AoDSEpZqgTBuSqPwaU9Tu44Jo0R1K44nufPXeKNWwmeM+Jx/yZsKBXJyo5YQVWX4gQVayQk8+07d88N4oQqtVZoPeptOAGJrA8DoIUTK5X6ON2K0pt5P1OZmAh+eT3XyqO882+qqre8p9qB+z6sGIJ5gimyRWJbFKJJjxO5MYnCPCObspajdGEB+TTtQr6cEC05OIZII23GEIQoAn5CUsgM/vwkhUcFkiJq1Hp3RoZDZQ79cr3Z0tgEpiV0nsik4bGhSy2T4U5V1uPBxhGKbGcnUMS3t9JM1U84XBXK6fiOXiiSIRy8IwXa2tTmdrKaYQT+RZrprLDmTSfUmygsBCkizl0v3V4kAh053ji8VstVqsVArlYr47m64lqTwaYTAkSxFFNJhxgoTDhLvAWMBOYQGexrMCVeKpLEOkkxibTRW9loCmSx9HU4ONFSWhTCEJjuIG6gNCgmcpJkMLCYwSklwSp7xWD+pDIt6Q3+6J+Pw4HMZCASwUiPi9foedRFCWivvsbqNK77V4YmECQ2A6QTosYNDrFtiU12XXqRR2ixnQqlVyiU6lkHa2qRVSG2Qy6jSAVm22gnqjweZymiBQpdPKVMoOiVRvNEkV6i6pokOiWNLaqQcgwGzrlKjcXjiIxP1h8j9efvO//vxOttj8wV//UgdYokTSavPo9KARgJYsbvu7v7v1+9//0dUOC1n/38j6P6Eb/hS972Vs4yv4pj8T9/+ZuP81bOMr2MZXsE2v4ptexe+/+pB44DXi4de/MAxeNwl+YRi8Ngk+/m5yy7upLXO51dwkeJC5GrQfZLceYrcd4rYd5rYf5rYf4bcf4Xcc5HccFHYeFHYeSj91KP3U4fSuw5ldR4S5z08dzuw6nNl1JPv0kezTR7NPH80+fSL39IncMyfyz0zkd08Udk8Wdk8W9kx+ftwzWdwzVRyaKg5Nl4amCyOTX67hycLwZGl0ujQ6XZ6rkc9L2HuGGz3FD08KI5OF0RPl8cn6+PH6+PG+56YqQ4ca4xN9z5+sjE3Wxqd7Xvyk9uyHfaOf9I5+smbv6bXjZwa3/Cfe2GML15RWdt2GJ1948Y8zF2bEWVGcvSR+ek688JE4e0GcFS+cEz+9MCNeEWdFce6fsmZmRZrvH1z5yDtHz3wyK174bE48OyP+4f+fylUeWNRqWdrhgCwRpcohl+o87rDXFaAT3J5n9o6PPs/SJWmXfuEiZVeXqb3LJFPapVLz0lbtz38232mPdFdXPLjxyS2P7KkUlgWDnN/POryC3kQYrLQfrdvtSYrqTtDLbU6upSu0uDPQpop1aCiTq+SO9EXjq0LRAbszY7OnnQ7ebKS0HUa3MRBxxXwQYlS6NV1WtdytV/sd9t7/nHgAACAASURBVKTDltQDhNXOmG2sSk+YbJzZLjh9nBfOhCLpYFgI+hIBb5yK8sV0d6O8rF4axFHBoHVL5I4Oia1V4pBrg3KVV6byqHQBwIwCIKo3RlxeOsn0lqr3DCzfHCXKmcKqTH6Vw5O0Oik/LBTy96SSAwha8/pzWiPZ2uVrV8AGK+1Hq95w2RVIu4MZb4ADzKha7QGMITvgTCCpdCKXQJmIF7fonYoOvbxdBwFeNJQ0G7xLFymVcotB6zYZfBjCp/hGrrycEZookSUTZSpZxvA8EStkM4OC0M/TvWyyySS6uVRvmh3I8ssyQk3gKhm+kc/2pLmeeKwYDQsIzHN0Ix4rIuFUgsol4wKOJQU+W600eksr8kyNJrIpPEMifMCFW0xBs8Fnt6FeDxlBBJIqJel6gq7HEhWcLFK4APtJi8njcyJZtlRM1xiSY0iumi13l5slPsOSCYaIxULhqM9HYzgcCNotVp/DLiQTg5Vidz5dTBBpAiklqWKC5IkY4nI7zXbYHfS7YLXc4PV6XS6XzWaz2WxOl8ft9VkdboMJ0hjMMpWuTaJc2ilvlShbJcpF7bL5LR1ShVwLGHSAweF2gTYrYDapdVqHx2WyQO1dnUqtRmc0LF7a0trRbjAZlVrNr2+f3ymVs0JmaHT8f//zH5atXM3waa3BqDeCWr3RbLF1SuU/+8XNN377u/NuuPGGm77zl8F6dQ6sa1rFvgzWF7S6DqzPc6u5uh6sa1p9CSz+Glg7Dwo7Dwk7P9cqs+vInFbppw5ndh3JXNPqmaO5r4K1Z7KwZyq/+8tglb4BrOLIZHHki2BdV9zY6dyzZ2svnqu/dL7x3Onq/pPN/ZM9z03Xx47VRo8O/Ob04IsfFoY/yO4+Utl3qrrv9JrfXFn1wmxz+yEoN/qTzsTNCu7uR178SBQvXBI/PieKs+KVS1fE2Uvi7CVx9oI4e+Hcx+KpqYsfnjl36eLc0oL45tsnV6x8WGMI9S9/+O0jp6fPihdE8cxFcdfoHwJYWWOMy3WE2RrnMqv7+tZjeBYyu0JBfNOGBwrZEp1MB/2oVm2RSYDWNr1EAqq0rrYOo8kUgMN0mq+vu3vzyoF7Vy+/L8t3x6JplzsBWTC9iTCYY1ZvFiZ6OjudWm1YpUXmLwS//1P5934i+/HNwE9+bV7YGZnfHlrSGZaoY3ogYYYYszGuUaPKpTqn3oe4qag3HnJRPituNoQVEodBj5iMmEId1uiiUhXS2uU3WllXoMxmVzKZFUmmmyAraJj1uAjYF+NTJT5ZiuOCx4mbDH6lxruoBbjtTn27zCWRu7QGWGcMS5WeTqlDb4yEkCzN98fi9Z7+B2KJOsMPUKmmw520uRJOTwqJlH1eAbIm9QAuUyMSZVgJxEwODrCmVADRIfcu7XJ2SGwSuVOj9Vos0bAbYQk+hbEBOwxq7RoJoOoCTBq714HOgdXeopFLQaUMUitsXlcsTle4bC+VqiB4Jp6qMnx3im6wXA/P9/Fcr8D08UwvT/cJTJ/A9AtMP0nwab5aKQ3mMz0knocDqZCfRmA+K/QVsoMZvp7m66lkmowxxUKlv29ZIz+YTVUSUQEPpoJuwgnBdijscWABXzwCMxieJalSLF4myGI0VkCJfAxlKVygMI6msjm+wiWyXFxoFLvL6WI1V0knGQrB4hE06gvALhcRDEUjCIHheZ4bbDYGKoUMRSRhHxMJpHG0yiQb2WyGiuNwlEJiAU9E2qGyWCwAAMwtstudLqfLY3d6rHaX0xswWx1KnUmi1LXL1AvbJDffvujHP79lwaKF7ZKuLrlMo9dJlQq1XgeA5kAYTueyRtCs0KhNFkiqVCxsWdIplWgN+iWt7XcublHrDDQnPLrlyZ1P73n8yW1Wh2tpW6fWYFTrDLcvWHTLbXf8+G9+dsNN3/72d7//zWBtevUL7dUDr8UeeC32wIHYF9urL/RW17VX17RKXZ+1f5ayXw3ar2Xt2w/z2w/zO47wO44I12v11FWtMk8f+WJ7dTT79NHcM0dzzxzLPTOn1Yn87onC7onCnsninsninqnC9cehqdLQVGl4ujQ8XRw+Uxw+Uxw+XRw+XRo+WRo+WRqZKo1MVUYnKqMT1dHj1dHj1bFj1bFj1bGj1bGjhdHj+ZEPcsPH8sMfFEdPVPZO1fdO18dP9u4/XRuZ6BmZ7N97ctn4yTUvfHz3Cx8PjkySlc0GuKn35kort//Lfx37aFa8JIofX7iK0RVRvHRZvHxFvHBp5pIozojirChOTJ+cOHliVpyZEcUZUbx0RXzv8EevvH76v1+b/vt/fmPluu3p8gZ/tCrX0b9e6JFboijXV+rfuHz9trs37shX1ybpWk/f+hiRc9ijCrntzgXKzk5Ip/NLZQ49AK8YvKeU6+5pri4V+taueXjN6odCMKfRes0QZrXFzBCu1ob0AOrysHCkEArnzVZCZ0QkqkBLp2NBm+POduciiX+JLHjrYusdrc6WDleXMqTWhOQKn1ziUMpdTp3Ha/S7AL/HGCSCTInryTI9OJx22+N2KCaX+9WqkFqLqLWoy5v1h0pBJO8PZ93eVCDEE9FM0JeAfVSarXHJcq24jE5UQGNQpnCptX6pyr+002YEUY+fcXlpucrb1mk1QdFgOBMMZyx2sli5O0H3xFPdYTTv9CTtrgRoJQyakF4d1GpgvS5iBEmrg7a6OMjBmKwJrRGTKb3tXXap1AZBKBrmKCIfckYSKBODEy7QZ1RZ1V2AotNgUFrNejcEeFUKq0IGQaaQ04YGfQmWrsXpWpKtR2P5EMLH4qUU26SZJsv1sEw3x/YIbF+G609z/Wm2T2D6eLqXoxul/PJqaQXPNPAoj6N8gsqydKlaHmjWV1RKfflsg2dLAleuVga6myuLXDcby0cDSZ8NtZmCNlPQ5yJwhMexDBnLU1QxRhZQLBNBhUg0jeJZCmPYRDbHlyv5ZjFTThI0SzG91Z5ElEhgBBYMht0eIhSgwjAJB5NoOOT1YuFwJpWs5bNFOk4GvbjHnoL9eYrozQrLa/UKx8VgDAtEXBZPx5IunU4jkXZ2STr1ep3VarXZbHan0xvww0jU6fUZQKvaYFLogHaZ8raFS37yy1t+fcftrZ0dcpXSYDbJlAqtQa/W67QGvd3tMpiMXXLZktalS1qXdkolCrVKqVF3yZRtnRKFWmd1uLKF0mNPbPvN3/9DqVr/21/+amlbZ5dMccedi2++5dYbbvr2vBtunHfDjd8IFv5VrR48QD544PMlhuvvBB99+/MlhuvvBLe89/kSw/V3glsPzS0xXK+VsOOIsOPoV7Wam/4yu64d57Q6lnvmWG73sfxXtRqaKg5NFfZMfkmr8vB0efjk3K9WlUZOl0ZOl0ZOlUZOlUemyiNT1bHJ6thkdex4dex4beyD2tgHtbFjtbFjxb0nKvunGs+dbr5wpvHc6eq+6erYVGV0srT72MBzH6158Vz/3pPNZ44Jj7ymT+/+rrIqc+bWbf/DB+fFM6J4VhRPfXo1OD/z0cVLl8WZWXFuoeryFXFGFM9fmjl5+syHH5+9LF6eFWeOTky+ffDQqY/EDyYv/um16e1P/x6h6i0Su8KAyXSoTJuUqBMdQAjheuniykRuWa66hmQaHl88ggoKuQ1BeDpVd9hxAxDS6wNGU4Tl+x/a9MSWR59av+4RJlmsVVcVC4PxRMViRU1m1ARGDUYEMKEuD4tiFThcsNgSbj+rMyJdSr9SH9FZEnpbUmNJaa10iyyoMJI6M6kxEoAxqtWFFTKnQuaEbQjqxFF3jEaE5Y17tmzadd9dT1ZzK4Je1gYSnZ0urSbsdPG+QA5GqnaXoNTBMrVfInPYHCSbqpF4Lugl43gGCzNxPON1xVRym8EYRqJ5H5xVaINL2yGNPjT38jNki4Ui2TCat9hJmut/+NG9mx4cGli+GUZyWgMMmFGXN9XVZpO022VSr0GP2J2sx5+xuXkAisvUsEwdUmoCUoVHoXDY7TgCs3Ag6TL7YBfqtYYseofd6LEbvWadE9K7kWAi4CZcjmjAS6JhFoEZHBU4ph4l8xE8EwizAZjBYvkkU+f4Hl7oY5lulu3hmV6B7RXYvjTbl2b702x/vbImzfXgaBoOpGJ4Oit0V8uD1fJgd2NlpdSfFioZoVos9FTL/aVCj8CVObJAwIzPFrUBAasx6LVj0TCboorJeCmVqCQSZYLIhxEejnCRaBqLFdhENkUKXDJbytbLuSob55N4QkjxEW8g7PEH7A6/zY4H/WwM5ymCJbAYiqJwiIyE06lEVWCKTCIfx/MULmBIniLKLCfEYgGH1wXaLYBN2aU2GHRdXR0dHW16vRaCILPZDFotvmDAGwxBdofaYFTpAT1oBSx2NWDuUmnbJV1KjVoHGMwWSKXVmCyQWq9t7Wjvkssgm1VnNLS0tc71ViqdVqFWefwh0GrXASa5SguYIVbIPvv8i7/7x3/m0jmNHli8tG1pe2dbp+TGb//Vt/7Xd+bd+O1vButqbvUFrcgHX/+f71u9Oxe0M1vfY7a+z257n902dy14cC5o53cc4nccFnYeFnYeEXYeST/1Ja2ujn7XT4JzWuV3f5Df/UF+94n87hOFPScKeyaKQxPFocnS8GRpeKq4Z6I4NHntWB6Zmsuk6kOn60Ona0OnakOnqsMnq8MnKyNTlZGpyt7Jyt7J8vhEeXyiNH68NH68tO+D0r4Puved6X/+7MALn3TvO1MZmqgMTQzsO7X278+v3T+xdv/EhrF3S5v+SeYsz/uZYb4kInQ/cfGKONc6nb84e/HSzBVRFEXxzJkzFy9eFEXx3Llzn3766VxjdVkU3zvywakz4qVZ8dRH4uSpKxdF8aIovvb2mf6VjxjtMU9YAJzIYonR5MFgKuuNZjs07juUTgue91JVG5qDyZotwLe0W391q1ImdcVitVr1bhTJgGDYDMJeH9nsvmtl94pH7ttcLfQmCL67e129tvbejc+U6+stTtpkjUO2hDeQiaLFcCjjdlAWE6IyIu1yd4vUJdPDSlO0Swu3q/xd2lCXyqcyRuQqV6fMZrWEUYSLBOMuexh1oPFAnI6waSLbzA6sbNxdTQ8QQdZuQpxg1KAJ2CHc52Y9Ltrn4cxGzOZIGEFMqwuG4HStupZjum1QxKj3WcGwWmFXKZ2gKWwwhmVyp0Tu0QERwIToDLDVTrq9tNVOenxMBM0HQgLHD969bvs963bUmxsAE7JgoU6jDdJMXwovEeFMJMCjoXQUKcChjNOZMoN4R6dNInWqlC65zK6QmE16j93sB9S2sAcLuVBI79QrQLclFPbFAi7c54xm+SYdLybIApOsJKlyNMKHYTaKpmE07YPZQJhD8Xw8WePT/YXiylJ5Nc/3cmwPl2qyqQabagpsT5bvz6cHM9yySDBtMUdcdjxOZkuFvnqtv1btq1V7cplymi/ls7VqebBaGhTYejyWJ8J8yEM5wLDdDPtdMQIREmQhQRaT8VIyXqKoAoFnUZRHowIRy8UTpTSToSmGS3KFdLGcLaZpPkXEYhGEgENY0I94nRGPPQZ7BSqajkcTER+JhMNeN+x2JKORKk83s3yFSeTiBOn3ok57LBCMw7DXYrdoDXaj1Q067DazRi1TKCVGkw6EjHq92mDUO912m9OhAwydcmmHTKIy6M02m8XlgpxOwGwygma1XqvUqFs7O/RGADCb1HodZLOCNqvGoNMbAdBmbWlv+8nf/uwXf/crvRFU6wytHV2LWlo7JHK5SoOTiUK5umv3ULZQVmp0N99yq0Su+uFf/2Tet276zvd+8I1gXZ9bxeaoeuh16qHX/+f7Vl/Witt+8LM7wS9olX7qSPqpo9fnVldTqmeO5Z45lv1arfZ8UNh9orBn4jqtpubqq1pVRqcroyfrQ2fqQ2fqw6frw6drIydrIyerI9PVkenq3qnq3qnK+ERlfKK870R534nSvuOlfce7952pjU5Xhieb46dXvHR+9T9cWv3i2cH9p6tbD6Ar//7Xhty8HxpuV1BrtvzrO9Pih+LVfurSrPjpjDhzRZwDSxTFObAuXbokiuKnl2c/+uT8uUuz7x4+9vKfp6ZOiWc/FS9dES/MiE8P/zbB9akMIYJuAjZCYfQulYM6G+zDOVLoxdimK15BsoM+qqqyxxRGRA5EJHJva6fDbIpaLLEwLLgcpNWKEkSOF5r1xpocnSsL5ZAXy3KVNas3Nxt3r7lne658l8VJ29wsjJTiqb4oWoRAzKgL2i24VBuUaYMqE6qzxGSGyKIux4J2a4vU1aX2KYGwUuuVq9wOO5pMliuF/lppsBAvVOhKjiqQ/rgPhJ0Gn00fsGh9IXeSIatxoopFclYoppL7TEAU0CNWR8JioyALjkYL9epdaaHPBkXkEqir3djZBui1PqeDgKy4GYy6vAyM5PFYJRhKJ1LdmezKCJJ3uBKBkABHsnN+afUhoxnt6LK1tJp1BjiR7G4U11SyK3L8sjTTl4w3I3DO4UyazLhaE1CpAxq1R6lwqmSQXu0E9U6jxu6GAn572Gn2uS3BOMYLqVIcT2NwKknm40Q2HssnqSJF5DFEQMJ8FEmTyRpGFhN0Q8gOcuk+TujL5pZlsssEvo9je9hUg0nU2WRDYHtywkAxuzwWLUWCGQTmUvFqPttTLg5Uyt21am82U85mypVST7nYncs0ObpM4hkSz0Z8ybA3HnSTsDdOIAITL9OJMolnKSJP4jmCyBJ4NkbmqXgxkSwnUxUuyWfYXLVQrRaqWTadpnk+kYwhKAEH8VAwBvtjsD+BBgsMVWKpJOL32a1uC+iBTGG3I4mEsnGiyiabaTYfjxFeF+b1xmHYA9kAudpqAEOugNdjh0ADYNSCEGAGDVqdUqNTG82A2QKpddp2adfSjvZ2mVSu1agBQGM0GkxG0GoxmE1ag35JW2uHpKtTJpWrlDKlQqFWSZUKg9nk9nmVWs3PfvmLv/r+9+ZC97ZOSVunRG8ElRrd4qVtP/vFzQ63d+MDD2184KEFi5YsWNTy/R/9zf9jJPyiVgfmtJoD68taPf4NWj35Pv3k+/TWd5mt7zJb32O3vcdue5/b/j63/SC3/SC34yC/4yC/45Cw85Cwcy5QP5J+6sh1Wh35fPR75tj1udWcVoU9HxT2HC/sOV7Yc6I4dKI4NFEanigNT5ZHJssjk8Xh649TldGpyuh0ZXS6e3iye3iyOTzZHJ6sj0zVR6aqo9PV0enK+KnK+KnivtPFfafz+8/k95/J7T+T23+mZ+h03+iHq5/9eN1Ln65//mTPzreYNfv9xSd+usT2/dsAud5z3yPPnJo+I14Rr5w/K85eunTpwqefnrt0+aIozoqiODMzc+nSpdnZ2U8vzl4RxSMfnJzrrc5eEC+L4umzVz6dEY9NiH/8r5O/++dDueqGv7tDjye7//AfR7pX3H/HUu1iqdaNxNP1nsrgyvLA8mL/MoUlJbcklSDVqgwtaDEv7XTodH7AEHLZInqVLQpTkQCuVxkCnlCaS2eFXKPQU+DKXKJQLfQlyGLQF7fZYhYrHoKzUazCcssy2dV4tGICUJ0qYDFineqITI+pzZQWjMt16FKJd1GbdWGrRabyKDV+iwUNBGkkTMdjuXp58O7VDywrLVteXj5QXFZKlTFPzGXwuk0hxEVyZKks9KXwYtiTBHVBncLlshJuawwAIlYb6XQmYDiTSjYpsuqwEUqFy2bFXQ7S60153EkYzgjCsmSqx2hCdfqQyYRy/MCy5ZvTmeUwnPEHOIcj7vHSKpWvtRUEjBGTCTWaEJXaB0IY6knEw3wKy5ORdNjPBlwJp5UAjRG13KmQ2qTtgLTDqJYAGqkRUJhseodRbQu6ojicShLpYqannOvj6SoTL8VjeTpRpshiGGa93oTbTXk8cZ8vGYvXMLLMZ5aVa/cI2WVJuptle1J0k2WaDNPkUnU2VeeZRprryaX78pn+JFXNcP218ure5rru+upKcTCfbeQydZ4rZtKVUqGbpfMExmIoHfASPg8e9CRiaJamKimynCCLqXg5QRZjWCaGpXFUwFGeIrIMXebYGkOXk4kCTcVLmVx/o7uSK7AUlWWYPEsTcAALuImQl8ZCNBZi8UBFoOqZRAr1EgEP7ndjPifmd8Vhf4bCGmlusFyoskw8GKBCIQ7DIk43pNLYtEDA6nQ7QYfNaLUYLJDeZNLodQqNVq7VKXSARqNXKTVKuUouUcq75LIOmaRd2qVQq4wQaIJAyG6TKuStHe13LlncIZW0tLcptRq9CQDMJpvL4Qn4HB43ZLPedsedCxa13HzLrT/521/cvmBhp1SuUOvaOiQ3fee7DJ/e99wLbl+wrVP685tvmXfjt/8iWJ+l7HOTIHUVrDeuS9nfjn+lt/rKBsP7zNeCdVWrr4A1F7Ffm/6e+Tyr+vy4+9jV3uozrQpDXwNW6WvBGpvuGZ7sGZ5sDk81h6caI1ONvwDWs2dyz54ZHD9710szq/Z/FN/wX53oxu/Jst9vRX8qi6/b9vt/e+vT81fEC6Iozoozl66IFz75/AVlcXZ29vLs7OxcezUzM3NFFN96+/1HHtv+8qtvXZwVP70sXpwV3z9yumdgh8HM/u2vNBGid/fYH99479NzM+KRKdEWiEPe2JZn9m4d2k8Xq7YQYnT7DU7PYlV4oTyksSZBb1oDoGoDAkFRvS7QsVRj1rsf3vT4tsd2YREi6IWLuWKtXEN8GBaMNSvLMkxFLoGsIGyx4tnsCpZbls6sLBTuKhTuilNNpyNp0IQ0Cp9Mj8v0uNyAq02kHoprzaRUHWzpdHTKHPMX6lQqF0mWMkKTThSzfK23saon01NOldNElg4ziBMPQGEyxFT4ngSaifpSWqld1moyKD0+O5nAyxic8fk5gqhQVB1B8qEg7/EkTcawVGLraAONhhCOF1OpZjicCQT4YFCw2kijCVGr/S53Eg5nDIawWu2HLLjRiLS1QVKZ02IhotGi05kwGMIdnVaV2pdE0gW6kWO6yXDa74wH3MmAJ+WykwqpTdZpkbQDapkF1DmNaiuosQRswXiUK2e6q7m+NF1m44U4niYQPkHkcFSgE2UCz7mdMasFdToIny8ZCnEWB2lzxclErVhZy6cHabYnnRlIZwZSyRqdanB0Q2C7M3xPhu/NCr1ZoTfLDzQqdw/0ru9t3lMpLcumu+lkjsCYNF/m2QKdzAb9mNeNhkOUFQpqlJaAJ8EkapXCinx6IEmVSCxH4rkYniWi6SjCYQgXJ3M8V8+kmyxTochsiqQKQqZZqmYYLoFjBZ4vcHTIZU9hYYZA8jSRjkcZzJ+nsXwKRT1mGgsnkCAZ8uJ+F+F3UyEvFfQSfjfudQcgMxkIFFMpGsWCVrvHbPWBNptF77AZ7VYAMmsBQG0wKLU6pUotkykkaq3SYAZMFpPBbFLptF0KWZukS65SavQ6uVqlNxmVGrVMpZTIZRaH3WyB5GqVQq3S6HVtXZ0tba1+OLRizWrQam/rlNw2/8477lx06x13Lli0pEumaO+SdUrk8264EY5E7S6PWme45dY7vvuDH30VrFevgnVVqy+1V29QD39d4v7YNyTuT7yXeuI9dvt77PZ32e3vsts+L2bbu8LOg/zOg/yO9+dKeOpgZtfh7NPfvG/1zLVh8Nj17VV+97H8nmOFPR8U9nxQHDpeHDpeHD5RGj5RGj5RHD4x96QyNlnbO10ZmyoOHa+MnazvO13de7IwdKI8Mtn97Ic9z56pjk3VxyaWv3S2e990c3yqOTbRHJtY+dLHvfumV+38b1/+sVZr9sZboJ8tgjRu4Znxf7rwGUvilcvilcvilXPizFnx4knxykdXhboizsyKl2bFi7PiXDJ1QRQ/vizuffFPW57+/ZtHZ//46imutKFTgyzs0H/vp3f863+8+9FFceS5P/zuDwfGXvi3at+9jYH71m7YGiGKC1oMP/ll250tgNmOt0mtGgNmc3Fmc9RoQgMe3KhzydukNsDSVypve2jzU48+VmRYL2hLoYRA0Q7Akk33rFy2ccvmZxiqYAV8FMozsXxvddVg814+UUtRDQqvkLHu9jbHgoVQl8SvB/l2GdYuRfRm1mLjVVq8o9PT0eHuaLfZrHEcK8GhNGiOxKkqQzdRJMNG0wwq4L54AIqgbjJNFstcdy5ZM6tcTmMo5CTDLsppCkNaX9BBsmQlGW943EmbNRYKCn4/r9eHlaoACBKLl5i6upwAgEAQYbOSOFbOCMs4ps/nZUxGRKcJWiDc72ODAd7tSlogfGmLyWaJ2W0kZMbsNlKj8uu0wVSye93gpgxVIoKsQFVosuyEonq11waibgcB6HxqKahVWCGtHdTaTAojIDM0KyuyXJ2MClE4RWJpOl5MUsUYlo3huSgihIKsz5f0eJM+Px0IciGYJxPNFDsgZFdm8qvT2RWcMMgL/YIwwDANhmlk+J5yYXmltLyQ7c9nekv5/sH+df09dw323TvQt66YG4jH8nSiUimuYJKVeCwfwzkC41zOkF4LeT0hOiX0927KCstIokQRZTpeS1IVIprFECHgJdEwk6ByAlvN8jWBrdCJXIJMY6EwHaPyHN8oFjmKjKNIkUvRGCJQUYFCBTLMx2AOD7CYj0bdqYiTx4Kk356AvVTQFXXbfGZ92GFdUa/25LIshmZJclWjMVAsRux2i0IZMIMGrcxlM1pBvUEr02lkZqPGZjWZTTqVSg5BJo1ODVrMMqVCbwS0gAGyWSUKuVqvBcymdklXa2eHXK2SKGQ6IwCYTXoTsLS97db5dyxa2jL3iw42l9Pu8gBmSKnRdckUi1rabl+wcFFLq0SuAsxQW6f0jjsX3bm4Zf7CJT/9+S9v+s53591w0zxk/X8jG/6Ebng5et8r2NVrwc+0euDAHFjXtIo//NWXnN/+htD96v1g6sm36bna+jaz9R1m2zvMtnfZbe/OacXteI/b/h6/431h58H0rkOZpw9/JseANAAAIABJREFU477VZ7PhF9qroeP5PZ+BNfRBceh4cfj4nFb18ZOV0cny6ER9/GTz2dP1faeqY1Pl0cni8GR9/5nmsx9WxqbLI5ONfae6nz3T3Hcqs/P9nv0nm3unBl/4cNVvP+nZNyVsfdPS+/yP2/Fv3e79RRcayNz/f946f0YUL4ji6QviJ+cuz4qiOHvp0vmz4qUPZ8+funJ+Urzy8fnzn87MXB0AL4vimY8vv33o9D/+22snzogv/fNr/Wu3xtMrnHDh1hbol/MBs1tolZvDZPbEGfH198+sXv/EPffvrA9s0IKhhW36xR3GH/508bxv/fz2hVpPkAvjOYcvaXWykJ222ki7gzIbPGo5hIeiG+/asO2hh+9btbrEcD7Q4jZZKnz2vlX33DWwqr93HUlkKSztc2JEmKlk+1iyUBR64tEcDvNxooKEMsFArqvTvbjFvnCxtV0WbZOiUhWhM9JaPSmRheXyoN6AOx3JRmOjw045HRQVKwcDrM+bxLG81xREXUTUQwatSNCKEv4kGWKj3gSk8dgNAa8l6rNidiBk0fmDTpKJlR56YEjgBkxGRK3yaTRBqdTV3mHr6nKaTJhOH4Ygwu2mHfa410NH4EwYzhiBiMNORcLZOFlPJppUrIZG8gH//6Xsvb8lq+t0/2aYO9e5M+NVRFLT0On0yaFyzjnHXXFX7do51K5dOZ5TdfLpnOncfU7nDA0CKiPjjGF0dIIg2DnSCUREVEZy3R8OKOr4Xeu71vtveK3neT7P+/0hdNqwXhfRakJqVVCjAswmMBrJZrlpCuSSfiwVoqlkIezFZXzLUL9eo/DKJXa5xC4XmaR8vVKgMSosHqM75AAYvEQheQzKIgk2BbLJGBOP0NEQGY+mwyHK7yfcbsTlRtxuxOvDfQESiOYSqRpOjdLsJMWMzQOLZloEXqOo4TTVoIkaiZdZul7MjdWrM/lss16ZrpamGLKKQDkEykMgFwHISIgM+BAEYpFUBggmHDZ/liv96N/+q1ZeR+LD8SiXBPM4UoEThVAAdzsSsTAJJzkSL5JYEU6mY2EsAsARAEbiiVggFA8ES5lMiU2nImE0GkoCPjIRIhMhEgxgUS8M2KGAFQpY4KCVBoNExIcAbq9e6dDIvQa132zkEKiapmtpZpjjmrlcmSRRAAiaTE6VymJUGbQypUygVUmMeqVGJdFqFQ67SaNR6g0asVQcAPy+YEBvMg4JBXqzSa3XCSQinkjAFwuHhPye/r5BPs9st6l0Wq1RL5ZJB3hDPKGgf2iwq693UMDXm6xqrUGh1sqUGp5AvLyz+7ElyxYv61ja0cUXSrp7BwZ4ArXO8PCjjy24594F9/6vBaH1n/eDP41vfuX32uqP5NW2c9C2c9C2/99LztjcRWz2Ajp7Adl3Ht57Dt5zNrXnbGr3WfLAFeLAZWL/JXz/JWL/ZfLgFfrQVebwtb/ct/q8vLrDHb+TPXEne+Iud/wmd/wWd+JW9sTt7MnbuZN3cqfu5E7d4U7cog5epQ5dzZ26Uzrz8+zJ29zxW/lTd9kzvyp+/Xf1b/6u9Oyvi0/eLT31evPMrdGn76x+5sau77yz8thPkYknbehasbe2VJpc8Pe8h5b1rtsx9/rb7/73x+2P2+33Pvx4fnVmft577+Pfvvv++5+03/u4/esP2u+12++22++2279tt9/6oP29l96Y2nwySk4orJjGQS3us4lV8SQxGYyWRTJAIguaLIhAYYfIyumv/WDX3LMYPaK3xAf46kce75UqLaXaZC4/XihNbtlyYNeu4+vXb8dwzu+KGdVOvcLgMrnhcGSkUNw6M7Ft1dShbVu3TI63cuUSkW7mWns37Tu+9+md6w8EvCh/UG/S+qBouppp1rgWEWca2VbUDUdcqVQsHw+yDjvJG3L1DXr6Bj1yOaJQoColrFSklLKoWgE6zGjYz9nNqYCbkog90Ug+nqxY7KjJjkpVgFHp9VjiITcadqMRDwYGKDBIRbwY4ITnx2dL2HUhs8rvNsdiPoLGR/xuXCHzCXg2odAtlfrVOtBsw0xWlC/08ngOsdg31G/u6dIO9ur5AyaFxON3EyhURaEqGMmH/IzPRfhceNBLaRQBpdQrF7sFgxaLAYQT5UQ0nwKomAeJejEwQLptSYXIIRwyKySuwT6tiG+WCU1SgVEvtwQcETxOZFAOhbI4nCfQIgrnwWg6FMCCATwcogCADgQItwe12ZMmC2g0x02WhNmWDMczSbRMMCNUuoVTDQSrYniNIBsM00ozLQKtQfEcnChw6dFGZW1reFOlNFoqNCmiFA3j0RANgVw4QJkNEYsxgkDFRJx2O2PxKHz82JlzZy9s2riFouuJJBeJ0skkhyCFBJgJBXC/J0XilTTV4OhhGqsgcS4Vy1BwMUePpFE8AYRdRgsWTxZpGolE4FAQj0UaHFPPUFUGLdNwhYKqdKqehoczaNishNxGyGt1KAQOtSxo0RtlEqNMErBYOBQZzmQ4OJVJxMsYSoeCTrnUZtDqVTKtQmrUKE16jVTIH+jtkYqEOq3WYjZLJBK73R4OR3xev1ypEktlepPRZLUo1CqxXCpRyHhCwQBvaEjA7+zt4YmEYrlMoVHrzUaVTiuSSkQyySBfxBOK53+QVusMPKF42YquhY8tXtHdK5YpB3hCiVxpsTsXPrZkwT33/s3f/t2C8PqfhDe8FNnw8md+8A/C6k9ptf18avv55F8I3eG/ELqTB68QBy7jcxeRfedTu3+W2PlKfPvLsW0vkQcuEwcu458C6xJ54Ap16Cp9+Npf7Fsd+33WPk+ru9kTd7Mn73In/pRW+VN38qfuVp75RebYa+mjN0pnfl772i+LT71RfOqN+nNv5579be5rv8md+SX35C+Kp+9Wn35z7Jm7E8++QW36F2fpsCQyKQyOfnUwtOBLUqmntObAD169dvd37U9t3aflz48/fuftX7U/ad+9fefcuct37r755tu/+/Xv2u+1279rt197q33h1nvP/cvZ9bvOxKgxnjrcJwN6JIFuoX9QHrb7syYn0zvkVGhAMFEPhYsoU6+01hdq62wedHm36u++tFwkM8NEYeOWfWcv3Jrdf+b4yReOHft6Lj82Nr4mEATxFJehyjRMxwLxIsUc2rnr1OzulY0KFgpOV8p71m/ZPLlqsjK1amR1mW7aVD6PE7IYQqk4y2BlLMaE3UnAHi0zdQYqQEECT1YYdNjrTvOHXAJRSG/Cvd6a2cxJJWB/n3ewzyURBjXysFYRMWgiyx+XqVUhDBuxO3GLDRHJA/c/zDfIPRqxQyN2GJVeiyZoUvr0MrdO6nIYwg592K4PWTQBvcytETu0UqdR6dUqA0ZtyKCNKuV+gdAtFHrkyojOAJksKF/o7eu3DAxY+7r1A31GmcghF7vs5mQUyCRjBTCSAyO5WIiLhTg4UQZ8tFruV0g8UqGL128y62OxEOdxoAk/ngwQUIiBQkzAjZq1gFLmUcrcIp5JxDcrxBaT1hfzp1gsX2Gr5XSFxss4nEslMmCMAfyY15X0euAwQIZCdDBIeX243QEZzXG9MWa0gBYbhNPDFNtiuDGSacJYJZkqpuASilW5zDhJNFJgPhHLEmitlJtuVNc2qmtHGtMozPo9SSAAJ+NcIsqGAlTAi0cA2qwP6bVuFM5+9zs/unTxtTWr17FpLhZPhyNUJEqDiUwCzMRiDARyJFbOc6NceoTBKlgyhyayDFopc+Ot6hoMhLIkg0RBCkLKLJtBsRyOVtJ0g6OLJMLBsTyeGOHwyTI7UWJGc0QOAgqpUC4Vgf12NORHAK9BKpYN9En7+5J+f5HA04lENplosulCKhHQqS16tV4lM2gUKqlIJRNrFFKJUKCUSeVSmc1ilcvlAoHAbLYUi6ViqaJSa0VSidPr0Rj0YrnMZLMaLWaeSDjfJuUJBSKpRKKQieWyQT6vo7tryfJl800rvkii0up1RrNMqe7uG1i0eGnfIH95Z/eyFV18kUQokd3/4MML7rn33r/52wXhDS/9ibxK/PGz4Odpldp+4c93Bn+/MAj/eal93zVs7gI2ex6dPY/sOwfvPZva/TNo96vQrlfIg5fJA5eIA5eI/ReJA5fIg5fpw1eZI9f+ct/qD05wnlbzsXr2xM3syVvZk7dyJ2/nTt3On7qTP30nf/rO+LferT7zZuH03fkv/7InbmWOv5Y/fady/LX6qdvTz/58w4u/2fKPPx89eo5e9XSwuIdnxodM2IPLFQ8uU0QS3LMv/PjDj9offdL+3XxV/b2PPmi3//ujT8n1frv9re+/MrZ659Z9z/zrT27+87/f/I/zv/p1u/2bdhspbExya/XBvMCIdErDSwT+fhXYI4/KjCmFGVHrIjJlMAaQW9bvP3Xg6a2rd8pUPpUOWPS4/B/+b49M7mfSE3v3HXti29zaNRuOHDlRKQ6/+MJ3fvyDH9fL9bWrJsqFdKvSGK83a5l8gUpP14c3Tc2MZPOpACDrFxCx1FhtMoPnQj4EBjNgLKuSe6M+OBUm02gRiTIRDxxyJZ3GsMsUQeP5ZDhDpOocPeF30XKRTykNuewUhUwmo3WvnTSoYlqpTy32yPgWfq9WrXALhgxaQzgK5tzhTBxr+JIVo4+2mRJysVvEs6lkPrXcx+s3dnUoe1aoelcoh3p14kGzTGBTCO1KkUMusEl5FocpbtVHNIqgiGfvH7APDDp6B12dvTaxPDIk9PMFniGeSzhk06vDTkvCqAY8DjQcSMdCHJaqVQpryvnVHDNRyq3yOFCTLqpRBJRSn1oecFpTsVA2Ec1b1P6wG8WTJRQsuO2wSuaVSjxqFaBS+jWaoNMGJuNcjqmXuGaJrReYKkPWIJANB/FwEA8FcK8LcjohjwcJBKlAgPT6SacbtTkRpwfzA2wELOSKG7nceoZdiRHjKaSRghsY1iCpJsOMoGgJgTgKL+W4RqnQKuZHivnhLDsS9CE2cygaInCkkIyz0RCRjKdjEcJiCuBo9uWfXLp44eZYaxWOsWmmACarkVgxHMlFovlwOBONZgmsWipMc0ydwkoYlMaSaRrNZMg8R+ZYnNNL1QSIpFM4i5AMhII+gIjGCgQ5ks3kkBQVC+XgxEQxs2a4PFlkK2Rq90xjukBUCZCN+1koCvmdGqFAKxaaFIqE35+FU1k4VYShOomVYZD0u2kYsRuMTpPZoFTJBCKdQqWSKfRqjVwi16q0CoVGKJA47N4tm7efOvl0JJwYEvKlSsWQgD8kFJhsVovDLpHL+CLhvFtUaFRimXRQwO8dHOju71vR080TSoYEYp5QLJLKpQq1SCqfB9ayFV09fYMCsdRktVvszkWLl31aa4hseCmy8TN59ceVq9/nVtD286ntF1I7LsA7/tBr/4xWn0PVns+X2j/dFkzuegXa9Wpqz8+QfefwuYvkgUvUoSv04avUoSvUoSvkwcvzQx+6yhy5lj56/S/2rf4nWuVOvf7ntCqcvlt48m7xqdcLT94tPHm39NQb1a/9ovHc2/Xnfll55s3J59/m9l+Mrvy2uXRKgWztcDYfkqT+oS/4yKD7C48qOwX2zbPP/+q/2++32x990v7go/aH7faH7fZvP/j4g886Vi+ffw1EM4s6hF9+uCtBDR95+nutNQcBuAagTXe8/FC3qUce7lFEB7TJXhW4XAz0KmJLeF6RJq6xEw43AUKVWnE6z7ZAP+y3RZ7Y+eSOPWdOP/Wjs+d/89HH7V+81f7Od/+jXBmr10YYOpOMo5s3bF+/en0kGKXwZC5D0ik8SzDj1caWVWunag3Q64+5PCPZws51W7euXD/ZmMFA0moIuqzRcJDxe3G/PZoEcDhKh9zJiAeGI7TXGpcM6l0mMBFicaiGQ3WbCTaoYxplzGKEE5FaKj6MQyMk3ELjpaiP8dkhjzUR9OEuW8JsBdnsZAytl5pbD5z5wcTGYx4HatCE9eqQx4H63YRZH1XLfVpVUCV1m7Qhpxn0WCGvDfLYILshalD6pXybXOiQidwSvnOI5+Lx3YMC36DAxxcHBRJAIg3y+O7BXqNc7NHIPEM9OoXEYzcnfS4cTpSL2ZUkOhz0UpEg67LBDgtk0IQNmojDkrIaQasRBHy0Qx926MM2fcSsAZRSj0ToUCr8ZlPCbIr7fASBlkv5qRLXpNECCbFpNAuBmaAP8bmhCEDGwozPDdvtCacTMpqiJnPMaI4bTDGDGXS4sUg8jxAj+dKmNLcGJydgtIXiTZIaT6fHWXYCw8oYVknTtWJ+rJhvZtK1NF3i2CqBlcAYEwkRYJRJxtlIiAACSBjAoAT7xJb9P3/9tz/815dz2TrLlLJcBYyjBDWegGrhSC4cyUWj2Xg8j6OVbGZs3rqyZLGcGxmpjDWKrTxdIFO0WigHfREiniJBJOzwmOXqhM9foujpWmU4k66Q6Gg+s2l8eNvM2Kp6oU4ja6pMDYvkU+E8HC5TKBENmuQyq1rpNhoBuz3p9SBAkAT8TCRUTMbqWIqAUsK+fq/NjoCg1WBSS+WCQZ6YJzAbzFKRTCpVOuxumuY2bdx29MgpFKF0RgNPJNAaDVKlom9oUK5WqbQapVatUKsEYtGQkD/A5/UO9gskovmKqUAsHRKI+gZ5Pf1DQ3yRUCLnCcXdfQMSmZLJZIuVeqM5OrVytUZv/AxYG1/+U3n1P9Dq/Dyt4B0X/sIKzuW/sIJzLbXnZ/Des+i+c/j+C+TBS/Thq+mj19hj15kjV+nDV+lDV6hDV+jDV5gj19ij1zPHbvx/9q0+za3maZU/9Xr+1BvZk7dyp27lTt3On7qdP32n8OSdeU5ljt8oP/3z+nNvVZ75efVrb9af+2X+9G109pwxsVbsafZo04vF8CN9vvs67A+vMCwesC/r05K5yRde/LcP2+32J+0PP2h/9P5H7737u9+027/8qP2tH9/455/ceeE/7jz3w9eyUwcWfLF30JDqkAJqN+1NDQvUwH2PiR7vUopU/p5BvUjm7OVbOgcMj3SoHlwi75P6hbrYg0vkZi8dhYoGW3JoSLd0qcBuCW7duPfD9se/+/i9j9rtG7fePHzkqWyuXqs1ZqZXFbPlZAzGE7lWeTURzwP2VI4o0hDr0NsKdG7Ppl0bptbH3DGn1jlamnjhqRe/cebbm1fvzGaGU0nW5U/aPXFfDAOSVBZmsykWDmF+C2DTh5ymqN2SMuqiAV8GR1so1EjFqxZtzKYHrZpI2EUEnZjfjsT9ZBqp5skaDeXQGIWBTDHfhBKMP4xXRtbE6QbbWLv58DfTrS0o2oxEisEAF4+XSWKMoSdJvIXBDb+biIW4RDQfC2VCPirgxh1mUK8M9HeqZAKbURsz6+NiSbC3z9Y35BXLYwYrqdSl1BpQrohIhS6dKuS1QR4rJByyuu0o4KN9LtzvJnQqQCJwWo1gPJx12xGDJmw3Q343YdJFVTKfzZQIulCdzMPrM4qGLEp5QKeNWK2wz8cEgmkoVeUy4/ncFI1XwAgd9kEhb9LvhR3WmMsOhgI4ECRczqTbDUejrNEUNZpiOkNUrQVUurDFngrF8ijZyhU2UsxKGB2F0RZJjafZaZoZxYlhHKswzHAh1yoVxnJcnaFKFJmjqTyFDeNwHYEKYJQFAikgAGNIulwa2blj9u1fvvuv3//PUmGYocpIKhMNERich9FmLFGNxopgsgpB5USiBEMFAq8RSCHLDjerk5OtNVMjM83KaDVbK6ZLfouHTdGVdKFE5eBgLOYOZBGcgzEGTLDJZBGDW1l2Va20slpscXQZgypwsIGHJ3LERI5YPVyZquRToWDY5bBrtV6zOWyzRuw20GZGPE4uEqikYg6DefGDj+DJ1ExrPOjy6ZVajVyjkWnsZpdRa1Yp9BCI7doxt2vH3L69h1vN6VA00jc4UKpVK416z0D/AJ+n0mnFctmQkL+iu6uju3PZio5Fix+f35HuHezvHxL0D/G7+wZWdPf2DvDEMoVUrhKIpRa7szU22RqfLFUbI6Pjap1hwT333vPXf7Mg+mfA+iNabfvUCcKfAuv3b4KXUn84HfMprf7oHsNnu83zSoo6dIU6dJn6TE+RBy+nj15jjlxjDl+lD19ljlxNH72eOXaDO/7aX+5b3eFO3JnPrea11ad9q1OfAev0HwGr/uxb4y++23j+bWTfOffq76pqX1sCbvsrVbVTw93fF7/3YeM9D+oXDgR82Or9T/74wt1PT7jM66lPr+i9/+GNaze2H/qmL1n83w/0a9y4MZxfInQv4rt7NWCXMtqrAVeIvT1yQGaM90ncPXyzwZGSqrxSlbdfaBMpfXwV0MW390p9nQLn4z16sTYqkLlMjtTc3JnXX3+//WG7/VH7tddvXbpx+dVzVzdt3Y1imTRbXrly9Zo161ZNrUGSGOBMrR5/YqK6vpwe37F+N5VI+6yeJJCAwymLyhywBHau23lo59EUgO7YOFtI1+NRMhGjgBjhCyHeKOoJI0ycxENwwp9CwnjUT7gtcb+HBGOFSmlTpbSJgJtYathhTFq0Mac+zmHNAjMBBtmQC6GSxRrXKtINBs5SKS4JUhiStblBXxhn62uZ2mpjOB1Nj7LsTDxWtphTOm3c52WQVANKVPweWiHxGrVRiyGuUwMqqUcpdkl41sFurULkUElcOmXIoImIpcH+QceQMKjQQkYrxReHhnhuiRRQywM+F1HKTK2Z2m3URihshMKaHgeqVQJSodOsj7HUWI6d8rlwnQrwONAokPG5cK8Ti4ezRqVfJXZqFX6vAwn4aLcT83ioaKwII3WcaFLkMIZW4EQmFiI8trBeaXfZ41ZTyGaJeFxJuw20mCIAQLHsaDTGhSMZX4CyOWGTNen0EnGoQmcm88VNFLMyhbQQbIxmJpn0FILWotEsw4xks+OFXCvLNlimzDIVhirgaAaHa2AkGwGoCEAHfRAYJacm1n7tmRfan7QPHzpZKgyn6QIYI5MgTaDFVDLjC3KBUC4OllGsiaKNZLKUSuZxtFLKjbUaq2fG148NryyyZRpOp9F0ns6r+Ao8hozk68PZKpNE2RTBJFLKAb5TrY46nGwiXmeoZoYZTpM1Eq0QcAUOzOTRNTWuiscbGWqqWsDjsYDNErDZ4FCYjsfggB9y2jCfi/I7Mbctg5F2vWnnpq37tu+0aE0ygcSkNRk1Rr3aFPJHrWYXQ3Lf+86P/unF73/z6//8zNPfhFDk/oce3LV3z7/+6N/sbld3f9+8yJKplENCgUAsEkjEPf19/bxBgUTcPzTIF0kFYukAT9jV09/dN8ATinlCSd8gb5AvNNucGr1pSCAe5IsefOTRTxVWbPNLsc0vxbe8FN/yMrj1ZXDrTxNbf5p44pX5SW57JbntVWj7q9D2n6W2/yy14yy+7Sq+/Sq+4xKx4xK56xy56zy551Vyz8+oPa9Se16l9pyn956n91xh9l5h9t5g9t7A91/CD1zGD17ED17ED50nDl8gjpwjjpzHDp/FjpzDjlzEj14ijl0jj18nj98kT9xMH72YOX6ZO3E1e/Ja9sRV7viVzLErmWNX8idv5I5fL5661fjam9mj15mDl2pn3sgffy138ueFJ98qnvh545l3hk//ovnkW2uf+1Xj0LXarv+EJ77uprbw7KUl4tBDA677lqu+uFi2vLvD7ra3pib+6Xvfefu9D37/rvdOu335lx/9st1+45P2t8/+8pkf3QArm7r0YJfUv4zvXC6yDekAiSUiMAJCfUhqjks1MbUpZTSmtJq4RuqQC8xKvkIjUvf265XqgMMac1hjHnvc6wCNupBEaFNrwMVL1Q88JPYFCpvXn9y/7x9PH/zWsX1fnz3y/UJ9J8WMMemJMlebGJ7ePD29Z8OGlfXKeCFbZXMT1eE92w8eP3RmcnIbAJBerdku12SS+IbRlQe37//Gqec3TG+xaBxBbyoSxACAjEVZGKtBcMXpJVS6MOSMAXovGkDZRCbmQeEQwxItNFEKB9hYKIel6vFw3u/CLbqYVuaN+pkKNzZcnIaTWRIv58uTIJQxeeNae8gPMRE860tQULqSKU9ARBGlKpXhVZXiqnxmol5ZM1xbD/gItcLrdqSctoRa4RUMmeQSp0kX0msCOnVApw5IBFaewKvRJa02wmojPG4m4OesJkgwZFeI3SqpVyf3OoyxsBuJ+4k0XF7Z3IwgFQCgg0HK4YCUKq/LBcdinMUSt1jjen1IJnNJJHatNmCzgTo9IBBYujrkJl0oHKQSUQ6BihCYi4XSiSjHUs0MM0ph9USUiwJMPMwCfsJhAREAwsIwHIKhYBKNk1myVOJaRa5Zq672+1CdIeryYIFINonUycw0wU5ls6MZrpVmR0iqhqLFFJxPQtkklC0UJ7PZ0TQ7kmZHOK6VZkdgpBCOUHFvEgoiIIB4rEAYgLc/sf/H/37upZevbN12cLi5GseLIJhOxJhoiIgEsGiQCERpCK+Q6SqM5VMpiqJy5WJluD4y0Rodb40WcqVMOluvjTVHptJsJQkxiTjpcoSTIFqrNKulIpdmKBSMBl1wzBsH7EnASSaAMo1NVgvTtfJwJs0mwQpFbJhoTlYKGRTMYkk8GUpFfVA0mAj74pFQOOCPRxOpJJJMYMVCfaw6+tTRpw7snsOTqM1gtOoNVpPe73Y67RaLSa/VasxmE0FQzz77/Es/eXX1qvUKtRGE8I1bdvzwx//1wov/7PEDDz36qNlmU+s1IplEohCLZEK5WiKU8jq6lwhlPI1eJ5CIl3etWNHTzRMJO7o6H3p04eLlyzq6Ogd4QwN8Xu9Af0dX5//9yn0L7lmw4K8WLIhtfim++aX4lpfjW/6MVk+8ktz2anLbH2iV2nEW334V336V2HGJ2HmZ3HWO3H2e3PMz6o+Bxey9wuy9yuy9kd57Az9weR5YxMFLxOF5YJ0njpwnjl0gj10gj18mj18hT1ynTtygTtyiTt7iTlzJnbpWePJG6ambpaduFk7fyJ24zh22odr3AAAgAElEQVS/mj58mTpwgT18uXrm9fzx1zKHr1afer1w4mb+9C8qz7xTPvWL+tPvTDz7m9z+6/GpfzFxJ3m+mS/ziHsXWe5dZPk/j2seGfT40JH1c9+8ePXiW++8Na+kfvXBR/PAeuuD9uaDT8+e+ac32+3vnf+FzEc/MGD+P8vVf7dc0ysHBlRhnj7E04d6lc5lQlOHwNIjdQrkgEgR5vNcvCGnTQ/EgyQaRdAosqJblYCK1dKMz52SCUx2I2C3gIO9WpE4IJYEVZpkAmpCYN3toIr0+M4Nx6qtfTF4HEZqXHZmtD6xcnzNTL0+WiyUCXQ0l2mVqjUuX+DqebaWTObstnjSHQhbnGtGJr/73Le++/V/2b9ttszWkyHEZY9GATwWYxOJLEE3UaLh8hFyddCncQW07qQbSnogjyka86A4VE3F8hl6gkRHCGQ4GSvC8VI0yOqVAYs2nCVq5cxoKpFJgmwwQqh0Hp0zEkqxWH4EzQ2HkAyeG1n3xP7Zo8/u2ndqfHrrzOTOPDeJpkpglHNYQJctGQEYkz6sknv4gwapyGbShcyGiM0cd9oSJn1YJAnaHBSYaBDkFMetZugpn5sSDNlVEo/DnLQbog5DlADzlcx4iWmVmJbXi0qlTpXKZ7HEFQqPVOrUaAMyuUujCeh0wfn/lpVKj04HaLQBmczpdcJwokBiNRpv5LkJLj2KQiUonoPAHJwszA+aKuFIFYGKYDSDhlNMgmRhlk2lM1i+xNbLudEi16SIeiqZd7pRgynmC2UIZpziZmBqbB5JNF3H8HIKziNokUkP5/Pj5cpMLj+eTg+TVA0nKjCcj8YYfwCNesBUCA154n5HZHx07Y9++NPvff8nK1c9UW+sJKhSOEwAISweocAonYjQUCwdTnIJtAhjeQjNUVSuUmlNjE5OT0yPjjSnxidG6q1qqd5qTjfq4ziZj8ZwlyNs0Lmi4WSpUM+yaRSCKBTMUHC9QG1dN7Fny+qxSoYCw1k00cxmRgvZ+bMPk5VCK58pp7GRQjqNgfGg0+c0Y8mI1+nwuZwESlZKtcmJ1dVK86mjT778by+dOXYajkFGjcZlsTptZpvZYDHprWaDRqPW67V2uxPDiGy2ZDbZhwSyGIhs2LTtB//2n//5k5+Wa8MdXV3LOzuVWpVCo1Ro5AP8foFkSCwXdPUtHxT0iuWyIQF/eVfn8s4VHd1dDz268P4HH1i2omPRksdX9HT384YEYtEAf+i+r96/4J4FC+5ZsGBeW83TCvyMVsnPtNU8raDPaAXvOItuv4tuv4vuuIntvIXuvobtuY7uvYTuvYzMXkBmLyBzl5C5y8j+a8j+a8iB15ADrzH77qT33UnP3krP3k7P3WT332QPXGcPXOeO3OCO3uCOXeOOXeOOXc0ev5Y9fjV7/Cp6+BZy6CZy8DX04Gv4odfII7fSR26lj96qPvVm4eTd8ok7I8+81Tj9ev3U3cnnfjXx7NurT9wcnbuQW/9dD3tA4m1267nHeIH7Vlju/VLnA0vlbgA9eOIbd9945/0P2x992P7k4/Z/f9B+/5P2+5+0X3+r/Y1vn//aC688MfuPDiDXLQks7rfHmFVBbOLLywyPDXk75fEOaaRT6BpSh4SGcL/Su4SnX9SvWTJoWs63dvFc3XzX4mWarl5LPMw26xtGGzO14mggXg7Gy+FI2mAI8/sUMoFeKzUNdYseX9iDQty6NTs3rtszUhrN0aXJSnOs1KhVV7LpRpFr1Iuj45XRmeGp6erIaK7MwVQzXx0uj+IQbbaGtXqfyQW5AJLCK6lEFoMLBFoisBKayieidCJKB9xJFOLQRAaKUjRaYIlyLIjYjX63zhdxxhNBPOJOuawJvwsBgpmAP41irUSyFouVvD4GSlRociweySbjxUJmLMs0U1Cey4zmy9M01yq31o2t3jm1YW+usYotTY6t2jGzZk+juaFWX1Mqz+S5yXCQ1qsDColTLfd4nLDXBff3aHq7lD2dCqnQZjPFXHbIYU3oNQEhz6RURY1mxOEkvV42Es5HIwWLMTHQawx6iEpuVS2/Mku1xmrrp0Y2ldmxPDXi9xMymUut9rndiMkUVSq9ej1gMIT4fLNEYhdL7DyecXBQL5E49PqQzQamwDyOVKB4DoxmSKxGYfVoKO1zIaEABfiJCECnEgUSrRFoFYcrGFxJ+EE8hhEgBYdREEDQOEXAeQorAkEyBeU9PtJkAaOJUjo7Q3EzJDuV4VoM08DwMgznYaRA0fVCYaLeWJMvTLDsCE5UUqlcHGRDISII4EEAj/hSiRBO46XV01sPHXrmwIGnVq/bNdxai5LlCEj7AkgAwMB4GkpmESiPwQUYLaB4iSAKaaZSK49Mjq1cNTEz1Zqo5UsTI63RRqtRrjdqrTxXTiXJaCTlcYec9gACYbXKMEOSbofdZTPGw36rXlniqJlmg06Bbr3BpdMnfAALYVU25zFaAbubRfACzeBgwm40mLUaq9FsMRhXLOtKxlPbn5jd/sTsnl1HRxord2/Z9fTxM2smV1p1JpVE6rXbLQatYKhfJhEqZCK+gKdSK9VqjVAolsvUQoHUYnMbTHa5SpdCibmDh5/YsSsQDg8KBP28AYFEKJaLegZ6xHKhwaoXynh8yVDvQH/PQH9XX093X+/SFcvve+CrX77/K0tXLH9s6ZJlKzp6B/rFcplAIr7vga/+Hlh/RqvPUPWntNp5Ft55Dtt+F9t+F9t5C9t5G9tzHdtzHdt3Gdt3GZm7iM5dROYuo/svI/uvoQeuowdeQw+8lv4UWLfZudvs/pvs/lvswevswRvckevckevc0avc0avcsfm5wh27Qhy/Sxy7Sx2/mz752TfLJ15nj97OHrtVOv3GyNNvjT77q8bp17kDV9AnXgqt/J46sYPvW/uAkPpib6pLx93fH1vwJf7DfW40t/KFH1x5b34t5v32b979tPD5zrvtN99uv3L+V5u3n3EGM1oLzFOE/vqLPT2S4EMd+kX9jgc7zQ/22Po1yR5VYkCPdEs8fE1kSBNYLrAs7FU9NqBdxrMsHTIt7TV3DNgWPa7o7DFHgnSaHIkDiNMc0NnQFQPWwUGDUuUVDqokPE0sAFWyw5vX7924bndzeHWjOlPJ1vN0aWVjfP34ylp1Zmb6iV1b9+/YPLthct2q5szakfH1rcnZzTu3rlxfyTWigYTeGLDao5FUgc5PQiDH0o1YmJJLrGql0+tK+lwJly0GgyxLVpEE63eBsSCCJTPJCBHyJD16X8AM+G0xwJkI+0nAi/t9dDiUVWui/kCGIMZSqQaGDBN4KxxMxyJZJJnPplv12ponth6ZPfTs3KFnD5z85ubdJypjG5J0lcy2Kq31YCqv1HqNpjAQIg1aQCqyiwUWhdSpUXpt5pjZEO7vUcvFDq3K57QlIgCNQEUcrkQAxmKI6PRJtSYulQYkEr9WE7NaYK0qNNRvTkSyteKaUmaSTFUyeAMM0maVz6EPWa2gROKQSOxKpUcssctkTp0O0GgCKpVXofBIJA6+wCwW20ymaDSaoahhMJJBoGIiysXCaQyuYHAZ8JMuexLwkz43EvKTcLKAwxUwkgn5yVCA9Jm9SX8CixHJYCrojPntEZ8T9DlBtwvyehC3F4/EsgQzTrGTBDuZLa3L5sYouv4pragalx3N5ca47ChN1xG0CCYykSgdCGJeHxwKkxCUjfrhmdENu7Yd2rJh75o1O8fGNuRK49niGEFXk0guGmeicSYFZXG0RBNVhqwz7HAm2yoVR+u1qbHm9NjI1EilUcmVCulMo1QpZYsslaYIFobwWBSGkkQ8igABEEnhlWItwzA+t9tiULtsRiQOjNVLG6Yn1k6Mrm61hnO5IsGMZIubplfj0UQWo55YvX7/zp2rxsYifr9Jo07G4olo3O8Jbli3+cVvff/0yedm95yYmtjIYmkWSztNtsHOPpVUCni8XpfdoFGqFBIBr7+7u0uhlKtVGj5fqFbr9XqzRK5RaY3dfUMdXX1ubyBbKE9MT+/Ys6dnoHeAPyiUCgb4AyqdwuI0SZUimVrS09/X1dfTOzjAEwl6B/sXPr7ooYWPLF3R0Tc40NXb093fJ5ZJ+WLRl+//yoJ7Fvyvv/3Cgvnc6nO0ejW57VXos9zqc7Q6B+88h+w8B++6De+6De++iey5iey9hu67js5eRmcvY3MXsLkL2P4L2P6L+IFL+IFLxMErxMErmX03uX03M7O3uLnbmf13uP13MgfuZg7cTR+8kz50hzl8izl8mzl6izl6izl2kzl2M3vmt8zJt6kjd6nDd/PH71ae/MXomTfGzvx827d+PXXqRmb9t73ZA4bEWrG31aGgHhqICyW+5Z06nsg+yLd88b4lPQOqLdv333z912+988G873vvo/aHn7Q//KR99dpvjp/8dgJbF02t0tmyS7q9X3lUt3CZtXPIPyQDl/Y5l/Q5V/A8j3WbF3UZlw06+qQBtR2XaMNyY4yv9i8bNDzcqVjUq1k8YFrUa+gYcvaIfCv6bQMin8dPe/y0VGbr71d3CbwdPJdU5tTqgnatDQISI1xuqlLdtWHDTGM4SxCjlcrq0eGxSmFts7JhrL5yZv3uXfsPzx7bvnnX9PB0s9hcP7p2duOek7Onx8sTPkdEp7BabKFQhAgnWQBkPEEWTNVC0bwvmPb5KYMxZtCHIuF0KpHFkWIcwG2GgNPoD3sSUW8ScMY8dtCiD5qMkRBAJ6CqH2BtHtofKdi8aYicyNe2JLFRH8BZHJhE5lNrIzp9OJef2bbz9NET/7Rj39Mbtx3ftP1EpbkpChXsHtTpRu3OlF4bMhmiJl1YxLcO9mkFQ0aTPuRxpCyGiNkQ9nvQZDyXiHGpRD4eYSMATaDVamlVpbgyTY2IRR6x2COXBSxmKB4tkEQLS9UiQZalRwvcVBxgLLqwzwE5TTGF0KoS21UqH49n5PGMEolDInHIZC6Nxq/VBuz2pF4PyOVuhcJtNEZ8fhyCihQ1HPQRcLKQShTASAYC82Ak43OjbkcqEcuGg1QUYOBEAU4WQn7S7YDcdshtDsBRPEuWWawARamgO2G3RIw6v9+PO+yJUCTDsONMZgqnR4n0BMlOEmQVxUoIWiQ/o1U6PYzjZYKszn9HCIQInw/2elOxeJqi6+OtTZvWz61cuXOkuWF8etvw6AacHU5gBTIzgjK1JFqIQxyUyhNklUs389xYpTjaqEyMNqbGh6dHK816rlrL5GtcvlWqjpZqOSqNxhJgJB4JhGPhOIXT5WIFhbFUEsqymUI2i0BQ0ON2Wa3rZ1aePnL0+SefeeGZ53/w4r8+f/LZnet37Vy/a7g0WubqT2zY8cyp5178xj+dPvYkl84qZWqj0ZbliuvXPrFt69652dMHD57ZtHH/+NjmJ9ZtqXAlt8UuE4gUYpFSIlZIhQaNwuOyqpVSkYiv02sUCoVIJDLozWKxbJAvUmr0gzzhwkWLH3188YruHoValUhBSq1GplQoNAqBRCCUCoRSwQC/32QzOtwumUrJEwr4ImHv4MDjS5c8sujRRxc/JpRKBnhD/bxBqUIukkq+8sBXF9yz4K+/8L8XfD63+gxVP/sUVZ+jFbLzHLLrPLLrPLLrDrL7DrLnJrLnFrrvOrbvBjZ3GZu7gu2/OD/4gYv4gUvEwcvzwOJmb3Gzt7i529zcbW7/He7A3czB1zMHX6cP3GIO3mYO30ofuZ0+dps9foc9eTtz8g566C5+5A32+JuFM+8Mf+2d6lNvFQ9dYXa/6qs9JYd3LNUXvziQepCXWihCH+yPPTwILloslylCK7rVDz/K9wSQF//lJ/OcunbzF+991P7lrz/57Xvt85feHJvYolD5vnRfx8OLrQ8vsd7/qH5Rh2NImugXx5f1e3oEQK8IeGS5cQXPMyALdfBcywbsg3JgcZ+FJ/fxFL4+iWP5oOGxPu2SQf0ynnU537aoy7ik3/r4Cn1Hn1WuCsqUgYFBTX+/ulPgWdJn6+5V6w2hElNYP7l2ptbIIdhIPj9Rrday2eFCoZ5ND+cyu9dNn9jzxN49B/ftPbR2ZkM5V6OSFBJGKlRp/ejaMlP1mfyiQaVZ64aRHElVnIGUQG71BNIuP6M1xHQm0GqD1FrAbIrGY1zQhwR9aMib8tqjDoPfbQF81pDT4IsGiYAHToK5UmEmX1wDwXVvKOcBslh6hsyuITOrPKGc1Ymb7ahGF3X7qHAkMzyyefMTx3fuObNy3f7m5PZqc1MwllHqgSGxTSh2SORulcKn0wBquU8mcvIHDFKhzW4BXbakVunTqwMQmJuZ2FHMTRWzUzhciUdYAqlm02MkWkvGsiZjUqOJqpSA0ZAIBVkUaVDYCJaqBb0EGOHsxlh/p2qgU6mWuizaoE0f0uqCQpFVofT4fHgkkvZ4UI8XjURYCCoGg5TLBfv8eDSWAcFcPJ6NxTgkWUxTIyhUCvpwvxv1e7CgF49HWJZuIsliBKABHwH4yXCAiodZCMwlQwgNZzJ4EQXpkBfyu0CfG/K5IRDMxqIsQTUz2SmUbOH0GJGejCRKcZCdd4Ic1+Kyo2ymSTMNkqql2REolYtEqHCYDAJ4IIBCUDaXH9+4bnZybMtIc/309PbmxGaMrsWRPFucSOJFiCgnkUIsyUFQjmaGS/nJWnnlcG2qUZkYLo82Sq1atlJmiyOF8nSjtWZ0cqrezFNpNJ5MxhJRIBKLgDTJrJpZk8vkSZzIZTgunU7G4y6rVS2T5Zn0U8eOf/v5f3z6+OlvPvn1E3PHN0xu2Di1ad30ptHa5N7tc8+ceu7w3JHRxpjb4ZFLFHKZxu8L5bK1em181apt69bu4rgWjpdHq00iibnMNpNap5ZJ+f19gqFeg0ZhNeuNepXBoHW7HUajUa/XO50ekUiqUOvEMmVnT19HZw9PKOYJRX2DA0KJWGs0KDVqpVbZzxvo6O5Y3rVsUDAQAcNJOKXSabr6eju6Opd0LH986ZJlnR0d3V08oWBQwOcJBXKVUiKXPfDwQ59awsQfO8H/iVZn4T/Q6nxq34XUvgvI7Hlk9gI2ex6fO0/OnSPnztGzZ+m5s+zsWXbuLDd7Ljt3Pjd3Pjd3nj50njl0nj50iTl8mTl8PX3kOnPkNnPkNnX4Dn3kLn3sjfSJNzOn3so++XbuzK/yT79TO3Zp+OTViSevjZ++2tj3Y3D0SXV0bLmaWC4EHhvwdA7a+4ReicS9YoX6wa90dSwRK/T+I6dftHiS9z/au/Pg07/5uP1uu/3Ox21riKJra6LUaAgfkduJe78y+PePKpcKAkt5rsf6rI/3WR7vtz7WY+jg2fmqoNQQ5Ss9fWKbSO1WGIJDEvPiTvGgyNDRK+vjmzt6NUt61J2Dxl6xs0fk6ODZlw5YVvBd3SLP8n7Lkh5Dv8AmlHv4YuuQ0NzRq+8T2LUKaypObmiOrh1uTrD0mlL+4OaNm0abo8XSxsmp0UoVjsTq2dyeLVtm1u5sTW4iqVIKzqBJBvCCMR9IJKiIM+zSuQBHqMSUV46trRebsVDKrHPabFAgQDvsKasl4XGjwQAVDqU9LtTnQR22RDhIJ+O5gBfzuRDAT3hdsC9IR8Fcrry22tyKpKdAvJWgJgPJehgdjeLjCDuTIMcRehyhx6PJMpOdaYxtHx7fUapvrAxvzhZXI0QznixrdBGZzCeVeo2aqEkX08j8A136zsflCoGLP2gQC6x6TUCj9Krkbps5BkYz1eKqAjfJ0i0onkvEOAKtgtGM1RTVqwMGXVgh9czfgzdoALcDBnxkKEBLRXaTLuS0JdQKz2CPRiKwWI0RpwWUSh0ikU2jCQAAhSAVBCmjaJVhWtXq2nR6FEWrOF4jiAaCVCCoAEHFAjdZLsyQaA3wE4CfjIdZCMzTeGOeYoCfdFhBtwOKhdM4XKHxRirO4FAWBtmgB3JYox5nIgyQ8RiLYTWKGqHTYzg5ghIjJDNGMGNgqopiJZquc9lRLjuaZkcoqkZRNZpppNmRZJILhclYPB0HWTCRoZnGSHM9l59eu+HAtt2n663NIFZGmGG6OAHRtWAiHceKKaKURAsoXuJyo43qypH6mrFKs56t1jOlZqE+WW5MlOozlcbakbHxYmmEy3EYlobhDInjUAKMhjEEKhdzqUQchhIMiYcDAZ1KJRNJREMCt9Uzt3v/i1//zjOnvv6NM98+sOv4TGvj1rV79+4+tHH99iOHTx09cqo5MubzBuVyhdlssVhteoNRqzMTZHrlyk0jzWk2UyOIPBKDor6Q22I3qXVqmVjCH+L1d/V1LxMJ+7UamVardDgsLpfLarW6nG6NRtfV2yuUSIRSae/AwOLly7768EMPL1o4zyyRVCKWy1Z0dy3rXN7d38sT8b1Bv8VhW9HT/cDDDz306MKHHn1k8bKlA3yeSCrpGxoc4PP6eYM8kWBQwPscsD73IPh7eZX6XMr+eXmF7jqf2ncBnr04H7Fjc+fxuQufAmvuLDN3jp09m5k7x839AVjMofPM4fPM4T8FFnP09fSxN9gTv+BOv50/807xmd+Wn3u38vx/Mzv/A5j6ppLcudwztlDD3idGv9wX/PtOz98tVP7VfYJ/uH/oq4ukS5bIHntMLOKZOWb0vXb71++3//2V1+788qNff9h+t91+56P22u1H/vq+5QNK9wMdygc6lEv57oW9luWi4MJeR6fId/8yzaPdxsUDtoWdWoEmonMiywZMA1KHwhgeEJt7+Aa5zru8V94v0Cr1XoHMvaxbtXCZtJtnFqiD/VL3I52aLy4ULu4zLxu0Pd6tf3ipsqNXJ5C5RTJHP8/Ak7oTWKNeGm/Wpjc0x1qZbBkCVxez26cm1o806hludbO1e/PWgzt3P3no8LF9+0r1GZQqW6xBpysKxckYAKMxvECVYu5o0p/M4rmJ2mS90EyGEafF77QG3G4sEuGiES4SzjgdsNWSSIB5ihyJRViXI5WM5zJ0CwJz8QiLIxUsVQIiLILXi7WNKXxYqosZnHgMH/OCVSy7FsuuzVQ3M6UNbHFturCG5qamVs+NjO8oNTbhzFgSrevM4PIuTe+AqX/I0tmlMRhibjuqkvlNmojLAqtEHumQY6hfJxZYtUqfRuF1WMFElIsEacBPBDyYSRcS8cwKqdNmjqlk7oFejYhnHuw3CHgWpdxrsyT8btzrRCyGqEbh06r8CqnL70FxpBLyEVZD2KwPaRVegdCi1QYtlrjTmYKgQqm8amRkU72+nmXHIKgQCJAeD+pwQFZr3OlMAQAdD7OpRD4SpN0OCPATkSAd9OKAj4iGmHiYDQVIjyPl92CJWDaVKMQjbMCdgKI0AefRJAfGGDDKxCJMCCApaoRhWimkCsEVOjNJMmMo2cwUVlWqK0vl6Xx+nM00KbpOEBWcqOBEhSSr8+lVHGQRtEiQ1XJlZtXqXes2Hmw0N9VGNjZam9nSNJkdg9MNX5wJgOkkWSEzw0S6wbDDpfJ0s7G2Nby2WWyU0oVKujBVH908uWr96NTK6vBEscqASQZM4vEYh2HVfDZDEolYBAKj8WjYZjH6ve5IKCgRChY98kjXshVivuih+x5OE+zebfufe/Kb//XDs9848+3Z7ce++fR3lHIDRea2bN5ZyNesFofVYtfrDTKZ3GZ3wihmsbr8gXAsjnq8EZzIx+MEDeN4Agm6PFqZQquQ+Zw2u0UvGOoR8vsMOoVIzFMoJCaTSSqV8vlCPk8wyOdL5HKpQiFVKJQaNV8sXLx82YMLHxng84RSiUQu6+jq7O7vEUhE3f29QwKeXKV8bOmSrz780EOPLvzKA1/96kMPLu1Y3tnb0zc02M8b6uzpXraiY9mKjvse+OqCe/9qwT0LFoB/SNx/+vnE/Y/l1bl5WqG7LyT3vQrPncUOXiQOXSYOXsb2X8RmL6L7LhCzl9A958m9F5m5K+n9V7hD17OHrlN7L2AHLsBzZ7H956jDl9IHL6QPXsgdOp8/fHH4+JXJp2+veuZm49DPSjt/zGz8jq94WBxZ3a2NPthveWTQ+qUO9RcWCr6wkP+FhwYf6zdG0PrkhsPf+dHVM9/4j4PHX/zuDy/RmbFbb3x0t91+8fz7z//knc2n/2vDsR9N7HmxWwP9/RLdw73Wx3juDrGzR+4T6AMiI9Antyzqky0TGZfw9cuFxh65rUdq7RKbBhU2uSkg1XkECrtAah4SG4aEOqHEJJaaBvkakdQhkNisLsQXSotUwPI+4+Pd+vseFd33KP+R5XKe1C7V+CUKJ19sGeLp5QpHpdCcmdzQypVHC5WN1dKqPLe5Wtpar+yaWbd3zaaVrXXPnXrhwqt3jx/6eqO6dqS+DkxyNkfMYg44HRGvC4iGknAcjvgjBTpbzhQb+ZFVo2tq2RbgjNv1gF0PGPVRmyXp9xJgLAcnSimwiCTLBFIr5WcSUS4cpKF4DoGKJFaDYlmTFtCawEiiCP0/ut4z2rK6Svs9lKItKBZUnYonx33CzjnnnOPaOa6999o55xxPzqnCqQwUUCTb0NLGfltsMbS2AQUlqSDaBhRFQGHfD2V77XfcO8b69l+ff+OZz3zmnL6q2hgXqkNKU8roqVn8LbO3bg92rGAVjHSL9f10YcMFFuyurNYcay5errbOa4AIgwVgcVIkQkCjarlMI5tu4ND0XLqBQzMwSBoaQUXDK/FoAZepE/FMLJqaTlEoJA7QlUlGW+FARafy8tgGicCilDoFXIBOUdLJCuQcg8vUKCU2icAk4hsVUrtS5hDxjIAOcjtSFmNYp/baLHGHLalVexUyp1oNgt58LNYKhaoQVI7FmrFYC4JKRmNYqXRLpQ6Fwq1QuCQSm1zuMhiCTlsS0EI2c8xsCOnVPpXcLRFarKaI1RhRy91aJWjQ+qVCK4+lF3AAPsdAJkkAA+Tz5p2OBAAENRqvVus3mSOBYC0UbvigitWeMluTTk8e9JddYBGC8pFoNRQqOV0Joylw+x692530+bIud1Kj9YG13UYAACAASURBVEgkZpc72e3ub21f7y4clJv7xdpOurQezSz6YjVnoGjxpoyehDOQ8cXKkUQlmqzmsq1qZblaXMgma7VkulsotjK5hUJpv7O4UWtUI/FSMFwIBtNebzEebhWz1WIynw4HAw6DXqrXSl12gE7Bz0yN0sgkAgaDmkeL+GIhT24BXK366rVLj1y5+MjVw1uf/sS/PfP0D4RiyfjkFIPFEknEUrmIxaELJWwGiyQSs6UyHptDYzDJUplYoZTJ5XK9Xq+TKQVMtoDFEnO5fBZNyGHwOVQiDs5kEOhUHJmCI5GxJDKBSMRjMBgkEkmgEMl0Cp3FIJCJtws6AoU8PDY6NjXJ5LBD0QiNxRydmCRRqRMw2BwCAUchZxHw0YnxodGRwZHh+070nxo4iyeTiFQKgUKegc+PjI+NjI8dP3Xyjjs/2HdHX99tWt023e3/YLr/XV7drgdv08pz4TnP9ec8158Drz0PXn/ee/0nvusvBK6/FLjxUuSBn4ZuvBy58UrkxivRGy/fBlboyk+ST/4CevAF/43nY4/8NPfEq/knXqs8+Vrz0/9df+wV/+4z3NBlhGFpgJXsG1H33UXtOyHs+zjsn4ZIHxujiu25jetPrVz+9I1/fuZ37/d+/efeG3/p/bnXu/nEV9LFtXfe7/32D73Xf9375LffcJYv8RyNSZb72Lzi3hlp31HUhwfpx6d5Z+DiMYx4mqhAs9Q4rg5OFY0gqGNY7giGPUngIxhyDEsJp0oQFBGaLkUQ+BiKiMSQoom8GTgFiWWTqCI8kUemKTF4EZ6iwpEV47PcERhrdJZ7YoR0YoQwNs+GITkT84zhMezkDEUkNnnAdDZVbVQWt1qLG43udim/XcwfNusXG9WDzsrlla0HDh/57BOff+yhf80m2gqJ3WaOKFQOkcRsMnm9YEKrMjJpPD6TJxfKFuvdpXq3U1lYbqxW0i3QEnQAQbshoNcGFDKPQua2muKxUDMebpkNYQ5DJxFYhVyjWGCRCK1ivlkld1mNYaclZvMUvMG6L9LxhtuhzEamdj5VuxDMbksNSaU5owDiMl0UsKbsYNELlUPRJl/qsoNFtSGMJSmwOBkOL8diJHSajkJQknByOlHNYxi5dICGV1KwcgZJw2Xp6BQlCS+mkmQSocWkD1pNEaM+EIYqWhXIZelEPJNS6pSJ7RKhRSFxiPlGhyUaC1VjoWokWImFa0F/yWmL18ubQX9JxDNxGFqHLZlJLaYS3Vik6XCmotFGOr0YjTXD4Xos1gwEKjZbwmAIqtWgQuFWq0G9HgKAkNUac7rSfjDvsMb9YOF2asHjzABayGqMgK6MTu3TKkFAF1Ar3BKhlc8BaGS5WGgG9H6bNWoEglqN16CHHI5UKFTzByrBUM0fqLo8eac77/GV3N6S1ZEJhkqBYBH0Zqy2iM0WAb2Z28ErgRAwmgJQoJBKt5vN7Z2dG/sHNzc2r1ZbB82Fi/natjdcNXtSDijvDObN3pQrmA1nGtnSQra0UCh0yqXFcr6TT9cXy5WlSrWRzNQSqdVSdaVYaSXTnXS2mUpVYrF6NtksZNJxKAw5HQ6dUsEzAUq7VWcyqMMBcHN1dWttrVKoFjLFa5ce/Ny/fPnyhZv5TKNd37h48OCTj37+u//5YqFUodKZfJGQw+fRmGQyjSAQszh8mljCkSv4fAGLw6VLpSKpTCwSiVQqlUosFTDYQhZLyuMJuQwJny0WMOkULI9L5bBIDCaJRidSaWQSiYDBYOBw+Ax8dhYxh8Cg5lHwmfk5LJFApJBn4PNwNOqOOz+gNxlL1QqBQpmenUXjcFMzMxgCHkPATcCmTp09c+L0qftO9PefPjU5A5uZn5tDIsanpwZHR4bHRo+d6P9fwPofefX9v+fab2urv7tXt2kFXnjOcekF++FP7BdfsF38if3iS7YLL9rOv2g594Lr0k+dh684D190XXrJfeUFz9WXfDdeCt78WfTCT0o3f1l/+OfZK88nd5/2dD6jDm1R9aUxjHIMo/qne2B9fWfOnkaTiUqlyNks7+4c3qx0Ngksebm786s/9/7Y6/3q3d63X/ojkmuzJpaf/I/X/LVLHFv1X/7rzb1P/GCY6oCxgTuH8P3zglMI0d1DtOPT/DOzsjNzshPjnMEZ0SRSPItT4ugqMluPo0ln0KwxFH8EwZ3ECJE0NZFjxDF1SKJiDiuZQQrxVA1X4KDQDTOzXARSRKZoCUQVHMmGI1lwlGAOzptFiBAY2RxKNDJJH5siTM5SRsfm2RyZ1x1MRLONYiseSCV8wVQgcmFpcafZWIpHdkq5S93uA+vrT15/7D+e+sqPvveLxx76POSrsZlGPEaukvsBhcGoAowqvYwn5tAYBqUmHUu0q/VOY6FebiWiFT+YsgBxtdyrkAVlYj+dDlDIWiJeQSIo+WyjUubRyNxyoc2kBh2GoE3j0UutgNRi17hjrkQr006mV4Phti/YiiSXC7XzjYXrxcZhOLWut2RMjoLNmdMDUbUKtJgiXmfSYYkwOAaOwIQnSOfgbDJBRiMrSRgxlSAXsU18hkHEMSvFTonAxqZr2Uy9RGxXyVwsmpqEF4t4JqctGfKXPc60URewGCNmIGzSB5VSJ5UowyC5Aq7R48wEPMlSprPY3F5sbncb24ut3VZ9u5RfKhdWE9GGy5n2gvl0ejGdXgoEql5vMRisZjJL+fxqLNby+YsgmLNaYyoVaLHETKaIXg9pND6DIWizxe2OpNUa87lzVlMUdGZAZyYSrOUzS153zqgPmPRBIc8o4AAqmQvQQjZT1G6O6dQ+kyWuB8J6IGwwRvVA2GxN+KBKPLnggyr+QNUfqHr9ZX+gBgVrLk8eMMUAI2Q2B2+7VB4wfbs5qNa4dXpvNFZbXrm4f3Bzd++Bzc2rq2uXllcudtcOyq21ULpi88bMYMQZTHnCGWcgCcUKqUKrUl0ul5cquU4l320WllrFpW4h3S2km+lEM51Yq5Q3atXVcnmjWl2tVRaKuXYlU85GQVBvNIqVWjZPTGDS0CaDVK+RVIqpb3/zG1/99387vHD5S5//8hOPf+aZr33nM5/6YrO+nC80Lx7ef/PhT5w7f21je53NY0nkAoVKzBNQBCKaVM7gCYlCIVEqo0rEFLGIrJAy5RKGVMhQyblygVDAZAlZTDGXLeIypAK2VMzicchcDpnNItIZRBodT6EQcHg0HD4/PT01OjkyPDE0NTs5PTc1OjkGm4ehsJh5FJJIJZ84fYrOYq+sb6xubCk1OgQKi8YRyHQak8NG43GDI8OnB84OjgwPjY2OTo6PTk5Mz85MwqbHpibHpib/Bqwjd/TdRtU/0OpvHtb/B60uPgdefN5y/jnrhefshy+4r77iu/EL//2ve6//wnPlVe+118Crr/pu/Dz00C/DD78euvla5JHXUk/+OnPtZ77t78vSTyCBnSF24sikoe8efN9d6I+cJuB4LourtLD64I+e/e17f+298MPf9d7tvd3r/eTnv3vgic+/+ru/vvHX3jd+9Pozz/02VNrsOzZ/YpYH53v6Pjrbd5I8wXTdh9D03Yu/Z5p+7wxrCK88g5bePUQ7DhOMojXHxnknxjmDs+IJpBiGlaMpcgJTi6VKZjHsMRRvaI41NMeawojQNDWWoUORVXNYCRIvI9C0HIGdzjIhkCIkSkwma4kkNZkqZ7DUFLqOQFYSKDosUT2PFs8gBCS6zOqKxxOlg3PXL1+40awuNEudoCeiFkrtOuPltdVLK8sHtdKFZvVCu/34uXM/fOb7vT+896c3eud2HhLy7TSKViRwmgwJMVukFqm0UpVOpoZcYLfeXO0ulrP5XLqYiKQsJkjI1zIoGgZFSyMDeIyKQtFRyFoySU0iqhgUjUzk8NiS6WirUVht5FfjvhxoCkZciagrEXXGiuFSrrjlC9TtnpLbX/ME2/7ooi+yaANrFlfJ4iq5wJIeiIqEFq3aazZAIq4eS5TiyTIyVcXhGWUiB48NMEhKFkUt5phlfJta5jGo/BqlVy33GHRBpyPttCV0ap9WBXoc6USkmYg0w1Al4CuBrkwYqsQjTdCVlYntfA7gsCYa1e1Spt2qrHZqG/XicrWw3K5tdtt7ndZuNtXNpbq57HI+txyNNu325O397qFQLZNZyuaWA4GK2RzV6vwqFSiTOQEgaDSGdXpIqfTodJDDkXI60yZTOJtahLyFgLfocaQjwVqzthsL1w0aP6CFRHyzgAvIxDa1wuOwxoO+kh/Me/1lwBQ1WeJusOAGCy5P3usv+6AqFKx5/RXQV/JB1WC4GQjVne48YIrqdKDRFLBYQlZr2OlKgN6Mwxk3AP5Od39r+/r5C4/sH9xcX7+8uHS+09lrtnY6q/tQrGCwQ04oASVLnkjWFUz54oVEvpkudorFbqHQLec6tcJCu7jcLa8Wwr56Krpcyu92mocrKxeWlnZarc1abalcaOfS9WIiHfUZTRK5nClV0YVSMp9DtBoVNDJaIeX9ny994Yff/97G2tbywsoDN249euuTTz7+2Qvnrleq3VZr9eLh/Q88+PjiygKRgqcyiAIxh8UhCEQ0vojEYKPZbLRAQJCIKTIpTSFlySUMmZipkLDlAqGIzeEz6Tw6jcMgCdhUkYAu4tP5PCqPS2ZzKCw2hcmikSkEDAY9Pz83NTs5ARufR80jscjx6fHh8ZFJ2PTE9NT07AyRSjl55qxEobx87Ua51qSzuNOzcDQOS2MySDTK5Mz0maHBodGR0Ynx0YnxCdj0HBIxj0LAUchZ+Hz/qZN3fPADfR840vd/jeD8PXh127f6B1o9D1583nvxed8Dr3quveK69JLr0ku+S6/4r/wsePEl6PwLmeuvpK+93Hz4p0tP/rJy/buexaeUycsc7xaM4OofV9xxD6rvrvk7j059/AxKqDRtnbvx89d+84c//uVvO/He7b3yo//eX77xm1fefeMvvVuf+Vp1+dJTTz+XaZ0/MU4mCBzHxukDCNkYTjOI0X54gD5Fcx6dkvSdoA7gTGPzxBksY3SOdHocdd9Z+PFB5NA0/ew45cQgeWCCNTItHJsRTSOU8xjdDFIzBpNOIaQjMP6ZMebZcdbkvBhJ0GBIejRRS6ACcIxiHimdR8lm4WIEWkahARyeQ650qtQeochJZxjIFD0GpyQQ5XyBVSLWhIPpRql8fmdnq9OOuJwBk9koErOIFJsOuLS+cXlz8+b+7vXN9Ws7u1/5zL/86Xd/7v219x9PfzcZq0jFerkEsBicJq095HYFXc44BHVrtcP9Cxf2zjXK7aAvGgnm/d6kUQ/xOXo2XSfmW4VcG4tmAOQuOc+o4BttWj9kSwTsybA7nQ6WV+vbm+39dm6pGKnVkq18qBz3pPOhcqW47XHlDfqIXhfR6qIWS8bpLBmAhA+sxKILlfxaBKpqxBYZRyemyTCTeBSKjccLpSKLyRDQSB0cqlJAUyv4ZgpGIOEY9BqvxRgyWyNOd8rtz3mgfDhQuZ3PjASq8Ugz6C/5wXzQV4oEa25HymqMuOzJSLCaTS1Wixut+m6rtNiuLNcLC4VkPRuvlbOdenmtWd1IJdrRcDUSqUeiDQ9YsNgSLk8+HG3H4q1UqhuLtTyerNEY0ukgrc6v0fqkUodKBarVoEoFGo1hv78YCtV8vmI+swR5C35PXqfyquVunydvN8dEfJNG6VHJXbfDokqZE9AFvO6sH8x7oJrBkjTZ0n9LhwbrvkDN4ytDobrHV3J58qCvFAjVoEDV7clZbQmvL+vz55yuhNEImS2hYKhULq92Onvnzj98cHBzc/Pq4tL5lZWLG5tXl5bOlytrkUTD5kqYndFgrBLLNvzRgj+SSeRqpWqrUG6UC5Vapd6t1FulaiOdq8RT1RS0WE6eW2nd2F+/vrNxYWVxo1Hr5rMJyBMFHeGg3Qca1QaOUsfU2rhaG08tZ9lMcq1KqFEKHrn5wC9f+/n1qze0al0mXYhFU4FwrFxrNTpdXyhUbTe/9f3vPvHkY263g8ujc3kMKhXF45GFAqJETBbysCI+TiEmq2U0tZimFFLkPLKYhVcIhTI+n8eg0ol4KhFFJ2NYDJyQR5FImGIRQyhiCsUskZjHF7BZLAaVSkZg55HYeTKDSGNR5pBzY1OjY5PjQ2PDKCyWQCafGRyeQ6AUan2t2d3YPsATaRPTUwgMGkckwOZmT5w+dfT4seOnTpw4fWp0Yhw2NzuHRKCwGDgadeL0qb7bwPr/G8H5R9/qNqq8hz/2Hv7Y/8Crrqsv2y/8xHHxBejKzyL3v568//XkjV+0nvgduPUdQ/UzwtjNGUXtXoL/w3OGvhHZB+6lDc0Z4BSrwlK+9NAXfvKL9/7wTu/Nv/T++NZ77/V6777Ve/et3jtv9H7+499e3r715i960fyyQO05NowhcPRwqrrvY+NnZnmDcGH/NP9jI/R7Jvh3DbOOTkuPTks/Miq8c5Dz0ZOjkyjKHJ4zhaLPYHizWP7wNOOjx+c+fgLTP0g+PcI8PcIcnOCPzUhGYZKBMf4UQjoxLx6a4pwaoQ+Ms6YREhRBgyXpMUTtOIx38ixxYJg6My/E4FRMtlWljfIFRqnMLpK4+QI7h+eg0gAWG9Dpgxy2RKexRqFArVBcqVXb+VzS5bHLFQa5KgJCnWw2C0HL+exBt/1/PvXpP776i7d+9/bXv/JNyJfisOQapdVsBIPeWMSf7FbK3Uq5nMnk4/FSplBI5+KhVDSYNOo9Oo1DJXcKOHoRz6JV+jRyv1ICWrU+ndRukDvdxrDbGLJqvH5rtBRvek2hbLBcS7Ur8WYuWIp70ml/rp5qV4rbdktKJvUIBXYuz6ZUBpSqIIWqZzEAldLvMMd1CpBLlnLJUiVXo+JpeVw9m63VqUGTIcChKvEIDp+m1krsUi7gNIYjwUoi2ojGG7FE0xcqWVzx21OEZiDssicDvmLAV/S6si5b0u1IW40RsyHkdqTikWYxt1oprleK693qykJttVtbbZaWaoXFSn6hlFssZLoBfyEUKKVS3WSy6/bk7Y40FKzFk4uZzFIs1vT7i253xuPJgmDe5UpbrTGNxmswBIzGsMkUsdkSXm8hEKwEQ9VwoOqyJyGwoFN5+RzgdtMQ0EEsmlomtjmscZctqVN5AR0EujI+T97qygOWpNGWdnnLvmAjEGmHou1gpOWFKg53zu7MeLxFf6Di9ZXcnrzLk7PaIm5PygOmHY6YB0zncgura5fOX3hkY+PK+saV5ZWLS8sXNjavbm5dqze2wpGKzgh5g8VkvpvIdQLxcjBRTubruWq3Uu8UK816pdFtLaw0O61ipRxL5kKRCxvtw63uA+e2Hji3ebDYWakUWtl0MRK0aRUmlcRslFnNCg3AAawim19h88vVcpZRJ3Q7DNVS8ltf/9ovfv7Tx249fv+NB/f3L7pdPgabL1WozQ6H0Wpz+sBcpXTr1kPVapkvYPEFTJGILpOxNSq2xSRRSikSAV4hJmtkNKWQIueTxCw8kzAn5fEUQqGARacT8RQCkoyDk4lwLovA45K5HCKLTWJzyBwug8NlsFgMOp2KJaEJFCyTR6dzqAgMYhYxO4eET85MYQlEApmMJZAwOOLA0Fg4lvrGt75bqXdQWAwKi8GTSWg8bmhs9NjJE8dPnjh28sSpgbODI8NjkxNzSAQcjeo/farvA0duA+v/9a3+sTPo+d+V4G1aeQ9/bL/yrP3Ks96rPwo9+GLu5ivp+19M7387tPZViX3rNMJ59zHaBz+K7+sb+Mg/wWbG6cgZjlVr+M5/fKP3/ru9v/z57bd+1eu9efv7S+8vf+n95eXX33y713vr/d63f/gWlRsfmtL2fWDsBEx4ZlZ8fJJ7epp33wijf5h6dpJ9aoh89AT69Fn88Bj1+LH52VnO5Bjl+H2zpyZ4Y3A5nKQbg0sGphjjCMHAFOUjx6aPnpw/OYQdGKUMjlFGJ9iwOdHsvGwKJobBpQisGo5Wjk3zBscY4zDuHEqCxClgCB4Mzhudpk7D2RSWls7VM/mAyuCn0ZU8PiAQOIQip0wGyWR+lcJtMoZpRDroAK/tb+4stpZy8bVSuuBx5F02u8mVieezkbjLaElB0Ea7/cKzz/71j3/60hf/rVgsMxksPl8IOm2xkL+Ri+4s1ZKpWLVWyucKgUAI8ie8YNRujTisEZXELhdaNBKbUmjWS80OPejQOtwGd0Rvg1RGSG0J6R1upcUhNUbtkcX8ApckkTLVBrnbooU0clCr8N5eR6VX+oRso4hjEXEtPJYJ0Ibt5pSQY+Ux9HymgU2UMnAiFVvtA/y1cHG7tuawReRSi17hNChdHJKUR5XbNV6fOZqAiuVUp1perRSX08WFVL4LJat2KO2wxh2WuN0Sc9oSPk8+4Cu6HWmTPuiyp8KBai61mEsvpeLtTLJbr2yvLl1abqwtN9dXWpvLzY1Oba2a72aTzWS0kog1UslWNrccDFY1ugBgikYS3XxpMx5v+/0llyvt8eRCoVo02oSgstOVNluiFkvMbk84HEmrNWYyhW22uAfMWY0RhdRhAcIqmYvN0OrUPosxfLtfqVF4PI6005ZQyV0aJWi3xB2WuMYYNzlyVnfR7imBgToUaUPhlj/UtLtyZlvK5kiDvpIfKrvBvNuT8/qKarXLaov4/LlotJrPL3a6+6trl1bXLi0tX1jfuLK9c2Nr69ri0vlSeTUcqbjdSac7kc52qs2NTLEbTVVShWap1inV2pVqvVyptSq1Tq3RLRab2exKuXSwsPCJm+dvXdu5dWXv6u5yt5guRvzZoD/qdtj0Sr1CqNXyAUCsNLJ0Nr7ezVdYGSa9yKDhq2TcTBJ65qv//qlPPL6wsPjLX/7qT39+Z3f/nFKnJVDJM6g5poAtUgsn4BPJZDKTyeCwKCaDqlWJFVKeXEwHtEK1hCZgYaQcvFpEVQuoGiFNxaWwcfN8Bl0hFEr5bC6dwqYTKAQkATfDYmC5XBKLhafRcTQ6jsEkM1lUJpNGZ1ApDAKVRaSzKRgicmp2EoGBEyhEJBY1MDKCwROmZuZhc4jRiRmhRLl7cNhdXOeLhHgyCUckEChkBBoFm5+dnIENDA8NDA8NjAwPj43OIeBILPrkmdN9R+7oO3JH39/jV7ezV3/vDP7dZf9HeeU7/HHo0Z8Fb/008tDLvmvPmZe/QvRfO0VJ9g3qP3RG3neUg6WCyeKN7c1PPPzQ17701Pc++dhX33njj72/9nrvv/ven9/s9d7svf+Ht975Va/35ju9d//01z9dufnJzz/9nasPf01hyH7wo+TBKc19E9x7J7hjGPVJmODeIdqxUUb/MBWGUZwepgyM0YdHqVQGQCFrREInmaAA9BEUzXJ8mAnDKrEMy+gc9+wUY3iGPoHgnhjEDE6Qx2GsiRn2zLwEjVPjiQAWp4fBpTgyQKKb4Wjl6BR7dIo9NcefQYhGp+g4iorC0nFEVq0pLFF56Fy9QGan0ZV0popEUhNJKpEItFrzoWA1lewmI8lmpfnkg1e3F5sXl5qfe/j6TiVfD3glfHk2UVhpdpYb7b2l5ZsXD3/z6qsv/ehH29u7DofL4/EW8sVKIZNPxwsx32I143BajSa9WqWxWGw+b8wEuBRSq8UYcFsTNmPYa4uD1ljAEY1501F3NBPIxI0ut0RjFahCOnvWHU3Ygy610ygC9GIrnyzlUlVynlkucuhVfp0qwGEALIpaxDZZDFGzPiLm2426iNdV0iohJlnFICkZWKFB6uhkupuNrXaiVg0XQVdCLDDIBIBe6dSKrX57vFNc65bWy6lOMdlOJRrxSCWcqMWzrXixGy92Y+F6Pr2UzyzHwnWfJ+92pE2GoELisFtiXnc2HKgmoq1McqFSXO8091cWDldbG8uNtcX6Wre60igtFlKNRKQSCRSSiWYkVAkGq3ZHUmcIebzFdG41nloEwbzDmbLbkyCYD0fqkUjD7y85nWmt1qfR+AAgZLXGjcawWu0FgBAI5gLeokYJWk0RQAtJhBZAB2mVIIehvR0iddmTgA4Sco0ysd0MhC1AWKoO2DxlMNhw+2u+UNMXajnBktWZM1mTgDlutae9/oo/UHF7ci531usreTwpKFCIxmrZ3EK7s7e1fX17+/rKysXllYtbW9cOzj20tX29WFoBvRmXOxkMlSr1jWJ5JVtcyBYXirXFcmO5VO/kK81SuVYsVauFUjGTzUcitVTqysbGFx9//DOPXn7sxt6jV/cvby/WUpGk1xHzOCGrMeix2gxKAyACALHCwFQYmEI9kSKc5TBQOhXHalQaNOJ4JOh1OyB/4Oc/e/VTn3kqmy+K5DKeWMgScggMEplD5sm5lUrl/PnzAj5HIhbYLTqxgMmmo8V8soRLYBBneBSEgk/SCOkmOdco44qoWCaJqBAKFCK+hMcW8+gMCpaAm2HSMGoVXy5jC0VMgZAhFHHEEr5EIhSLBWwBg8WjkRmEqdnxs8Nn5lFzVCYNR8SjsDgynT4yPgVHYtBY0hQMzmALyFS2RC5DYjHTszMINAqNxxHIJBQOOzQ2CpubnYRNT8CmkVgMlkg4PXC278gdfXf09Tmv/Nhx5cfWCz8wHXzXfvFZ7/UX3IfPAptf91z8nv/KD30Xv+s//F7q5guhKz/wnf/P8hM/jy89LnR2WJo4H8h84KPDH/742L33nh4YmBgZHDIDxpdffrn3P2vwXvnVr9/u9d7s9b753B9++27vzV7v1d/33uz13niv9/xrve+//C7gqUzj5K7IAp5jufPeuRNjtOMjlP5h7MlR3JkJ0uA0ZXCacmoMf+9ZxN39M/eeRUwg2NNoHpwgEWm8KnOEyjfN4UXHRginJmmDs6yBGeaZKdoAjDGJ4s0TZdMo3jicNTRNHoZREAQRnWcgMdUzKM70HH0OycaT5bNwNgojJpJVk5OM6Wnm3CwbhRQyqSqjLqBVOfhcjUphlksBIZNDwxGlbLbHZDRKhVGXda2aPO9KcAAAIABJREFUubzeubBSWynHN1vZ9Ub6YK1x69reerfks2uUfG41nby4f35jee3hhx7/2U9f/843vnWwtbNUzBZDvkbMv1ZMLhXTK6VsM5+L+7w0ppHDt4tEFpHYqpIBRp3DAVjtBkvEA8V9oVw428w12oWVaqpTSiw2chtxV9IHQD4AijkTEXvMo/P6ACgFZtK+bDlaLQRLt3/Q8Q0SmkzD1ekVTjsQcJrDLnM44stnYg2HMUjDC7Uyu07hDHoyhWQ76i+4LRGXOWzV+xVSh4ALqOQuuyXm9+TymaVu66BZ3c5nlmrlzWJuJRltxiONoL8U8BVT8bY3UAWhSiy5FIkvGE0ppSqk1cZUypDZmNJpow5Lqphdq5U3GtWtjdXDxe7e9uJBt7K6sbC/1Nisl5ZLmQ7kzyUT9WSmDQWLVk/SBqbAaDWc6QQybW+8DhgiIFiCoJrPV/F6y05n1mJJOuwZnTaoVvnNprjZnFAqfWo1ZLUkzea4Rg3ptEGZzK1S+dUqv8WckMs9LKbBYIgYgahM5hEIrBpNwGxOGPRhnS5kd2dAqByKtaLJbija9gVqLm/Z4Skq1EHAnALMSZM1A/rrTk/ZZM04PWXQEUpGCq3qytbqub2ty3tbl3e2Lu9uXdndurq5fmlr80qzsQl6Ui5nPJVqlcur64u7rfJiKduqFbvN2kq9slwrd+uVhWa5udRcbGYySa93IR194nDv6cdufPHm4a2Hbly6sLfQqaUToTDkDvqdkMfqcQDRgBO0GzQyrkrCthnkFp1EL+fZAblGxTXoBAoFWyJlSBU8uVrg8tm7K61PfvZTrcX22vpmIBjmsYVigZzPEtlNrnK+sLm2vr+9o5TK+ByWUiahknF8DkMsZEpELJmEKZeyZFKGTEqXSmkyKU0ip/CEOAYbw+RguXwaT0BjMCkkMlYgZNPoJCodh8PPi2V0kYTKYCPkKjqPx6bRyGgMcnZ2eho2CYNNwmYmYbBJIhGHw6FRaDgcPguHzyIQc0jUPAoFNxqNPB5PoVB4PB4EAoFEImk02uTkJAwGm5ycnJubm52dhcPhw8PDd9xxx5EjR/o0W/9pufCs49Jz5nPfN+19x3bhB+ClH4KXf+S99H3vpR+kH34588gr0OF/KZqfhVk276Inj8M1R86yPnKW3HcXjMIxtFavfO1r33n99Tfe/fPb7/757dtnRH/529++8/77b/d6v3nr7e++9HaudenGE8/cLgVfe7PX3HiIJfeR+PZjw+QP3Tc/jhIf+Tis7+6JEbjg1ATjxDD25Cj+zARxYIo8MEU5O0E6NYrvH8bedXx6GsWbJ4hnsAIiS0fi6OcJ4lmc8L5h/NEh3L1DuP4x0gCMPjLPHkdwxuGcOZxoHM46O0E4O0GYQrDQZCmKJJ5Fc2DzDCJVRmVoMAQJmaohEBUTE/SpKSYGLcJixEKeMRKset0JAVcr5KuFfLVOptDJlCGns10sFiPQQjG7163sdcqHa41qzJP0miIObTUNXd1f3lttVNKBSiq5XK9ur21urW5+9l8+/9qr//31p7+6s765222s10uNqC/vta1V8vfvbWTCodmRYa7AodKG1RovlwdIBGqr0eM2O3RyTdwXioGBQjS/WFlYrGzUMwvZcCvuqxSCpYwvl/Xni6Fy2puFTEEfAEXssbXqxmZzu53ppn3ZuCsZtIb9xkDUEU8Ey05TyKB0WXQ+lyUC2uNhXz6faGVjjWK6Wy+sJIJlQOXWKZxOU8hlDtvMUYsxDHkL2dRCPrNUr2x1mvvV0ka5sNZtHbQbe5XCWj6zFAlWve5syF+2u3OBcCOVXXN7KwKhm8tzKJVBhSKoVgYBfdxqjMVCrXJhtZRfbtY3Ftq720vn1to7W0vn1jq7zcpqMdNOxGuF/GI81fQHi3Yw7fBlwGgVSjbBWM0eKCgUXpMxZrUkjcaYXh/SaoMqlV+p9BmNUaXCq1L5NGpILgd12qDFkgSAqFBoV6v8Wm3Q4ci6XHkIqgFAVCx2ulw5lzOnVvl5XLNc5jEaYzZbGgRLHn/RH6qFYu1QrO0P1l3eot2VtzpzKm3I7io63EWbsxAId0LRBburaDAl86laq7q8tXru3M7Vg52re1uXdjYv725fuXDuwYXOTqmwlEo0QqFiKtmsVNYKhaV6sbvQWFtorteK3XymWc53qsVOOd9qV1qJYLwUi+10u48cbH3uoetPP37jqevnVpZaxXwy4Hd5nGaf2wqBdgi0+T1Wt03ntGiNapFeKbDopAYlXyfnuswqEyDRqDgiEVUopPBFdCoDS6DhmHx6uV4xWIxmq10skYkFcpfDa9JaAbXZZrYUMtlbDz1cyOaoJAKVRJBLBBwmlcsmC/l0mZSlVvLUKo5CzpKIqSIhSSgh8oQ4Dg/P4eF5fBpfQOfyGGwOjUYjwhGwKdgwkYQUSagiCZVMm5mZP00gYnE4NAaDxOJQJBKeSiPTGRQ6nUKhEAlELAaDRCDnkMh5LPZvr1Kp1OPxPP3007/5zW9SqVR/f//4+Pj8/DwcDp+ZmYHD4XNzcwgEYmRk5G/Aclx82Xb+Reves+ad74Pnvhe++uPU1e/GLn27eO0ZW/tRY/6AYa+OM43jDGCErDg6w+gfRswReGKlxQ2l//x27+13er33e+++03v//d677/be7vV+/WZv+9pTy+c/8cRXfnrusa+z5b6jA3hbsPXpf3v+8iP/LjenPn4Wd88Z7Jlp1gRKfHKCfmaK9U/HEcdHyKNwwUf6EceHMCdHcf8DLPLAFHlwmjIEo957FoFnaml8E5womcEKxuaZwzN0BEk2BmedmSD1D2PPTJKm0Dw4STqDFY7Ns+AEyegc4+QI9sQI9uwkaWSGNolgw9A8DEEoUThZPCOZruJwzQSSEoUSkUgqGlWLw0rmZ+h4jACLYhJwXJXCotPYIdAHOl0Rn7eay9bS8f2Vhcsbi1vN0sXl1kG3uteploKejM+93arudJvLlcJiKd8tZLPRuN0AZBPZh+9/6OHr9x9sbrdymVI0nPQ4qrHQhfW16wf73VozBPrN1rTNmTcYID4fUEgNXnckEYxDLn8lVUgGYsV4uVtaqGeXSsl2JtLxO7IRdzLqSaWgfCFaqyRbpXijGKsVY7VGttsuLOfC5YA9FgMzSX8eskVdBr+Io5NwDXZjsJReqBVWkuFqOtro1reXmnu5RCsIZkFb3G2JQq50EMy6rdFYuJGMtarFjU5jv1HZrle2GtXtcn6tWtxYaJ9r1/fK+bVcajEElT3OTMBX9IfqkUQ3FO0C5oRQ5JYrIL0+LpdDMqlXp43o1QE/WKqVNyrF1WppZW35wsbC/npnt1NdW6ht1EsruWQzl+1kM51wtOYPFF3+nBsqgJGqJ1yx+rJ6RwwAomZzwmZL39ZEBkMEMEQ0moDJFJfLPSKRQyJ2yqRurTZgMERUKr9OF9Rqg2KxQyx28HgWhQIUiRx8vgUwRCzmhEIOMpkGPt+qVvmt1lQgUPeHSsFoNRRrBsJ1j7dmcxTMloLJnANMWbM1b3fm/cFmIFKzOZMmW8gfKmysXtjevLS/e+1g9/rezrXd7av7O9fP7d3fbu9UyiuFwmIi0QgEColEo9naWV652KqtLrW32tWlbLyUi+Xa5fZyrdXMl2vJVNLr3+60Pvf4o1/+xOOffeTmk9cvH64t1UvpAGg1aqVmvdxt1bksWrtR6TCprHqZ26JxmVV2g9ysEanFTLWYaTfI3A6tQScSixkcLpHFJfNFDL6EyxYwnaDbZLfoASOFxsCiCXyOSMyVCjkSIVdsUAOXzl969KFHgz4/jUQR8TnI+RkGDcdhkYQCilzKVClZSgVTLqNKxCSxlC6W0cVSlkBE43DpbA6Ny2ULBFwej83nc5CoWb6AxeGReQKqSEJD4ybRGCQag8TiUEQijkoj0+hkCoVIJOJweDQOh8ZiURgMEotF4fEYEhlPpZFoNBqDwbj//vt///vff+lLXyKRSGfOnBkbG0Oj0bdR9X8Dy37hJeu5F5znn/defjl248Xg5eec619W155EG+t3oc13TvE/MiM6hhAeQwo/PIz74CBmYAr/2X//r3d6vdd/++577/d+/du3eu/3/vD7t99/v/f++7033+0tbV774H1zHzmFunuYfucZ0sg8/8g90zCcnK3wjyFFH7pv7sg906cmGQMw9jhSdPcp9LERcv8o5b5h0l0nUX13T9w3gDw5ihuYIg9OU89OkE6PE85MEAenKP3DGBLHQBeYZ7CCwWnqsUHUiREsgihF01TTaP7gNHVwmjqJ4s7iRNNo/ugccxrNOztJOj6I6h/GnBjG9A+hByZJ0yguhaHSm0JMroFMU/EENjJVzeVa9PqIUGDD42TzM3QWTS0S6KVio80CWUzelYXFQiYLuZxBjzsd8J5fX76yubRSzuy1Kw8dbD52uN9MhtJe5/5C88b+zv0Hu518ppFO2PXA7Ng4EUtMx1ILjdZCvblQzJei4WLIv9moHG5tdIqFSrZwce/A5SmZrGkACFosUcgbT0TyuXg2F8/GfRGvxR12RxP+pNsUcptCXmvapA6YFA67FoRs0Wyo3MwtNrILCV/WofO6AX86UChEq+VEY721u9nZz4Urdi1oULn9rnQx3W2W1xultUpuuZxdquSWkqGqUQNq5Y4gmC2muuloPezLh7y5XHqxlF9tVLbrle1idiWXXirmVsuF9VJ+rVHdLmRXYqF6CCp73VnQlYmF6log7PDkQ9FOINyyO4paXUwmg/g8p8tRNOhiWqU/6K+26tu18nqpsNht7yw3NruVtUSwmIvXiplOKlrNptsBKA8Fi75AwRMogsGSO1S2+bI6e1Rm8On1IbXKr9MFDfqwSulTqfw6XUijhrSagEIOSqVumcwtk3nkco9U4hIIbAAQ0WgCPJ6ZwzHRaNrbRFMqvA5HNhhsgGDRYAjrdCHAELFYEl5v2QvloXA5GGlAoZrbW7Xac4ApazBmHK6qG2yA/qobLNtcSSeYzZUWt/dvHJ6/ub97bWvjcGv9cHf76v7u9b3ta9sbl2PRSjrVzOcXc7luItHIZrvtzt7G5tWVhZ1GZamYrpWzjcX64lpnbaHSKCezlXji/Orav33yn7/5xc9/9uEHHzy3t7/YriejzUrG5zYb1GKbUeV1AHaTyqgRm7VSh1HpsWm9dp3borbqJFopWy1m6GQchZQpFdFEIjqXS6KziWIZVwOolDq50Wq2uuwqjY7OYFFJDAaVzaJyaQQGHk0g46lBX/CpTz/1+K1HVTI5h0njc5kkApJCQtFpKC6HIBFTlAqmSsVQKhkyBUup5ipUfKGYQWeQKFQ8k0nj8zkWizGRiJLIWAoVh8XP0plYhYrDE5DIZAKJjCeR8RQKkUolkckEHA6NRM7DEbNoDAJPwNyWYCg0HIGcgyNmR0dHR0ZGnE7nrVu3XnzxRZfLNTw8DIPBUCjUzMzM3NwcDAaDw+Gjo6NHjhw5cuRIH7T99cTF75VuPJu7/F135xMM59oY3fnxWfl9U8yPjVLOThPHUcw5DPX42YmBkUl/OPH2X3p/eb/3xu973/rPn5QK3b3tK7/+1Vu993p/eLP31/d6F+7/3Bxe9rEhmj22bohsYsQRJEV7apx6aoLWP0L66ElU/yj51Djt+Ajp6FncIIz1kePzx4YIJ8eo9w7g7z6JPDlGOXoGcXqMMDLLGJllnB4nHBtE3XcWeWwQ/ZFjUxNwNgzNPzNBPDaIuufk3PEh9CxOSGIokXjB+Czt7Bj21Aj69CjmzDj+7DhhGEY9OYI9NojuH8YeG8IcPYPsH8WPzrNHJggUhgqO5mEJEi7fyuGZASAWjS6olX4sRkLACIL+Uim/ALriTnvQavZFYymfL2gyAFaTOQKCW4uLu51mNRa+srq826jVwyGrUOiUKRZSmf1m9/LK+uOHB1fXl0rRiFkuy0bi91+8fGnv3M7K+kqjuVxvlJOZQjxVK9ZT0ZTVDFrMHq0+qNEFzeaQ359PRIvhQMZr89kMdrvBYdfbfbYQaA1opA6N1G7UhvRKv0JsVkksgMYDedL5VDsdq5u0IJ0oUohMkCedT7ZqxZWt1Uu761erheUgmCmkF7qN3aX2Qa24Vsktt6pbteJaMlyz6CErEPS7M5l4Kxmpex1JyJ0pZhaTsU4xt1otbVUKG/n0cjrezSQXSvm1Un6tXtnOp5cjgVrAVwKdWdCZjYYaHl8JCjcS6ZV4atnhLGm0EQhqr609XCrs6rVRrdIXDTarxbVibimdaKTi9VZ5tV5YCoLpaKCQjNWi4XIq2QI9adCX9/rzYKDkDZSc/oLJmVQZg2I1qFFDMqn7tnRSKrxyOajTBQ2GiETiUqv8Ol1IqwnI5SCfZ2Ey9Ay6jkCQ06gaJkOvUHhVSh9giKhVfrUaMgJRr7fscReMxhgARI3GmNmc8LgLTk8K9OcCoXogVAe9DbujaDIVACDndFaCoUUoWLXYEv5QZnP38q0n//nhJz6xd/Dg+uaV5dWL65tXdvcf2Ny+1mztpDOdaLwWjpRDkXI2t7CweLC6dqnd3StX1tq1pXyqWstVt5e3DpbX2rliJRxsxKPXtta++fnPPvvMVz/3+K0r+/vrnXYpk0tH48WEz2NRGVV8j1kZ8hi9No3LKAetao9Z6TLKnUa5yyh3AjK7XmpU8VVCmlYlFPJofD5dpRKqtFKpQihVSzWARqnV6M1GuUIlkshkEiWbyaMTmVQ8nc+SCDlyuUh1+fy1L3/+y267i8dmycQiFoPAYhDYLCyfRxSJiEIhns1G0GgwvoAhFLGFQg6LTSWRCSQSgclkCoXCeDy+u7srEPJQKASFimdz6BwejURGMxhUGp1Co5HpDAqLTWexGQwmjUYj4wmY2xQjknBoNGJuHjYzOzUzOzU8PDw1NSUQCBwOx/nz55VK5czMDIVCmZ2dHR8fn5qampqagsPh4+PjH/jAB44cOdKXvvyspfMFmudgiJ//KMLcN6a4c4R716ToriHisWnW8Dz19CR+aBJxchimM9l//svfvPFm7+Yj/7q8ct7hjJ4+OfHQg5/svdd7793eX9/rvfLTNycQ/KNn0FNEPVkSmOP47hxk3X0CefcJZP8IqX+EfFc//EP3zX7sFLp/hNw/QoZhZf0j5KNncceGCGenmf0j5HsHcPcNoAamKJNIzvg86+Qo7mMnZu/uh33s5OyHjk6cGMENwahnJ0mnxwhnxonjcBaGpqSw1DiqbBbNGZok9A8ijp+FnxzGDEwQz04QT43hT4zg+kew9w2ij55FHR/BnZ2iDo5i51BsOIqHJUrJFDWOIGezTSpVQCxyMOg6LIrHYWp1apcfTOezTb83IRLL9Qaz3WIN+qF8LLazvLy/0FkuFR7Y3lwvFcp+f8RozIO+xXS2k8zs1FoXlto7jfJCsdDOZQ+39x65dv/lvXO3bjy4UKk284UkFPbZnF6n12MHAb1DpTSqdQG9MaLX+xQKh1ZpMepdBqVRwpGaNRaX0eUAQL3cLOMbFUKLXum3GqI+Z9Kk82rkdrPOFwAzsWAp6M167LEAmMnGG/FQGXTEIXcqChWjgWIyUi2mF4qZxVJmsZRdKmWXMrGWz5kyqEGfK52ONZOResCTDXnzqUg9l+xU8iuRQK2YXa2Xt+vl7VppK5daSsbaufRSpbDRaRzUy9vZ1GIi2vJ7Ci5bCgKLdldWb4oajHGPrxIItqFAe3npgS984blUYlUi8shETggsZZKdQnYpl2mnE41mcblZXM7E68lwOR6pxCOVRLwRgApuMAP6ch6o6PYXLO603hpVAgGZzqdQeDVqCDBE9PqwUulVKX0GfdhkionFzttCSaMJyGQeNhugkFUMhk4qcYmEdg7HJJeDUqlLqfAKhXaxyCEQ2FQqv0zq5vEscjkIAFG7PQNBVYc76fFlfVDVB1XdnprdUbJYyxZLyWYrqtRRkyWWL67vnb9x89anHnrsicNr96+sHa6uX9rYurq7d//WzvVWZzcSq1rtkWC4lMq088WlenNrZe1wcelctbZeqqw2K4uVfKtb7ax1VlvZfNLrb6USN3a2vvWFp55/5qtf+ufHL22ubS8ttUvFZDiaT6bjfitoUTkMMq9NAzl0HrPSaZSDVrUTkBuVPIOCa1ILbHoJaFE5AZlKSFPKeQTc3OjIKQRikitgsHl0Fp+lM2mNNovOCAiEYhqdyWHyGDQ2FU/n0HhahVHMU+KQpFgo9eSjT26ubkZDQQIWzWaSuGyyUECWy5hKBV0kJFCp0yjUAI6AwBEQOBwSg4VjcWgyhcjlciUSyfT0tN1up9EoY2MjGCwCi0Pg8HAMdo7BoFKppP8lsigEIgnH5jDYHAaDSSWScEjk/Pz8DAI5j8Wi8Hj81NQUCoWCw+EcDodIJOLx+Pn5+enp6dHR0dvuOxqNnpqauvPOO48cOdJHFDrGMOKjw4R7BnH94+QzMMbQLGsMwR2dZx0bwvQPoU+N4mYxvBkUZx7Di2UW+OrIXSfQcILy8IEv/vqN3jvv9/71c9/m8ozf+ObLm1sP9h05jcCIZ9GyD949ec9J3MkR+vEh/N398x86Cjt6Bt0/TLjnFPLu/vmPnUSeHqfOYCWD08wzE9QzE1Q4UTGJFBw9gzk1hh+bZ85gBRMIdv8w5q7jsLuPwz5+ev7YIOrsJHkaxZvBCEZnGaNzzHmCGMfQEGlSDFEwh2SOw0hDE7jBcezgBH54ijg8TRmBUQYmSceH0EfPIo8NovtHcP0j+MkZ6ugkEYkV4ohSOII/j+CjUGIKRcOg65QKL5elQ8HZODTbZg4U822XI6TUOD2+dDxaKOZb1Wxlc3Hj/PLapfWty8vL11bXbqyuHdTr15ZXHtnZPewsXFteXUhFN8vZ/U5zt1U/XN/YW1xcqDYevHS1UaxH/RG3E3LZ/XqDS6my6k1+uydhMAb1QEAht3E5GhFPrVfbnSav0+x1GL2QMwKoXSKOVilz6dQ+tQqymJOxWMPtThuNQZMxePvkRCBQKhRWOp2DZmMnFq3b7XGnMwmC2UCglE53k9Em6EybDEGLMeywxp22v51jiASrufRiGCq77MlMsrvYOd+obKXj7XisUy5ulUvbxcJGqbiVSi6FQ41kYrGQX2/U98v/D1Hv+ebYeZ55FiVLpEl2qhxQQAGFnA8O0sFBzjnndJBzKqCQUTnn0NXdZDeboZkpUZQYRUnNoFG0JVuWbdkeez0zHtuzl3cdVl7bu2NZvR/K3rmu99P7B/yu+77f+3ne/lmjvlspb6ZTvRjSzGWWIvGWN1j1BRaKla1m6ywc6eh0SaslH4t2reas256LR5oLlbVB52DQ3VtfOVlbOlrpHSz19hcqK9XScrO+WSmvFAuDeKKZTLUT6S6SaAUiC+5A2ekrufxlpTLg9ZZDwQWzOalRh4zGuNWatpiTTmfe5y3bbGmdLmowxNSqoEzq0WrCzcWDVKp/iTaDHrGYk3pd1GJOejylYKBmt2eMxrjPV0ml+vncSrWylcksZbLLmcxyMtlHkE4k0kKQdjzeTaW7wVC11dl6+dV33/zqu7effeHo9Pzw9Hxr/+7R+YOLZ944Pn+wvH5eqa9nC91MvlOpLa9vnu8fPru7d2dz67zX3+10t7a2zncHq3tLazu9/spCY7laPVldfeeF53788Yc/+/yTz9975/758e5Sd3dlabnZyCcTGQSppXzVpLeS9JZi7nTQirj1Ubc+7jPFfCavRekyKZxGudMoD7kNIbfRqIIEXJbHYbbZjGaTNpNLZQtptUHDEYAuv1dt0PEFEIlCk8Jyt9NrUBtVUrWIq6AROLOTOLXMuL68+epLr3/j7Xdy6YxSLlLKIY1KYDJKnQ653S7T63lyOYNCoRAIBBwOh8fjmUwmBEFKpVqn04vFkkQiWa/XLRaLRCJhs9kQBAmFQolEBIn4PD4IctkckMViM+h0CplMEEI8sRiSSmERLAC5bDabweGw+HwQ4LAoFCIE8SUSGAQBkUjIAdlYLJpKI+PxOAqVxGBQ+QIulUr+8pd/47HHhoauovlPo7jXMfxJknSKLB3Hi6YIojm6AkOVjGJAPEM+R4bnSNA8TYLCcTmQ6elJEE3VfPka2Yt0/uVfH/3xn/3yr//Hr1559WMMhkulycanAJUuOoMTT6Ch69OCq5O8a1PsCaxwDMMfw/BH0byrk6xrU8AwijuK5mFpSgJLSwFNU/MiNFk2Q5AMo8BZkojIVtF4ejxTMYoGnhwlX5mgjqKBGbwQQxEzBEam0IQiiqZw/HmGnASoKUwJnixAz3NmsQAaz8XgeTM4cALNwjNkRJYCQxEPo1hXJumjaM7YHO/GLMDkqGcwAJurA7h6AknKYGlB0CQWe3TaiFEf06n9OrVfwFVxWDKDzmXUu7UGrzeQjYaz6WQlE023q63tdu/m5s69nZ03b91+fnd3MRIdpDPPrK1vVWqNcPT+3sZr50cvn58+u7v14OLWnf39aiZfzeTziazP4XU5AkFfLBjKpjML8cyi2YFYbHG9MWyxRIKBfCpWziRrC8XWcntjqbm+u3pULw0ysVqvfbjUPS7m16qVbbs94XKlEWQhl+uFwxWjMWy1xmKxer2+Wa2uZbPdcnllefl0MDiu1dYr5ZVmfauUX0rFFpFwLRqqhgPlgDfvc2WRULVR3bjcXLy6dLbcP1msbS5U1rud45XlW+3WUbWyuVDbKRXXctml+sJOc3G/2zlZqG1n0oNUshePtZOJbq26FU/3IvGW11+LxjrF0jYS6zkcZZ+vEUd6mdRKPr2UiLaqpZVOc7dZX99cP9tYPum3dga9/XKxXykt9dq7+Vw/k27H4s1EshVPdSKxRW+w6vKX3IGKL7xgNMSKxfVqdcvjKZrNCZ+37PdXnY5cONzw+ysaTRiGnVptWK9HtNqw1ZLyestmU0Kp8NtsGbst43Tm9bqoThd1OfNeb9lqSZmXgRYeAAAgAElEQVRNiWh0sVBYKxTWioW1UmmjUFhLp5cRpB0MNkLBRQTppFJLtYWtO8989Tuf/Pa7731+cv7M/tHF+e1nDo5Ptw/und1+7dazb23sPlOoLMVSi9X62sb2ra3d23uHd9fWT5dXjnZ2b21snHW724PB3nK9tdVdWl9sLVUXnt3f/8FHH/3Jj3/4s88efvTGq6/duTjZWF1vN5abjXalhAT8Wrm8EHU0ssFWMVpL+9Mha8JnTAWt2YgzGbQGHRqvVW3XSXQynk0ncRjlShjwe+y//7PffvTof/7jL//2X3/9//7l//iL/urSHAELCvkqndbj9UukcplE4bS75bAC4oq4LDGLwmeQOQBdIBFKq8WF73762ccffBgOut0Ok8kg0WlFBoPQaIR0Oq5KxSYSiRgMZmpqCoVCUSgUgUAglcpkMoUIgiFIlEgklEoli8Wi0WhqtRqGYbEEEsGC/z/J4vE5bIBBo5PxeCyLRRfBAplMLBIJQC6bxaazWHQ8Hkck4slkIo8HgiBbJhMzmDSQC7BYdDKFyGTRORw2DAsZDOqXH/+NoaGhoaGhpwWQlkQVkmkQCstm8VRzJAhLFk3NC1BE0RxDNUmA8RzjJFH6+DgLRVP78itfmmBcmwXj1a37bzzcu3jL7inJ1KHJKQ6doQU5NhbTRKPoUdPQtaussRHeDF5EYKrJgG6OIpvECi7P2Cz36gSDyNLMEsUTc/xJrOD6JGt0FpzGQTiabHpeMIoGhlHsa1P0J0dIT46Srk3RR9EcLE0KKb0kQH1tij6J42FpMhpXTwcU6HlwCs3EkQQEqmiOwMORhXSOiisy4WnieSosVrmHp2ljKCaZrZgjQbNYcAYDMNhqCl1OoSoA0Eina2DYpddFPe6iXhOAeEaxyMBiiCkkrlxqdHvKVltGr/G77MmFXLNdGawutM/Wd184OHj19Oys3yl5XOulXD8d31ko391cvb+/8+btm6+enz44Pb6zs1MMhRw6UzGeDvpidrPXao8Gw4VIfCEUqzl9OZUh6HQnrLZIwJ+tVAa5VD2TqJWzLYvOG3SnfY5EAqkj4VogUPP7qxZbzu2rcgUmX6BcX9zrLZ2VqxtmWxKWOrWGiFoXCiONRnOvVNkIRev54kqnf1Jr7PTah63Gbq28Xq9sri6dL/dP/e4ClSguZAfd5v7W+p3Ntdud5n6ttF6vbnabB4PBRW1ht1zZajYPF5uH5fJmtbrT7593e2et1nFtYTefX0smewjSikSbkWgzEKnHU91QtOkN1CLRThTpJhLLjcZJtbyby6ylYu10olsuDJoLm73OzlJ/v1nfrFfXKqXlUmFQLAzy2V4q1Y7FGrFYMx5vBYK1QLAWi3dcnpJWj5gsKas1vbp6p9c7M5kSKlXAbss4HTmXq+B2F43GuNOZt9syUqnHYIghSCscbjjsWbs9azDE9LqoyZRw2LN+X8XnLUfCDZs1bbdlUql+vb5XLm/mssuFwloitoKE+8X8RrGwkYgvhkKVWLzc621/8tkPv/+Dn777/reeefbF45M72zsnq2v7u3vn919+b/vouXJ9LZ5tFatL/ZWjvcNnjs/u7+3d2t272N0521g/XFnaXl7aWl/Z3d443G5UN2qls7Xlj1575fe//73f//73Pnn/vXdeeflwY+1gfXVQrxxtrGx1GwtpJBt0JL3WfNia9OqzIWst5c2ErC49bNeJI25D0GWIBWwBl8mghiUQoJQKGrX8Zw8//ORbH//NX//Vo0e//uu//O+lSuXtd772y3/+JyYI0AE2AwBkCpXeYIIhMQ/ky0QylVRl0bvlsI7HFokFCo1Cp1cb65Xq+1//xnK/zQdZYhFgtagtZhkkpFnMEqmESSRQKGQ6gUDCoLF4PIHH5cvlcoVCAUGQQCDgcfkCgVChUEnEMqEANujNSpVMrpDI5BKpFBYIuADA5AtAhUIqggU0GpnJovF4HAaTymYzIJFAIOSSKQQqlchi04UQD4J4bIDOZFJ5fI5AANLpZAaTwmRRuTyASMR98TeGvvDFoaHqwtLf/cOvsoUOZp6NI/FRWPYsnjdPFU9geY/fIAw9hbs2w/nSCFVqSY0RJCvHr//VPz/yZpfRdCWOrUWTpTi6Ej0vevoGeQ4rYrENHMDCoOspZB1qRjQyDE5NQGNo7jxNSeeayIAOS5Gj8PAYmnttgjmO5l2fYj09Srs6zpjA8CexgmkcRGCqZ0nw+Bw4PMManmFdn2I8PU65OkEbnQWeGiNjaVKFMcoQmG5MMy/LCliqFBTqsUT+OIo+jWHNYIFxFH0SzcKShGSmDEuGRApnrb2rNIYmMOzxWRaaKMASBPMkiMM30FkqOlMjEjvFYo/JlNRpIyplQAxZlDKXXuuRwEa91lmvDby+SjDcSMUWC9l+v76yNdhbXWgXQ4mthfqD4+PXTo6O2s2bS931Uu7u5uoHL9z7+LWXT/rdiMkQ0GmqCFIMhUIOTzoUi0UyTqvPYosg8Wq+spzItu2ejFzry2SbsXjN50077FEJpFPJLIVUo5bvDFo7UX/ebonrNQGDAbFaU2otYrZmvYFyOtuv1Dab7YPF9kE82ba7sm5fMRCqFcpry2u3BsvnhfJaobRaqqzHEq1EdDERXQz5Sm57JhyoFLODXLoX8pW6zYPl3unK4KzT3K8UVkv55cWF7eX+abN1VCyu53Kr1epOtbqdy60UCmuLzcNKZbtY3MhmV1KpQTLZTyR6iUQvHu96ApVovOUP1R3uoj/QCEc7ifhStbJfzG/mMmvZZD+XHpQLS4sLG93W9qC716it18qXtOqXikv5XC+ZaEUitWCwGghU7I6s05UPhuoeb9nmyPkCC25XIZXqezwlPt8iFNpstkzAX/V6y0qFX60O+X2VcKh+Kazi8Y7LVXDYs5fmUa+LmoxxvR4xGuN6XVStDul0Ua+3XCys1Rd2C/nVVLKXTg/SybWgv5VJL5eLW/FYIxZrHB49+/Of//nH3/ru/edfOzy6OD69c3Z+9+jk9tHxndOzu72102pzK1PqlxZWl9ZO9o7uHRzd3d67tX9we3fvYmfrZGPtYHVlZ2V5e215e215e7/duLe79eGrL//Ow2//7ueffedrb7905/b5zvbd05P91ZVerXT7cPdid71dTOeCzqTXmgkY035DPmJfSPtLcXfMY4i4DamQPeq1xPxWn8Ng0ctEfBbIIluMqmwy8uG77z76t19dflb+wx//+Hd/72c//6M/bPW7PBHEgyCtzmCzO9VKjRiSyGG5HJabdS4uCybPM7QKUz5dTMUyHocr6PW9+vILg25TrRJBAibIITgdaoUcwM+PEvAkIpFCIJDm5wlEIonBYHI4HBAE6XS6VCpdXV1zudwEAkmvNyoUahiWKpQysRgSCLkgl81gUml0Mo/HUarkMCzkgGyQy+bxQQaDSiLjyWQChUL8j9dD4BJYQogrEIJCIRcEWWw2nQOy6HQynU7GYGa+8IWhL3xxaGhn/2Uk2R+dAmaxEJtvVuqR4Rn2l67ghp5Gc6R2hS1mDhZIfK3Wkx66ivJkFl9441OuxDWKAicx/KdHqESGGpJ6sUQpkaZmAEY620im6whUDWoOHp/mozDikWkWmgCTmGoCQ4khwlNz/NEZ4PoE/YlrhBuTDL7UxeQZZ3DCWbxofBYkMlVT8/xhFOvaFP3GDPPGNPPaJP3GDGsSx7s+zaCAWq09RePpf3OEdG2SPjLLHsNwcDTpCIp1ZYw8gmJOzXHGZlnjKPr0HHsSRbs2iqMzxYVyz2jyXb+BHhvHCSENhSHl8HUypZcrNAGgAZa4ZTKfTofIpB4WU8ugSGCBWaNyqpUOtzNaq/QSSMvlyAXd2USkmosUqqmFSjTp0RgRs2m7Xn92a+3Fw92XTw+Oeov3D7Zfv3Xy7P5hBYmbYdgukyVd7ozXF3b4oq5AHCmFAll/pJLIdqKpltGWUGp9Rivi8ydD4azXHQ8FMmF/NhEtr/YO9zdvr/ROMvFWMFAzmxISuV8s86kMiWR+vdM/L1e348leJrey2Dqq1feS6UEs0dUZ43ZnHol3Eqm+P1R3e8t2Z16jR3TasEYVEIvsAr5Zr4tk0/1e53jQP1se3Bz0zzqtw2plM59dKuRW6gs7ve5JsbyVTC3FEr1MbjWTW40n+snUUrG8lUgNorFOONIKR1vxRD+ZXkokB0i8a3PlwrFmBGn7ggvhSDueGMTjS8nEcjq5nMuul/Or5fxapbjcqK63Fzd77Z1KZbVQGGRzvXy+Xyqt5PODeLzl95edzpzDkbVaMy5nIRhseD0Vp7MYDNSDgZrLlbdaUhpNWKnwO535eKwdjTZlMq9OFw2F6rFY2+MphUN1JNo0m5Nud9FsTmo0IZczHwouuFwFj7vocub1esTrLedyywu1nWJhDUFaoeBCONwopDcK6Y10vBPyVRaq/Zde+Mrnn33vd376e6+//vre3t7W5t7N8zs3z547OX72cO/ZlaWjTGkhW65XGt3B+s7R6e3zW/dOT27v7pxsre3vbh0dbB1vr+6vdTfWuhu7y3snW6ev3Tx++NYrP3348Y+++f47Lz+4d3J8vL11uLF+vrfTLBUyAefBSuf2Vm9QRMoBY9qh8DiVAa82GjTHIzYkZA16DR67zmlVex0mj91o0aktOjUfYPPYTLNWx2OxyrnSw48f/l9//8tHv370P3/16z/73/7L7bv3CpWqTKXmi2AhBEOwGAS4AIsj4kESSGLWW0U8MY1I57L5Rq3RarSa9Uanzf7i/ecuzk6tZj2HRRPwWGajGhKw1UqYQWdTyAwymUqjMVgsFgAAAgFXIhFRqEStVvXpp59+9NFHWo2exQJkUqVSodXp1EqVTCYXSyQivgAEOEy+AJQrJLBYKJXBUikslcEiWMBk0ShUIsBhMhhkJovCBmhsNo0N0Hh8tkDIAUEmB2Tw+GwhBJIp8/N4zPTM+GNfGHrsC0ND49PgjVHGFJpPpquxZOnIFHtoaGzj4KX/418e/fLfHv3v//ToHx89+rtfP4ovrD4xRcICcoHcN4WDxtG8aRyEJojZAqtQ4qEwtUSamkRXk+laKtNApuvm8DLUnGQOLx9FAZNzvGmcYBwN3phi3phijs9yprGCK2NUGkdXWNjRWZOTc7w5kmR4ijmJ4U7ieMMzrGuT9BvTzBvTzGtT9GEUa2qePzHHJQMaWO1HEaHHnsIMz7Bm8EIUERpBsZ4eI18ZJ09iuXMkaBoHjkxRro0Rp9GMaTSDyhD5AlmbPcJki/kCldHkI1LFHIFeJHUwOVoKTQnyzGKxWy4PyCQevTbqtCasJkSncZsNAZcj4rCFYtGmXhsxaf0+R8qitMl5Cp/OvJjKI2bTcrFwvtJ/6/b5m7fPbq0vPX+4fbbSrSDxqM0RtViyXm/a441a7RGnP+mPlgqdXLqBJBcj8YbJkWTz9VyB3uFOx+KlTLYeR0rFfKtS6CKhQtRf8DtTCrFDxDPqdRGDHoHEHp7QrjWnFns3a/U9X3BBqQ5p9YgvUIsgLY+/anfmVZqw3hi3OfNub9kfqkfjHSTeCYQbcpkHElq5HL1M4o5GGoP+2drq7XbrsNU8aC7uNxZ2a9WtSnmjUt6oVjZr1a1UZjmKdCLRdjzZTyQH0VgHiXczudVYoheOtHyBhWBo8fIyFG56fFWzPR2JtzL51WRmKZlaSaZWopGux1NDIp18dr1e2V4ob1VLK/Xqequx0V7cLBaXstluOt3J5frF4ko+P0CQRa+3aLWkbNa0y1UMhxqRcMvtKptNabMpHYu1Pe5iPN5JJrpabUSlDPj9VQRpedxFpzN/afcs5qTTkfP7KhZLyuXMa7VhWOSwWlKXN5cmMRZrX2qrcmkjEe+Ew41IuIFEm9nEajGzmUl0S7mV5+6+9tPf/qOHDz87Ojw9ODi4efPm8/cfPHfvxdPjZw/2LlaXjgu5Tq01aC9vrG0f7B6dHxxfHBxfHB3ePDq8ub68s7d1fLxztrWy228s9RtLB+uH986ee/jmKz/+4Ovf/+Ab77xw79bezvH62unuzsXB/nq3nYmE/GbNoJq7s927vd27s97YrieTMXsh6yvmApmEOxF1ICGb16k3aSWxkCfosZm0So1MjEPNMEjEoNsNMhgQV4gEoz/43g//5Z/+n7/473/1x3/yp2tb23wRLFYoAB6fwWQzWQCbwWYx2Dw2F+IKIR6slKjVcq0EkvEAHp/DV8kVbodTrZCfHh2uLveoZLxCBhl0CoVMCEMcNgvE48no2bk5DA6Hw83PzzMYVJFIIFdIlErZ0dHRH/zBH9QXFq9evc4FhVqNwWDU6nRqrU6l1apkMjGPxwG5gBDi8XgcqUwMw0KhkMcXgEQSfhY9Q6dTQC6TSiPQ6CQ2QGOxqACHIRBy+AJAIOSIYB4k4hJJWDweM4ed+dKXhoYeGxqaI8hm5kSPXyE8PUwd+vKsO1T/yvs//tt/fvTLf3v0T48e/be/+/Xx3beO7r01imNfx9CxbAkGA+MJ8qkZ/rUb9OFxAI2T4GmqOaJ0Fg/PzEM4mpTG1ZE5SgwFmiXxMBTBJBqcRIMTaM7oNOvGBH1kionCCQh0OQeycCCLK1ChAdorI2Q8VTYyxbw2Tr2sWV2fZtyYYV6fZl6dpF2fZk7McUdnARQRovH0o2jOl6/jZ0kwka0isFSj86JraN4NNHeSAM+S4LE58NoY8YlrmIkpIshTWszeVLLcrvfq5WY8FOfQgBkMQKDA80QRCgPOzHLJVIVE4tVqo2Si1GJOFrP9JNJwO2J+T8rvTRj17qAnhgRT+Xi+lCpF7B61QBy1WC82t+4f7L98dvry2emDs9PtVmu9Xj9ZW1+tN4rxnNvosMo1PoM17vRk/aFCLFdJlVqtrXyuE4jW/ZEFuzsrkjokEovHk94/uLm+fpBJVYP+pEXvh3gaucimkbklkINOlnN5VoUyJNciIpmfI/YYnMVYrGcwpkSwRyr16/QJiyVrtmQNxqTNlvf5FgKBRiDQiCf6hcJmvrCZSi1fNift9kw81u60jzc37vZ7Z4XCWqm0USyuF4vr5dJGtbJVrW6VSxuFwlos0Q8jnXC0E0v0Y4lBNN5DEv1kZiWVWUXivWC4FQw3Q9F2ILRod5UMppTdnY/EmtnCWjKzFIq0A8FFn7dusxVDwWYht9Gq7zWqO7XySr263qyvNxZWM/l+KtNJpjuZXD9fWM5kB9HootdbstuyNmvG56kgkXY4sOiyFy3GtEmfuuwxLC/funnzrfrCrtdT8nnLXk8plep5PCW7LWO1pi99n8ORc7kKiXjH6cxLpR6LJeVyFXTaiNWSslhSl942n19NJnsI0ozHO+lUP5tdSsUXs6n26vLhm69/8K2PP3/j9Xdunt/e2z08O7356iuvv/LymzfPn9nfvbW1cdLv7LYaGxtbp7sHt46O7xwe39nbPdnaPNjd3NvfOTjY2N7f2NpfXdkZDPYGvdONtfsnB689c+vd119//8033n7pxfvnZ7cPdm/v75xvr+4vddo5JB9whE3SvN+800i9er7+zZfP7203S0l/o4As5JEs4kECjrDXarPoFDLIaNJbbWar0+4O+GClKpHLv/fth6989WscOndieMqkt1pNDjoTCIYRo9VOYbA4fCHA4/OFIqVKYzKY1Uo1LICEXL5UBGtVaovRZNIbNAqlUiaXimA+B9SpNN/99LNf/PwPSrmC02qTS6RCHp/LBiChmMFgk0gkMplMIuOJJByDSRRCgNmihUSgzWb62tfeeueddzwej1AIs5gcuUJyOYsjk4lFsIDDYQEAk8fn8HgcmUwsFkOQiA/DQiaTRiYThEKeQgkzmGQ2hyaWCARCAOQxpTKhSi2VyoSwmMcXsElkLINJojGITz71G0OPDQ0NDU1/6Uk8nqqyeSqvvf29f/n1o92z1+z+ssIcfedbP/kv/+evLIE8mi56aor89DT58fH56Rk+GiOamOKOTnAugUUFDDNYaGwWHJ5mY8gwg68nsuUzBN4MgTtL4k3P8aaxvFm8EEMQzWD5kxhwFi8k0hUcoWUGy8cQRVfHKE9eJ0xhuFdGycNTDBQRGkNzbswwb8wwr08zrkxQr03RxzCc6XkBhiwGRFYcXTaMYqGI0DReOIHljRPEw1jhDTR3GMMbmwPH57iTGNYUho2eY+j03mymVi23j3ZPH9x/5Wj7kEPnoOY4WIJgBs1BY3noOcEcDgJBEwQ5aVSFUu53WBM+Vy4VX6iU+sl4xWkPJyK5RqXTLDcbxcbqYmel3hoUS5uLzQenJ7utZjeXrYRDAaNxo9G4tbO71ljMhJJ+q8etMSIObyOZbWUKpUShlCgUCt1MppnM9dOF5XCsYbIlXK5kLtfZ2jrOF+oalU0mMYiFehFfazNEPbaU11mQipxisUepDCv1cZHMj2dqqaDZZM5IpX6x2KtQhOTyoFwRUqujSlVEo0UczqLDUTQaU2ZL1mROq9VRmTzg91UymaVW83AwuNnrnS4uHlSr25dsymaWUsleKtXLZpeLhbVScb1UXI/EumGkE0G6SKIfSw5iiUE8OUiml1OZ1XhyEI31IkgnHG17A3WrPa/VJ7zBaiC8EEv2wkjLbMnpDUmHveRx10KBxWJhs93Yb1R3auXVxYXNZn29Vl5KZ7upTDed6WZy/WxukEp3EaQZDNa8nrLNmvG4SkF/3eMsO2wFr6vid9eSyV40sphOD/L51UCgZrWmPZ5SONyIRBo2W8ZkSjid+csBQ6cz7/WWU6l+MLigVgVttozXW7LbM9FoMxpZzOVWLh83Y7FWDGldThqmUv1mffP85MHXv/adb330gwcvvbm9dXRwcHzv7vPf/tbDr371nZPji7XV7a2Nk0Fvu9Pa3tu5s713c2f/Yv/gYu/gYm/3dGvzYGNlc3Wwtrm0stTsrCwuHm9svPnc3W9+9c2Pv/LGe6++9NWXXnrl2WeePT68ubt9a3/nYnd7f6kzqBXW6vn1RmEx6YvZVEW//nSp/NU7WxuVSCJgzSHuTNQddhudZrXNoNAoJWIIBACmEOLrTAZfKKizWIsLjW9+9t1PfvAjgA7y2AKL0a6UaegMQCZX09kcASxhgVw2lwdy+VK50mq26rUGhVimlCoMGp1OpdartRqFSimTG7Q6s8GokiuSSPzhx9/6w5///scffnS4t7+9sel3e/ggF+TwORwej8cTi8UyuVguFytVsEYnk8oELDZFq1Vubq3+4he/ePvtt7lcAYvJEQi4fAEoggWXxavLThYMC0UigVQGy+UStVqhViskEhEMCzUaJSzmUWl4gEMTiXksNoXJIoslfLkSlkgFfAGbw2XQGUSBEOCA9Kee/vLQY0NDOzvn1Vr/X//t0d/9w6+ef/D1T//T77H4useemBx6fIYpNOvchSmCeOga6YkJ1uMT7GsYCE+WoHGCsWn25Cx4bZw+jgKpHP3EHH9khn11go4hiRhcPY4iGpthTKKZKBxnBstH4fgYAoQji1E4wdgMaxwFoPHCaQx3dJp1bYxybYwyMsW4Pk69MkKemAVm8MLRWeA/FBbj6gTt+jRjfA7E0qQkQC3Th0GJYxLHuzHNfGqMfG2S/jRa+DQaujLLfxrFuzHLGccJsCQhkS7BzNGFkCbgDvldwVq2uL+2dbq5IwX5FIaMypTNE0UAVw9wDDg8TKOp6XS10RBz2LNKmUsCWZBIqdfeWawvF3LNRrFQy2VLCaRZzF9sb7xy++btrfVBKV8OBa0SsUej9+mMTo3p/unt58/vdcoth9GTiuSqyUI1WajFM1Gb26Gzx/2xWKyWSi3mKxuF6kYkVvf4C9l0o9/ZTiYLarWZw4YlsBbm6wQclUbuhXkmEd/OYeogkUck9vIlPp7YS+PbhKowwDZTKRoOYIFFHpBjZTGNIMcKsE1Sid+gT+q0cbksJJeFRJCbz3NIJYFicX1x8WBp6aLfP19Y2MvnV3O5lWJxPZtdTqX68XgnFmsnEt10epDJLGezy8FIOxTtRJBuNNa7ZFY8tRRPLYWinTDSjcZ7SGIQjfeDkZbbV7M5S75QzROoJNKDVHbZZi+oNYjTUUaivXCwWSpstRv79cpWrbzaamw1G+vlYi+Z6aRzvUx+kMn1k+luLNFCYi0EaQX8Nbst63NXw8FFj6PsthXDvsVIoJXNLOVyK9HoosdT9HnLLlfeZk27XAWnM28xJ23WdCi4kIh3IuGG11v2uItWa9pqTcMih0YTttnSdns2m1lKpfrZ7HIs1opGFuPxTizWioQbqWRvobZz59b9Dz/4zocffOf+cy/v751e3Lz71ptff+uNr3/+2Y/uPvNSv7u5vLSzvXmysrS7unxwenxv//Bi/+Di8OD8cP/8cO94b/tgd21za3l1vdPe6vdu72698+D53/rWB7/3+be//97bH7z83L27L56d3j7c3t3b2Dpc7W91F9dr6eVi/Jn1xqunq/d3Wp2Eo+DV7DQSD05W2il3MuTMIJ5kxBPymK1GtU4tkSskMhnMFQqoTAaTJwAg0QSWMIrG0YUSQKzgsYUemz/oi1qMDqlMLZNrWBy+QqOnszkUBmueQCRTaCIhBEOwRCjSqzVSWCCXQEad2qjXyCVinVrpsjlcNodRa1jqLb360mvvvfP+1976+p//yX99+fnXKAQ6fp5IozIAAODz+bCYr1DCShUkU/C5fBrIpfL4LJfb+vDhw1dffZVIJMvlqstOg0QiUmuUGq3yUlVJpCIuj8NmM/h8UCyBeDwOnUGhUIkkEp5CnSeRsRyQzmKT0ZgJCnUeFnM5IB3kMpgsEgekgzyGWMpnA5TffPILQ48NDf3j//3ob/7mn77zyW/JldYvPj4mVdqfGsZhiPwZAkTl6q7OALNU+QhW9MUblGmq6vFx9ugEY2yKeWWYNDrFujJKffI6EYUXDU+zR1HA1XEamgjRQO0Mjnt1lDgyRZnCsBJrJa8AACAASURBVGbnBdNz3Jk53gyWNzLFeOo64coIaRzFnp7jEumKkSnG1VHyJJozjmJPojmTaM7/Ct2n/z10H55hTeJ4M3jhPEOuNCGQyjs1z396nHJlgjZLgp+aFV7DiUfxkmEcPIwGRzDcaSxnFs8lkbkAIPHYfT5nMOzyZyOJXmUBZnMAno7JURPIYljqlMp9VLqKy7Xw+VaArTObkkKeYWqMygdVqcTCUn/n6OBOvZhPBAOVVHxnqX+xs3HveP+l06O7e9utdCrv952sru/3Brlg/PmzOyuNgVGm81gD9WKrka0ErR6dUMKaI4AUDuKJFkuDRKIRjjfD8WYwXIklmguVQWtx3e+P6fV2s9ET8CVksIlFg5USF8w3y2GPVOQ2GNMaXVyijko1CF8eUJhTfJ4DYJskYr9el5BJA5DQLYa9Ar4TErrkspBE7BNBHqkkIIa9ahUSCXd6vbNG46Bc3iqXN6vV7VJpI51euoRUItFNJnvJZD+Z7CcS3VisHY22/KFmMNK+FFnReC+WHMSSAyQxcHqqvmAjjHTjyaV4aglJ9MNIJxhpuf1lt79cKG+2OqeRaNdoyni9C+n0aiTUKhe3W/W9WmmzVl5pL+60GhulfDeR6aTz/VxhKZ3rx5PtaGwxFmsnk92Ar+Z05CPBxXRiEPQseBzlgHvB56yKxS6Pp+RyFazWNBJtItGmy5n3+yqXAzcedxFBmrncSirVD/irTkfO6cwH/FWtNnK5wsHnLVfKm7ncSjzeDgSqgUAtHm/H4+1EvNNsHp6evv6Nr3/06itfOTu9c3py+/at5x68+PrD7/ynn/zWz+/dfdDrrC3Wl3a2Tg8Pbh8d3Ll59vzF+QvnN++d33zu5tkzx0cX+zuHu9v7Rzt7p/uHx5sbL925/ek3vvb73//uH/3wuz/65rvvvnT3wdn+7s7hzvbBye7B+eHx0eqgV8m3U4FuJrxWDD+z3ri/0xpkPHm3arUUenCyPMgHwh5TxGMKuEx2o0Iu4fM4NDbAALlsKpM+iZrBkqlcWMIWSalcIZUPcyRKmC91mNxmg10Kq4gkugiWawxmoVg2T6LgydQ5HJ5Iogj5QiFfKAC5KpncoFMqpCKtSq7XKJUyiU6ttBrNerXGYbH73b77zz7/youvPv/si9///Ed/81d/+9Jzr/D5QjEshWGYy+VyeUwRzIPFHB6fzuXTLDY1jU4wW3Qff/zxxcUFnc4SCkRKlQyGhQIB91JqccB/X9vAYtOJpHmAw5RIRADApFCIROL89MzEPB7FYpMlUgGdQZycGmYDFJVawmSRKbR5EhkL8hiQCJTKBFQa/ktfHvribwwNvfven4LcMJ5gmJqWzmLgyWn+6CSDTFeQaFLUHIia445MUEcnWZMz4NUbtNEJ4MYo80tP4EbGgdk5eHQSnJoVCqU+DEH6xHU8Ci+cJgDjWCaKwhyZI9zAzFGFEAbHm0IxRyepEzMMDI6LIwjROO4kinlthDCDBqbR7NEJ6ugE9cYo6cYYCTXHwRDlTw8zrowyJzHQ8BTnyij9+gTz6jgDNQ8x+SYiQ3FtnHpljDwyw5yc42BIohkChCFL5igSFAGaQAPD04zhSeqNCQrA09BYcp5QZzCH9QZ/JFrO5loEIpfLELktQTYdJuNBsdiq0wWlSp/eFNOaEnJ12BusKdQhMkVmtiaLxZVUst3K1SqxfCGcXsxUt7vrx2v7y/VBIZLNRbK39i8u9m6ttdZ3lvYWMg2j3KyBdaFANp1c8JscYhZPQAMENEAIm32BYrq6E0wNguFKJFbPpBZSiWokXAwEsh5/xRuohpGmUhMSS92BUD2R6IbCDbezEAkvhnw1rTIE8awSyCEXu8VCBwxblUqvRhtQqXxqtV+rCyqVXpHIwucb9PqwXh9is9VUqlSrDWSzvVZrb6G2P+jfXl+7226dptODaLSZTHaKxdVwuJJMNkvlpUKhh8TKSLwSiRZt9rDXv5BML6ezq+FoOxrr5oub2fx6MNz0+BaCkVYs0Y8l+qFoOxhuIvF+JrceDfdDgXYyvhLwN532ssNW0mpiZlMmHutWyjvt9sli46Bc3igW10vF9WJhLRptIkgL+Q9ThiAtr7dsMiV8vorPW45GFh2OrMORi8c7gUDN5czbbZmAv5pMdLPZ5VSyF40sBgI1v6+STvcvMeRyFTyeUirVy+dXEolOvrgdjLRtzqLDVQ6FF+OJXiY7KBRXk8lWMtGMRSqRYDGfbW5vnr/y4J0P3vvs4PzB2TOvH528sHtw97VX3vutH/7iR5//7psPvr7a2djs7+ysHx7tnp0cX5yd3j4+u3V8dmv/5Lnd47vnZ3f29052e+2zzbW3bu69eb778OXbP/vwrV98+uFvvf/WR2+88s6Lz907O9tdXt7aO945PN3dOVxeWu/VW/VCpRBGInZXMRRKud1mmchn0CT89mTAfrK79IPPPlhb3aqU60qVXipTM0DBJBo7zwAmsQQcA8DS2Vgae47GwlJY81Q2DRCCkJzKpEmVUq3RYLJaFBo1V8DnCiAmAGKwJAKJMU9gEMlsBgsikjl4IsDjKwQQJJKIL49cqdQZDXqjWanRyhRqKp0djiY2tvY3tg5ee/3tP/vzv/y3R49+53d/QqWSRkauX1bVL4eWqTQSnoBVq+VsNl0k4nd7zXwhDQB0voAj10ghiQDgsUNIkCvg4skEGpOh1mlJVAaVwaKzuHQml0QB5gkMPJFFpnCmpibm53FsgMVmMwlEPJFEAAA2jwfy+VwGk06jUWl0qkQi5vN5Tz71m0NDQ0NmS/PxJ9jjE6LJKQkWL2cBFgxOODcPTc2ypmZZ8yR4Gs25MUq7Nkz58hPzV2/QplC8a8O0ObyUxbHMk5RonEQg8c4RZU+PkifnuFN49jxTxITlGDowQ6UKtLp5EjQ+TX/6Gu76KHEWC86ToBk0+9oIYXSCOjvHQeO4c/N8IkU8h+fPzoEECowhyq+Ns0emQQxBNo2FRmfAMRQ4MsOZwHBxFNkcWTxLgPA06RwZnsAAExhgBAVMzwtxNBkZ0FA5GgqgJjPlJIZMAJtoLDmeJGACcgGk8/oyxVJPrrBJBeqIL6lTOSWQnsfTyWROiz2DJDo2V9EbqhfKm8Hoos2eQWLNeKwZDlVjzlDQ7InaA5VYvl1o1NOVQiSXDaUbucb+8t56e6OaqpUSFcQTt6rtNo3DoPX4vSmDWMHAEoV0jgaSyVVutzeXLG8h+bVEup0rDFqLq4PeTqe9XV9YcfvKkNjJ4ZkArtFqz7bax/n8qsEQs5iSblfBZcvp1WGNImDQRNTygJBrgSCL2Rzz+4tWW0Iqc0KQRSp1qtQ+mdwlkzm5XD2brTIaI9XqRrd7VCqtLDaOI+GWzZrzequXmEgmO6XSWqEwKJaWO93dxeZWFCmFIoUoUrLZI8FIK5VdzebXY4lBGOlcBu12V8kXqAdCi75A3eEqWe15l6cSirTiyUEk1PN5FyOhrtNRsZhydmvRoE867MVMeqVa2W3U92u13XJ5o1LZKpc38vkVBGki0SaCtGJIKxJu+HwVlyvvcGQ97qLbXQwEqhZLymJJOR05jSak00U97mIwUIshrWSim4h3IpHFYKDm81X0eiQcbpRKG4X8aiTcCASqyWSvWt32BRd9wWYw3ELi/UxuNZdfS6d7CLKYSCyGw9V4tNpqbJ6d3H/p+bdfuP/WnVsPVndu75+9eHHn9XvPv/21r3z7g/e++8pzX9lcOtxbOzrcODncPTs5uDg+unl0eL53eLp7cHJw9vzeyXNnp7f3906OVpdeOD/55I3733v75R989YU/+NbXfv6ddz95/fmXL06fO9q7ubd3sLY2WNta3dxbXdlsNXutaqNZXqglM0lvIGq1pj2esNUYtOi1Yq5KBBxsdv/45z/8sz/9r/fvP2BzBHgiTWOyCaUKCsgnsDg4JkAXwFQuNI2njKPxGBJjnsJG4ShEClEohuRqpUqrkchlAhiSKlRiqQLkwSAPptK5FBrI5oipNN4cjoEnAngSEeTzJHIZBMMAF2SDHA6PD/IFJAp9ZnbOYLLnCtVcoba9e/z6m+988NHDh598u1jMBYI+gZBLIuGZTBrIZSuVUrFEqNOpeHwA4DD0BrVSJWUwyDw+wOYyRVKh1qiutxY0Bi2OgJuYnsKTSQBXwAS4ZBobh6ei0MSZWcIshjyHo42ODk9MjI2Pj86iUSQSAYNBYzCzHBBQKhVcLodKJePxOBAEWGzmU089OTQ0NIRCyb/0ZcrwKDgyCs5ihGotQmMpp1AsFIY9MU1D48DhcdKTV3DXR8jXhimTMxwyRT4+wZzDQkyWbp4gGRljEijy66O0J6/jnh4mXJucn6cLALF8lkwfnZujC4UUugyFAa6PEIfHSP8ReAM3xkhTsyzUHGcWC5LpUq7ASGcr54kQhS6bwoDDU4wJNIAhQmiCYBbPRxP4MzhwAsOcxgEoPIfEkoCwjs5VoImcaRzzKop8HU2bxLNxTBFDIAdEKh6s5ItVBpNNpTVAECSRSCwGfTQUSCFhvUoB0DghbzidKGVTFb3er1Q6bc5MILxgtGU9wXoY6VkdRaer7PHUtGrEaEj6LH6X3h1yhIuxYjaS9Zq8boM77o03sgu1VLWI5KLOsF1lMUn1FrnRpjIrJfqgJxYyWd1qXdIdCFtdekMwGqt1N+7VBxfF6noy2ysWugu1lVJlJZluafRRBqAFuEZY6nJ5irnCqsOR44AGId8qFjlhgY3PMYr4VqXUK4GcAEMDgjqtNuhyZS2WmFhs5/ONYoldrfYrlR4aTUqhiC2WWLO5u7Z28e9/+aVXrNasRhPx+aql4nqtul2tbtbrO5FINRgsZbLtXL4bCOZC4WIyXQ+G8i5PNRhuxZNLyfRyLNG/jNjD0fZlkhUMN23Oot1VisZ7+eJWsbKDRAc+72Io0LbbylZz3utecLsq0UinWNyslLdLpc1CYb1S2WzU92q17VxuOZ0eJJO9RKIbj3fCobrXW/J6SsFAzeMpejwln69itabdroLNloFhp0YTdrsKLmfe5cy7XQWPp3S5aNRiSRn0iMEQcznz8XgnmewFAzWPpxTwV13eWijaiScH8dRSMj3I5lYugRUJV6LR2kJ15ez4+Tdee//1V969dfOF7c3Tk6N756cv3LvzyoPnv/LqS1+5/8yDw92T5e7a0f7Z8cH58dGtk+Pbh8fP7B/e2d6/vbV7cXx082D/9HT34Gzv8IXTg2++8crPv/PeH3764S8++/B3Pnr7/QfP3d3b2FtZPdrcPNw93N/a629ur+4erGxsN7tL3U5/ZWl10GyXM/moxxOw2w1KmVWnCvnsa0utTx6+/5//5Gd/9Rd/v7NxOjNNmJ9nmh1+HqSYozBpPGgKT8SzAAKLNY3Hz8zPk1hMGsDGUylUFlmqEmsMKrlaKpKKxHJYrlaJpGKJXCGSSNkgjwmAQlgmgKRUBmeeQKUy6CKpWK3TSuQyFgcg06hECo1ApjLYIAqD4wrESo3RbPP0lzdefu2r73/4nW9+86Of/vQn7733DbVaSadTZTIJj8dRKmViCQSJ+EKIyxdwQJDJ5bEFAo5AyOGLICEsYnEAtU6Lwc1fHxmbnZvnQ7BYquJDUgabTyAxsfM07DwVg6Wg0MTRkbHh4ZEnnvjNmRkUBInIJMr42ASTweLzBQwGk8FgUig0Dgek0xhPPPHk0NBjQ09fYd8Y5k1MCqZRMBYvNprTBIr48SfRV27gHn9yZnSSOjpBGZ9iYvHQxBRw9QaZydLeGKbcGKZicaI5HDw8ypgnSUcmmL95Dfv0MP7GNIHMFsNaI0esIIFcUCajMeUkqhhLEKDmONNoNmqOg5nn4QiCOTwfNceZQrHwZBGHr6cwZGgsd54Ijc6wpjDgDI43ieFMY0E8TUJkSOdIgpl5ziyeO0vgYCkCBlcBinQMnoLIFGEYokkCZxzHmCGBBJaQxpNyRQqRXCeRqTQ6o1qtttls+UyqUsgno2G/y+5z+KN+xGJ0R0PpWKwajZZNtqQQtpnteYujYLblpYqQXp80mTIS2KvVIB6T12PyRl1IPppPB9NBWzDijBRjxUqyHHVGUv5EOpC0Ks16WOPQWG1Ks93kS0bz9UR6ubKwutAKmR1qjbdWX986fWNx5U483bE4U2ZT0GwKavUBudIllnlAvlmjj+pNcZUmpNKEeDwzg6EW8CxCgVUAmkCWTsg1q2Q+rTKolHqZTAWPp4dhm1TqlEodYrFdJLIIhSYez8BiqdRqf7W6sbFxp90+qFY3Wq39THqlWNgol7aKhY18frWQXy0WVgqFlXhiMRKt+f05ry8bCOZ8/ozXlwqG8oFw81I6ZfPryfTyZb+hUNpOpJdTmZVIrOvx1UKRVrG802geV+sHidhy0N+Khnted93nqceRQSzaK+Q3y6XtQn4jk17KpJeq1e12+6hR38tml1LJHoK0LvnicRc9npL7slHlrwT8Vb+v4nIV4vE2Em1q1CGzOen1lBz2rMWctFpSLlfB6y253QW7PZtMdG22jE4X9XhK8Vg7GKhZzEmtNhKKdmLJpWRmBYn3w9FmBGklEu1UuotEa/X65vHBvft3v3Lv2dfOT+6fHD17fnr/+Xtv3b3z2jMXL925+eLN42dO9i/Oji7u3Lx7fHB+cnjz5Pj26cmdo5O7h8fP7B09u3v4zPbWwfbWwenewfO3n/32V17/3U+//YvPPvrJh1/9nW9+7cMXb9/ZXj3sN483Ny/293c2drqL3eXtvbW9w5WNnXZ/ZXmwsrG2udTuljM5n82aj8XqxdzmUu/5exc/+fF3/+K//fGnn3zw8OMfWE3+a1en6DQ+KJRPo4ljaByWypzEE6YJpDkqlcQBWAIBVyyGFXKFTpvKxVV6BZlOpLOpIqlIoZFrDHqD2aRQa2QqlUgiE8JSmUIrU2p5AjGFDrBBjgAWiaQSASziCQV8kZArEDIBkMEGZ9BYGpPD5cNimSaRKmztHL3w0huff/7pP/zD37/73jdoNMr09CQHZEMQX6NRCoVcDocFcllCIRcS8SQSoUQKCYQcASySKGRMDpsvgnAEEhZPZAJcSCxjAnwGm0elgyQKm0LjUGggdp42PokdHh4ZHR27cuUqDofXanV8vnBiYgo1M4tCzWIwWADgcDggmw0Q8MQvf+nxoaHHhq5eo05MgiOj9JExxrUbBCpDPoNmjowTqQx4bp5DZ8lIVAhPFApEJqHIwuHqgr68XGKHIYta5ZNKnVSqVCA0U2myG6P4yRnaLI5OZYlkWqPG4pBoNEK5nMKQ0ZgKCkM2h+dPzDAmZhg4opABqGhMBZ4kutRZl0SbRDHRWO48WcDmqWmAbHKWNjlLIzNhGiDBkjhzRDaBysOS2NNzFBKDJ1WbJSojicFlS4wEQIqh8uYZEBUQ0UExTyAWy9RqhdJkMFp1arfFWElFS/Ew4jQVIt5EBGktNBJIJpXI+XwptdrBhyxiuUtvTqt0cYM5J1NG5fKoRpMUCX0w5JOJDBq5zar3+hxILJDJJyoLuUaz1K6myhFnqBhNL2YqEZvbqzPHnb6IxZn0I+lgvOz3dZLJeixuFUukUmup1M/W9zyxttYck6j8MoVLIncIpU6+2K41REGBCZa6RBInX2gRiR1cnhEEDVzQwAUNPEDPA/RioU2j8GuUAYXEDQBqHs8Aw1aJxA6J/j+e3uu5sfNM9+2xZUmd2GQzR+SccyQAAiACkTOwkBdyzpFgzjlnsrvZuaWWZEkOsjSWoxwm2Nszs8d7wilPzZ4z5aozN+c/OBfcc6rW9Xe3nvq+533e56djMlV0uoLBUIpEJrs9mcnOVavr1eparbZeq21Uq2vl8kajvlOrbqVSc15vyeXKeb0FEKwGg+V4YtJmjxlNYCRS8XjSVls4X5irNvbzxY1MbjWVWQ6Ak1ZH3gmUIrFZJ1ByeSoOoGR15F2eChieDoamXJ6K192wW4ted8NpL3uAWjQ8BwZbycRiMrEQj82GQpORcCufW67Vtgv5lVCoAbjyDntGpwuNy90aDWi3p03GmFTqtNvSNmvKbkubzQkQrIfDkxoNqNGAyeRcKNT0eEoeT/FmVuD3VQBX/v/EMsKTINhwu4sWc8JsitvtGbevFgi1oom5WHI+ANYBT9HrK4YjjWp1ZXPz6vrRR48uP9zdvthYOz48ePTk0ZvH+4+fHD55dPT4fO98b3N/Z33v4ODo4vxqb/9kb/9kZ/90e+90a+d8Y+t0feNsde1krdU43Vj96Or0Z5999E+/+sm//vbnf/WDj3/w9Pz54c7FxtLeysrRxsb+7vHaylapMhOOFVpLK435xXKzlavWy7VGqVqPxxMOh8thsy3Mzb14/uzDD94cHe0/fnz1V3/727/7h//xq5/9XdhfQCMZsBHSMIwwAiP0w9HdI/B+BGIQhUKS8FQ+R6wcU5s0FpfZ5Xf+8C+/B8b8I/DBgZFeMp1AY1NoLKpQIhhXK+Sq8XGVUq5USOQygVjE4nKIFDKdzWLxuQwum0ynkek0Jo/DEQiZXD6ORO0dGIaj8AQyncrgyhRaMJreOTjd3t797NPPnz9/XqvVXC4Xm83mcjk0OpXHY7PZDBwehcOhOFw6l8cgkTEEIprG4I3J1AyWkERhw5EEGAKPRJMGh5E9fdC+AXhvP7yvHw6B4VAYKgSG7+we7ursHx5CDPZD4TCMgCcRCsZgUPT9ew/7ekeGh+A0KptIoI0MIbo6B779rdvvfPv2rYed5N4+xsMuYmcX8f07Iw+7sWgcb1RiVGkAicyknACoDOngMIXJUekMoBPIWIwhndpj0INmY1g6ZsegBXSGEocXDY6QYUjmjaxwxTKl3izTaNhiMZ4sweBHoUh2/zClZ4A4OEJDYQUkmozKVJBpcgiC1dNPGITQhqD0wREqDMlhCyYUGoAv1g3DqQMQEpbEx5J5EBTt5mQ4ljYEJxBoPKXeJlZoe0dQaLp4GM8ZwTHRNCGJKcRSuCQqi8URUskUIY9vUI37nbZmLllJRdJ+53KzlE+l51rT8Wg6FIhpNC4aXUwgS8fkTrUuqtJGrY6SaiImkfhUysiYyCvkO7kMqYinGpfo9Sq71wYmwGw6lI164zFPxG10RZz+lDfi0Zmdaj1ocYYsLr/V7dLbIkZDzg0knS6nQimXW/Q6r8IYFyi8fIl1TOnW6P0TWp9U5ZEoAJU2yOBo2Dw9jamm0pU8gZHF0tAZKjJJRiLK6ORxPlsnE9vlEgePpSVixVyuRiZ36HRBhQKg0cbRaD6doVAogURiqlBcqlTWSqWVUmml2dyamtprtXYbjd1kYi4SaeVyy4XCSijUcLtzXm/BbI5EInW7I261RpKpScCdsljD8/P7C0uPGpOH+eJGPLng8dXM1ozNkfcHmy532QGUHK6Sy1MBPBW7q2gwpdTaiNVc0GtTdmvRas47HWUwOOVxV8FAKxadicfm4rGZRHw2l1sqFlfj8WkAyLtcebe7aLUkNRPBmwcdABQUCq/BENVqQIcja7Olb/pkdLqQRhOMx2dCoeaNVN0EMuLx6VCoGQ41o5FWJNIKBmoeT+nG2LLZ0i5PxRtoROKzycxSND4dDDXi8VaptHJw8Pzi4u31o4+uzt9cnL28unj96Or15fmLg5WDq92rJyfXlwdXB9uHe5v7O9t729t7ZxePT86uDo6vdvbPNrZOV9YOF5cO5hf2tuemP3py9Vdffv9//eaXf/qbb/7w9Q9/+Pzy9eHm4cL08fLs8ebm4frGzNRCLlPK5JuN1vLK7l59biFXredrjWqjmckXgwHQZrOHwVCtUt1YX7u8OF9amq9US4+ur7759S9+8qO/fnr5cSpRJ2A5wzACiSoYQuJ6IchBNApDoxHZDAKLzhsT6O0mh9duchjThYQNMPNEbAQWiiGg+CKuSDo6OiYUiIUsHlsoESvUqrFxOX9UyOHzGGwWm88blUpE0jEGl02gkEl0KpPL4wiEbP4oHIWFo/AINAGNp1AZPK3BtrC8WanU5mbnnz9//vXXXx8cHIjFYh6PIxIJEUgoHo9BICFoDJzLYzCYZBh8CAobwOKpbK4YjiI86Ohra+9tf9g/MITs6Bzs6Bzs7B7u6By8/6C3pw+GRJORaMrgMAqFxPN5YiaDh0TgGHSuTKpiMfmQESQWTYLDsGQSEwHHtj/ovnun41t/8d63v/X+rbv3Rh60I4ZHKGSKhMGUI9EsLl8llZvxRD6JIpSPW2iMse5eFAbL4fLVwlEdbJhIwLDZTBmHKcdjeL1daDxOgEFzMVgOHEGHIohYAosvlk0YLHqLVW0wUpkKJJbfN0ju6sMPQehovJBIlZLpcgxhlEyXw5Cctg7kg05U3xB5BM5E4QRcvkahcvEEWhiCAYHRUFgOEs2EoxgINB2BpqNxTAyexWBLFGoLb1TR0T0CR3IGR2gQKB1PGCURhVgMm4Tn8FgymVCpU5iSgUQjV58q1GNu0CRTp3zhi6OrWDCBghEZFMHEBGCxhqXjAIk6rrekPIF6JDFvtKS12ojTVbTbMoCrMDZmkkotmgnA6YiBvrTfnQAsPpve5Ta5PCYgaHEGzA6vzujW6EGjOe5wgRa7Q6UtArbVXKoRDiWsZqPeLZXoxjSgYNwjkNrHlB6NAdSZwgpdSKz0CsRmOls9OmZlcCZwBDGdqaLTFXSGksfV8ng6sdCkkgNatU8hc3KYagJmlMvViMWWcYVLLLZQqXIKRaZWe+PxyemZ/UJhMZ2eKZdXG43NSmWtVtuYmT0oFldAsBYIVIrFlVZrN5dbDATLN0S/TGY2Gm3EYs1MZsZkDqvU7lx+vlrfyxXWo/F5X7DpBMo2Z8EJlLz+egBsOd1lp7vsDzZ9gabFnjOYkmZrxmLOayfiFlPOqE/brAW/r+lylHyeeiQynU4t5fOrudxKNrOYiM943EWdLmS3pf3+aiBQc7nyHk8x9JrFYQAAIABJREFUHJ4MBmoWS1KjAVUqfyw6lYjP2Gxpuy3t9ZSi0RYAFACg4PWUQqFmKjWfyy5lMovJxGzAXwWAgsWSNJvigCsfCNRu8Dkub9kbqAfDzVCkFY238sXl+YWjvf3nl5dvz85enx4/vzx/9fTJhy+effz46tXJ8ZOTzcPLvfOLw8vjnZOd7aPdneOdvdOtneOzy+uT88fHR+d7e0c7G9sbK+vrC0trc4vPt+a/+fj5P/3iy3/6xY9+9+VnXzy/fLy7cbGxsr+6ujE3Nze9MNWYSWcbkXix3FzZPrw+vTifmp3J5nKVWnVycjKbzYJgOBgEI2AkDIa9bl+zPnl4cLy9tbu0uFKtNs4Orn/02U+//OKX8WiBQGJicLQ+CByGJZDYLIZQQOWykCQ8jkLgjHJ5Ih6FSYbAIULJqNagpTKoCDSSxWMLxCKugE9jMSEIOJaAF0vHxuQynlDA4nJoTAaGRKByWCwBj85lU9lMOpfN4PFoHA6ZwUYTyRgiFYElwjHEQSiqZxDK5In0OkuzMfPi+Zvvff7FD77/RSgURSAQXC53ZGQIAhnG4VAsNk04yhGJuVwenUzFDgyhcXjW8Aiurx+BwtBgCBIcSe7ugXb3wgaG0H0DyI7O4d4+BAJFQSApfQNIMpFts/gmVBYinsXjSlUKk0io5HNlbKYYASNi0VTIMLbr4XBX5/C77zy4dev2LQSS09uHHx6hUKhS2biVSBrl8JQEkgCNZaMwrFGRlkqTDA4TKDSJQKhlssdlYp1WZddpgDGxnkoWQ4bJDLqcQhajMeyeHtSDh0ODI1gcmU7nCHhiiUgu5wh0GMJo7yCpZ4CIQHNpTAWLp2FyJ/qHKViiaATGfPfO0Lt3hrr7CBAEC4MXEkgiNldNoohHoFQonA5D0CEwCgrLQmGZMCQVg2eRaUI6SywQqegsUXcfjEgeQ6C4CBSbQBKRSUI8jsemS1Rys1ljt+tdxXihlqmmAzGdRMXCkEzyiWQ4rZCoMAiKRKgUifQymVWh9vGEJu6ozQ4UvYGmdNynVAYdzoLVkg4Fm2o1oFQ67bZIJj1Zyk2BvpTL7PXYAm6TK+6NpLxgHPCnPf6Ey5NwuIoBMBcIO9XaSdB3OjPZCIcCmgmryW/UuxXGmGQiyJfY2EKTWGZTaf1yLTg67qYylQSKlCPQEylSFEbA5Ezw+Hq+wMBha24ESyqyigRGFl1JwomxSD6driAQxFiskEiUsFgqhRKIROqzs4fp9EwmM5vLLZRKyzf85FJppVpd83qLHk/B7c57PIVwuJ5Oz+ZyC5nsXDTaSKWmC4XFqandVmsnCJYBIF0qLaezq7HkQgBsOYGy1ZG3OvI2R8HmyPsCDbM1Y7Jkbjx4kyVttmZ8gYbTUTHo0zZLwWTI2G2FoL8FuMoBfzMamcnn1m5iDen0Ahism81xuRxQKrw2W9rnqwBAwW7POBxZhyNrsSS12pBmIliv78zNnfq8Zbe7WCqtr689yeeWc7mlXG45n1vOZZcSiVkwWHe7iz5fOeCvejwlqzVlMsYc9ozfVwmFmg6g6PHXfMGaN1CNxqemZg5Pzz589fqrg4Nnu7tPDvcen5+8uDx/cXby7Ozk+uLs2ZPDq8cHl6e7ZwcbhztbR4cH5ydnT84unx2eXO4fXRzsH+/uHOxu7Gyvbe6srG8vr31ytv3X3//g73/8+a8/ff3F88tnOyu7s639+emd5eXJQiGdyFZL9UZrudlamVrYXdu5PD0/K9eqwRCYyWbL5XIsFvP7g5FIrFapN+tNnUYvHpVk0rnT04uzs8tatbm3cfb52y///J//74vnnzDZo7390D4IHEWkMoQCPIOBIGAhWBQMA4egYVAkBIqC4sn4YdgIBAGFImFwFAJHwrN5XIPZxBHw+4eHhqEQ3qhQJB2js5hYIgGKRAxAR4YRMCgaiSLgKCwGnctGEQhdAwNQFAaGwSGwxEEYEoElQZC4u+3dvUMwBBy7u3P03U++d3Z69R//8Z9vP/wYAoHQaDSJRIQn4OgMyqiIx+bQlCqpC7BotHIEkgyDE+/e67l9txuJpsIQJASS3D+AfNA+2D+AHBhCd3VDuntgg0OY7h7od97rgEMJgDOk1zpIRLZ4VCWVaBh0oWxMKxIqYRDcyDBmsB852I+EQwntbX23bt2+JRSqqLRRKIyEJ3BxOE5XF+LhQ3hb2zAez1co7Hz+RF8fdmAAx2LJpVLjmNSYTpQD3rhUouNz5XyOkkGVcDkqsciAQrOgMOoQBH+/fXAAgmILxhg8IY3NQ+OE7V3oO23Q3gFSZw9ucITG4KhZXA2WKBqBMdq70Lfvjdy+B+noxkAQLDxZwuPoOzuwCDhXwDNg0ILhIRoKyUUiOEgEC4flU8hiBl3GYsrZLDmHPc7lKEgoGg3HwsMpOBiZReLx6SKZQOU0eV1mv93oNWtdEp6SjGWPsuU6pU0lNfLp4xKudpSr4zHVYpFNpwVVGpA/aiUz1ByhmSPQC8QWszXs9mYMRp9cblZNAEYzqFDajaZALFwIB7MBIAzY/Ckw6TYDXpMtCviSbl8BjExn8/PFUi0an0rn5mJg0w80QsGZRCwcyOgnHBprUih30zkTNLaaxZ1gcScYPD1LYBRITGKZlTeqp7EUglGDzhDUG0CpzMZgKKhUGZ0spZGlRNwoDs2nkiQCrpbNmWAwFFSqnMvV6PVgPD5Zqaze3Kcq1bVSaSWfX8hk5jKZuWx2Pp9f8PkK6gmPSu222+OhULVWW5+e3s/nF0Lh/wNSLhSWa9WNXG4xFKoHApVIbM4fvFknrNkcBZ0hrjcmbI6CAyjpjAkHUALD0zZHQauPmyxpszVrMeWNhozZmHXYSk5Hyeko+32NRHyhWNgol7bKpY1sdjkSnvR4ig5Hxm5LW61Jv79qsSQdjqzbXXS7i+FQ02JO3NTFeL2lQmE1HJ50u4u53PLq6uNW6yAWm0ql5lOpOZst7XTmgoGaQR/xesuBQM3lzOl1YZstnUjM5rJL0UhLb47bgZzTnY/Ep1bWry6uvnty+mZ37/rw6Nnp2avz0+enx08vz59dP3nz6PLF0cHlzvbh0eHZ4eHV9vbJ1vbFwdH1wdHT7d2ry/Pn52dPT/f2pmq1uUr6hx8+/fuff/7xo52/++LD337y9Lefv/nNZ68/fnR6vr44W63GfL756fmpxnStNjM5ubCwvLO5c7q5e762eTLfrBXikWQoUEzFs/Gox261GUweh+vi+OznP/7pm2dvCqmCTCgfFykWJhffPv/4ydmjTz/85E//+qcvf/iVVm8kUWg8sRhDIkGxWBSJBMfiYFgsnkzBEIgwBAqBwgxDERA4ahgKhyExKCwehkQz2Fy3L8Di8jB4AgqHY/P4YqmMzePjiEQkBkNhM7kSEYFORZHwNC6bzufgqFQYFgvD4tp7+zFkmlihFsqUMCyxo3cIS2H298E9QOTFs7cfffi9F88/+OKHPw6HoxQyjUqlMpnMURFvdJRHpmCxeDiPT9Ppx8lUzr227vfvPLx7v3twGM1gjeKJ7MEh9DAEPzSC7elFtHcMP+yE9vQh2x+OfOfdTjyWqVKYGTQRicBRjpukEi2fK1crLbIxHYnAGexHQ4ZxeCwTjaQ+bB+6devOLRicPDSE7eqCoVB0LJbd04Ps7kY+eAC5dasNjWZTqRI4nE4ij8rlFrXaoVDYLAa3VDyBRtIQMDIWxULB6Rg0B4PmUKkSAlFApYsweBaOzOQIpEzeqEAih6E47Z3o7n5CWwfy1q2Ob32nD4UTjI5ZMIRRCILV3U9oe4i834Ho7MENQWgINI+Ak2DRo0y6isfREXBiGIQJgzKRcDaDLieTxDgsD4flUcgiHlclHTMqFTYRWyoTKCVcuZgjE3PkHIqASxvVyI0GlV0p0allRpXUwGeOcWniMYFaLtJK+TrduEuv9imldpnUOaH2K9QBodgukNilCs/omE0gtijVLqXaNTZmEEv0SrVLq/dJpSaNBgj602EwFw2mIv5kMZGP+aL5cHyqUJkrVuaKlcVyZSaXP1/bOFhY2i5nl1LR9XLxcGqyXp4LepMA2FCb42MKl0Lrt9hjNmdCb01MmCI6U8jmStqBlMUed3mywXDV481pdX6h0MBhq9kMBZel4rLUXJZaLDCoxl1EooTNViuVbsCdTaamS6WVen2z2dy6sa5uvmJxuVhcKhSWCoXFanU1m51NZ2ZS6elotAGCFY8nZzKFA4FyLNZMJqeTyelEYjoSaYJgLRyqe3w1l7sCeCoef93hKmkNceVESK2NuNxlsy0LeCp+cNLmyJssaZsjb7FlbZai2ZizmHIOe8npKLsc5YC/mUwsloqbpeJmPr+aSi2EQ02vt+x0Zh32jNtdDIWaLlfe4ym53UW7PePzVWzWlNEYM5viN0aVw54xGKIg2KhUNiLhSas1ZbOmnM6czZoCwUY+v5JMzAYCtWCw7vGUbNaU05EFg/VgsO5y5sQyVzDSnJo92t57+ejJ54+vv3d6/sHp2QdXVx8+fvzRo8vXN3ery/PnpyePd7dP9naPd7YP9nbPTk6eHB493d17dHT8/MnTT968+nRv92xhamp9YfGzl1f/+vtf//mPv/mHX37/T9988fvvv/nmkxdfPjs7W11Ya5SXWq3lqamVhdXF2aXZ2dXFpc21zaPN7dOV9aP5pZ2wx1WIR1rlQqtcyMVjAZfTqjfq1ZrjvcN//MM//Nd//tfXX3zdKDYr2eqLq5cfPnv74vGzpxdPfvmzX/7zH//50ZOneqOZxGDyxOJhFApNJmPIZDSRiCdT4GjMwNDI0Ah0BIog05hkGhOFJWDwJAKZSmWwhOKxjq5uBBozKhmzOpyBUNjl8UrHFSQqdUytECvlJCYdScSTWHQCgwrBYAZgMCgG2zU4DMXgsRQ6jspEEigDMBSWzGAzRVzOmF5nz2VrG+u7X/zwx5PNKSQCTSQS6XQ6l8tkMKkI5HBf/0MkelgoYpFp3I7Owbv3u2/f7ewfRLI4EiKJ0zeAhEAJwyO4nl7E/QeDbQ+GOrug7Q9Hbt/p7euBC/kKLlvKpIskIs2oQCkRTVhMXqvZJxFN4DBMGISAQlAQMHJnx8hf3Lp7i4CjI+D4ni4IHErAIJkjQwQMkoNBcpEwNh4tIBPELJpCLDQoZHat2mU2+GVjWjpNgELSiEQejTZGJApRaG7/ABGNE8BRHApDiqeIYBg6HMuAoMkEOh9HErd1ILv78HcfwAaGqSZbzOXNKSY8cDR3CErvGyL3D1MGIbQROBOFFRCpUgpehoLxh/tpIwMMLErIY2l5LA0cwsQgOHg0n4gTELACPIZHIYp4bOWY2JAM+KMej9tsNqvVStEYk0ghoHAsCsNudo6PKRRyrcnokMt1dLqAxZbI5Hq9wu+1ZoLuisuS1utiJkPCYE5q9VG1PqQzxyYMfo3Rb7EHjRaf0eQCPOFgMBsMZh020OUIhUOZSDgbA9PRYKqWr0V80aDTF3YHI25fGoxWU7lKMrs2Obs2ObtVzq/m0uvl4k6j1ijPJaNFf7RpcWVtjng03piaXJ+d3ipXV1LpKS9YTGSnyvXVRmuz0drM5GfNljCLo2Qyx9lspWTUoFEBJn3AYgTdzmQELKvVXqs1Hos1K5W1anU9n18sFpebze1SaaVcXq1W12u1jVptvVhczmTmEolWqbzQam1OtjZL5cVkquXz5RzOpNudDYVqIFgNhRogWL8xlSLhVjQy5fbWnEDp/58JGswpjS46oY24vVWHq+T2Vt3ems2RtznyTqBkteec9rLVUrBaCk5H2eUsA85KMDCZSi6VS1v53FoqtRCNTIFgw+crA0De6cgGAlWPp2Q2xV2uvNdTcjqygCtvsSRTybmbUeBN3ZXPVwkEqi5XPuCvut2Fm+xoIj6TzS5lMos3eFSPu+jzVTye0k0YQq8Lq1V+lTZQqKztH725evL55aPv7h++3N59fHL66vmLT589/+6TR29OT66PDi+PDi/3dk821ve2Ds7Wd4639i6Oz5+dX7w+PXv5+OrNm1efv3ry6nTv9Gpv68effvS///6X//53v/yfv/joD1+//pdffvWjZ2ePt1fPVuY25udXp6dXF9c3Vrfn59fn5tYWF9bXVne21rdXF9fmW9OtSj0POibT4EwpWU0GQ25rwGlMhgP1Uvbi+OSnf/mXP//Lnx7tHDoNTrlwvJysPDm+fn399KOXLz/96KO///3v//CHPzSbTbaAL1crmXw+SyDAU6gQBBIKRw1D4JAROBZDQOMIApGEzRNA4Eg4Cs1gc5gcNo5EfPCw4879ewgMwmw3x1JRh8dhtOpdPufYhJIpEqApRAQRR2DR0VRSD2Tk4cBAHwzeNTQyiMT0QREwHInKFWKpTDSZQcLz4FAydASvHDelkqXjw6vpqXkOW8Dlcnk8Hp/P5nAZVBqOQESSyEgaA4fCYTp7uju6u9o7H8JRGMGoBIuntrX3DA1j+gdRnV2wu/f6b9/pv9828qAddr8N0tcD47AkY+IJIV/BYUnoVAGfK1MpTA5bQKex8zhSDIqKQpDRSGpvN/TWrTu3nHa/YlyPQVGhI/ihflxfNwqH5lGIYo3SQ8aLeewJkw4cE5mYNJlMYjTqfIAzpNPYlUqrZsIxNmaiUiUQKKPtAby7D9/Zg4WhmP0jpPYeWN8IrnsI2QtB48mStg5kRzfmvTvD42r3j378+08+/yaaaEEQrN4BUt8gCYHm4UkSAnmMyZkYG3eQcNL2e6h3vzXYfg/V20XgsbQWY4RBGacQJUzaOIsuJ+FHUXAmHsMV8tS6CcCqVutlMrlAOMbhygUilViqlCom5Cq/O2DQGLUai9PhM5sBmUyrUpsBd8SmjQSchYi/HnSXPe4yGGyGYzOR+Ew0ORuKT/lCpWCkEk2Une6Y0eRyOAPJZC0aLfm9SZ8nEQqmI6FsPJyJhzO1Qj0RSsb9kUQgGveB2VCsFE9nwGjKE5wvN55vrLw92Hm8vrpdrxUyjXgor7PGlXrQYAL9wWIuPZlK1Dy+nMUWDcVqkWQjnZ+tNtaaU1vJzJRKDWDxAhZLOTZmtlsi4WA5GqqEAsVEtF4uLGazc8XiUrW6fqNWqdRMPr9Qr2/c6Fe9vllvbFar65nMHBiqAkA2X5idbG2WK0uJRCMebwTBUjBYLhQWY7FJr7fgdhe83pLPVw6HmrHYdDBYD4Rabm/N7ipaHXmbI293FhxAyeWueP11B1Cyu4pOoGR3FW3/7W25nFW7tWS3FQFnFXBVAVcVDLTSqeVScTOTXoqEW4FA3e+v+HwVt7vgdGa93rLBEFUqvDdwZq+n5HLlbdZUIb/i8ZQcjmwwUIuEJyORSY+nqJkIhkPNm6KFWGy6UtnIZBZdrpzZnJhQByyWpNdb9nrLZnNcqfSpVD6DPrK68eTk4pOLx5+dXnxyevH28OTN8emr62efXV9//Ojxhxdnz44OrvZ2T3e3j7e3Djc39rf2z/ZOrg6On+wfP764fPPi5eevXnz66PL18c7xB0/f/P4XP/nPf/7H//iHb373409+9b1Hv/3h9cen20fTlbl8crVW2FpY2F1eXl1cX5xbuRGs5cXNzfX9rbXtxdml6XpzslJbmyzUEr6kzxb3WLxWnc9umJ2sffLBiz//7//4rz//+dc/+9WHLz7YWNhkEpmDHUMBW3B1bu751dWL6+tf/fznf/zjH5eWlmhsFpFKEcnl4vFxtkBIZbFZXD6JSkciMHA4GosnMdk8KoOFQGMJZIpYKhuTy5hcNgyFvHP/3sOeh6OSUZvLqjfrzHZTPB2VqBU4OgWGxyBJeBqfwxjloylkLJUKxeGHkGgEgTyCwWGoDIZQDMeTeyGIgT40bITU2w2DjuBFo4pMqryxvrO1tScQCMhkMoNJ4fKYFCqWSsOxOCQSBUUgk/qHB7v7eju6OuEoDIvLh8Kx99q6HnYOtz8cut82+P6d3vfe771zZ+D+/ZEHD6DDQxginsVhj/E4UiZ9lMkQcTlSNlMsl+rUSrNEpCYR2FgMnYBjDvQhbt26fUup0I0KZSgEBQEjIWEMJIzBZWpHeSaV3EfGy6Uiu1YZIOMlklFLLj1TLixG4iXAG3cAMb3Jz+JNQBGshz2Euw+Q9zux9x5i+qD0e53oe91IAlNGZMuGMUw4itPVhx8coX3n/UEmR/3xp7/86S/+cWb+CIUT3DjxKJyAQBnDEkR0llKuApQSq4Cp4jOUQra67yGy/fYQBcdHDJOpeB4Fx6OTBAKWbFyiU8kMMtGEkCPTKrXGCYNerVfJVHq1wQ8Ew8G4x+W3WtwWk8tq8biBkNcbBYCQ1xuLx4sBZzbkzgfdRZ8r5/OWI+FWNDEbic+U6luZwko43oymplKZSasjIhCqWOwxlVynkuuMWpvT6g16I8loLpcqFTKVbKIQD6XS0Wwmnk+EUqlIJh3LhrzhhC+SDsbrYLAWDGQBIG61+FzRsD/tCZZtQMZuBW3moGnCNi5Wj/IUIr7CZAurdJ4JvdcbzBcrS6XqcihcNplBmy3idqdikWouPZWMNULBYixcyWdmcrmFQmExn1/IZudyuflyeeUmeFUoLBYKS6XScrm8WiotJ5PTPl/Bao0VirPV2mIi2QgEc7F4PRKthsLVXH7e5yvZbMkblozbXQr46wF/w2HP38QXrI682Zqx2nMud9kXaAZCLX+waXMWjJa03VUEPBWrPWc0p28Ey2ErOR1lj7vucdfdQC0YmEwmFrOZlVh0NuCvedwlt7vocRcBIH8TDTWZYjcVMT5fxQ0UnM5cIFC9IQZ6PKUQ2LgB03u9ZZ+v4vWWwWDdbk/b7elYdAoEGyZT3GSKa7Whm0OcjqxWG9JqQ35/tVLZfPvdXzx//dX+0evNnevj0zdnl29Pzl5dPX57dHx9cPj4YP9if/dsd/toZ+twd+dof+9k9/DJ8cXL88sXp+fPrh89f/3yww+ePb8+v/jh29e/+8VP/p8//fFPf//XX3/68sffffHrLz/60UdPSuHAZDo+W6utTk8vzq/OzSxNza4vLO/OL23PLmyuLa3vbO4eri6vT7fWG8WtycrWXLYYNfsd8hCgcjtVdossnvRtbM29efvyxz/90RdffPGb3/zm3//t/358+dSstfld4OXB6fc+/PSzt9/9m1//9W9+89tWa0qqGOcKBRMGvVqvlYxLxfKxCe2EVD5GpZIxGBSFQaIwSBwha1wt1RiVav24VCnki5k2QKe3KERyFpWNYfJxY0q2fIIrlFIVJh2KSoTg0RAcmsxjSSaUQsW4wmiAEYg9EOgQCgvB4jFUBp7B7oUiO4egg324vm5Mbxey7d4gHsvwexN7uyefffrDYDBIp9MpFIJIxMcR4AjUEJdPGZNyZSoBgYYchve2d98ZgPSj8ciu3r777R3v33n4/p2O92/3vH+n9/3bg7dvD965A7l/H97dOdTxoK+/F4pGkThskUppUIzrWAwhhy2SjqmFAhkOS0XCCVgMpa8XcuvWe7fgMCwOS8GgaCyGSMjT8Dnq8TGXVGSjk1VIKB+PEkGHWJBBWiRYO9x7Xswt+IJphytsdUSUEw4SVTowTH7Qie3sJbZ1Yu+0ozoHSe+2Qdt6UcJxq1TrIrDG8CQJDMmBo7k9A0Q4ipMpLOwevAyEqgTy2M2TEIbiIDF8KIKNJYi4Qv0oW6OW2vVKdxDIqmU2NJROJ45ScHwWRUTCsBlkoVXvqRVnGuU5q8FNwjKdZkc0GM3EM34gYDM5gt5QKBAz621WC+D1hP2+mM8bDQaTHnfEavVaLF6fPe2zp9y2tNue9rhLYLAOhlvBcCuRXYil58FoPZps5QozXn9GMqZjMMVkApPDEJoNzkgwmYrlsslSMpIN+WMmrdVqcPiBYNATclndgM3jsXvNWovf6tZJ1RNMhlHAAxTjQZ0WsINBb8ILVhzurN0CmvRencI0IdebdC4fEJ3QexUTLqMtlMxNTc3uNlobqUwrCBbT6VY4XAkFChGwFAtXYuFqOjFZLsxnMrPp9Gwi0YpGm5nMbKWyVqms5XLziUQrHm8lk1PZ7Fw+v5hOz4Bg1QVkkql6PFEDQ4VQuJhOt9KZqUikBoYqJlPUaIxYLEmHI+Ow5xz2nNWSMejjak3YaE5Z7XmLLWex5RyuEuCtur3VADhpdxb1pqTDVfSDk3ZXUW9M2hx5h61st5ZczorfO+n3Nj1Aze9rRCOz0cgMGGx6PWWXM+90ZJ2OrNOZdTqzFnPC6y0Xi2uZ9ILHU7LZ0k5HNpWan2odpFPz8dh0PD5z0wMTCU/GolN+XyXgr96k4YOBWjBYczpzHnfRDRRuhok3DlcsNr24eH5+9t3Ty0/2jl4vr12ubT0+u3x7cv7h9u6j7d2r7Z3zza3T3e2Tg73z/b3T3Z3jg/3Ts9NHR+cvjs5fXD56/ezFx8+fvnp89fTN02ff//iT/+vvfvcvf/jbf/ndr7/+7INnJ5ufv7r89PnpfCWR8QHTudTS5OTazMzSwtrczFJrZm1xZa81vdqYXJqbml9ZWF2dmmzlszOZ2EolV0s5k94Jl1FkmeAadaNmo8RiU9udWr1Jk8rFG41GvV5/fv3qqy++Xp5bN2qs05XJ109evH35wUevPnz29Pn5+eXJxXm5VtUY9RqjXqqUj41LtXqNUq3gC7hsDpPBoRGouFGpAPA7vaBLb5lQaseU2jG1YWzCIFXpxXI1f0zJFo8zhVIqZ5TAk0n64JB+BLRzeGAEi+KMiZijo0LF+CASdaezq6134OHgcB8MNYDAdAyMDCAwg3342+/2DfRi+rpRSDhJr3UsL21cnl+/evXKbrcTb/YH6TgsDsbhklVqsUon4YnpVBYBiRvBEtFILOL2vfvvvPfenXtd791uf/e97jt3++/dG7lzZ+j27ZG7d6Htbb3f/tad73z7XlfnIIspNOjtSoWeyRDwuWMSsZLDFsHHi/ZgAAAgAElEQVRhuKFBBAyK7e4aunXrvVtUCpvHFTPpIj5XzmYo8Gg+Hi2BDLK6HhD7u2jDfUzIAJvP1qfjs5nkjFhg9IVyFmdYY/RxRVo0QdQzRL7Tju7sp3QO0t97gH7QT36nDf6ddjiJO8EaM8HJo3S2ikiVwpAcFFYAQbBUGl+5vi6R2SEI1hCEPjhCgyBYSCyfQB5jcNQCsWlCZrLq3FadO5eohr3JcZFGr7JI+HKbwamWaRUSFWB1V/O16cZMOpq2GmwkkkwitpmMUa0mqFS4Xc5MGKzZrQmfOxsBq6C/4AUyAXfGaggqxiyKMYtN73VbQwFPJuzPg8FKKFSLxKeTmYVQfCaZW46n52LJ2Vx+MRJrmkwhhcKpkqp0Sl0ilChmSjEwEQCChgmzVDTOovPHpRM+dzgCpgAXaLd6TUaXTKrRjestGlvJH9iZbB3NLywVS6lYKR7OO9xZsz1uM/nsZp9Tb7dqLHa902cPOL0pH5jPl+fnl4+m53ZjyYYTSDic8Xi87vNlAEfc783EIpV0slnMzdYry8XicjY7n0xOxWKTiUQrlZpJp2eSqelEYioWa0ajzWRyKpudz2TmorGm319KpevhSCESLSdT9VRqMpFshEIVuz1uNses1oTNmnY4sm532eksmIwpvS6mnAhZbFmnu2y1526UC/BUPL5aINTy+GpmW9bpLkdic75g02zNWO15q7lgsxQAZzUYmA76Wx6g5nFXwWDL6616PVU3UHQ6clZrympJ2mwphyOj04a83lK9tn0jWG6g4HRm47Hpra3njcbOTczqptohGm3Z7RkQrIfARsBfDQbrN4Qxj6d04395PCWXMwcAhVx2aWP9+uz0k9OTj5fWLlc3H69vPz48/eD6+ffOr97u7D3eP3y6s3uxvXN+sH9+dvLk5PjqYP/06PDs8uLJ+cUH5xcfXD9+9eLZh6+ePHp1/firT1/+/puv/tff/OSvf/LZV5++/ODJ0fXZ0avHFztra36Xa6pUmiqXK4XKVGNqZf1waXW/Obc9s7Q/NbvRmFpZmp5bW1haqxVqEX8zYF1IeAMusdcm0E3QZBKMQs1wusddoNHsViMpSPGESKGfILFoJptjbWunVp/WG2wxT/zx4fX1+fPNpZ1mY/rw4PTx9VOL3U6kkUalIqVGrjGo9EalVMZnsYksDpHCRGGIw2wBYcIoURtGFVq+3iaxuhVCGZElRMq19GDC4I2oeWNIBKENS+1E00h3ex52Q4dvd3Xc7+vGMakQPA5GJEBw+I7Boc5hyL2evvcfdt/t6vtO28OOgZGeTvSddwe6HyIGerGD/WgchlmttA4Pzr/66qvt7W2lSo5AQkhkFI2Oo1BRfAFVIpNLZHKRVEZjspgcLpXB7Orta+/s6hscbnvYefte2/32jgcPO+89aL9zv+3eg/b2tu7b77e995179+524LCUMYmCxxUx6FwBXyISylhMPgpJgMMwCDi2p3vw1q13bzEZfDZLiEHR4FDiQC++ow3W20nquIdBw0Rsml7Et2kUYMBT9rvLFmPErA97wazG6OYINXAMewBC7xog3uvEDcI4cPxYWw+pG8K8243/i3sjg2gOnDzai6BjCKMMtgqG5EAR7PvtCAZH3ZrZ15lCbR3IngHiEIQORbBJVKlEZtcagjpTyKIFPLZQ2Jus5FoGlVXEkSVCWZ8DlPBl42LVhFyjVei1Sp1eZTBrzXajncvRjY3ZdVpQM+FXKT0+bzGTmgUD5aCvEPQVnLa4wxr1OlNmfWBi3GEzghFfJp+o18tLteJCLNr0ePKAtxQINTyBWjK3nMgsBCOT0dhkKFJ3uVJWazQejAeAQDqaCfsiWqVeOipn0bhEDIXLFMokKovRZTY4x+W6CZXZYnYb9U6HwRn2ROZzubVqtQKG/Fqd1xWplWYsjoTZFvcB0WS0WEoUksGE3xEELB4bEPeC+VxpvjG1mc5NuzypQLBQqS4HAjm3O+XzpKOhUjJeT0RrqXgjl57KZudTqZlUeiaTmUulpm9kK5ubz+cXUqmZeHwykZjKZObS6dlorBkIlDLZSTCUjyWq6cxkJFKJRKuRaN3uSHg9BY+n4LBnAVchEp4OgS27LW80JC22rMdf9wUaFltWo49ZbFlfsBmJzwVDrWBoygmUAE8lkVqMxObszqLVnjMbc1Zz/qZhBgxOeYCaG6j4fQ2nowC4SoCr4LBnLeaEyRS3WBJ2e1ql8plM8Xh8JhCoeb3lWGwKcOXd7uJNyXok0rohBuZyy+nUPAAUXM4c4Mr7/dVwqBkONQP+KuDKm82Jm6JRmy0VDjVXVq6ePfvy/PzTmZnj2uT21Nzh3OLx2tbj/aMX61uXy6tHu/uPDw4f7x88Oj15/OjqxeXF9eHB+Y1gnZ6/eXL93afXb87Prp9env/gux///psv//l/fPM3P/3sZ99//emryw+vjz94evX45GB5draSy81Uq5OFYj6dn6xOrqwfzi9t12c2FtaOt/Yu1rdOj3b2zg6ODhda0+nodNi5nAkkQ+qIV2a38PUausEsdPvVnojFGTRSBRSJRsIS8ftgwwwuTzGh5XBG9XrrxuzWk6PrndW9xamVUrG2ML9yfHrmdHugKBhbwJEqxWK5UCBk0Og4Bgsvk/P5YiqDh+eMkthCIo4yTGLChTKyWEGTqmkcEYYjRsq1tAkze1xHk2nIKiMDy6A8GOgZQiNud7Xf7mrHMahQPA6Kxw1jMP0I5AgW/6B/8L32rjudvd++33Gnq+/u+4O9nZi+bjQWzaYQed2dUIfdW69Nv3nz5ne/+932zgaNTiJT0CIxhy+kKlSjcqVqXKUWiseQGByBTOEKhGQancXloXH43oHB++0dbR0PO7q677d33G17cL+94/337t+723Hv7sPb7z+AQlAMOo9GYfN5Yiadx2WPslkCCplJJjEIOGp/38i3/uL9W1Q8DwUhD3Qhejqg/V3IkQEcAkbDotlEnEDI0xgNoNEAOhwppzMFhmpgqDauAnkCG4aigOHEAxheJ4T2cBDfPUJCIOl4Ag8OJfT1wIYhaASKiCCQyWwegSyjMlR0lhqJFYzAmWy+VqZ0MDjKtoeQvmE8gcrHkrhoAkOqNLh8Eac34rF7Q55QNBCfkGulo0qrwRUJZoxaJwxClEr0eq1HrXRoNR6jIWC3xaLROoet5nIm5DK7VuNTqQDNhFen9Y/LHVZr1GKOOOwJnzfv8+YBVxpwpX2+fDiYCwWzyWSzUJjzBktShUuscBsdab09bfMULa6s2ZVxuDNKjU8kMSnVgEoPisddTJYSixMQ0WweQ2ZRWkKO0OHS1lyxWYml7SqdaVwR93hDgCvsdhWCIGi2hICIWWXlkfgcAidsMJR8vrBV5zeoTAa91WwCfJFoMp/P1YqFeqGwms8tl4pr1epWPrcMgg2vp+T3V63WlBsogGAjHpv+76XluXR6IRKbS2VWCqXNYmU7V1xPZZYS6fl4aj4UnYynZrOFpXx5JZNfiCZboVgjFGsUi6vx+IwbKNhs6WCwViysVqubhcIKCDZcrpzDkQXBRiazeAOScdgzydhkMjYZC9V97pzNHLMao05Hxu+rJBJzINj0+KrZ3Ors/EW+uOl0V5zussdXv/nc3prbW3X7al5/3RdouDwVm6PgBMq+QNMBlLSGuMGc8vrrOkPGYitZ7SWTJW9zlHzBFhiZ8YOtSHwulV0Bo1NOd8kH1sFoywfWfGAt6GnEwBmvq2wzpX1AAfRXPa4U4EjYrQGHLZBM5Pb3Tq6vn56fXxwfHy8tLU1P7S8vne9sPz3cf7W/93xn+3p769H21qPDveuj/afHh09Pj59fnL18dPn68dWbJ48++MGblx89vvzgdP+Ll9f//Isf/fkPv/7j1599dX380w+uf/PZm19/+cVnL56dn1ztbh+WG4vl+mI200ynaulkOZepVUr1qcm5taWl3a3N04PNp5fHB5uz0/X06mxuY6FYz3nCHrXVIQe8asCjszpUdrtBpZKEAsEJpYqEI/NZfIVENdwLwUAxMqFcI9c4Tc5kInd68mh76yAWTS0truztHj579uzi4iKXy3C5bIlEaHeYOVw6iYyhUHFiCY+j4FHFdLKQShmlETgkOAmBICLxDCKGjEUSUDginsakMRgMMplMpVK5XO4ggjiEJGGpPByd3z2MvPNwoGsYMYwiDqEIXUOI7hF05xDy3Qd9dx4OdQ9hOwfRvX24tjZIdw9qcBAPh5OhUCIKQdSozfXK5PnpVbPeIOLwTBpllMflMGgapVwzLpTwaWMSDho11D/Swxdz2BI+lkbAMmj3+3q+fbftO/fb79zrau8c6Ho4/O47D+62D71/v/+d213vvN91p62/ZwCFwtIoNAGNLmCxxQw6n0RkIuBYDnu0p3voW3/x3i08ko6GkJEQMhZOI2DYZByXTpHwOMpxqVU17rj5+fV60GqNBYOVQLCiVIcYLMMQUtAzwuyGMbqg9F4opR9O6x/AYrBsNJIyMoxBYckUGpfC4bNGJRi8mEJXsnk6Mn0cT5bwRg1CiRFD4CMwTCSODUPTBiA4PIWj1tu9YDKZq9UK9XQknQilbAbHhFwv4cuFXBkKRpJLDUa9x2zwq8ZtErFxTGxSKV1Wa5TFVHLYapUSMBpBjcY7ofaYjCGjAbRaok5n0u8rBPxFuz2u1wUs5ojPm3c7o25XLBjMR6NVwJvXGIJqY8TqzgcT08HEDBifcgerFkfSYInqDIFxpZPO1XJGTWMym2rCYzcGAkAyH87X0/WZfL0ay5UjyYjDnQmC89VaPhoJOOzlcKQIhvKxos8acGicDo0j7XBEjMaYwxi16UPBQD6XTeWrwWg6HEpm0qV8fjmXWy4W16qVzWx2MRisAUDe/d+ucyjUjMWmYrHpeHwmmZhNp+bTudVMfi2bX0vnVhPpxVhiLpqYiSZmAqF6ONaKp2eSmblEejqWnIqlphLp6XRqPhqdull7BsFGobBSrWwWC6s36QGvtxzwVyOR1o2f7fGUPK6M15VxO9JWU1SvCRg0Qasl4QYKdkfW4cgaTUmrPRsMtdzemkYfV2sjVkce8FRv9nVc7vLNVNHtreoMcaMl7XCVfIGG199w+2rB0FQys+xw1QBP0wnUzLaC1V70+JuB0LQfbHn89Uh8zgc2LPaMzZVzeopOT8EXrEUCU8XMeiax6AcqLlvaZoqb9AG7JRKL5Pd2zq8unx4enH3wwdt/+7d///Of//zxxx8vzJ9sbjw5PHh1ePBqZ/t6a+PR3u716fHrk8Pnp8cvz09fXp69vjx/9eTRh69efPrx2y++/OiDH71986vvffKHn/zob3/w9scvL795++Sffvq9333x3W8+efmz73320ZNHu1sHG6vb9dZKpbFUKEylkrVIKBMNZ0uF2uL86t7W1uHu7vPHZ4/ODjaXGrVCJBUyu60yn11WTrt0plGrQ55Me8GIXaUaEwqYuXTG5/bIxeNqudplAYwT5mQoBbpBpURpN9gFfMm4XOMGAuFQYmZ6fnVl48WLF69fv/7Vr34ZDoNsDp1MxpMpWA6XJhAyhaOsYSIEycSQhTTKKB3DwI3gIFAcHEPFYsk4FAGNIWApdAqbzabT6SgUqr+/fwhJxtOFrFEFmsxp74N2DiEgWPIQisAQSrtHkPd7Rvqg2O5h9INeWOcgunsYOzBIaG+H9fVhYXAaicjDYBgwKE4okNMozGQ8s7q0LBII+7o7kVAIEYvCIGBsKoaIGUGjhtruv/PevXeQeBiGisdQ8UMY1HsdD759t+12R9fte52373U+uN9393bXe/f63rndfes77be+/eCd9x7eax/sHUCMwPBoDJVC5THpfAqJhUIS2CxhV2f/rVvfuYUYJmJgVDKWw6KIGGQRlSCgU8Q8tmKUrxXyNGKxSTRqNJkiDkfSBWT1BpDLNaNQ4s5+SkcvqX2A+HCI3AehDECpvV0IPJZDwXOwSCqJyOJxJBzhGFsgIVGlBMoYBi8cgtIgCAaToxodM9HZ4zSWHEcS9g3h2jqheLJgXG3Xm32hWHl/66KYnYyAOR8Q97oTRr3bpPdqVI5iYS4WrXj9WastolA55Qq7zhiwOmIWa2JCG7DZUx5f0QXkTJaYw5mxOVImS8zpyvj8ZReQU0/4JVK73hAGw/VEshkKV7yBosdfcPqKTl/RG25G0vO+SNMTaoDRhstXMJlDQbCYSTY8QMJu8vhc4QSYzScq+VgpFcxEgShoB/PhTC6UzoYScW+omS9vzC/lYjGLRuPUW2JeMBVIBWyB+VTucGr25UzxvBSZ8apWo6alRn5rrt5sLaRz1USmmSvN5bJLudxyobB6Q/f0ef8/ot4ruLHz0NZsWerETJAAkXMGAZBgBMEEZiKnjbwTcs4AATCzozpHsskOjM1O7KjULVmSpZZsS7bs43jtE3zOuT7Xcx+mau6tujVVd6ZqZh7gmanaT/thP6769/rX+lbOZotXlooRZMZbGfv0zwUC85HwUjx2Ipu/nEifC0VP+gJLHv+8xz/v8c95/LMgkkd9JV9w1hea9Ydnw7HFWHI5nj7h85WDwfkK2CAUWozHT8ZjJwKBeZ+37PWWKhUZEMz9f9gDpy3qtsdc9pgdCAPGoN0SAd1Zv68Mw4VgcBH1zNrsaRc4A3tmXdCM1ZHVGcJWRwZCyxBatjuzZiBhsaXsrpxaGzBZ4jZH1ubIVCo+VkfG7sqZgQxgy1msWTOQtjvzHt9SJHY6mjjrcOe8gQUILVpscYstDtgTNmcS8RZd1kwksBzyLbisKcAYtJpCCJjIJBdvb+xt3Xu0vbX//NmHf/jDf/o//uf/+be//e3+/fvnz69fu7a1trZ34/r2pQu3Lp2/tXZzc2vz0ea9/evXNm7e2Hj44OmHLz9+/vTli6cvX3/05vPnBz98+eM/vP3xL968+tUnB//y7af/8f2P//L2419/8uSz3bUPd+/uXD1/dmn53MqJ8sx8Mp5ZKC6Uc+V8IlvKzlw8fWZzfWPz1s3rF94vZ6PlbKSQ8MT9DrtROdjNHehimdV9sYQrk0PmF5IIYuzplnbIhCeXl1evX4/4I5ADAu2wRW+F7HCvTM5n8lEXqlYZcFiSUCAxGa2BQDifK95aW9/a3D44OHjw4EE8EWWzGWPjw+MTynaZSDnSTxJQW/ukiqmBnjG5sKuVLmJSeXQqjy6Qijr7ugZHlCPjY8MjI/2DA52dna2trTLFqHxENTihFch6q5rwxxqxODqTxOHJR0dxdHojiciXtfPb2zBkUm0LDkenNWM5NbUUPIHH4XZ1dSmlUgWDLuiUKQR8scMOnj/7vtvplHd3S1tFAg6rQyqWd4oVPVJ5b5tIyBRIeN19He19XYrRQbqQX41trmpsbiJSGpqJh4/VHzlSf+w45mgt/r3j2HeONB56r+FHRxqPVmNr6wkNGHILnsETtHd1KNqkPSJhe1enogmDP3To8CEqnidky7qkg/KOkR7ZSI9spK9naqhfq55yTo5ZVdNunRbx+0uh8ByC5tVqmE6XY7FSTIsER5bVE1rrCSIcRdxClRBbuGJRX1f7QCu/Uyho7+xQtHUrBJKOnj5Nq1RJpEprGhgYHJcnUnTJpzt7pySyYRavi8qUUhhSWc/ohNo2pXE4oMjJpYt+NGE1ISad2+UIAGbUAyfCwcLy8pVIpOTz532BvM0RttpDiDeL+nLR2LLVFrM54hCc9XiLbjCDembcYCYQnPP6ShCcMwPh8UnX6LjDao/FkydOn1nLF057/DNOMOmAs4i/FE6dzpQuRzNngokTnkDJAISmVS67IxzwZkBnGHEFvHAk7EnE/OmoJxGEIj67DwXQGBJO+5MxNBBwoeV07tzSyUIiAdtsFcHyO312rW0pHLs0M3u3EF5Lea6n3VsL4asn507MJOKpmVS2nMgshWLlSlEuET8ZiSx5PEWnM22zxm22OATlUWTG6ylVvJtgYD4aXUmlTqdzF6PxM17/AoyWYU8Z9c4i3jLsKUFowRuY9YfnfKHZQGQullxOpE/EUssoMhONLKfTZ5LJ05HIcjC4gMAFmy0RDi2iaNFuTwJArDJH6nZlzOYI6ExAriTkSrodcZctDrnSPk8pEl6EoHwotOQPLtodGYs15QILIFJyugt6Y9RiTdpdOSdYcLjytkro1JUD7GmHO+8EC1Z7WmeMTGv8E9Oe8UlEq4/pjQmTJW2150G47A+eiCXOJtPnYbTsDy7BnpILysGeIuyZcYJZxFu0GKIOS8qoDWimPA4gGgnMLcyev3F15+GDlzdv3Hv08Nmf//SXv/71P77++pvNzc2zZ89eu7Z148bOzRs7169tXbty58a1e+u3djbvPtjbfbJ+a2t7a//N6y8+/+zLZwcvXj579c1X3/7773793Wevv3z64IfPPvzbr97+l1+9/d2bJz/ZX/90Z+2L/dufPb5/5/zp5WLp5OxcIVvKZ4pLpaVTC6fOn3x/9fKNB9s7T+7v37x0vpCM+SEgE/WWM4GZpDcbdYU9JodxWD0qKxT95y4UL1yYDwTtI8o+JoOoVau8CGIxAGNDY+pxzYRySqkYIWFJPAYvl8h98/a7XLYEgR63C1GrtGq1zuPxRqMxGIa///77r7/+cmiof3xCOTE50tMrU470ixXSfvXQuGlSMTUg7WsXdIq4Uj5dwGQLua0ysbxfoRwbVY6ODAwNDg8PT0xMjGksBIagCkMgsoRUXmszhdFIJDeRqRypFEej0fj83hGlrF/RTCEfxzQ2UynNWE4DhkGmiNicDrFYzuXKCHhGq7CDxxP1dCssJjMCwYuzs+qpyfqaKmmrsLdDpOzvVPTJOmTCjt72ti6JUCZWjA2xJeI6fEttcwuZzWOwRfUYwvHjmNpaXHUD+Vgd4Wh1y5FqXFUtvrqeWFtPqKnH19TiGExRRbA6ZfLensHmJuKhQ0cOdYj7B3rGRwc0wwrVQO+Usl89PmKaHAc8cNpmCRgNXq0GhqAMDGcBa3hwyEwjdjY3CHB4CY3RgyNL8dQ2Fqebyemi4PliXm+vdLCN181jSlr5HUJRJ5MlkvWMidsHmdxOMl3C4HTwRHKOQM7kdre2DdPZne1dkz19GsWQUWf0ma1hEMn6vCW7LW40+CcnXDq9V6NFrfaoC0yFYvM2V8wBJ73hosuTcqJJJFQAfRkQLar1AQMQM1njDihvd2dD8ZPh+Mlc6Yo3tGi0xqe0vimN1wjEfKHFQvnq+St7xYVrocQJX3TJHz8RSJyM5c7l5q4VF6/PzF/1B4t6o0ertuu1TrsJ9EFhn8XqNQMes91rcfhsaNDlD4GRCBwDLUjMmwyAfp/LW0pmT5Tnl2fy5VQi6fWnfcE45ENNjmWv51QoeCsErAYtT1dCjxf9F4rx2RAYCsajkZTPn3O4won4yXj85N87vf+vx+xyZSAoX2GqeL0ln68cCi7E4yczmfdDkZPewCKMliGkBHvKqHcO8ZYgdMbjL4djy9HESii6GI4vJtInY6llf6iMosVodDmZPB0JL3k9JRSdgeGC25UJBufd7qzFEqm0Xmy2hNkU1uv9VnPQag4CpqDF4Dfr/VZTyG5LgO6MzZYEwRyMlOzOjNEcMwEJqyNjsaWtjowZSFYoNC5wBkLLIFJyggU3VHTDRRAuuqAZqyNjMMd0hojeGDFbUgCQcTgLEDyLeuc93nmPb97rW/D5533+eTeUg5BCOLocCM07wbTDlXJaE2Z9cHLUqdd4ktHFUys3L1+8s7H24OqVjefPXv/5T3/585/+8uzZi4sXL587d+7y5ctra5vXrt++euXW9WsbG+v37t7ZuXv73sat2xtrt548fPTj1x9//uaTF08eHDzY+8lnH//597/+7rOPPn/26PMnO794/eIfv/7oN28Ovty9/vz6iTf3Lv3u9cNfffJk8+zc6ULi7ExqMZO4uDz//mzxxqmVzauXHt2+9XTr9vb1SwuZKGhSnZ7LnJnPLhejxaR3Lhc4s5henAmFPeaxsTaHYzwWcwcDNr/XNTUxaLOY7IClr7uPz+YNyAenx1RmndkBOM+dPv/Ddz/85h/+8PzZB8vLp9wupL9/aHBAqdcbYRgFAODp06d/+MMfUBSVtokHh/oBwKTol/eO9Y3qxsb0E53D3bx2IUfK47UJuVJBW7eMKeCwBbzeAcWEako5PqYYHBoYVnYMdlRhq443V4t7pe39XXgWuZ6IwzNpWBoNS6NR+UJJb5+0t5/E4dfiSLU4UguRjyfxmew2Cr2VSOY2NlGqq5vY7FaFYpjN4rNZ3NHR8dJM0WmzC3jczvb2wb4u5aC8VcSlUvAtJFxdY21jC5YjEpBZrJqmphoMlsYR8FtlOCK9pg6HaSZXN5CP1xGP1eKr60n1TdTGZlo9hlxbTzhe1USh8WRtvUJBu6JPOaAYwbdQfvTO0UO6SatqzDQ+rFcqVIPy6aE+lXJQPz5iMulRnRrUaZHpKRcAhLRadHjYIhAMiHjD+GZJC0FKZ/YS6TImv6+9Y0zSpiTjeBx6e7e4v1vcL+C08dlSHr+NwRRyhD1cYS+T18kV9bZ3jUo7R4SSQXH7cJd8WigZHByxyPt1Utm4ctw2qQI1Bo9Gjaqn4fExp7xXp1YjFiDsD5YTqRMuOOUAE7A/H4zPeyMlNFRAQgXInwXRos2d9YYWnXDBBRdccCFduJgtXnbChbFppLNX3ztg0RhDiG82lb9QXlw9+f7d+ZXV2eXVpTN3Fs/eKy6v5RduFJdWy0s3y0s3IrF5hytmBzw6jd2ic8SDmZlgOOvxx0BP0AF5ABg2g0692651GibNXmfAbXYiNjjpD0cQbwSFUwGf3+Fy6Y2wwepQGVJm04rf+2Qu/HQh+vxkdD1hmQuDp7OhhfmVbKYYChdD4WLFnAr450AwZ7clXM50ZaaholY+X9nnm/X7ZoPBhVjsRDp1BvHOwegsiJQqgoV4ZxFvCZEDeLAAACAASURBVPYUA5HFeOpUIn0yGF0IRRfiqZVQbAFEszCU9/lmfd5yxReDoXwouBCLrsBwwW5LWMwRwBK1VHb9jCGrNW41BwFTwGLwm3Reo85r1vst5rAViDqdGbs96YYKiKfscOWsjozdla+ESAFb+u8pU3ceREqVNqL97/ysjM2RBWxpM5Cs/C2aLWkAyLjcRZ9/ORha8fkXPd45r28B9c7CSNHmSLrAbCA0j3hmzEDYZAk5gLjVFLEYg9HgwpWLW/duP99Ye7Bx68GLZ2++/sn333/36wf7B6dOnjl//uLq6ur169dv3dq+fuPOtavra6v3tjbv7+0+2tnavbNx78Hu/c8//eybn3zx6vnBk/3dNx++ePvFmy8//ejZ5sY3H734zZcf//yjpz97vvOLD/Z/8Xzzi53rP7za/cWL7Q/uXL02m7yyWFw9tbCUTZ0pz2xdvbS/dvPg3u2Dexub1y6eny/ORL1R2H776pkTpWQ+BqdD7rjfFvfbslF3NgYCgFKt7rHbpkC3xoPaAbM64PVYzaax4dHOts6RgVFFT/9Q3xAKeg4eHvztP//tl7/4zS9/8ZvFhRN6nXl8bGp0ZGKgf3Cgf3BoaCibzX7wwQenTp3S67Ujo8M6nXpYOTikVo4ZJpSaUYm8jcimNFGwBAaJzme2dXewRTyOkN8p7xlUDnfJe0USCV8o4rZzxXLxlEVlQazdSgWWTmgk4YlsegudjqXR6gkkHI3JkcrY4vZmCuM4pqWmntzYxKDQRNgWdmMTpaYOX1OLFQplir4hIpFGpzHb2zumJibTydStmzezqZS8u21I0S2VCPg8JplOamxuwJIIJAYNR6U0tLTU4whkFpfFEzdgSe8dqauqaT5agz9chTt8HHu8llDfRG3E0uoxpOralppaHJHE4vOkVDJ7cGBseGiCSKC/c+jIIdAWmBox9vdMjAxoxpUGZb9mZNigVbnUU06DFnY4ohZzwG6PqVRQ/4CRz+8XshUtjXwCQcxm9xKpbUxub0fHmEQyxCCIuNS2/jbleJ+6S9wvYsl4nHYWQ0xjS+mcNhK9lc5ua20fam0bFLcrFUP6nj6trGtqYBgQike5gmF5v7mjWydXWCYmff2DLkmbhsVVKgZtynFIbQxanCnQX4xkTiWKZ2OF09HCyWBmyZeaD2QW47kLwfjp1MwVT3glljmfyF+aXbkdSb+vNkXkw472XqNyCnGi5Wj6XKpwOTVzJTt3vbSyvnxu59Sl+8vnd0snb+fmb2Rmr5UWrhXmLhcKp2KxOdjh006aLGpzCA6WQ+GCP5BCA3HYFwLDPoffbfHaDJBZ7UDsAfO0AbI44wjs1KidqtEAoAsY1dD0aMBiNw2PjUs64Gntai52Oe5fn0sue60pL3J2tnj+9KW5mcV8rDibXYThvM836/PNQmDO5UzDcMGDFhFkxuebDQTmQ8GFYGC+YmOFQgvR6DKElmF0FkLLIFxyQzMgPAN7iqivHIotJ9Kno4ll1FdEfTOh2II/XHaAiQpYCoLyTkfKYU+iyEwFg1ehuxiNIb0+YDD8PXru8ZQgZ9LtiDttMQcQcQBRpzXmdCRdzhQAxDUar8EUcbpygD1tsSYttrTOELHa03ZXzunO2125Sj7eBCQs1qTRHDMDSZMloTNGDKaY1ZFxuPN2Z9Zhz9ntWQgqhUMnYrHT4fBKKLQUi51EkBkEmXG6Uk5nEoQyZktIp/NYbVGnNer3FHLpkxfP3X2w99HD+x9tbx7s7738/ue/3d97dv3arXPvXz5//tLa2sbNm2uXL19ZW9tev7VzZ2N38+7+7tb+/t6jx/sPDx48/u7t128///FnHzz/6OmjNy8ef/7hs48P7j/avPXPv3j7+28+++PXn/zpmzc/fLT/+d7qz56s/8tXz//wev/l9eX750qPLs0/v3XuyfVTN5dy6yeLb/bW3+xtvN5bf7p+6epibj4KL2cCN0+Vb19ayYfcUcRSTnrTITdqV/tc+mTAicIqg05uA8bswDjkMmmmhoxa9VC/fKh/YKBPoRwaEfCEDBpT3Cq1We0zheLbb3/+w69/GwzHdAazG0INJktvX79Y2k6lMzU6w/Wbq7du34kmEuNTU70KxcT09KhmbEQ9NjSl7Brs4Ur4ZDaVzmMJ2sUEOpXMpBPpNDyVQmYwmTw+lcVuwhMHVD3jpiEzbARQ87RFM6Id7x4aogkEOBqnmcKqwpDrcHSGoIsh6MIQuNUY2rvHMMfr8FgiC9NCb2qhYbDUuoYWDk9CpbGbsUQGgy0Rt3M5fLMZ2Ly3FQ6GKWSCkM8VCvnt7VKegE+h0Vg8HpZAaCaQmvDE+mY8gcpk8cU4Ev1wVcOR6sZjtYTDVbj3jmOP1xIammkYHKMBQ66ubWloJGJxNDKRWVfT3K8YGR4cJxJohw4dPjSTWjRr3SP9aoPKARiQyVHTxKgZMHnsQNBhDTns0alJ58gI0Nk1JW0bY3N6CU3C2mM0IlHC4ylaSGIiRSoQKNjsLj5dJmB0jPZMmybtgz3jrewONlPCoIkY3HYmT0ZmiGksKU8kpzLbiFSJQDwgko7Iuqfl/UY2b0DWpZlSe3oV5uERZ6tExWQNU2h9HN7olMY/qfKNTsOTGi8cLM8sXCssXYnmT0ULJyP5lUBmMVE+kyxcRoJLnvCKyzNbXlo/c2n/1IU9t3culDjjRMuAO++LnMjNXs/P3YxmznvCK97YiVTpcmFpLT17LZw9H0id8cVPIuElJ5KzQ5l4fC6bPYG6g1aDKwgFspFM3uvLIGgM8sYhbwyJxdBYAI57XRHY5veDUeOkzmOHipGwx2L2A7q8H5oNIIsR340TZ5KQZ7S13TE6eT0TWQSByxn/ktea8iKziWgxNxsPpYJQJAhH7bYEisz4fGUELkBQvrIViMCFyrR6NLIcDi9Vhht8vtmAfw7xzCHeOcQz64aKDlfW4c5B6Iw3MBeOLcdSpwKReSeYdkIpf2jWGyzZXXGtxltBslR4Bl5v+e/bM840AMS0Gu/UJGQwBGG4EA4thsNLkCtZuSV02qIuW9ztSLid6UpXRq326AwhuzNjc2TsrpzDla+IkRMsePwLEFIymKKT054ptU9vjKi1ATOQsFiTemPEak8HwycS6XOR2Olw+KTftxQILMdiZ2Kx0wH/os83Hwoto2jR759D0YLbnbbaomoNotWhCJoLeovzpUvXL+/sbX/45OHr7XvPNu8+fnbwZm/n4MzpyxfOX91Y31xfv7N689aNG6ubm1tra1v37j24v3twf/fJzub9vZ0Hz588ffPRJz//+qunD/Yfbt359NWzLz9+8fLB9scH9394+9k/fveTf/3Vt//408++fbn/490bP326+a9vX/6333/904erO6eyX+xe+8vbV9+93H22evZg7dy3L/Ze7976eHv11b0bu5dPLsY9Mad+JRN8vHH5wkIWNU/Ztcp0wJkOuT0ODWLX+EEjAk0j4BTs1jjtk8mox2ZWmQ1ai1GnHBwa6h/o7ZYLeEKFvH9ocHhkZGxqavr02fOb23uj41MTU2q7CxwYGpG2d7TJOrvlfSNjE6fOnL1+c1VvMg0OK0fGx0fGx/tGFd1DPb3KvqEp5fDUiGJ0YHBcOalT0TgsKodVj23+0bGjeApVPjjU1afAU2hkAQ7LrG+iNWIZTXQRq03RwWtvP4bB1LVQMCRGA56Jo/IZgq4WmqgKQ63HseqbqI04OpHKx5HYeDIbg6W+e7imHoOnM3g0Oqe+DkMkUJqasCQSxYt6NSqNSMiTtUnEYpG0TUymUrA4HJXJPFJVday2/nhdw+GquiY8WSzraZX1kOhcHIlRi6FW1ROP1eJrGslNLUwcgd2EpdU2EJqaKZgmMqaR8O47x3t7BocGxwl46qFDhw/pp23qcbNe5dBP25X9mqE+lVbtctlDBi1s0qMWc8Bo8CqVgEQyQqXKmpr5NKKERe0QtQ4KRQMEiriFJGIyO5hMGYMgkrePASr3ZL+uv3N8pE8tFSvYzDYKQyKWDbZ3jTI4shaSiM7u5AoUDE43ntSGJYgZrD6RZEzYOi5pV0llahZ3CE+SH68WCMTTan20X+mS9Rh7Bq2SLo3TO2NyJd3BUnruYmHlambhYjC34gjkAFcODiz4oif8sVOpmcvzJ++WFm+FU2f9sVOh5Nl08erMwmoifxEOLFrBvMmR8cZWYvnzcHgJgAsO76zKEh1RowCU7x00mWxRuz2IIMlkOBfxpeays2sXbyYD8bgvGvUmvK4AaAtGfLl4qAQ5IiDgtRugyb5Br9V1oZxfiIVuLubO5yOXy5nFiPf9+ZOWKUNf20CnoHtY2n158dTLvQfrFy5lUmWT0TU8pNdqQZ8r6nVGKontyvY6DOc9npLfPxsMLoRCC8HgQii4UElgVcxyhyPlgmYgpAwhZae7YHWknWDeH1pMZd+PJU/CnhkQzXn8RU+g6A+VUV/BCARNxhCKzHi9Za+3FA4ver1ltzvjQYsVerpBHzDoA5XBUbs9YbclEDCNghm3PQ6YAk5rzAvnEbhgs8ZttoTVmgCsSbsj43Dl7c6cGUjqjBGrPePxzcPorM2RAWxprSGsNYTdcNFsTU5MeUbHIZMl7g0shqMnA+EVf3ApmTgbDq4E/ItB/6IXLUPuvActxqIrNmvMbou7nAmXMwFYghZL0O+fmS1fvH51e311f/ve0/29D/b3Xm7de3JrdfvalduXLtw4//61y5dubKxvbm/t3bu7vbFxd2Pj7ta9gwf3P3j04IMH9189e/TBRy8//ejZhwd7j1/sP3j18PHz3e1HdzY+2Nv85qMX37159ZOXj//hs+e/+vTpD588fPt084+fH/xff/vDf/3h09VyaPtk+qePV//y9fNvHq1+fPf8m81L37/c/u7F1mf3Vx9dP3nrRP5EAi76bZfnEleXsnG3PuLSpz3WYhQuRuEYakWtasgy7bFrQ15tPGT2gBo/qg967F7I4kPcgFEr7+nlcbhcLretrY3BYLDZbOXoyPjkRHtXt3J8sruvX9rR2dXb19Hd2yVXdMv7u3oVAnGbG/YW5xZB1D+p0o1OqKY1hoHRwQ55p7SrrbOvq1UmpbDpZBaDxmWTmAy2SChsl8mHlf1j4x19/UJZZwuN0UBqwdLIeCYTS6PVt1Cqm4m1WEYjgVONoRPoEoagC0sW1OFoNF4bR9zZSKRjyUwsmVXV2MLgiVl8SV0TAUekN2JJzThyE5bY1EzANOGxzQQajdXZ0TMxPg1DyODgEJ3OJBLJRCKluRlHJFElElkzjohpxh9653AznjI8oRLJujAECp0nwhK5DVhGTQO5qp5Y10hubKZhmqmNzZS6enx1DbauFnv0cC2FzOrtGaTTOO8cOnrIrHFpJ63TY2bVmNmgcblsAdAZtQF+yBWPBEvBQMlk9HV3TzMYXSSylMHoEnH6hGx5a+ugUDRApErw5FYavY1MEQsYnSN9GsQSBKbdqhGzftIu7x4Xi+QcYbdYNsjkdVIY0rbO0e6+aX7rIJ3VxeT2Mdi9HN4gmzdIpHTjCDIipZtM6z18jCtp0xks6WlNWNSmYvFGWjvUMrmhV2kVd6tGtFAoezJeOovEZqFoyZdehAMLgfhpT3jFBs3A/oVM8Wq2dM0XPQG48yZHunLUggMLRltqSh8cVXns6EwgedodmDe7c+7ggsmdVYy7epU2F5q3upM2W9DjSceD2XyyfHr+1InySswTAdRmh9GdCuei/rzVgKjGrRNKk2HKatODQRd8cenUlYVSCnJcX8jcPTM7G4BOpcK5UHJQJu8QdEtY7YPizqgTRS22gMMdDqWj4azHk/H7c3FfzmMPQ2CughyAoFylA+z3zwWDC+HwYjj09ycUWvD5ZhG44HZlKiPyIFx0uPM2Z8YNFfzBhXjytCcw6wAzIJLzBkqeQNETKEJoVm/2wXDB55utcBEqw6UwXIhFVyAob7cnTaaw0RAELNGK2e9wpABT4O82ljFgt0QgZwp0Z1yOlMuVdbmyLjAPwUXEMwuh5Uo01GiOQUjJBRbMQMJqz1jtaZMlbrWnNfqQSuPXm6IQUgpGTgRCy17/gse3AENFlyPndGQRqOjzzKJw0e3KOB0pwBLR63x6ncdqjSBwJhqZn5u9dOHCvfXV/dvrjzbvPNm+93Tr7pPb6/trN7euX71z4/rtq1du3bi+fuf29ua9nY31u7fWNtbXbz87+PTg8etH+x/s7714fP/5wcOXT/Ye37+7+2R792Bn79X93Y8fP/zs4MGXL558/+kHf/j2i3/66ad/+f7zT/dWf/X60f/9P/76l28/XJ0NPbo4+58+e/jnzx///s3+5zuXv3qw+rOnd757sfVm+8q998u3TxXOF0LzQcdyArk8lziTD2dQC6gbyXhtC+lAMYZEESAEmsKwJQxbgh5tNGCEndM+WBcNuoMeu9Nq6pd3yrt7pGKxTCZTKBRisbijo0Oj06o0mkm1ZnhsnCMQ0dmcVmm7RNbZoxgYHpuQdcsFrVLA4Z4pL0Tiab3J2iUfaO+Sd/f3dCm6ua18Ip2Ep5FoHAaDz8VRSCQmgyMScSWS1o5OrkRKYDCbydSqxiYsjURg0ckcDoHJbCTSa7GkWiyjAc9uaOHgqK0UTjue1tpM5tD57VSe5HgjvoXCxpFZVQ04GkfE5EsasKQWEqMRS6rHtGCwxKZmQkMjFoPB0agsqbRD0Tc0OjLGYrGxzS1NGGzV8Zrjx6vrG5rq6jEkKqOFQDla3UBmcDoVQ2yhpIlEw1EYDVhGXROtpoFcXU+qbSTXN1EamymNzZRGDKmqurmmuum9d6txWJJI2I7Dkg8dOnwI0IMmjXNSaZhQGkBHKJtciIZLdmvAaQvHI3Mokh0cMLBYPTickESSSqWj3R1jYqFC0Krgi/pIzDYCXUKhS1uIwk6pckJpBs1Bzah1sFc1JFfz+b0UipjfOsgXDWAJIhKtfWjUOjLhEElHuYLBto4pDn+ATOuiMXtZnH48SVZbz6uqZYulU25oBkLLXb1Grmiku880Og2rjcEJnVdlCsDh2ez8lUTpfDBzIpA54Ustg55SILrijyy7kBnYW44kTwciy4AjpTWFR6dgozXuDS26kBmTNW51pm2ujMURh/0lO5wz2eMOdMbpLaHhpeLSqi+yYLBGEU82P3M2lZjNphdm0rMmjW1yEhga1JqMnnCoBLkSE6PWyRHAqIUtWqfNAJYTuduXb86E/Abl4FIyeHVxZjmfu7C06AQ8rfzODsmwkNPTL1WoBqZG+0a04xonmAxE5tDQsjdyIuBfdjryoDtbUauKe1Xx18OhxUh4KRJZDoeXgsF5r7eEIDOV8dGK417JEDjdOQgteQPzwciy3ZWy2GJuJOsNlFFfAfbk3XBab/aHQ4t+3ywE5ioB+gofPRpdqUwrGwxBnc5vMoWt1rgViJnNETsQtllCdiDisEYAU8ik85mMQZs1XjkGVgQLRssQWnZBRbsrr9WHbM6s9f8HORQAW9poibuhYmV41e7MVgA1qHcuEj/ttqVd1pTLmoKcWT9aCnjKiDtrt0Rhd9pqClqMPg+cLebPnjuzfvPa3u1bj+/efnBnY//2+v2NW7u31rbXbm6t3rx788bd1Zt3bt64fWvt7tbm/a3NvTt3tu7e2drd2f/4w7cHj17vbj/b3X72cPfgwfaT/bs7e7e3ntzbPNjc/Pj+9lcvnn7/8fNfvn75+y8//ueff/HbTx/+7rNH//bzj/+3P37z56+eP7m29Ojqwu8+ffgv337w/cutT3evvbh15qvHG28Pbn92/+bDa8vlsOvCbPxcKXa+HL99bv7mqeJ8wjMTdMGG8ULQvZDyJxCrB1BFQFM2AOZCUDCkj0bNTueE0znh9VhQxGw2qMQijrRVKG0V9XZ2K3rkba1ieXePZnpqTDmsBwD54GALhYJpwVNZHLZAJO3sUQyPkuhsGps/PKbSW5wTKmNHzyBH0N7Vp+zq7ZL3y0USMYvLobGYRBqFSKdh8HgCncEUCJmiVlarmMITYMhUDInaRKHj6BQim07m8PAMViOBWd1ErmpkVGNYtc28miZuE0mIp0nwdCGF04Zn8A/XYdmtbTS+qAFPpvFETIG4sYXcTKTVYFqq6powOFIzjlxbj61vbKFQOQJBm0gk4/Ba6xtxmCZ8czPx+LHa5iYChcw4eqSGxeTTaRwihckViHmSdgqH30xj1BNI1Q3kmkZKbSOlppFcU0+sqSfWNRDrMSRMM/nYcUzV8cb33q2uq20mERlVx+sPHTp8yGqAbUZYNWaeGNaD9mA6NhcJFUFX1O2IBn0FnRYR8BUUShuRJKHRO9rax3u7JgXcXha3iyvopXI6KGwZg91Boop7ZGPKfp1hwtkvm2jl9kr4fUSiqLmZTWN2kumyFpKYzevrUeg6uqe5ggG+aEjcNt7Zo+3s1vKEwxhs648Ok+sxwrYO1egErNGHBkecLN4QgzswoHRY3RlveNEfXw4mT6ZKF1Lli574gitQtHqyamtQawxpjSGtKWwAYiZbwgjE1IbguAqd1HgHlHa9JQp5yzpTeGwKNtsSIFqMpU854Oy0wQ+404HkKV/8RKp46erGi3jurMWZAKEk4smqp61GvcsPRyw6BwTGTEYEsPjttuD0hGNk0GjUwog7kYuVzWq7TWOMo0GXeho16VdPzl1ZKFw/c3ohkx4d0nAYkg7JcIdkWD+is6msEAA6jHaLPeIAk4Ar70TKHnTOYc85HCmXMw2CWQSZqcQXKhWcSHgpEl6qoKAgKF+RG6+nhHrnQbjkcOUcrpwbnkE8s6hvFvXNWuxxkzXqgjOov+hGMiCShdCs1RkNBuZRZAaG8l5vCUVnrNaY2Rx2OdMuZ9psjmg1Xo3aY9AHjMagRuOdnABd9pjDGnHaYi57zKz3q6dAg94PgVm7PWWzJQBr0mJNALa01ZGxObM2Z05vihotcROQqMCzzNakCUhY7WknWHBDMyBcrMhrBQrodOf9SNmPznrhIuzKoWA+4CkHvCUvXEChLAplw4HyfPnSjau7O5sv97Y/2Nl8eXv9/vra3q3VnbWbW2s3N9dubt1a3Vxf27pxfePmjdu3N7Z2dx7u3398f+/Rk8fPPvzgk5fPvtjdfnH39oPd7WdP9p8/3D14tHn/yfaDl3t7r+7ff/1w7+0Hz3//1af//POv/vj16198/PT7V1t//OLgf/77r//57auN5eQnmxf+199//acvn/7yw52vHq19/WTj68fr373afrNz9cXGuQdXl88UQleXMhfnEhdm49dPFE7lQ2kPkPFYdUMdPkA1E4Hnk/7ZhLcU82QC7ghkiUbNmawLQTQWy7DZOGYxT1hMmv6+TkVvz+jQoGpyanRY2dvVPTasNGg0o8PDiuFhSWcHkU7HEkksvrCjV96vHBsYGZfIejrlAz39IxxhG5UlpHNaea0dGoM9lU2ZrWaprF3W3dXR002iUXFkMo3DJtAZVA6XzOHSBUJWq4TI5uLoLDJXgKNT8EwansnCUul1ONqxBsKRWsqRWup71dRDRwnHG+hNRCGGyG4mc7EUdi2WzBRJKFxhA55M4QhYQgmBzqay+S0UZk0DtoVEJ5AZDRg8polAZ/A4nFYqlVPfiKuuwzQ1ERobWxrqsXyeWNbeQyLSsc0ECplBojKJFEYzmVbT3HK4vvFHtfVV9cQaDKW+iVaLoVTV4o9WY49XY6tqWxoaiYeP1FdXYY4fra+taWpswP3onaOVW0K/3YRWBAswIKg7hoBxBIxHgiW/Jzc2auVye1msHg5Hzmb3CoQDrZJ+CrWVQG9l8Lso/A4Kv4Ml7GHwuloFii7Z2PiQuVc2LhENyqQjdFYnmdaGbWnDYMVs3lBnj54vGiVRu/CkdixeQqTIyLROKqOLyuiiMbtFEqVah8bTJ9QaSNYxLldox8bt7Z2TvQodiOayM+dKi9d8kQU0NBdKnnB5i2pzaELnHdOgZiCsHLX1D5gmp0G1Bh2bcKrUiNOVAqxRizUSjS/n8ucs1ohy1KbReay2mMeTBcEE7MmlsifjmTMWR0JtDsGBObe3aLDFLPaoSod2dU8o+jU2wOf3pOeXrlmdsfEJu1oD6zWQTg1a9IjV6PFD0bF+1bB81Gl2Bz3Bi2cubG7cySSShWTKotUNKqb53E6ZeGhqFIiBoXwgHXT7EAB0QmnEN2NHFx3oIggvA7aSFYjZbYlKdNPvn6vE2ZOJU8HgQjC44PfNInChoi8wXPD5yqhvHoRLDnfe4c5DSBHxzsKeIogUKicsJ5gGkZzNFXfBaY9/BvbkfL5ZEMyBYBZFZtyujNEY0mq8Wo3XbI4YDEG9zm80BCtzytPTsFJpM2hRvQYx630WY0CnQtSToBWIRkKLdnsSsMaN5qjeENYawgZTzGJN2ZxZwJ7WGsImIOGGilZ7WqXx640REClZ7RmrI1PRNae74AILlWtEP1ryIUUULEDODORMI+6sB8p5oJzbEY+F51YWr65ev7+79XJ/98Odzed31h/fvHF39cbdtZv3bq1urt/aur2+fef2zt3bu7fW7m3c2tzavP/o4bODJy8Onrx49fLjzz798vHDl5v3Hty7s/vw/sHLJ0+fPXz8/P7uq4f7P3724LOn+9+82v/tTz781+/e/OO3H/369f63z+782zfP/sefvv6Hj7ee3Vj4xQebf/3F6+8+3P3g7oWfPL3340frb1/tffV8+5P99VtnSpcX0pcX0rcunVyeiUUQK2rT+J2GOGorRJC5pD/g0Acc+ozPeXomfnEht5QOJhFrwKoJI6py2pUImEFgVDvRpxmX2y06k25qYnxEp1XpTfoh5VB7t6xfOTg8OdI90NvR1yuTd/MkYhKDIZC2Ter0KoO5Z2B4cGx6eELd3jPUgKU04uhkhpBA5Ytl/T//+c/X1tbUGk2PXN4t76XQaVgisYVMIbM5JBYbR2NQuHxBZw9NhDY7kAAAIABJREFUKK4jUjAUOpFLIPGIBDYVSyc2ECg1WEIVhlaNob1bRTx0BHe0nlyHYx1rxFc1EZopNByNcbyp+Wgj5p2qmgYimcoV0AWi1o5uUXtXE55CYfJpTD6OQMMTGSxOK5MlwrXQ6jEEEpWLJzAOH6mrPtbAYghaeVIKgUEhMiStMr5ISqaxWmiMGmzLoaqq9xobaxop9c30hmZ6LYZyrBr33lHMe0cbDh/DVNU0v/teTX0ttr4O11CPq6/DvnPoyHs/On7ID8UBPTgxrJ8aMZp1kN3sddiCsDuOgEnVpEMqVTKZnUxmF5fbx+Mr2JxeGkPahGViyXw6r5PEaSewpUxBN6dVzmZ2SET9I/16RddUR9uITDpCprXhCCI8saOxqZUvGu1VmFncgRZiO47QdryG+e4R0qFDzbUNbFnXtNURT2XPpHJn3HDGaPazuT2yzgm7I6Y3+YyWQDJ3ZmFldX5lNZI6iYbmQF/RYI9NGwMTOu/AhHN80iXrnGqXTY6M2SenwP5B08iY3WaPmS1hGMmX564srax6/SWDMWCyhCxARG9A/YFCtnA2nlqxOBNDY/Y+pW1UjXT1m8bUiNUZt9ijBiNqNHktRsQO+GyuuEoLT027dHqPzRKAXHGb0TMkV6nHTGaNA3F4kqF0PBSfLcxmkymLweg0mXUTkx44rpqyTo0CiDue9acKwUwYCvidHm+gHI4tOb3LFnDW4ZoH7KUKEMrtyqDIjN8/FwotRiPLsehK5ToPhvIuV6ay5QfDBa+3hHjnQKRUqRlDSBFGS2644HRn3XAOsMdtzniFY+MAk75gyRsoVhJYDnsSAGJ6vb+St9JoPHp9wGgMAUDM4Uj9/cZQ652YAHVq2KjzWAx+gxadGnNOjjqMhiCKFJzOtMORttpTZiBuMMWM5r8Lls2Z1epDFmsS8c45XDmdIVzhPVisSbM1aTTH9MaIxZp0QzMwWgbhogOIWwwhiyHktqcQd9ZtT7pscdCZTEQXTyzdWF99uHX3+e31xzeu7lw4t3Hm5M3r127fvHF3bXVzY33n7p29zbv3tzb3tzYf7O482tl+uH//ydODV8+evnr86NmTx89fvPjw0YMX9/ee7u8+fvLoxauDZ68Onn305NHHB49/9ubVtx8//91XH/31N9/+2/effv/h3k+f3/3Npw//6y8/+o+fvfxi99J3z9f/+5++/dnz22vLqTe71755ufPRzrUX9648XD27c/XEmUJoOeVdTnmvnpmPex2Aatg40e/Sj+cj8PnF/LmF3M0z83MJX8pjm417TuQiMyEo6jaFHXrQMpDw68KIzuOcNKoGp0e6LQaVxaAaH1Oq1VMqrbpH3iOUimQ9nTJ5p7hT2qnobevpYguF9VgshcUe12jHVFomv5VI54hlvZ19I1SWCE/h4SncY7Ut9c20tbW1u3fvxhLxabVqUDksbpNyhKIWMoXK4ZFZHDyDxRZLe0fHxb2KZhoTz+bRW2k0IYXEpbcwyc0URhOZ3kwWYCnCOiznWD2tpplR38I6jiE04GkULp8uEL1bW/duXf2hY1XHMc1NJCqBweaJ2wXSDiqLz+SJmZxWCp1LYwjYXDGVzsc0k5vxNIG4k8UWHTlaf/xoPYPKE/GkbDqfSee1SboErW0kChNLoR1rwBx6771DNbX1zfT6ZnpdE7W6nnS0Gvvesab3jja8d7Tx6PHG9w7XYhrwjQ34xgZcYwPuR+8ce+/dqkMBJGFQOSaUBv203Wb2uKwByBX1ICnA5BML+0lEMY3aTqG0sVjdfEE/jdaBJXJrMZQmCo8m6GxmttaROASmlCHsYXO6BYI+efd0m3iYz1fw+YpmgqgBx2NzR3H4LiK5l8keZrIHBaKJNpmKJxwRSUYVQ5ZwfOnE6fXi7IXi7IVEZmVaC4rFfWx2e2/vhM3mRzzpaHyuPHdxYelqKncmnj7pCy/oLeG+Iati2CYfsgnbJvn8Piajk8PuaWsb6eyYkIiH26Qj8l716Ahg0HtQJOv15u22iNnkt5gDeh0a8Ka9aMLhCGu14KQKnNbCE1qPcgocngSnjUGjLTamgjUGD+KbcYEJjQ5W62Cd0WM2eVXTzqkxi0kLaSeAdoF8WD6lGjWNKnUTY8b+YU1H9yhL1C3rGw+6HX6nbSazgLiDkD3iBZMBmyftjecj2QgS9viLvkDZ4pjRmVOAJQdYco6/59pzlcyB3zdbeSp59EoGvYJ/guECiszA6GzFdAfhIoQU3fCMC8zZXRkQyZutURMQNlnDerPf5oqj/hnYm4fAnMOetFrjOp1/ehqxWuOgO2swBFUq1KAP2KxxpzPtcCQtlqhBH9BqvTZzCHalUChjt4Q105B6EtRpfRZzxGZLOJ0ZN1hwufMVZ91gjhnMcTOQ1BrCgC0NISUILXt88zBaNpiiUyqv1Z5GPLOIZ9YNF11goZJ3txhCminEqPWjUD7gLaFQLugrzWTPnjuzsb76aGfz5e1bj69cvHvuzK33T6+eOXXz1tq99VubG+tbtze2793d29rc39l+uLf76NHDZ/f3Hj/YPzh48vLpwcv9+493tvd3tvcfPHj05MnTZ08ODh4/efHkwScvn/3k46dfvX72m68/+OPPXv/7rz796z/8+J++ffoPb7Z/++nWP7199C9f7v/uozv//u2z//6HL379ye7eheLj1dO/+/L5795+9Prh7f1bFzYuLN29curKieKllZnzi7lyPh72uV2A1mqYhu36bMy3UkwtFRKnSqlcEIqBlpzfPRfzFALuqFPvM025Tf1uU79xqsthGLAZRjXjcu30yMSIYnJiVK2e1Bi0/cMDMnln72BfR39310AvT9JK5bDwNOqxhjochTo8OaWcUnNapVUNOBqnVT401dY1xODJiDRhI45JYUkVCkUsFkNR1GAwTKrUXT29orZ2Io1O4/LpPAFd2Crs7OmfUkv6BppoLKpIShOySFwajk5rJBEbifRmMgtPFxKZYjxdUN9CrycQmikUIoco6hZ1j7S19QtbmIwWJrOBRKonEOpaCA0EEonJpXIE3NZ2tkDC5LYyOCIWR8JgtxJI7PpG4tHqZjJDwOG1YZoo9TW4VkHH6OBkf8+wkCvhs1v5QimLI2yhM+vxxHfq6482NzdgGbUYalUd8WhNy9Fq3LEa3PFq7LGq5uNVmKPHGpswxNrqpppqTEM97t0fHfvRO8cOedwR3ZRVNW6xGRG3LYi4on5PNhQo+D05iWiARBJzOb10eieL1cPn97fgWzEtzJpGCo4upAs7G6n8I00UDIlP5soEQgWfL5dJlDx2D5PZJRQO0Lk9HGG/tF1HpvQdq+IePc6hMRT9gw69MQzYkmZr1O5Ol+evzC1ec4AJyJPxBgsDSmN1NV6ttheLp2dn389kVxLJhUR6pVB6P5E55Q/PeYJzNndaobS1yqYkneq2bm1X52Rn54RUohTwFUJhf2fHxEC/fnjYVAE2mM1+rQbWamCbNeywR40Grw3wTE9ahof1o6Pm8WnXtAZWGf0ac8jpKVqhnNYcautWywf03mDJ48uPjlvnFq7YnNGhQX1390R3+0hf18RQ76RcppweMQ50j/O5HdOTlki85HCHhO0D/aP6+XQyikCIK6BXW93WoFHttk9b5hOlXCTrd/mcYApG8xbHjM6SNpsyBl0CBHNwpYWDFj2eEooWEbgAV7YV7EmLJQoAUYcjBYE5GC7AcL6SaaiUjUG46IIKDnfG7ky7oKzBHNKb/AZzQGv0Wh0xCM06oVTlCzZbwqAPaDQeGMr7fbNGY2hszKlWoyZTGACiJlNYr/frdH693m+zhPyeQjQ4h0JZuyXiAKJOR9JhTxgMIZstAUIzEFK0O3MGc0ylDUyqfFpDWGeMAPa0013w+hfzM1cjsVOjEzBgS/mDS7HkWdQ3bwYSOmOkMgvmsiVNuoADiEUCC7HwYtg/O1+6dG/j+fUre3fWD+6sP7l2efvCuY0bV3fu3X6yu/Vi8+7e3Tu7d27v3N7YvntnZ2tzf3fn4f7ek4cPnu7uPNzdefj40fMnj1/s7T68c2d7Y31zb2//6cGzF8+ePX746Nmj+z/++IPvv/rkh7ef/vFnr//LH3/2v/z+J7//6unvv9j/jx8++tuvPvzzT/b/+Hrzv/32zf/+j2///OP9z3Yvf/Vo9Yc3j3716ePff/PJ6wcbW9fOXFkp3Dgzd34he34hd7qc9CP2sM8N2Q0G1ahFO+51mTMhZD4XLcV9SY/DZ9XAhgmfRRVxGMJ2rdc05XOOGiak8jbK9LDYZhg1TPVPjQ30dUnlvZ0DA3LlmLKnr0fa3S6Td4q7pLK+Tr5UTOWw6HwugU5jCoQj06pxjb6jb4DE4GNJDDpXSqILMXgWpoVZ30wnM8QMBkMul1fiEeNT072K/raubq6olSEQcVolbEk7r71TqhgkcviHqmrrSFQ8i9xEbaltwR1vwlRhCPUt1GYyD08XkdmtDXh6Hb6lhcEQdYsmjBM659SQWs5pa+O2t9MEQgKL1USmNlOoVI6AKRCL2rrYAgmdLWJyxRyelMYQYlvodQ2Ed482NLXQBcIOMoVbfQzDZ0vGh6a72/voZHZDTTORzKAzeQ0EYj2eUIVvOYbD1WPpVQ2kI1W4w8exx2pa/t4lrMPX1GKrqpubGglHj9QdOVxTV9v87o+OHTp0+FAW9RoGhmCDOwFHva50GC1AcB5BClNGtIUmrSfz2W0DOFbX0WZuFU5ytElEJPBxWJZI0CPgdUla5ZgGCpchsZnhIcWkvEvJYohZDEmroIfH6ZCI+3t7JniMVjZV0NM1rJoyW+1+wOYbmbarTajOFoFDsxN6f9+IAwkshZPnLPa82Zab1KCpwrmL1x/mZi+bHAk4MFtcXisurUXzF81gTufIaGzJnjFQPg6p7Wm9O6/X+SfG3VNTEABEbfaYWoOOTzpVGkhjQFBf3gnHp3VuizPkjxZtUGR4wjw+oOlo7euQDg70To2P2zQaaFqL2JwJqysxrgInVC6VDh6bsIxPASYzZLYg06Mmiw4MedKKrrGetmGH2TPYOykV9Ip53YquselRk1nrNqld44M6RdfYYO9kyBeBnaheDbisaC69Eo/OwlAuEVvxeudhuOQEZ2zOnAFIaIwRPRC3gflK0beSVkcD85CnBLiyeiBmsKWM9rTZlQfAGStcAqCSBSqZwSLgmoEDK7B/2WzPmW1ZyLsAe+ct9ozZmjRa4g5nxuHKms1RtzvrQYtWa9xuTnuhOb8nB7uTPm80kyqmkzM+bwR0RmB3FHKmbeawZhqaGnfq1KDNEkChZMCbQ8CEUQdX3tisYZ0OHRt3GIx+F5gB4RxgT+iMQb05bLHFtZY44M5bnBmNKQq4/h+67vu70ey8E3x1dwUm5JwzkUmCIMGcI4gMvABexBc550wwFitHVpFVzJmsHLq6Oqhb3a1uSW7lHsmyJcsKlke2Z62Zsb1ee2d2Zs+O94fy/rjnPOf+CZ9z7/Pc+725QPS8y1eZUPsMQMzhzruhAmCJ6/UBAIhYLDGTKWwy+0F7xOGKQZ5kKjN76crKvbWD9c3jlfu7yytbt+6sL69s3lvfXd86WN86WNvc27l/vHP/ePXW9vrdvaO9pwc7j3e3Hzx5/PrJ09c7ew9fvv74uz/4+vDx81ur60dPXzx48e6Hj15/+Oj913v7r/cOfvL+07/63me//+E3f//DT/76Z9/+zY8/+/TF3t6d819//OCffvODv/ru8z98/93/+Zs/+ec/+/QPXz37i28efLA19/RO4fuvVn/4eu0/fHKwcTG+mHTeqkYvF2PVqPtmtfhkYzUTN/rdY5oJhUU/YDdNGlWDbqs6BAGVrC8bc4DGkaFuiXKoy2s3QlbL1NCg3qzWA2o9oNEYp0YnR7r7OxVdio6ezvauzsGR4f6hkdEJZYu8Q97e1dHdL21pJ7B5b7rjWAYbTWUIWtubOnuZIqlQrsAxOTgGG/Xvwz4Okkyj8ATtPQMSWTueypS0KiY1htbOXjZfLGlVCJvlklYFT9zMbBRxBBIyk4vAkRA4EpJCQVOpWDrrDAJ9qhZZhyE3YGkoMqcGRTgNw5yGw88g4GQeram7VdwhknSK23v6GyUtdK6IwRMTaXw4hoYhcDn8NmFTdwOKdqYOiyWyiXQukc6lc/ksvqgeSULhGTgyuwFFItJ5Y1OGoQn1uQY0mcHBkuloIhlNJGPJlBo44tTZs3As7vQZzLkafH0DGQan1jeQG2AUDJZNo0tgcFoDjFLfQK5vINc3UGrriO+cxpw6BT8VNlsNA0MRW7AUKUQ8pYAzp9EGhobBtl71kNIuH1CT+W1IatM5LO80UoCgyImERhSSQaMIuOyWttYBWXPP+LA2n54ZHVSPD2kV8sG21v52+ZBY2NHc1NfdNemy+Dy2QC4z4/PER8dNYxPAiMo+rnGOqN2B5CLgzLd06ToHbEMT3rZOc5NcF4jN5yo3KwurkfQFV2C6MHP30u2T2UvbE4ZI/6Rn3BDV2nJKc8oEVQLZ65Hiba+nBJhiel3QaklYwYROF9DofIAlClgjDncadCVc3kw0PRuIlVVGd8+w1qJzjfRODfVpNJOgxRw2m8MTKveUxjsy6dCaQun8xcvXtxfOL6dzi5FowQ3FXdZQPFCoFi4M96paJT1mnXukT92rGBvpU0+NGEGj1+uIWQ2eqVHT+IB2fFCnUxl0KoNq3GDS2SBXEjSHzEAsEp4LBOe93hmbo2QAUmpDTAckTfYs6C75Q7PeQBXyT0O+iss3bXMXjWBabYxpzSmDNWO0FwBnyegoGR0lg6NkdJatrqrTt+DwzgG2otledHpnXZ4qAObevIlxOAt2Rx4AEg5H7k0Yg0Edc4GlSKCciM4W8jPV6fOFfDUcSoLmAGgOWIGYxRgx6QIGjV+vgQxaD2DwQa6k1522AsE3f4s5HCmLOWICIjZb0unOg/aM3hRRaQMafcgAxMY1IQ2QNDvyIFS2QSWbu2RzFUBn3uOrQL6yw5UDLHGjKQyYo2ZLFADCBpPX4YpHoqVi+cLlq/furR2tbRwt392+u7qzfHfr9p2NOytb99d3N7YPN3cON7YP99YfbK4cPDx4+fDg5ery9v72o5fPv3G4/2Rn98GLlx+9/uizZ68+3D1+dPDw6csPP3748tWz3ccna4fv7e7/8MOPfvn5B19/8PSnnzz9w08+/8sffvOHnzx9sn1z5ULhG8d3fvmdd3/z5ZN/+dW3/+GnH//9j17/7Q9e/ujFvZf3Kp8fX/7Vtx/8p5++/3r34vWSsxwwLaac5zPBubh3PhlZTMf80LjD0q8aazPr+qz6Md1kv8emjfnBTMyRDINOy8T4oGysr92kGgHUU5ODA1O68SnduNak0ppUw+ND8g5Zq0LeM9DbJGsZm5zQGQGdEWiStQslLfL2brmimy4Q45kcIpv3RqWW7r4Bpbp3XClu7ySwuAQ2D0tnISl0BIkGJ1I40hZZR4+id1Asa+8aGBlX68WydhKDwxZIOEIpV9REZTcSaCwquxFHptciMDVwNIxARJIpOAa7HkusQRExVA6BKaDzm9FU9tv1qFNnTp86/U49AcEQsznNHJFCyBU10Th8KltA54pIdD4CS0dgmASqgM5prkNQamAEDIGFJTMJVDaVzaOyebVwPJrAxFO55xqwp2uRPJGso3eYK2zGkulYMh1DohDpTJZASGKwauCIszDYW28ja+uIcAQNjqA1wCgIJB2L4xBJfDiCBoNT6xsoDTBKA4xSW0c8fQZz6hTiVDESC9sc2VAuF85D9pQLTKi1/t5+U1P7uAYI9o4DFK6cwlXgGbJzCH4dSkgjNZLxHBKBKxK0t8uHBvpUI8MGlyvB5bTKZIOKtuHBfrVKadFMgTazLxbKV/ILuimzUe+yAN5JFag1uJV6aGDC0jNqieUvR7NXekft8k6jUhsxWXJ6UxoKTkPBaShYtUEFm6fojy1AkXk1EO8edYzrI1bfjC95OZC5Fi3eTlRWosXlaPyC3VkwAgnAkgLAlAGIAWDS5S15w9NWZ8pkiwXiM8nCRaMt2tGvUfSpTWq7btIKAoGAJ+P15KzWqEYfMNsSFkcqnr1wd+3hyZNP1jYfzS7cTCQrHm8yHa3MT1+9dmFFOWqSN/WBRi+gc1sMHtUYMDaoM+vcbjA8NQYM9UxNDOnHB3XqSZ1RZwEByG7xmvRezZTDAsQTsfN+/5zHU7WAOZU2otKFzbasw1O2e8rh2EIgNAv5Kk6oADpzAJjSAXGVPqIBEgZrxuQomhwFvS2vtWb1toLRUbJDM1bXtNlesjhKoKtid0+DjqL5zXVNa8blKtodObM57nTkfL6K25W3mVMeZzESKqcTc9l0NRkveaGYBYAMWo9B69GrfQaN32wIWkwhkx7SqOxvwAr5C35PLuDNhwMlCMqZTCGrNW61xgFLwmCKaA1hvSliBtMOd0FrTk5qwxpT3OGddnorJjANOnPh+Pl46oLHX7GCCRMQMZlCJlPYao05HCk3lEimZhYWb966vbW+cbK1/ej++uGt2xt3V3furGwtr2zcvbe1trG3uXO4vXu0vXt0vHe4u7Hz+PjJ8f7Jyq37J/uPXr/8eHvj8P69ndfvffLq3Q+PDh49OHny4sV7L1+8evToyfONzS+fv/jtdz/99ZeffHm88tHm1d986/G//ddf/Oknxz96vfPl45Vv7F/70Yv7v/r0+G++OPlfv/7WH7/+8C8+Pf7V5w9++uHuX377yT/96svf/uD1jz8+vJCHEi6lzzwRc+sKMWi+EC2nwgEH4HZO2axjamWfTj00NtTT09GiUQ5ZjFOQUxfwAn6PETRP6NQjGuWganx0fHhgTDk2ODo0Ojmm0qmHxoabWpulspae/j6egN8sl7V1dPQODkpbZK3tHa3tHQKxtFnRTW8UkVk8NJmOp7ObO3oGJ1RKPdDeO8gUSBh8MZndiCLR4DgSgkARytrlnX1DE6re4fGewbGOvmE6V4gmUqnsxkZJC0/cTGbyCFQWgyskM7hwDLEehYMRsGgqicBiIUmkBhwJQ2USmXyGoEnc1kXmCMhcHl0gZEsE/FapsE0sapdSWFwap5HJEzMbJWSGEIVnNiBp9UgqlsSrhZPrkWQ0gYklMSjMRhqnEUumN6DIGCILS2KdqUOfequmDoFnC6RNbV0coVTQJKOyeWQmmyeWsviCBgzm1NtvnzpVXw8jorEMOJLSACdhsAwcnoXC0BFICgxBboCTYHASDE6qayCcOYs69TbsVD4YSUK+VCAdcUWsxpALTFjA5OQUJOtUNikmmrsmZN1KfvMwkSWH45tqUUIWTSTgyvi81p6ucYV8uK9H2dLc36EYIxH5jbw2sbBD3tLf36scHtQox4wWo1s5qpdLuybGDHqtvadf1dkzOTJls3szrtD04rWd+Us7JkdudCpgh6ajyavByEUoOB2IzocS532ROStU0FriQ0qPvNeoNMXdkcVI/mYgfRWKX3SEFwFPVecsQt7pN6Mrm7PgCVT94bloailXuh7PXnB6C0Yw6vDmQCjdPWQQtw51D+mVw3rlsB7Qe0K+bCRS9fuL3kAlnl5KF65UF1auL+8vr55cvrpWnb1erlwsVy7kk7OL1WtXlu7qlOBA12TEl40HC9l4VTtp7e0YV44YjWpHT/toZ+uQctQ0NQa4bB6PKxD0JT3OsFblVCvtDlsmFl1wukqgLac3JtS6qB5I2t0lKDADBWbC0Xl/sOrylKz2jMmaNJjjWiCuNcUM1gzgyFtcZbOzpAf/HSyTs2z3zBrBgt6ctTordqhqthdNlgxgzZotabuj4HQVrGDabE64XIVQcDYcmktEFmOhhUS0mkrMJuMlvzdhs/qMBodW5dKp3RolpBx3qCadBq3PZPAYdO6ANxcJleKRaiI6k0kupBPzbndWrYZAW9JsiemNYa0+qDNGAGvS7sq7vGVveEELJMbVAYM1bXMXzfaszZn3h+fc3pLVljZb4qAtabXGTaaw3ZYIBiuV6SuXr9xbvXe4vnGyeu/gzt3dldXde2sH99b2763trd7fube2u7axt7F9uLVztL179OjowfHe4ea9zc37W49Pnj179PJw99HOxuHmxsGD42fHR48fPnj+7svXDx8+3ds7ePDg0ZcvXv7qq+/9zY++8/2XDz/bu/WLbzz8+598+PvvPj+8mv/0+NYvPnv0u6/e/bsfvPrjj9//L99/9o8/evdvvvfyLz49/psfvvcvf/nlv/7uT3771fNHq3PXSlDOp/UY+mzqfp95IuGzVpL+TNjjME75vTrIpQIMYybd6GCvQtEqUU8OAXqly67xQoZw0BIOWjwuwGJU6lWTWuXE6MSookuh6FKMTIwMjAxKWqRCqUTR3dUkaxFKxDyhsK2jo7OnT2swqnWGvsFhWVcfnSckMrlIIhVPZwtl7W29g6MqXd+Ykt8s54ibqRw+kcklsXhEBkcoa+/oGx6eUHf0DvGlMgZPiCHRkXgKhcVrlMg4QimBxsKRGQyeiM4VoIk0JI6MppLwLBqJw0FTqbVo/DkkthZNRBDpvCY5R9zS1tffPTLKb5XShVwqn45l4Bk8IVck5YlamDwxkcZHE1gwNL0WRsaSeDAUHYamogksEoPXKJZxhBI4loAiMNBEJgxDqYHhamDYGjgOgSNTWfy27r7e4XGuSIolU6lsDrORT6DR3zpXc+ptGBJFxeKY9TBiXQMBi2cRiBwEkvL/C5ZmXGkzmj3OkNcVtljCZiCk0Qe6+gxt3WqOoLuta2pUaReI+pBoHoXS2sjvl4vbu+V9bS29g71KoahbIu1j8bq4wl4mt5MvGRBJeiXS/r7u8dEhzcTglF5pnBw1aJQWhz2i0dg7epSdvVPDShsUKuVnby9c3SrP3/OEZ+3usts343BVjEDK7in4IrOB2II7MA04MmpTZFwbHNcFdbZMrHAjN7cWK97LDnz2AAAgAElEQVTypq7YQwuAp2r1zzkDcyA0DUIVV2DeE1l0Becc/mmHv+qPL/rji85gxezOTpmCHQPGtj7thN6nnTD3tY92yEcAPZRKLVYq1wvlG9ni1fz0jdLM7VL1Rr5ytTx9pTp3fWHx5oWLd3LJ2XLu/Gz5MqBzG9SOUm6xnD9fLV30OuMTwwbVuNmgcfR2jPd0jOlVdkDv9nmjLmfAaQ8BRvfEqEWrcjnsWbcrbzIldNqIRhcxmVN2VxHyTnsDVX94zh+Y9nhLDlfObE0YgJgBiBktSQBMg66iDSrbPNNWd9nkKBps+Tf9LNBV0QFpnSkFOst2d8VoyeiNccCSBm1Zt7vkdOYs5oTNmvL7Ksn4Yi5zOZc5n00t5DPzleKFSulCLjMXj1TCgYJmCjLpgnq1d3TQPNCnUU5YLYDbaQ8kotV0YjYRrQa8Obcj6XYkHfYkCMbd7pzdkTZbE0YgagBiRnPcaE4YzXFveN7mLhmtKYMlCYApsy1tBlNma3JKBWl0fhCMezz5N5n6QX+pVLhy4+bG6ur+5uaDjY2TO3e2b95aX13d3d55sLl1tLl1tLF1sLG5v765t7G1v7W9v717+Ohk72B3fXdr49WLZ19++vmLx8+27+0c75w83H94vH38YPfw5YOn7z979vzk5OnR3sevnv/sg4e/+eK933/x9E9f7/76491//Ml7v/lk++nV6ONriZ+/v/5fv379n3/06j9998kfv3r+xy8f/vLl6l9978Xfff3BP//2e//jb//DFy+2sm61SzechAzFpNduGNephlw2nc8Hut2ARjfW2d0yNtE/ONzV1d3R09MplTQ1SZt1Oo3FCgSCDshrdXtMHh/ggsxmi1qjnVKpJvqHRptkbZJmWVdPf0d3L18k5gmEcoWipU0uV7S3dXYoujrFzdLh8VGD2Qg6bEJpK4XBpTJ5BAqTxRPJ2rvlHb0jE5ru/hG+uIXDl9DZfIFE1t7VL5UpmuWd7T1D8q4BnrgFQ6QjcRQUnorEU3AUFpUtIDG4MAyxAUUg0blkBg9FoCLxlHocDE3FEVk0AouKJBHrMGgkkYJnsAgMDlMg6R2d6BubILFYCCKRzGUjSQQGT8BsFNE4QjyFjcQxEFg6EsdC4lgUpgSFZyMwNCyJw+RJWtp7BE2yehQOgaUicfQ6BKEeSUQT6AgspQ6JQxNpUnnH4JiSK5Ig8UQ8lcZs5POlTVgy5VwtAo2jYPDU2npUTR0Si6cRSAwkmghHEWAIXAMc24DANSBwdQ3o0+dgp96uOWUzmcNef8ib8LkjBr13eMjU2atvFPb1DptkHcrWjkl5p5LL78YTxUxmh0w22Spul4naRHx5i7SLRm9iMFv4koEm+XhL+2Rnn763T9PROTkyqFZNAOoxrVljTURL2inrwIB6eEhrtATs7oTOEnIFCuny9cLcciJ/LZq5lC/fCccvGoG0ShPpHbaoDEEDmDDZUlZ3weLO621pgy2js2UqS1sbx58dPv9q6+EX1+6/nL9xcunus7mLe7MXdmcv7i5c3p+7tFuaX0sVb0Yylx3+Srp8M1e9FUgsgp682hxWGgNGR9I4ZRvonFDIhvRqZyw2m89fKpRv5ErXkrlLmeLVaHLeFy5H4pVEei6Zms5kZgvp+XR8uphZcNsiHmdspnSpmFmo5JeyyRlA79apbIDOPTqoHehRqicsJp3L543abV6zCdKqQbXS4QBjPm8FtKbU6tDUVECrj9ocBY+vCvmmPf5pf2gW8hZdUN7myJqtCQMQNQAxAEyDzrzbP+P0Tts8FaurZHaVAGfJ5CyZHEWjNac1pQzmjNVZstoLOlNCq48agSQIZtxQ2WHPWi1Jn6ecTCzls5crpRuF7FK5cKlavjRTuVytXCrlzyei0z4oo1N5QSBqNobHR8DBfq1myu5yhoL+ZDhQiEemQ4EiYPCNDBrHhgEQjCcTCxZLzGyJma0JszVhBpOANWm0JAxAzGBNuf0zb/LIDOa4zhTVGsIqrV+t8RlNEbs95XbnPFAuHJ6eqd5cvnWwvLx9587O6r2DjY2TtfXD1dW9tbWD7Z0HW9tH2zvH2ztHW9uHG1v7m1v727uHu/vHD092D3bXP/7w/Z99/eMvvvn5w8OTk90Hjw+fPDt+9vzk+bPjR48PTl48ePD6yZOP333+9Vff/t133v/dt9//u++99799//3/+MXJX3y49fNXd3/64vYfvvvof/72i//2y0//7qunv//s6I/fe/5//ezD//ydR//ym+/89Q/e/clHBz/8YO9WNTLV2QhO9c4koYQfVA4pBnpaQUDl99scDv3IaLdEyunulTfLBDwehy/g0WkMsVhiMhlA0AJ5LXanwWpTgXa11abTGSZGRge7uxUd3X2SJplQ0tzc2iaSNtFZHDavUdbe3tnb093X29Pf16poo7EYre3y4fERvckglSn44hZRUxuTIxRJ5Z29Q83yrt7BMYFERmFw6WwBiydWdA8oNcbewbG2zr7mtm6eqIXE4CGwZCSeiiUzYBhSA5pIYTaSGFwElgzHkCgsPoMrIjMbaRwBmoql8OgsUSOvSUTlcVFkMpHJpvOFODqL3ijqHZvoH1diaTQ0hSJplzOFfDyViSFREThKA4pYCyfWwokIDBNP4dM5zRgCF4ljYEkcGkcoblHwxM0wDKEOQYBjqHVIYi0cD8dSGlBEOJZEYwv4UtnAmJIjFKNJFCKdQefyBM3NGBIZhsBhcBQUhlzbgK6tR6OxFByBjsKQYQh8AxxbD8PUwzD1MGxNPeqdMw2n3jp3KpMuloozPl/SbPH0DxlE0j5xywhH0N3Vp5d3TDXyuxlMOZ/b0chRcOitfLaCRWTSsFQ+p6WrfbizRytrnxiYhPrGXX0TLrU5YbUnJ1SuyVGDcsyoGp4CdVa91iXgtYklPWPjZiMYsjrjoCedLl+J5S6WF+7GM5e84ZlE+rLdmR8esk+MQ6NTkNNX8kXnoGDVG533RudtvorNVwlnry1vvnr9+S8//f7vn3z409tb719aebay//HNjfevr726svri4p2n528+rF7az83eixdv+ZMXqxe3F6/tF+dXE8VrnuicyZHWWeOAxqEZNyvHzC5bNByeDgRKseT5VO6SNzSdzF2KJuchfyEQKoSj5Ui0mM7M5jJz0XAxl5mLBPPRcKGYX0zFp8uFpUxq1mr2a1Q2wAjptY7RYf3osF6jsnm9cZcrbLOFTCaPxRIJBsuh4KzJFFNN+XW6iMWScjqLbqgIeUqQp+j1lSAo74ZyTmfGCiaMQNQIRM1gyubM+UJzTk/Z4sgD9pzFWbS4iiZ7Xm/NaPQxPZAygzmrPW8ypzT6qE4fMZriABB3uwpOe8blzGaSS9XyzUrh2nTx+sWlG5cv3T6/cKOQm0/Gq7FI2ePMGrQ+vdpntyTs1qhe49FrHZArGg2nIuFUwJcL+vKQM2XQQqNDwPiIxWKJRiIzao1Xrw8YgZjZmjCDqX8vW1oPxBxQyRucsbnyelNEqw/pDSGdIehyZb3eQsBfDAXLmeTC+fk7K8sH2xtPV+/u3l3evreyu7V5srV5vH5/f2Ntf2/nwcb63tbmwc724c724fb2/u7OweHByYOTx08fHX7jg5dfffuLLz/75ouHj4+2d5/sP3j18Pnrh09fP3z67tHBeydHn7188HRn9fHWjd98/a3//otv/pcfvfsfvzj6628d/uHbB3/49uEff/T0v//q43/+xcf/+POPfvHpyS8+Pf71F89/951X//yLr/7lL77/u68/eH10deNa8f7l3Eza6wHGnWat26qfmhyRSvh8SeOocsTmt0FRyASZBtWDKqOuo6+HK2xiCyRkRmOTvBt0e0C3Z1wzpjJO6awqPajWWtSTuvGe4b5mhaxN0S+WtvP4TdxGKYPNp9A5LC5f2tw6MjHR1dvb3tnRqmgTN4tHJ0fGlKNjytH2jr629h5FRx+LIxRL5X0DY82yjq6eISqdiyfQ2FyRRNo2MDiuUpu6e4Zb27pbO/pZjVIyg48hMbEkJo7MakARG9AkCpNPZQmwJCaGxGQ1ShvFrTxxq0TW2dQhVfS3t/cr2vsVHHFjAxYJx2HQJAKWQkXgCcIWuby7D4YlwDAEkayNxODgqQwEjghDExE4SgOKfKYOWwMjoQkcAlWAxLHQeCaGyEbhqQQah8LiookUBI4Gx1Br4PgaOL4OgT9bj65H4qlsvqhZ3js8TmKwEDgCmcmic3n8piYYBotAY5EYHBKDg6MwCDQWhcWjsHgkBteAQNXBELUN8DoYog6GOFfX8PaZc6feeueU1xMKhxJ6g2Ni0tTWMcHkyoXSQb5kgMPvYfG6GMw2Gr2VzWhl0WR0kpSKF3PIHDaJNdA7CTkisdSiyRI1OnODSkjcphpR+0zWaN+QSSbtFgvamnjSoc5BecsAHsMWS3pGx4BJjdPmTrpDJVewqDGHgskFwJbqHwEnp7y9/eaW5smxUVcosTh/cWN64R4UrBrtaYMtZXLm3OG5qytPN48/PXz+1cruR6nqqtFdtocXKxf35q6dzFw5mr64X76wO31xd/rSXuXCdmFhvbSwdmn54aXbJzMXt4rzq8HUBZ01Mar2uq0hs9alnbIHPJl0+nwkUg1GZ73BiidUKc3crszdSuaW0rmFbP58sbR0ful2OlkNBbK5zHw6WU3Gp7Op2Xi0PFu9mkpU7WBIr3XawZDXnTDqXMoJs8kAuVxhCIo6nTGLxQ+CsYC/5HLmJ8ZdalXADCQdjoLDUbA7si53wQ3lne6cx1PweAoudw60JU1A1GiKANYk6Mj6wnMOqGQEMwZrGnDkLc6iAcyqTQmlOmQAUqCjaLHl9ca4WhfR6SMGY0ynCzkdOZcj6/OWqqWbS/Or06Ub5fzVjbWDjbWDa1dWM6lqKJCPhUtBb9EKRN6A5bQlbJaIF0pkUtVcphwOJeORab8n67TFbJaw3RqzW6NmIGwyBo2msNkSs9pSFjBpNMd1xojWENYZIw6oZLZn9KaYxhDWGcIGIGa2xK1g0ucrRaNzmfT5cunatcsbm2uPtzeerCwfbK4fr98/3Fw/2t48Wbu/f2d5c+3e7sH+o3urWxtru9tb+zvbh7s7B/v7xw9OHj998uLd5w///E9//PknH63cvrl9b/1oe/dwffeDp68+ePzi2f7xw831L16/+ul3Pl69NLOY8//qR5/+9beO//j9F7//fP/nr1b+5jtH/89vP/2/f/vZP/3s1d//5N2ff7T1wdbSV8/u/ejV7ntrFz7cvPbNvdtHdyu35wKb10t3ziezQavXPDHU1SptZPR2t/MbWRw+q6u/U2/XhzOheDnuSXhGpyaFLU1oAgWBJdbCsWx+k8ZkVhlMnQOdo6pRNTCpMk1M6scn9eMjU+O9w/2KziGxtJ3BElJoXAqdQ2fy2Dx+o1AibWlhcXksLkcgFombxROqieHxoZ6BbmlTW7OsQ9baRSKz+MLm4RFlR2f/8IiSRGHhCTShqKVd0Ts4NDE0omxqbheJZT2Dk43iVjpXTKBy0EQGmkCHoUkYEhNDZOAobASOisBSKCwBi9/EFbZIW7tk3S1dw52dQ11dQ108qaABi4Dh0EgintHIr0djaJxGcWt7LRJTi8TwxM1IPJnOFeAodCyZSWY2Ykns0zXot86iG5A0BIYJQ9ExRDYazzxdhzxTj0IRKDgKg8IUwjHUM3XoWjgehiadrkW+XQODoYl8SUtrZ885GOJ0HYzMZHFF4tbOLgKNjkBj31CFwROxBNIbueAoTD0cWdsAr6mH1TbAaxvgZ2vr3zp99tRb75zq61dKpJ0Dw5opDSjvHGfz2xhchah5iMvvbRT2U6kyHFbIpDRR8AL4OUL9aSwZTTGpzOcXbqUS1fEpt0Q2Sub1do041JbUoMo3PGGXto4r2oaNOpdqRCMTtvb2aV3uNOTLG8xBsWyoa0A3pnGBnowrWDK7UmpDYFINaTR+ozES8lXnpu9OL6y6AxWTPaW3xid1AYevPHNh6+rdR7HCjQlDRA1moNiSzlHQu0qJysr0pf3qteOlu88qlw/Sc2vli7u5hfVA+oo/dTmWv56bXV26dlBZuJ8u3shVbhsscS0QNUzZ9ErQpIOcYMTpTDkcSbe3EI7PB6KzsfRSpngpnlmMp2YqM9eq1cuBYMbjiocCuUJuMR4phYP5XHoulagWcgvl4gXIFXfaw5FQIR4pBf1ZL5SwWYMOdxTyJSFvxuFKuNxZj7fgsOf0+rDVknbY828+XvdAeY877/MVgoGSw56E3FmrNabReKZUbrXaA1hi/mDVH5qx2jMAmHZAJZu7qDXF1MaY2Z6bnPIbTAm9IabWhPSGqF4f0etCIJjyQkWXI+t2ZCLBajF3eaZys1q6XspdvnXz7t079y+cvxkJZe1g1ONOeVxZqynstCUcYMxmDdrBkMcdDQcz6WQxn6sWskt+T9YBRiFnymVPGrQetcptMoUs1rjBGLKAScASn5jyqHUBuyvvcBdszpwBiGoNIcASt4JJwBIzm6M2WxJyZaKR6nT56tVL6yvL+6t3Du/e2rt9ffsNoOtr++tr++v399bv763d31m7v7O5sbuzfbi3d7i3e7i3e3By/PDly1cff/zNP//pn37w7nu765uH27svHzx+99HT9x49+fDZi2f7O68fHn/64vjZ3uqL/Vs3ZuO6IdHenek/e2/1X//sw19/vv+bzw/+4c8//j/+8vP/8w/f/8NPP/j+Nw4/fnz38c7N3btLc8UUZNV7HPa5SunyfHB9uXTrcq6ccbrtar/bEAi4hoa6YSgYg8NgCLhkDr1XOWT1O9UOgy3ibu3pJbO5dWgiisRAEJhYClfUqpC0dXYM9XSP9neNdneOdI1qJ0xuC+CyTwH6CaVJIJTjiSwmS8TjN1HpPBqDK5LIWuTtsrb2JlmLRq+rzs2kcpmhsaFmeXNP73CLrEMgamluUfT2jQwMTXR2DTTLOniNEiaLL5a0NrUouroH+/pHRZJWgbBZIFUweU14KheJoyOwtDcrHEPFkFg4MgdLYqMJTAyRRaQ1UlkiOkcibhW1dDTLu1ub2qVEBhFLwTL5LDQR807tubMNdWQms62rW9gkwxApaAK1Fo6hcfjCZjmVLWDyxAJpB4bIPlOHr4NTTtfiGpA0LJGNp3DRBDoCS0bgSGgihc6RYEnseiSxDkFA4KgoPK0ehT9dh2A2Chk8IZZMRRPJDF4jmcmuQ6HOweD1cHg9HI7AYOrhCBQOR6bRMXgChkCog8HP1tadPnfuXF1dPRxRB4e/c+7cqbfeOkWh8RlMUWv7YHvnCFfYQaJLUAQBjiwRN48IxIMUcjMKySNhG0lYPp3Al/DadRN6m8HhcccBo6ezTy9sGpIotGpLakwf6Z/0jCqd3QPGyXETaPGP9Y2LOZKJCRCCMt5gMRidNjvjwfiMNzrtjVX11qgaCJptCU+wEo3OJ5NL5fz1uek7QxMOwJ62unJWVw4Kzdi8JaM96wrOTgGJMV3IFphLVu4EczeC2evpmfup6r3Y9Ep+aadwYSe7sFFc2i6c38rMrCYrd5zBWUdwNpi8kCnfSuavhZJLLn/F6syBegg0eJzWcABKezw5pyNpc2UgfymZv5TMXUrlLoTiM5A3HQgVgqGs2exNJ2dymfn52euF3EI2PVetXC7mFqfLF6fLl3xQEnLGUvHpN4pFw0UvlFTr7KAjDHkzdmccACImIAyY4kZj1G7LuZwFyFWE3EW3K+uB8gF/MRKehtxZtyttMUe0Wq9W6zObo15fOZW5BPkqFlv6DVigq6gxxlT6iBHMaPVRszVjBBJafdQEJPSGqFYbAIC4056BXPlIYDqXulAtX5+dvlUtXivlLpVLM3Oz50vFBb83YTEFLKaA1RQ26QM+KOf35AK+TDRUSCVKuUw1n6vmc9VUfNbrToGWsN0aAc1hg9aj1XhMppDBGNIbgjZHxunOv2m6g44sYE0agKjOGDYAUcCaMAIRrS5gMoUcznSpeHV25taVi/eXb+7dXzlaWz2+f/fo3p03iQv762v7G2sHG+v7G+v7mxt7mxv7J8ePj48en5w8evzo2cuXrz784Bvf/OTTzz771qOj4521jZ37G4+PTl49evrk8Pjx3sGL4wefv3rx+uHxyfrNm/OF9WvlK9Nh46j0/pXMX32294NH13792f4//PT1P/zi43/97Re//O7jV7tLV8qe81n7dNI9k4bSYY9VN6mZHHdYgERQVU5b4gF92KP2Q0Y/ZAgG3VaLvlXRKmoSEZlUGB4l7ZZPmjVtI11NfXI8nYmnMwmMRgpHCMPRkQSmSN7R1jvYPTrQOzbYO97bN9E3oBzunxyU93XzW6T9g1NCcTuDKeQ2NvP4TRQ6l0xjcXgiLl8okjYzuRxxs1Rn0pttlqGx4d7B3qbmdqGoRd7WLW/rYbIEbI6wf2DMYATFklYmS6Do6Buf1I5NaBQdfVQ6l0xhcwQyOkdCpDViiCwUnoHE0eBYKgxDqUeS3uBVjyTBMVQSnU/nSKgsUXNHk7RdwpNwuWIOS8Bi8hl0HqMWWV+HhJ96562z9Q08kZjJE9TAULVwTC0cQ6Sz2AIJmdlI54rYjS1wDO10La6mgVSPoNYjqHAMjUBtZPIkrEYJmclBEShviETiaHAMBYYh1yMJNXDMmXokmkjFUehwLAGJJ1I5XBKTBcNiG9CYOhi8DgaDo1A1DQ0NCCSOREKgMTAkqrah4UxN7dtnzr5z9uyZmtozNbVvnzlz6q23TknEPf196r5+FZfXSqSJWI1yjqCzUdKr6NJJmscoFBkS2UjAcoWNCkBnW5q7kk1WrYC3s3OyuXlA2DTU1q0x2DJQZF4Hpgz2jNmeGhyz9fSqurqUYkG7VKiw2BIef8kdKAZjs/74bKZyLZJd8saqDl9eaw7ZXelwbC4cnI6EqvHQjNuWknWoDNa4w1sC3XmHr2x2ZlVAzGjP6mwZKLqYKN9JTa/ESneipeVg7oY7fjFYuJGYWSle2Cpe2MrN369c3Jq5uJWt3jVYk8OTbqMlXqoue3zlnj6Dy50zW+JWPeQAfB5nIhIoBAIlCMra3VmXtxBJLvrCVX+k4g2VbM6YE0oEghmPN5nPL+ZyC9XqlVxuIZOZq1QuZTJzufxipXLJ601BUCKTmSuXLxaKS5nMXDhcGJ20mO0Rb7Bod6fUWv/kFGQwRG22rMtZcLuKXlfB48x7XRm/JxcOFOORiteddtkTDjDuAGN2W8LnLcRi86nU0pu5oRlMOdwF0JHTGMJKbVAHxNWakMEY0+nCBkPUYc+CYAowRmzWpM0cC/rK+czF2crNhelbc+Ub1cKVcvZiJl0oFWcqpaV0suJxJa3moN0a8bhSAV8qFMzEY/lcZrpcnC8V57Pp2WS8HPTl3Y6E1RwyG/2AwW/S+4yGgMkUMhpDBmMItKcdrpzFljaDKYstYwBiRiAKmGMWa9xsien1AYMhCLkz6dTi7Rs7yzf37t7eW717uHb3cG3lcP3u4drdg/XV3Y17u5v397bW93c2Dna3Dve2D/d3jp49fvHs8fOXz9/9xgcff/H5t778/Fsff/SNVy9ebq9s7axuP9g5fPng6ZODw/219aPNey9PDj54evjscGP77oXFUvTSTGwu7we1vdt3F37y/s792eAffvrpv/3vv/nLr7/54y+eX1tKm7U9QY8mETYHA1afF3B4nFM6Ve/ElBKwutxj6YwVtI9q9T2gY8rmmHJ5Lb6wwxvxaAB1x2APg8/myyQ9Y4Oy3g5JR6tEIee3SBl8MYXDJ7EEbJFMquhubGoVtDZJFPKu0d5Jo2rSqFUM9DIEIjSFJpN3i6VtQnGrpKldKGnlNko4PJFA1NwolLbIOziNQgqd1SJv7xsc6ekfHBgeUXQPNIpaOnoGRye1zfLOZnmnzgT6QvFmeSeWQBM3t40ptUNjU5KWdhyJjiHQaGwJlSUmM4R4Cg+FZyKwdDiGhsDSEVg6lsRBE1j1SDIcQyMzhHSOlMwQtnd3NLfJGFwGq5Et62hp7Whh8xlwTD2FRa5H1jagYFwhTyCRkOh0NJ5Uj0ChiRQinU1i8GgcIZHGr4ER3oAFxzDqEJR6JBlP4XEETTxRC4nBbkDj6hBEBJaKJjCQeHodknCmHn26DnG2HnW2AVmPwtUhMXAsHk+lY8mUBjSmHoWubYDV1MPq4ciztXXn6upRWBwchTlX13C2tv70uZq3z5w99c6Z/69On3r79KnBAa0HSgMWv0jSxeC0iJp7eeIeZqOCzu6kMtoZjDY2u5PHlrdI+x0Wz7WLy15XTDVpbmxUsFgyYdOw1hTKTC9D4XkdmNJakhNqT5N8oqmpv7V1SCEfMBvcvmDZFyw7vXmHJ2f35QPx2XDmfCx/YfHKRiAxF4zMhGOzTnsKcuUCUEEz6Z7QePWWmC86543M6qwJu7eUKNyI5q4WF9au33t2cflxdvZ+euZ+dm4tVroTKd52xpfs0UVf5kogd82XvpSdu1deXPcnL2hM0Z5hq9ESv3Pvyez8ilg6ZLOlQFtSP2k1a11Oa9gPpX2+gs9X8ATK/lDVH5kB3RmnN+sLl92elDeQzWTnKtOXMpm5RGK6WFzKZOay2fly+WIqNZPNzpdKFyAo4XLFUqmZQuF8LreQSs0EgzmDxe/0pv3hihPKaPVBlcZrsSR9vmm3q+hxl/1QKeApB32FkK8YDhQiwaLXnXaAUbcj6YNyPm8hEq7GEwvh8Mybw5fFlrK78mZbRq0LTar9an1YrQnq9BGtNgQACY+n7HBk34BlBaKx0Ey1fGN+5vZM6dp04cp0/nIld6lcmqlOz8/PXpkuX4gES3Zr2O1IJKJVLxQP+FLRcCaVLGbTlWSiGA5mvVDcaYs5bTG7NWoxBS2moBUIm80RkzFoscYBIGIyx0zmmAGImSwJwJoyWRIOZ9buzIC2pMUaB8F4IFCeruidCmsAACAASURBVFy/fm17ZflwZflwZflgZXl/dXnv3vL+veW9+8v7ays76/d2N9f2djYO97aPD3cfHO8/PDl49PLZu+8+f/Xeu68/ev+jb3z40fuv3nv66PHh/sG7D1++OHn+4uTJ08OHx1vbB+sb7z48/M4nH/z42x+/ONm6uVRIBawJnzHm0blMg4/3bn79/m7VO3V4u/pk7fxMxnl1NpJP2FzWkZF+CWSf9PnMdrtGB+gHRgdb+waH1Lp4Eri9XIonQaWqXWcc0puGTVa1AwK8Ycjps4NeZ+dgD0PI5cskst6OgakxwGXXWEw9oxNieYeotUvWNShsbcdQGSQ2g8RhCuTiwanhcZ26c7i/SdHZ3NnNF8nE0jaxtK1R0MxgC6gMHp3JY7D5LA6fL2picflMTmNza5tc0dUib1d0dXf1DbMbxTxhU6uip1HUTGXyZO3dKh2g1BipTB6TK2xp65LKFI2iFjKdQ6SyKEwRhSEi0QVYIgeOocPQVCSOiSVxmNxmOkdKpAnQeBaGyCbRBRSmiEgTNMlbZAo5T8TjSwQ9Q93dA53CZj5XxGpul0paReIWibyzrW9oqHdwkC9uakCgYRgCEk8m0Xl0rgiFZ56pw55rINYhKG92WA0oChLHwJAYKAKtHoU7U4+ogeHqkcQGNLkeRTrXgDldizxdizhTh3y7pv5sA7IOiYZhcAgcvh6FPguDnalvOFtbf66uvg4GP1NTe/pcLQqLw+CJ5+oaTp+rfbOxOn2u9u0z5946febUO6dPvXP6VH+XxmGJKcctTJqUSOY3CtobxT0sXntnr1Eqm5A0jbS0Tkgl3WJx1+DAqA10dXar2jsmhZL+1vaJwVGrA8pliteM1vikxtM7ZG5qHeUJe4dGLSZLxGQOpbNLUKDi9BZdgTIUqgRTC6H0YqJ4OTN9vTh7yxUoQN68118EzRG3I+V3ZlSj4LjKowOi4eRSqnjNG52PZS9XlzbLi2vFhbWrK09mrxxECjcTlbvpmfvhwq1I8XaocNUZm3fF5l2x+UBqafrC+uyFdW9kZlzpnFC6pqZcKysP/vxP/9YH5cx6vw0Ia8YBo8pmNnhBIACCMbc74w2UA5GZcGLBDuVc3lwgOu3xZbyBbDY3NzN7NRorh8L5fGExXzxfnr40O3c9X1gsVy5lcwt2RwS0hULhQiRWCobz/kDWBcW9kbI7WHB4soAtrjOG9aaIzZb1+qqQq+jzVML+6Vh4NhGpxkLlkDfjdyddjrgVCNgsYciZ9EHZWHg6mViIRGYAc/RNk9vuzALWhEobUKp9al1Qrw8bDFGjIeKwZ0OBGZcjB+hDoDnmtCVS8YW58vVq8WohtVhML03nLlbzl6qVxXJpvlxcymfmfFDKqIdAizcSyvl9oWAwGgnHo5FEKJj2e+NuR9Jpi4PmkNMWczsSLnvcAcbs1qjFHDEagwAQAYCI3hjWGUJ6U9QARHWmqAGIORxpuyPtdKa93kIquTg/f+f2jd37KyfLN3fu3Npdvb13/87B+t03tb9+d399dXvz3u72+v7e1tHR7smDg0ePjh8/Pnn66vmrV89fvXz6/MmDR8cHh0f7Bw+Pjp8+fPSN569fP3z+/PDoyf7+w731p0fbH706/pNvvfeT73+8ee9yMuLyOPRuG6BXjXe3t+WSiYjD0NfSqJ0YiHhtoZArl4v4ApbR8U6phGzQ93u9Oo9HB7qNw5O9grYWcYc8mrPfuDebLEFa6yDgHNdYBpWGAY15uGdYPjjRpTdr+0d6BRKxqEkiaZF19vaZXIA35nOHAqOaqdbuPmlbB0sowtHoLFEjgUkhsWkCmaS5o6NJoegaHFebbD19g70Dwx3d/eImGYsrYHL4bJ6IwxPhiXQEioBAkbiNTZ3dw61tvSJxW7OsmyNuJrF4SAIFTaI1YImnztYRGRytxe7wh5s7ejjiZnqjiMxupPGEeDobT2NRmBISXYQj8xAYRh2CAkPRsEQumSESSDvp7CYcuRFH4uHIPCyJiyPziDQBhc4WSVokLS3Slpb2rrZWRYu0Vdg71NE33NE10Kboae3saxseHx4YGeAJBTAUoh6Fq0fhSAwenStCYGjnGvD1SCoCy3zDVgOKXIcgna1Hn65FnqlH1MBR9UjSuQbc6VrUOzXIM3Wosw2YM/XId2rhp87Uvl1TXwNH1qOwtQjkOTjibAPsdF39mZqGs7Ww2gbk2VrY6bN1WAKFxuDUw9Gnz9afq4XXNaAa4OjaBuTZGtjbp2tPvX32lEwyNNCtlTX1M+lNHF5rZ/fEpMal0kFQYHp43CmTK5taxpuaelta+js7+rq7BkSSvpbWke4+nUbvA8CY2ZYAbMmxKVdXv7F3yDwwYh4ctTqhbDg264Iy6eyS01u0OjO+yEwscyE3c8sfn3OHK3Z/wexMaICgzZF0QVm7NeYA43ZTeLTP0DdiBV05b3g2lDhfmLlbnFvJVe/OXdqpLG1dWn44fXE3VrydnrmXmVsL5m54kpcLS2vJmWV/5qItVPXE5lOVm+HU+SlDUNo8MjQKSqWDbnf2f/y3f1tZPhro1nTKxw1ToFnrNOkgvdqp1XrM5rDdlXF58p5QxWxP2twpb6jk8WUCoUI2N1+ZvgjaglYwGI2Xs7n5YulCZfpyKj1bLF9IJKtWMGi2+CFPwuWO2+whhzNqd0ZCyVkblNKagiqDT2cMG80xK5hxOgs+byXon4mH59Lx85nEfDw8HYBSLjBs0EIGLWQFgh5XKhwoxSPVaHQ2ECibgIjFGgftGdCeNgDRKY1/SuNX60MTE26Vym80RnzeSiZ9KRya9brzsdBM0FfKZy7OlK4VUucz0dlSemm2eGWmcHlh/vJ0eaGQnU8lKj5PGrQEnI5QJJSNx1KpZDadysVjKZ837nKG3I6kx5W2gxGnLfYmEM1lT1iBkMkYNJlCGq0PMEcBSxywxC22tAGIvXlOaLZEXa5sODJTKFy5eGHtzvLR6p2j5Zt7d27trizvr9093Lx3sr32YGftwfb9k+37x5v3drfW9nY3Dg52Tk72Hz46fvrkwbNnj54/On709OGTp48ePzg6PtzdO9o/ePbo8fuv3ntx+PjJ3snDnZ0H29tHW6t795c3Vy+v371488p0IgSCpkmnVQPopnoULTQiYbiv1zDarRlUjA10mHUTkMfi9VrdHqMRGFcqFSA45nBOQZDGF3aa7brusaG2gR6rZzKUBi3QpM2nCiStZteEyjQ0ZRxo65G29UgHx/uHJweVWvWUViNrV4ibW5SmKaPDqDGbuocHOvqHFH2DHLGEwGCyRDwSm07hMnhNAp5UyhQIBM2KrsHxvsGRzp7+5lYFXyjlNooFoiZpc3tLa6ekqY1AYmBwtKaWjqERlaJzUCRpkzZ3iuUdTL4Yjifj6WxBs5zA4ODp7J6RiZ7hcY64+c0leCKTi6ez61A4NJlOZUqIVAEKx6pHUmrhJDiGjqc00lhSrrAdR+Y1oKhILBNNYCOwDBSORaDyG+BoMpUplEiEUmmjiMcVcCQt/JGJ/t4hhbiFxxOxm+Sitk45i8esg8PgaGQdEnMOhiLQOFQWH46h1cKJMDQdTeDUwsg1MFINDH+2Hne2AV0Dw9QhsTAMoQ5JPFOHOXUGduoM7J1a5NkGzNl61OlaxKnTNafeOXe6DlaLRJ+FwWsQyAY0pgaOOH2u/g1Y5+rgb5+pxZNonEYRDIE5WwOrqUc0IDAINB6BxtfDUKfP1Z966+ypNslom2RE0ToyMQJMKi2TSrPG6FNqXMPjTqlsQiAeamqdbFOMdPVOKrp6+EJJc7uyb8SqMQa1xqABCOtMwZFx6+g42NI6OjZps9gSgDUK+Uu+cNXsSIeT5x2eIujKhVNLwcRiMLWoAkIGe9zmy7uDRW+kEgpPe/0FtyMJOVMeMG7R+QzWeDC+4I/OQ8Fqdvr23MWt6oXNxav7pcWNuSt7hYWNcP5GpHA7Wlq2hxbHTQl/Zileue5JzGtscYM9YXanJ9TuVsXkyKjZZo/7oKzHlfqXf/hf3/vy59fOr8b8BZPaARogQO/RKG1KpcNg8JvBhMWetDrTenPE4oh7AsVAqJBMz1WmL1UqFyeVlim1zR/MpjKz2fxCNr8Qjhaz+YVovGwFg2ar3+mOma0BI+CxOSKQJwmFywYwMqGBpvQ+ozluBlOgLetwFqLhhWh4IRmdTycWs4m5RKjsdyecloBO5bT+vzy9VWxk7bom5v/vNpSLaxUzV7nKUGamsl3MzMzMTGZosNvUbjdz/7T32XOO5mhyZpRRcJQok9EElKsoSpRREinKfW6SC+9zpO+itFat20cPfe9rDHqcyXCwmIw1oqGK25W1Wf+atTmcOYstpdFHFOqAShvSGmJSqUejCTvs2XRqv1l/nsscJGPtWuk0m+w2yqetykkh1c0n263yca921iwd7u0+aTYOSoVeLtNMJerJeDWVLOYylVwuV6lUqtVqNpv1+xIOe9DjyIX8VZ8n47TFnba4x5W2W2JalUet8ppNUa0u5HBmbY6s2Zqy2LN6U1ylDZusaa+3mMnsdTovjo/vL55/uL3+fnv15eLZu9vLT7eXn++uPr26/nx//en++tP91cf7q49vbt+/vfvw/v7Tp7dfv338/suXX3/79tvvP/748Ob953efvn78/P3z11++fvv12/fff/z445dfPt/efbi+uT8/uzrZP+kV2uVoLmWPhfROu1yrXt3eWhFvLk1PLYyNTrIYE+INjc1oclpsFpvdYrMbHTalUac2ylx+i90mNhlXtcopo3bO4ZQ4nBKtWaKzSJV2sdq5LTEuGX1SZ1Rt9O6YPBK5YUmiXtpRLW5L1za3l41Go16vn5lemJ1Z3Favr0kXp5ameRP8hbW11e0tlkCAJZOxFAKeRnrYCcgbE9G5fCZPJBQtTUxPMjlsDJ4AYHE4IplMYzLYI1z+2NaOelw0z+VPzS2IN7e0i0uSsfHlEcE8lS+E4Un9cIAuGFuVKiYWV3FMDoHNAyh0MAaPItPpwvHxhWUih98HgqCpDCJNgCZwYP9Ir1BYJo7MJ9GEXOE8jsyHIilQFAWBocMAKhxNA3AsBJIAQ+DpTA6bJ6AxqSwuc3SSu7I5J5rhsXhENp8yNsUdnxIAOHjfz31INHwQingEggJ4GpbMhKLIYAQBgqAAODYEQRmCEPqHgf5hNAiGASNwD9D28xDiEQj5eBj1GIR8NAR/NAR/PAwfgCAHoci+geF+MBQERz4GQ0BwBBRAD0Ch/YOwQRACBEENguB9Pw8BWDKbOwYCI4chKBAYCYKgoHAMHImHwjH9Q7C+nwb7rNrIxrx2aU6qljvWN1QC4fzI2CqTO7+wYhBM7AjHtydnFPNLEonMrNEZxduSxXWj3pp0+orr21axxKY3Rbd2rFKFc2VNp1B5DJaYQuOzODPeYEVvTTr9Zaev7ApUUsVjT7imd6SWtszuSLV3eh9Jd+K5ni9QVGt9aoXLpA/67KmYr5jMHybzh7nqk3TxJFU8PX7++eLVnxt7r4rt6/r+69r+m3zrOt++LXbvvKnDdVXY5C+mG08TlWNbsOyJ1n2xhtEWl6k8Wq3f5c68vf+tlN//T//Vv/2f/v3/9h/+5//nn//pX+sVNqvOY9L5NHK7QuEyGEJme8psTzn9RYsz4/YXQrF6LFkrlPcazaNiqSdTWNVaVyJZq9QOao2jcnU/mW5UaoexRNVqj1jtYZcnYTQH9Aavy5MIR4t2f15jDsu1fq05ZnPm7a6Cy132+eqZ1EE6uZ9OdDKJbjbRTIYrQXfKZQ27bLGgNxfyF8KBQjRU8boyRkPIoA+aLXGHI+N05c3WpFobUqgDal1YZ4w77DmfrxqPdWvV553WZTq5G/JXcum9cv6wXX/Wqp4W071yprfbeLrffNYoHrSah5VyN5duppP1fLZdLu6Wis18rprL5Wq1WrPZLBQKPk/cavY5bZmQvxoJFh3WmNUUdtriJn1QtmOVyZwWS9xmT/sDFYcrrzfGDOaE1hDTmRK+YL1QODo4eHn54svliy8vLj7dXH27f/nL/ctfXt18u7v+cvviw/X5u+tnb66evbl+9vr6+Zu3dx/evfr44fXnz+++ffv445cvv/32/fc/fvzx5cPnj28+vH/95tO7D798/fbb9x8/vnz5/OHDq6fPr49PT9r1eiaeDFnCbq3frfC7FXrtmkqxuL42v7QwNTuztL62NTWxNjctlmyKl+cWVBqtze50BLxmt2NbsW60qX1eudOx47Kte51ip0tqNm9ozRKLS230K8wBlcqxKbes7ujnNfYNV0Szo5mTqBZVxo1t6droBHdiYkIgEFAozOWlddGicFE8s7y1IpqfnFpcHJ2extNoRAYdIGExZDyRQaFyGDQOny0YnZrf2JRopQr55OwMjcmi0Ol0JofGZD94WIvLW+OiecHo3NTM2tKydGFJMiFaZXOmiBw+QKETOfzxhZXJ5TWGcBzHYBPZPCyDDSeQCSze3Ma2xuYcmZ7vA0GIbB6OzEfhWFAkBYIgI9B0DIGDI/PxZP7EzAaTN40hchBoOgLDQGDocIAGQ1EpVB4YiiGQaEwOn86iCcYEk3PC2aUJ9ghZMM6YXRxfWJ2cW5qiMokDoMcoLPLxMKxvYBiOJqJwFAiSBEYQh2EkFI71cKPwMQjoBwFDUGAAgvppENz3U3/fT6BHQ0gwAg+C434egvc9Bj8agoFgaBSePAhFguDIYQTqEWh4AAobRiD7BgcHhuBDwwgQGNU/BOvrG0AABCZb8HgQCoVjQGDkwBBsCIyEwjEQGGbgAbCy2a5O55uc3BwbXxOMroyOr88tKsdFYv7oOlewOjEjE8tcKmNUpgmu7TiWNs0LS6apGc34lHp+ybwlD6sMGYUus62MLa45dhQRmSK0ueVSyr0uRy4SqIR9JY8nk8l2qrUTsyUimhLLlc5EuhuM1DyBcjzdUxkiZkcmnOwF45187Vk0s5/IH8ZzB7HsfrVzVW5d1HvX9d7N0bOPmfJp7/j1s+tfSs3zSHo3XTqNZvZi2f1s4aRSP4/EuyZryhesu7xlf6hud+XVuojTU1KoA//uv/s//9f//f/9N//1//J//d//3/3bv11e1mq1QbM5ZrUmQqFqLNYMR6qJZCsQLESilWisEomWEqlaodjNFzrxZFUi07m90XS2msnV88V2o3XUbJ0US71CsefzZ0zmoM0e9fqyPn/O7cm4PRmzqaTTZm3WosNeNhqiFnMy4M16XMlCvtWo7beqe4V0LR7KxkPZZDifDOfD9njYHo948/FAyeXM67RhlT5hcRYVhqTalDY6ckZ7Tq7yrovNMrnD7kj4PKlSoddtneWzbY8r4bRHQoFcOlmLRYr1ykGtclDMd1qNk73us93us5Oj63brKJepJ+K5Qr7eqLdr1WapVCqXy5lMrl5vddqHqUTRYgq6HPGQr+SwJiyOqN7kVxkCSp1/XeqcWzOsbLkUhmQwtm9z19yusttVDrpLbks6YEmeda/fXN68fnHz5vruy5sPv3/99c8//vj1669fPnx5/erd7fWrFxe3F+c3l9evHibGvH73+eXl5evb21+/vfv68e7Tm9vvn958uv/w66cff/r66+f79+/vzr+9v/nx8erN9fHzg85Ru3LUyR62M+V0MOYzB90Oh0mvkiuUMvn2jmxrSzq/ujYyIZpcml+VbE2uzE2tza9tSDi80bVNcSSe8AXcOqPGbFWbLSq7Q+PzW9xOo0a9o1FKHVajx+6w6A1ms9nv9ydSgVjc5/KoTJZtk13m8GocXqveqlXqtbPLi6PTIrZwhMAgLm4uTUxvTs1tC0XLXMEciy/CklhYMl04OYMhU3AUKpnFZAsFZBaTymZPzM0KRKKx6YX5VTF/fIpI57D4Y0Q6G4zEAgTKxMwif3yaPzY1PrMwObcsmJhh8EapLD6ZxaCymSwBn8JiYEhkJn9EIJomMTgcgYjC5FOYAiZPROdMYIjsYTjp0RAaiaWBkQQoighFEeFoCpkhoHPGATydzBTwRmfZI5NILG0YjgfwDAyRBUWRHuQhnsqlc8bJTC6dKxROTo5OTSEJAJlFIbEJwmn+ys4ca5RCYKFWpXMwAA9GYocRaDASC0PjYWg8GIkZhKJAcACMwICR2GE4egCMeDwM6x+GD0CQfQPgfjACBAcGocifBsF9j0E/DUIGwAgYgIcgsSAYMABGPAbBHoGgj0Cwx8Owvp8G+34e+ukR6FE/uH8IOjSMGIagwDBgEAQHQ4G+n4cGhmBQBBaKwMIQ2L6+gT6vNyuT26ant8Yn1jm8BTZ3bnJ6Z3xyi86Z54+uzy5rxTLnhsQ5vaQRTklHp2Wj4zLRlHJ2wbiy7ljf8a9t+xc33LMr9vUdv1QdVyjDWzselcLncRXioVokUHE6k7FYrVw58vnzW9tmgzEUjNTM1rjRmkhkd93BaiTZzZROo5m9YuM8Uz7zRhrRzF48d5CvPQ0mOv5YyxWshpLddOkkV31Sab+I5w6imf147sAdqoWS3UC4GUvuevwVjT7icBdtzrzNmd+SuFTa8PHZB4M5efbs07/61//jf/vv/4//5t/9h2LlqVhsMZlidnvKbk+HQtVotBEOV2LxRiRaSSQbyVQjkaxnc61yZb9U3k1nmzqDIxBK5YutSq3X6pwcHF30dp8WS71YourxpuyOuD+Qi8aqwWDR4UyaLRGDvqDVZKyWgt1WMugjNms6HCxEgsVysdOo7dfL3Uy8FPYmwr5kLJCJBTIpXy7hzUa8+ZAra7OmDfqozpyxOEsac8buq7sCdYMtqzGEzbaUz18IhSvFfLdePayW9uKRktsZ9zjjAV8mFMilErVm/bjVOKlV9rvts93O007rdK/7rFRo57ONfK5WKbca9Vaj0W61Wt1ut9PZLRbKyUQhEk7HwqV8tpOMNg2agErrUmpdMrVHqnJLtUGFISLTxXfUEZ055/A2vO6qXOa36WOV7NFR8+LNi2+vzi/f39x9ffvx149ff3z89v3D168fvn798PXF+fWL8+vz59fnz69fXL26u3//+t3n1+++fP3w4funT3/54+tv39/9+uX9j89v3798+8fX3/7y44+/+f77j48vX704eXpQOWznetVcs5BsFcONQjAVcgSd+pDX6bWbjTq9UadfXtnY2ZGvb+8IRVMTC7Prsp11xZZEr5iaXcIT6YLRMZ3RZHOYLXaT22Oy2bVms8Lu0FotGo1qW62Qmg0aq8FoUKvX1tY2Nja2JStyxaZKu6rUrEhUS1vyBZVeLhTxxTLJ+vYWkUEbEY1tKbclGilnZJ4/tkzniAiUETyFg8LRkDgSjTNCYjDxVBqBRmPweRQ2m8rh8MfHKWwWhkTjj0/RuQKAQCHS2VgSHYLEovCUhVUxd3SSLRifnF8WzS7ROAIqe2R8ekE0P8MdEzL5XCKDisTjSQwmWzBGYXEJNA5AoEFRJBhAQmLoUCQZDCchsUwklvYAVTCANAhBQ5AEBIY6BMNiSWwqS0hhClA4GhRFQuHoaAIDjqY8ZIi80ZnJuXWOUERl8bmjo6NTU/yJEQqHRuEQhdMjk0uj/EkmV0SbWhbgqUwUngJBYUFwNBiBgQF4OIYIxxCHEegHP34Iino0BO3rH+7rB/UNgB8NQYdgKAgKB0ZiB8CIn4egj4dhg1DUIBQ5BEMNwVCDUNQABDEAQQ5BUcNw9OMByOMByKMB8KMBSP8gdHAYDoIgwVBgYAgGhgJ9j4b6B6EPNwqhcExf30Cf1RaVSC3zCzLR5CaVLiIQhWzeIndkeWxye3xqRzQrn15UT86rRqelYzOyyQX10opJvO1WaGJqfVKiiq3v+JfF3mWxR6KMKrRJjS4mV4a06qDLkQ148k5LQqF06PV+rzdrs8e3dywyhUNnDG9JbBZHulg9KzWe1zuXxcbzQLwdSe/FsgeBWDtbOctVn2TLZ05/5aGQ5Q7V0sWTSHr34eSrT1OFY7Mz5w03LPas3VUw2zJyVcBsyzjcBaMlOT4pzZfOTp9+XNu0ShW+TP64WHkajnWUmpBS6bXb0x5P3u3OBYOVaLQeDlei0VokWonFa/FE7QGwSuXdYqmXzjZ9gWQqU63Udtvdk5PT6+cX9/uHF/liJxDMuT0ptycdCpdisZo/ULDZ4gZDUKPNqbVZozlvthQNxpjTmU8m6rlsp1buNmt7tUIzEc4EneGQOxr3JRP+VDbWSIerQU/Bbo7p9VGjKWG0ZU22rMGWMTnyBktCpQuaLZFwpFLIdYr5Tq/ztFbZT8QqXnfC606EA7lIqBD0Z8vFXq/zZLf7tNM67XWedttnjepho3ZYzDQa5d1OY79V223UOu3mbq97sLt72G0fRiMZlzMWCuYz6d1S8Tgcbink/h2JR6ePGYxJhSqoUAXN1ozDVbDaM3p9SKPx2yxhryvZrR/eXb57ef7q46vPb25fffvw+U8/fv/9268fX3+4v757fXv//vX7F88u727uX92+ubq4uTi/fnn7+vX9h/tX77+9/fLj/dc/vn36/uHN9w/vXl4832vs3Ty7+fruw9Wz85OD6tFeuVkPxyOGgFcfC1szUXs6bPM79V67NuJ3+102k8FoMhjHxqfWN7eXN8RsgZAp4E0tLyzvbEr1muW1LcHY1PTcgkypUmrkcqVUrZXIFWKtXqozyPQ6uUYt0ShlWpVco1SoZLKtrc2NjfXNrUW5YtNo3rbYZVrTtky9uildo3HI6ztb23IpiUmbX1sOp6OBRGhHbhZLDKKZdTJDiKOwMUQmQKDgyAw0kQzH4BFYHJHOoHG5nNFRweQkg8+HofFswQSTP4qnMmkcAZ0rJNI5dI5gaWP74fnk/PLIxDQSR8ZTWXMrG3MrS7zxUTqXS2GxCDQ6mcmic0fITC6GxCDQOACejsBQADwTBMM/BgEoHGMQivl5ED4ExUBRxGEEHo4m4ykcLJmNxNEAPB1N3FcpFgAAIABJREFUYKBwNASGgsBSUTgagKdDUQQ0gS6cnJtb2WQLxvBUBnNkZHx2ZnZ1gcikEBlElpBF5VG4E5yxWQGFS0LhyTA0YRiOHoKhhhFoKIBHYIlIHGkYgYEgsRAUdhiO7gcjHhhTPxjePwwfRmDgGCICQwQjMYNQ5CAEOQRD9fUPPx6GDcFQw3A0CA6A4GgICofAECEw9IOB9XgQ8ngAMjAEA4GRYCjweBAChgI/PR5+PAgZGkYMDiMgcHTfT4N9Wq1nZUU5IdoQCJepdBGVPjkyujYmEq9sGKfm5CMTW6OTO7MruvUdh1juFss9BlPaas/bXBWzvag2ZGTquESdkGlTUnVMooqpNFGlOqJRBSymhM0YVUjsq6vqjQ2dWuPRaL1rG7q1DZ1c5VGovfF0r9m97BzctfZu06UTkyOrNsWt7kIktZurPEnkDsPJntNfiWcP0sWTfPVprvIkUz7NlE6T+aNa5ypXeWJ25tzBmsmafjgKddDuKoSibYe7ODEl+5f/8f9wfPZBqQnanHmnp6TUBLelboe7aDBEXK6c31/yeouBQDkSrcdi9WisFggUAsFCMFQIR0uJZC2daaYyjXiiUix3KrVerb7f6Z2ePb09v3jd23uWSte9vozbk3K7Ux5vxuPJ/JVeGYMqdUajzRlNObOlYLNl/IFqId9rNk5r5V6julfJNxKhdNgdjfkSmXAuE8llIrVUqOJ1ZAxqv0oVNJkSBktGpYsZ7VmZOiRVek22ZCRazWS7tcpBr/O0WT/KpZtBX8bjjIcC2XSilsu0sunmbvfpwd7F/u75A1o168e18n6ltNes7O13Tg96p53Gfqve7bX3O+29aqUZj2bdzqDPl04ma9FI3ePOWy1plTKo1cfMlrTZmtEbEwZT0u4sON0FmyMnl7scjvRe7/zm6tOnNz8+vfnl5tnLVy9e//rl+59//P7nX/748enr65tXV89eXD2/enl5+/Lq7sObjx/efrq9urt8cfv6/v3HD98+vP/668cfv3/+5dfPHz6/ufv85v6414l4Iu1yO+YPeu3OsN9UzAUyKZvDtm0x7gS8hpjfGPUavHat36mPBrxOi1EmkUq2thcWV6Qy5caOdHRymi8aFy3OLYjXtzXK2YXVpVWxXKXWGc1ylUy8symRrSuUW2rtjkqzrdVIDXqFQatSK6RKqUQhlYjFm9vbWzL5hlK9pdGtq3XrCu26XLMmVW9vyze2ZNKphTk6jzM+OyXTKR0B19yyVDS7SWWNQZAkCBKPITJwFAZAoCCweBgah8DiMGQymcliCwTCqanRqSkElkiksdFEKgJDJDE4VDYfT2WRGVzR7BJ/fFoomp2YWWTwhFAAjyHRRqfmOaMjNC6bxuVwRoUjEyLe+ASDJyTSWQgsmcEbYwumuMJprnAWwDP6h9EoHJM3OoMhMqEoIgRJAMGwCAyFROdTmAIMkQlHk2EACYWjoXA0GJqMxFLxVC4UIKBwVCZ/jDc2hacx0EQKg88XTk6OiEbRZByajEaT0VAshMwmskYZEDSobwD88xB0AIwAwQEICvtAnYbhaBAcDUFhYWgCHE2AAngYgEdgiQCe0j8MH0agERgiEkuCAngQDBiEIAcgyL5HQ49AsIevwAgMGImBAngkjoRCE2FI7DAE1T8EfTwA6R+CDYERYCjweAACgaEfDYD7h6CDIPgACAaFY356DOozGAJzczs8/gKbPcNizwrHVqfnpNNzsql5+cyCcm5Zu7pllaj9KmNUaYhI1AGTJWOyZAzmrM6YVuiSUnVsSxERy0PbivDShnN907657ZRs2w26sMMSU8ucq6vqnR2z1RZzudManU+udFodqXC0ni0e5UrH+cpZqnDkj7aUhsiG1GW0Z7yhuj/StLjyVnfB6SsXas/KzYtS47zSvGj2bqqtF6F4J5E7TOYO7Z5iINp6uM7mcBe0hlgo2s4VT8OxzpbE+fbDP4/Eu1pDzOEuuH2VhwGYJmvabI67XDm/v+zzFb3eQiRSSyRbsVg9ECj4/Dl/IPcAWMlUPZGqxROV7u5Zo3VUqe7WGwd7B+eHx5e1+lEkWrLZo05XwuVOO5xJiyVqNIZ0uoBG61doM2pDQW/Omx1lX6CaSO1WKwe93vNaqd2o9OqFRjaWy4RSxVi+mixXkyW/t+TzFC3mpFLhkyv9ekNMa4hKFV6Vxq/Vh3zebKl0sNc967VPdluHh73TXKaZjFej4WI0XEjGKrlMq1Laa9aOnpzeHu6/2Os967afNOtH9epBvXJQLe/vN44P26d7zaNOda/XPDzsnjVr++lE2W6L2G3RWLxdKBy5PTWlOqJQxdXalMfVNuoLOnXCYSkGPWWfI+8wBswaj9Pkvj2/+6/+s//yn/325xdPn7+8vH55dXl3ffXHb3/68fXHx3cf7+9ev7x+eXt1e3t5+/Ly9tvHr1/ff3n/6u2rq5fv797+9uXHn7799uun71/vPn66fX99drrfqO83G2G3a2tly2P1SLd3/B5vqRIplEORlCkY00WS9ljaGfGbI36z320O+Wwhv1utkExOTgqFwtn5xaWVtfHpWa5wjD8xwRufGJmanFpeYvGEc8trcrXGYLEaLEa5SrEjEyvVUq1OrtXJ9QaV2aIzm3Q6jVIllyll0tW15e3tTYVKrFRvyxTLEvmSVLWq1G2anXp/1L0h2SQxyAARj8Bh8HTS+OwkEktFYChQFBGMxKOJDCZ/gsUfx1NYOAqDSOeQGGwMmQoQiTgqjcHjjc/M8EYnSQwuDMAjMEQKi09lj+CpLCKdwx4Zn15cW9rYGZ9ZpLL5eCqTSGeTmVw8lfYw3443PiGaW5yYnWcLxol0NgSFIzN4TP4EWzDJ5IsAAgMGkCks4cqmjDc6jSWzwAjcIxACBhBpbCGLP0Fm8JE4KhRFQOGoKDwNBhCROCqJzsOQyDgKhcbhUFgsNImIp1IpbBaOQkbhsQARDxDxEAAxjIShSXgMmTgEh/w8BOkHw4dgABiJASMwIDgwCEH+E37B0AQ4hgBD4+FoAhJHQhOpj0GwIRgKisLB0AQICjsEQ/WD4Y9BsJ8GIf1gxDACDUFhwUjMMAIDRmKhAA6NJSMA/INp1T8IHQD9lWH1D0FhCOzAEGwIjHhIDOFI3KN+cJ/NFpud2+FwZlnsGd7I0sycZH5ROTMv54ysLK7qFLqQxhiVaYLbCu+Wwrul8CrVIbU2otYnNIakXJvYkgeXxZ75Nfv6tndsWj05rVhcNoo3zFZzIhosu+3JlRWVWu0OhcuZTMcXKFisMbevkEh33f6S3Z3zhmo2T8HsymnNiR2V3x2qe0N1p6+sMyds7oIv3CjUnmVKp4nswQNmZUqnJnvG7Mx5QnWbpxhN7Xr8VW+g5vKW9aZEMnOQL52Fom2LPSNV+FY3LOIdx7bUrdFHo4mu01OSKf12e9rpzD4wLKczHQxWEolmOFKNRCsPDCuRrGVyrXS2mco00tlmp3dWa+wXiu1iqVtvHNUbR5lcKxDMaXVehzPu8+fd7rTZHNHp/Cq1V65wqfR5vaVitBUd3kYqu1+uPqnXj3vdZ+V8o17uNkutcqZSSZUauVozW6+lyg5rymKK67QhhcKrUAU02rBKG5IpfRtis9tbaDbPDg+vj/fP93tPWtVeMV3NJOuZVD2fbRXz3UKuk8+2quW9XvvJ86f3e71n3fZZt31Wrx7WKgfN+lG9etirHXTKu41ip1Xu7TaP9trHlUInFs65XUmnIx6JNNLpPZenqtUlNLq0WptyOhoWU9lmLrjsZbspadZFgs5kJdv5+u77X37923/9L/7V5zcfTg8Or89f3N/evLt/9fnjl/u715fnlxfPX9zd3L17/e796/dvX739l3//D79//+3dyzdvbu6/vvv04+O3T/fv7y5ubk4vLw6e1jJpt8noNptkG+tCtlC6Id3a2FQrlBa7zOvXB6K6cNIYTtiCMUvYb474zSGfNRKwe1zWteV5CoVCIBBYHB6Lw0MTSBgimcxmExkMEpvFFAo4grGZhZXVTbFCo7U57QqNcmF5dnF5TqdXmMwaq81gtRmsFoPZpDNo1WqFTCxel0i3leotnV5mMO2YrDKLU2lzq+1es8NrmV9dxFHwIAQMgUPTeCwKh/EgrKhsoXByYWphfW5ZPDa1QKRxAQKVxOBQWFyAQEZgcQCBSGIwRHNzi+vbHMEEmkDFU5hM/iiDJ6QweTT2CJU9MreysbYlG52co7L5DN4onSvAkOhEOoPO5dG4POaIYHR6dnRqhjUyRucKHuZbEWlcNJExCMX8NAADIwhEGp83NsMaETG4YxgiAwTDAAQ6gzdO546RGHwUjvqAUwCehsCQkTgqjsKmstlUNofJ51PZbByVQmIwMGTST0ODj8EgLIWEpZCgaBQCh0GTCDAMAEYhAAIVwFMQWBIEhR2CovrBiAEIcgiGAsHRYCQWgsKBEZghKGoAgnhw4vuH4YNQ5INJP4xAD0JR/cPwRyDoEBQ1BEUNwQAQHBhGoEFwNAgGDEFRSDQBjsSBocDQMGIQBP9H0x09BEYgAAIIjITCMQgAD0fiUGjio35wn1bnFYnWOdw5Lm9+dGxtaUW1vKZbWtWOTm6JJXadJaHSh9d3HMtiy4bEua30SWQelSakNSaU2sj6jmd+1TK7Yl1Yty+sWXljkulZ5bbUrdMEgv5SLtnyuVJb20aTKfQgaiLRmsOZsjqSLm9ervbpTFFfuK4zx9XGmMmRVejC/lg7mT0IRJpme8blK7v9lUiiF4y2IoluPL3nDdbc/orRmrY6ck5v2eLIRhJdu6vgDdQc7oJaF0lmDsKxjtGScnqKclVAb0pYHVmHu+gNVIORViDciMQ7bnfe5coFAmWPp2CxxN2eXCRa8/rykWjF788HgrkHwEqlG8lULZ1tlsq9fKGdzbXyhU6pvJcvdOOJmj+QNxiDHm82GCo7nWmdLqjW+LTagFYb0JjzJmfV7Cz6wp1a81l796rRPG61TgrZaq3c7lTazWKjlW+0C41mplqM5EyWtEYXUSj9CpVfqfar1AGdLmA0hf3eTKnQO+idHe4+2Wvtd2q9aq6cjiRzmVYu0yoVeo3aUaN6+ECvDnbPn5zcturHzfrxbvfpw6t286RRPeyUdhv5dqPQ7ZT329WjcqadCFdD3nzQX7FbUzZbweUqmyxFk7loslRU2qzTUgp524lA02fL29SesCN5sffk73/5y7//z//Nr2/fv72+ur84f3V1+fHN/d3t9c315c3N3cX51dOnz8+fv7i7ffX+zfuPb95/eP3uH/7u73/99PXDy/sv92+/v3739sX11fHpxcHR1fHJ1fHJbi0XcZvDXrtFK5+fnpfvKJaWVkZHx8dneRqTNJhxhjJOT9ztS3o9LqPXY/Z4LD6v1WTSiSZH0VgMGovljAgEY+NEOpNAZdC5IzQOnzsmGptdGJ2amVtZm1tZFUtlJrtVLN0ZmxyfXZzT6jU2h8XpslksRrPZYLObzSaDSinb2FxZ31jeFC/JFZsGk9Tm0FhdGrNDbXZqVQbp6PQojoKDYpB0HmthfZUl4OOpdIBAYnCF0wurM4sbotkVrnAaTWRCUUQ0gYGjMOFoAgpPxJAoaBKJNzYunJwjM3kAngIQqFgSHU2kYog0PJVFYnC4oyL++DSVPYKjMIk0NonOwZIZRDqLyuZRWFwmXzg6NccdFdG5Av74FHd0ksTg0rlCCov/CATv+3kIBEODkTgClc3kj41MzFBZIyg8hcoa4QhFBCobhaPA0AQogEdiyQCBCuCpCCwJgSFROHQik0Jm0/A0EhKPBYh4BA7bN9DfD4aiiWQ0kQLH4NFEGoZEhwJ4EAwNEKgAgYrCU2AAfggGDPwVsAAQDBhGYMBIDAiO7gcjHg/DHvpWQzAUCAYMw9HDCPQwAj0EQw1CkP1g+APbejwMf+Brwwj0EBTVPwyHwNFgKPDX1hUYOQxBgaEABIYGw9AAhgSGAig0EU+kY/FUDI7ycz+4T6P1TE+Lx8bXhKMro2Nrs/OymXn57Lx8aV0vVXpU+vCOwrO2bd+QOreVvm2lb3PbIVcGFJrImtghECnYgq2xGc3SpnNmycgbk6xtWO3OfNBfSic7mUTTrPObzWGvLxuL15OpViRW93hzZlvCZI2LJXazPZUuHOmtSZkmaHRkJOqAw1fOlc6CkZbenDDZ0mpdxGBJWhzZcKzj9Jbk6oDenHD7q5FE1x9uGK0pf6hhMCdc3rLZlpEpfdFEz+7Ki3ecVkfOF6yHoi23r+L2VULRdiK9n8oeBiMtv7/s8RQCgYrHkzcYww5HKhAsOZxJfyDvcqXcnmQ4Ukoka9FYORItxhOVRLKSSFUz2Wah2C2WdjPZVjRWCQQLLlcqFC6HQhWTOSKTO5VKj8kUczjSOmvR4q5b3eVgfK+7f7N//KrRPK7VD/PpSq3U7la77XK7U2y1C41qopj2xc3WjFIdksq9SnVQpQko1X6DIeRyZ17efDk9utltH+91Tg7ah+1qp1GstUqNfLadTTUKuU6zftxtP+k0T3e7z06Pro8OLqvlvUbtcH/3ebt52qwfd1pn9epBt7zXLvY6lf29+nE134v4si5b3ONI+TwlkyGq0URVqohMEdMZsmZbVaPLBT2tRHg/EWx6bbm4J/t09+o/+v3v/vv/4t/+/u7j59tXv3748P7m5tX15a9fP799/er48OD8/PL8/PLi4urq8ubu5u7+5f2bl/evb1+9v7t/eX75+sXN97cfvrx6c3365PLw5M3F5VGjeXFweNqrlZLBUiYW8tjWl9Z3NiUjfMHExOTS5rTKsGN0Kwwuudau1jo0NqvGadc57Hqnw6DRKEZH+WgMhkAkckcEoukZOoeHp9AINBaRzuaOTU7ML00vLm9IZGvbO1tyhdqgm11a4An5a5vrGp3a4bK7PQ6TSWc0ah0Oq81qUiqkO5LNre31re0VhWrLbFW4PHq7R2dxqA02tdYsZwvZUAAKw6BoXJZofpbAoHKE4zgKjcrij03NCybm2AIRnTuOJbHQBDqOzMaS6FAADxBIKDxxEApF4fFswTidK6CyR8hMLpbMwJLoJAaHzhHgKEwkjgxHExAYIgyNByOxCCwRT2Wh8GQchU6ks7ijoqmFZe7oBI09MjY9T2XzsWTGQ0mCSOPAAAKApz5UzNEEGpnBQxNpeAprdnljW6GdW9kchKL+amxjSRgiHUOkIzAkEByNoxIQeACBAyAA/NHw0BAcCsdihpEIEAIJRWNgaBwMjUPhKWgiDYLC/TQI/XkIMgRDPUjaB5I1AEb0g+GDUNQwHA1BYsFIzIOP/mBLgZFYMAIz/E8HjgbBgUEoCobGPxQdfh6EDEJRYCRmCAY8HoY94NRDR/Sh0ACBoaFwDAyBRePIEDgag6OQaRwimYkj0H5+PNy3uCifmhJPTW+NT6yPCJfHJtbnFpU7MseWzCFRuMUy1/q2TSx3y7TBTZl7Zkk7MSXZ3LatblpHJ6X8CcnolEI4rRyf08ytmtYlboM5rjNErZZYOFj2OhMmnS+Vatntcbs9HgyVXJ6M2RK1OdNuX15vjnkC5WTuwB2o6K0pm7fojTRTxZNovGt3FbSGmMmS8oca0XjX7S3rDDGLLSNX+mUKn92ZD4SbTk/JZEmZrWmdMe4NVH3BusWedXlLqexhKnvg9BTDsU4k3o0ld+OpvWCk5fSUrI6czZkPBqteb9HjKXi9Rbc7a3ekvN5cLF73erOhcCkcKQWC+WAoHwznne64VueKJSrJVD2daaYzrWSqEYmWA4GC15cLh6uRSM3vL5lMMZnMLZO5dLqw3Z6xe0oGW8bmzmYKh/tHV4cnt+3OcbncyWcq9Uq7U+s1Sq1atlFKVpK+tNfk1xnj4h3n1o5dZ4jodX6Vyh0NF54/fXW0+2Svfdyt97r13n5rb7+916t3muV6Ollv1o72us9a9eNKaa9RPey2n+x2nuaz7cP9i93us07rtFE7atSO9rrPivlOMVlvFHrN0kE508kl2plYM+SrOCwpvSqiVYa1mrhSHtrZ9hv0Gbe7YbOVjWqPdNMQdiXOdp+/PLv67d33/+Rv//4ffv/z+xdXX25efrl/8+nl/eubVy8vb5+cnbdbu6cnz17evn55/erqxc371+8+vvnw5vbu3d3925vb+xeX316/vn3y5P3V5cX+3vlu76zV7NaT2ZijXvHnUja/V5eI2Y1G48TEBJMzQmNyp1dmJRqp0WMx+2wbKtWaXKEzqLx+p8NttTnNepN2Y3t9am4aS8SNjI+uiTcX1zZZfAGByqGyRjiCqfHpZcHk1Nzauliu2JTJ51bWxmdmRTNzs0vLZpttRyYTTU2OiyY2NlZ3dsRbW+sKpUSuEKvUEq1ertPL1ZodhUosU23I1Jti2fLs8jiRgYNhwHg6icZlUjlclkBI5TDJLAaDxxeIJkenFvjjM1TWGIBnogksDJGDwtEgSAIcg8eSaRgyGYbBiOaWZpc3BKIZJI4MggFYMoPOFVLZIzgKg0BjY0g0Bk84t7whmJjBEGl4KhNPYVGY/Kn5Vd7oFJnBo7JGcBQmRyhCYIhoIvXB6iLQmHgqk0BjkhhsMBIzAIH/NAjuB8MQWCKNwx+ZmB6fWQAIZIBAeViuhSZSMSQalkzHUxloEgYgoQEiBkVAI/FYOBaAAgAYiRxGADA0HgoQhqDoYTgegaFAUeTHQ8AABPEAPQMQxAAEMYxAP/weRmAGoUgYmgDgKcMI9AAECUMT0ETqMBwNBfBQFA4ER0MBPJpIQxOpUAAHBfBQAA9BYUEwoB/8wLNQYCT28UObAQQfhqAgcDQUjoHA0WAYAIYCcCQOgcLDUTgAS8IRaHAk7ufHw31ra5rFRfnMzPbklHhyemtxSbm0ql3d0G9sW9e2zEvrxvlV/cKacXHDNLOsG5uRC8fFkzMywfg2i7fKHdsRTsrH5zSLm3a1MSHXRrSGqFoXslliQX/R60w4LJFgqGgyhazWaChcDkWqgVDJH6q4fXmHJ+8JloPxtsWZ1ZjjZlfO6il6wo1U5sDjqxhMCb0x7nAVPL6KzZHTGmKRWMfmyJmt6UCoEUvu+oJ1uzPvcBUe+qKBcMPhLvqC9WzhJJU9dHpKwUgrHOuEYx1fsO70lBzuotNTdHqKLlfO4ci4XFmvt+hyZ63WhN2e8Pry0Wg1nqhHY5VgKB8IZr2+tNkSkMpMwVA+Fq8kU414ohYMFby+jM+XCwaLsVjD7y9arUmtNqBS+bTaoNmcsNszVnfR5i4Fo41i7ayz+7zZeVKr7VaqvVy6XC23WpVONVcvxIrpYCbsiDp1bpnSL1cHd6RO8bbNbAoXiwcnR1dnJzd77eP9zslB53C/fbDb3O01eruN7l6zV8x1GrWjbvtJt/3kIRnc6z1vNY6r5b3D/Red1mm7edptn+12nx7uXxTznVZ5r1s7bJYO8ol6LFAOenIOa1qvDpp0CbM+YbcVbdaCXp82m/MWS1GuiIS9uUys/vzw8vfPf/nnv/7tP/v6pz/effp6++rj1c2n69sv928+371+dfXy9uLm7PS8Xu88e/ri1d3bl9d3F88u765e3t/ev7q6efvy1d98//H86Pj69PTm7Oz27LSdy+6Vi3vlUjxgchglsZAu7Fc5bPJQwGQwGObm5lhcAYFMZ49xZ1bntrQSqUEhWl4RzM2ti1cUaqlUsa01qHQmrUItk6sVS2vLc8uLMrVSLFUIRVN0jpDBHWXxRYKJ+fG5+YWNzQ2pbFm8NT4zyxYIOQKhYFy0JZEsr62NiyYmRKKV1cXllcX5hZn1jeWtnVW5Ykurk2n1cqV6Sypf35GvShRrEtW6VL2xurO8trOs0KsVetWyWDyzvMwZFfDGhSMTIoFokjc2zRGIWPwpJm+SQOETaSM4MhuJpT6MZCHS6VgymcETsgXjFBYfgSFCUDgsmUFh8cgMLoXFJzG4KDyZQGWNTMxwhBMEGpvKHmHwxkgMHntkgszgEWkcKmsEIFDxVBYCS0ThyWgiBSBQkDgSCk9CEyk4Ch2FJ8ExeAgKC0VhkTjSwxZCGoePo9CxZBqaSEXhyUgcCYElIrAEBJaIJmMwFCyWSsBS8GgSHo5FPwzSe2gtgBE4MAIHRZFgaDIYTnwMAgahKDASC0ZiBiDIvwIWHN0PRgxBUQMQJBTAoYk0JI78ECAiMMRBCHIIBgxCUQNgBBiJBfAUFI48jMBAUFgogIMCuGEEZhCCHIAghqCoYQQaCRDgSBwUjvknVQgCI0EQJByJQwIEBAoPQ2KRaAIaS4bCMT89AvVNTYnn56Ui0YZItDEzJ93YNIh3rJvblul5xfjUjnByZ2xKMjYtE05JhFPSsRn50qpualbG4q0wecuCSalwSjY+p17bcVlcBY0podGHNPqQ3RZzOZMWg89i8G1s6La3TWZz2OvNWm1xmz3hD5Yfmu7eYCUQbbqDFWeg4o00nP6K3Vfy+aoWa1qjCWt1EbsjHwo1o7FOJNoplZ9Eom2frxqNdhLJ3UCw4XIXXa7ig/oLhBsefzUS7+RLZ8nMgcNd8PiroWjLH6qbbRmDOeFwF7yBqttX1mgCWm3QYkl4vAWvt2C3J622mNOZCgQLgWDBH8j5AtlAMOcPZG32sEptD4YK0VglnqhHY9VAsOj354PBciRai0QbdntapfIrFB6tJmQ2JazWtM2acbmT4XCxWOx2OqfN1kGx2CoW6vVaJ5MulUvNWqmbS1Uj/pzHEbcbwyaNTyZ36Q1hncarUjpTsdLLy/fv7j4c9U6Ouodn+6dPDp+c7B13m7vNaqfV2O11Dh7aoe3mSbf95GDv4mDvol49TMarndbZ8eFlq3HSaZ3t754f7r84Prws5jv12lG1cpjPdMOBksuesVuSZn1cpwrpVRGrMRX01gKeikkfNemiTkvSoo88P3zy/vb1n7788i/+/Hf/8Dd/9/vHr++v7z5iGD6oAAAgAElEQVS9fP3x9s2by7v3d+/fv3x/9fzl1fndsye39ere6f7+7cXFyxcvrp49u3vx4s3Nzbub20+v7u/OL/YbzRfHJ1cnZ71SpRiNd4vlpNcfiems9s1QTOEPSc22LZtTIpHLJmemeaMiApXJEPBEC3NbapXCZJhbl00uba1ur69urc+tLsi1CqPDpDKolHrV+s6GaHZ6Q7K9srkjFE1zBVNcwTRPMD8mWhmdnZ1eWZnf2BQtLrEE4yQmh8ris/hjs4srk3OLwomJydnZdfH68trS1OzE3MLU8sr01vayQrmtVO9IZZvirZXNneUt2apct2mwK3RWpcGudgU9Nq9jU6aYXlyZXJxcEi+tbG3MrS6Pzyzxx6a5gjn+2CKBIiTSRnFkHhJLR2CJGBKdyGCQmEwchYEmUpFYEgJDROHIaCINQ6KhiTQqe4RI5wAECoZEo3OFDN4ohcWjsUfIDAGawMRROACeDhDoODLrQdMBeDJAoAAEEhJHgGOwCCwOTSThqTSAQMKQKFgyFU2koPBEJI6AwhMBAhlDoj78GYbGQgEsFMBAAAwEhQaIeCyFhKdR8DQKmkSEYdBDMORjMBQEBwYgyEEoGoIiwNFUCJI4BMUNgrEgGABF4SAo7CAUOQBBPki8x8PwAQhiEIIEIzEYEo1IZ6PwlIeywgAY8XgY/vMQ5Och6DAcjcCSYAB+AIIcRmCgKBwMjYcCOBAcPQhFDkKRQzCAQGZg8BQ4EgeCIAdAsCEwAgJHI1B4DI6CxpLhKDwUjoEhsXAUHgRG9v082LexoZPJbHNzkvkF2cKSclNslMidKq1vflkzMS0ZndyZmJWPTku5Y5u88a2JOeXsvHJsYovBWeKPbS6LbVsKn1QbMbtLMm1YZYzrTVGDOWa3RQ16n3zHqJCYlCqnwRDw+nJeX85oDltsMX+oEghXxRK7TOXVWxMWV87mKdo8Rb0trTEnLJa0wZjQ62NmS8rnq6bTB5XKs0bzRbn8NBbr+nzVQLAeCjU9nrLNnrPZszZnzu0rP2SF0UQ3nTsMxzoWe9bmzPlDDY+/ojVEVdqw3VV4oFpabVCvD9tsqUCg7PeXrNaETu/X6fxeX9bjzbg9Ka8v7Q9mvf60zR7W6t3xRC0Wr8bitUSykUy1EslmLNYIh6suV1avD8nlboXCo9WG9fqoyZiwWFKBYD6Zqtcbh3t7z1rtw0KhUchVa9VOPlctl5qVYjudKPmcCavBb9L6TVq/3hAyW+JeTyaTbh/vn19fvLk4u9xrHpyfPD8/ef706Onp/sle56DT6DXr3Wa92+s86bWf7HaeHuyeHx9eHu6/aDVOivnufu/52cltr/Ok13m613ve6zzd331ezHXSqUY8Vgl48w5r3GKMWU1xhyXjtGbVsoBJlwh4Km57Qa3wGbXhVKzdqDz5/Or9n7/99ne//vkv33///ePXz3dvPt+9+ePTt08v3949v3p1ef/q8v756eX1+aurF2+67ZOTvb3r589eXV29vLi4u3jx+vr67c3N25ubJ3v7F8cn765ujtudoM1RS2cvDo9cOoPbK9EblzyBbZdPbLBsGK2bm9tb03OzHMEEic7mjAkn5mcWt8Sr0p3R2bXR2fUV8drY9ASDx1zf2bC4rXqbQWPSimVbHOHI1MLcxMw8e2SUxROx+SIGZ5IzMssaGx2ZmhydneNNiKgcPpHBpnMEvLHJmcUV0czC6MTE3OKSQiWXKiTLawvLq/NK1ZZOL9UblSq1ZGNzaWFxanZxYn55Uq7bNNqVWqtCZZRqLfotpUQwOUNmcjijnJmVmaXNtYW1lbkV8cTsEntklsGdwhB5WCIPwLNgAAWMxMIxBCyFQmaySHQOEkuConAAgYKjMAACFY4hIrBEApVFpLNxFCaOwqSweHSukMLk4amshzHHODIbT+EABDoSS0ETaDS2ACCQ0UQqlkzFkCgAkYQmkXFUKonBhGNwAIGMo9AwJCoCi4cCWAQWjyaSEVg8BMAMI1AgOBKMBKAA5gG5EDg0QMBhSAQ0CQ/HYsFI5BAMMQCBQ1C4/mH4YxACgsTD0RQQDDcIwYIRxL9KPAA3CEUNQpAPAV//MHzwHyM/gEChsHgYEg0ERz947QNgxM+DkMcg2DACDUPjh+HoRyAYCAZAULiHQikEhR2CAQ+dUhyBBmBJUATmISWEwDFYPJVC5xIpTAyOAkPi/urBQ4H+QWhf30BfsbiXTDZXVtWra5rNLePWjmVbapcqnGti88KKdmFVv75jW99xLG9aVrZs20rf/JJqcUUzOSufWVDtqAJ6W1pnSxud+YcWldWRMlpiJmNAIbdJxFq13JJMNp3OpN4Q0Gi9Ko3XaI4YzNFtiW1NbJYqPWpj1OTIGO0ZvS1lduVs3lIgUPP7a35/LRhsxKKddHq/kD8plZ7kcseRSMvrKXs9Za+34nIWbLaszZox2zIWe9bmzLu85UC4+WBX6U0JkzXl8VfdvorWEFPrInZX/mFZ6UNK6PMVw+G6318ymiIyuWNnxxKOlAPBgj+Q9fkzbk/SYg1pdS6F0hqOlMORSjRWS6Za6Uw3kWgFgxWXK6tWBxQKr1Lp12rDanVIofBrtRG7PVdIFyr5aq/VOz04Pdw7ataapVK1UqmXS61yqZXLd6Kxst2e0enCWl3MaEq5nfGgP1PJt88OL86Pzw/bhweN7pPdo6snz58eHB90Dw66h4eHTw8Pn7V7Z5X6fq/9ZH/3/Pjw6vT45uTw6ujg8vTo+unZ3cHu+dPTl3u9Z7vdZ+3GyUN6mMu0XIGcxZX8//l6j+7G9WzLM+6NCInegAAJeu8kiiIlyltK9N6B3nuKpLz3lpIoifIufFyTeTPzvcx6VdXVpgbdg+7v1QNEZlcPutfCgMQCMNzr/Pf5nX28SMnly3u8pQBSjUeXsumNGFKP+GvZ6Gw+Pp8OFeeLK1dHrc/3X357fv23r9/+53/7x3/7299///zrt5cv3z///v3Tb68v368uH69bz9et5+bZ7eP950+vv5w3bl6aj5+vP3y5+fBy8XB/2nq5vPt4c/dydfPnL59uzxpby/WFmVzEb1tfrFw394Je0+CUom9cavL2WHw6q2/UHZmaNBv6Roa0AyNq3eCYYWrMOD2kH+8ZHpR09nZqhwf142KVksaGtUMDjoDL7nc6EbfZZVGoVd39OqW6hy9RCKUanqgLZnUw2Z08pVzU1SlRdwuUHUyhjCmUCmRdCnWftn+0Wzes0vT0DY2gzKjeOG6yTccSvnjSH40FvH670aQfnxgemegfnxo0Oca8IYsv6vCEbXafUzfSD/PFJIhJ59NkapGsSyFVybX9o919w0JpL5vfRWd1gLACYIjJoIBIg8kQi8Hl8qRSgayDBnOJNJjOEXKEMgZXRGNyIbaAyZfwJUqOUAayeHSOkCtWcERyBvdH0h5XpJJ26MQKDZMn44gUInkXAYAodCaNxYY4XJDNBtlstFAighAAMyE2h8pg4qk0LIVKhugQh0thwASA1k4ktxFIWDKFANDQhE8CQCOBEBmiE2gghkRtJ1KwZIBAhagMTjsReIelYMkQgQpjiBCGBJFobOw/PSl0qgZFqND4UDwVwpJpFDoL5omoDDaGRENbBzgK2EagoBYVnkpvJwJvsSQMiYZ2AKgMNpEGo0VWG4EKQCwqjUmi0P8FW7E4IrG0k8OToMdAHJGGI9IwOMrP73Fv3rS9ubr6vLrW6FKPa7T6iUmvwRjUG5CxSd+0OTptjpodaTdS8Udn/ZFZX2Q2EJ2bnEacnqzZkZ6YDpmcWYe/YnRmx01xp7+cLGyGojW7O+10xIxGv90ciIXy8XjNZotOGwJGI2IwBW32uNOTNVljkcR8NLmAxOZCiYVAdM4fnU2XtmcWGuXSbrm8VynvVSr7MzMH/7qq1cNCYTuVWk0mV5LJlURiKRpdiETmfEgVladIfDGWXA7H5v3BqsdfDkbmkpnVRHrVH6x5/JVgZC4SX0DC9Xh8/geKlV3JZJYjkZrPn/f6cmiFlc7MpjNz0VjZ60+53DGPN5FI1DPZhWJprVzZKBRWk8m5YLDi9eaNxojJFHU6cwF/xe0qWC0pn6+Sz2/tru/ube43DhutZuvi7GJ/Z39tdXN1dWNtdXdxYWOmup7LLYTDNY8n7/XOhMLzhdzCytJBY//y9PDqYONgb23vfO/4/rzVOjk72dnfXts52D44O7u5uno8Prvd3js/2Ls8OrhuHN8d7bc2Vo+XFnY31xuN47vD/Vbj+G5rvYEy7vP1raWFvZnSSjhZ94WKTm/O6c25PSWvrxwJzWeSa3Mzh7nESiWzsjZ3dLhxdnf2/Mvzr7++/vaPX379z7/96X/669//409/+fby5evz528ff/3w+Pnx4fNF8/7q4rF1+XR1+fjh5fuXj7+1Lh6ezu4fGrcPpze3x1etw7OXy7sv908vrZunq4ug06ZRikvp6PJsfn4mUyvFzVMDervW4NR5YqMWv87iHXGF9H2jQ0K5VDsw3Ds0ZnLajU7bqEHfPz6i1o2N6G2jxin1gE6olA9MjBqd5hHD+JhhfGB8UKbqUGrUInknTyyXKnUSRS9PoBGItHylQqjqEHWqODI5nScGOUKWQCGUqxVdvV3aQZWmp7u3r394oH+of2Ri0Om1xpO+eNIXiyOhsNfnd3m8dpfP6gnY9OZBi3vS7je6ghaD3STvVoJsPlsoHZjQjZtHVL3dHDFPptIq1TqOQM3kdrL53Qx2J8SUQiwZxBZAbAFbKBQplVyxgsbkkiEmgyvkihUcoYzJl7CFUoGsQ9ndy5coUX6SyRdzRXKOUNYzoFd2DfLEKpV2RDswIVFq+ZIOBkf0DkfEkgEiCFHoDBIEEkGQBAJkOo1MZwAwE4BZRBrURiC9xxNxVIDKgGEen8qAsRRqG4GIIZHRzLz3eAKOQiUANAIAYinU93jSezwJR6GRISYAcwlUBoYEYskQukICXYaKIQIEgI5CCSgRSgQYGBJKvdOJNAaVzqbQ2eiJkgAwqHQ2KmQopYUhoSdNKpYMog+jgoUjgxgi0E4EKABMBVkAyCJTGQQSSKLQQQaXzRWzOCIKDcYRAByRhmKlP73Dvvmp/c3FxcfdvZa6e0LVNdY/aJ2c8hnMEZM15g2WA+FqIFIPROr+yKwLqUxZk/1jvr5Bq9OTcQdKRlvC5iv6o7OuYNXiKSbzG9nKjsOdmTIG7bbIlN5tNXrjkYLdHjOZgj5/LpWai0SrkWg1X9qozx8msyuh2KzVnXMFyp5Q1R2ciWZWU8WtbGY9m1nPZjbyuc1iYbtY2CkWtgv57WJhO5fdSCVX4rHFeGwxFl0Ih2aRQNUbmPH4y/5gNRxbCEbm3L6yy1v0BmbQQ2IivRqKzvmQqg+pIuF6MDIXjc4GAmW/vxSNziZTC4nEXDxeT6XmQ+FSJFpJpurpzFw4WnR74h5fMhItptPzmexiLr+Syy+n0guhcMXtztlsCZMpZjBEbNa031/x+ypeTzmVXF1eumzuH7ROTh5brQ93d9fN5v7W1trK2sbaxsrKTrW2nM4txpKz/tCs01t2+eeCsbXluc3GweXVSWt//WBveePyoHF/2mwdnlwcnjR29ne39g93j45Pb06b9wen99uHrYO9q/3dy/3dy52ts8X53Zny6vzs1vbm2cHe1fbG6cw/2ffFuZ352e1MsuZP1p2hot1fcCIlt3/G5Ssj/lo8trRQPZjJb23O7V8d3b9cPH57+PxvX37996+//e//+I//4z/+yz9++8uX+5eXuw8vdx9vbz/f3X25uv54fvly2Xq+vv349Pjpy+ffPr1+vji/utw8vdxoPBxevZ7ePzZaHy7uHs4vDlc30uFAt1zCAHAr8+Wzk410wmuc7tf1Sh1RQyDriM+4beFRK6J3RY0qXQ8RojH5IqZApNKpNQM9mn5Nz2Cvpm9o0mgd0E/2jo2q+nvHLAaj2zI4NTIwMdjV3y2QSwVyKZMnYvHFis6Bzq5hmXxI2THCkUu4ShlXroRFYoAloMA8kC1m8hUSpbZTM9Ch1spV3QqVUtYh1+hUZochFHEEw45gyBMMeYJBv8/vdnhMZseU0T6qtwyOm/onLYO9w30wnwXzxP1jU6G0L1EIjxsnOGIuRyhjC2U0hgzmdHD4WgjuABgSBlvB5EthnoQtFAnkciZfDLH4NJjL4AhZAimTL6FzBDQmTyDr0PaPSJRqHAUi0hgwT4TCGb2DBrlqAGJJpR26ju4BJk9O54gIAIwhUXEUkECj4QEASyG2kwgYMhFHJaMVEwmEcFRqG4H4/p9RU2yhCGAycahgkck4ChVDIr/HE/BUiAQyUWsJQwJQW4oMMikQm0Jnk0EWEYCJNCYJZOEodNSrQlMZMCQAS6ahaDueCuEoIIFKRz04HBl804Z/hyWh9Rd6WkSZ0jY8pZ1AJQAMPBUigTCFzqbQWQSAgSWD6IkSSwDIAANkcEA6hwLARDJEBmAaxKbDPAIJbMeR0bHndhz553e4N2+xb+7ufnl5+cPpTIyPuwYGrSNjTrsrHYrW/KGZUGw2EK07/SWLO6c3x7t0Fgavd2TcHYxUo6lFl7/oDFT80Tl3qGb3V/LVvWR+Y2IqMDrhcTiiE+OOyVGLzx1zOhNGIxJACtXa9kx1O19YLc1s1+YOUrlVJFKzODOB6GwyvxHLribyG5H0Sjaznk6tJhPLifhSMrGcSq4kE8vx2GI6tZpMrKA6FQrWkUDV5y27nHlvYMbtK/uDNXSJi92Vc7jzgVC9UN7N5DcT6ZVwbAHdo4eKWrG4GY/PI8FKKFQNh6vBYBkJlsKRmXiilkzN5vKL2dwCEsyZLYjVFgwgmWptu1hay2aX0pmFdGYpFqt7vHmzOWq3pw3TYaMx5vWWQsHZaGRhpnK4v/fcOmk8XbW+vbx8e329Pj/fXltbWVrZ2thaWtoqluaiiVowUvEiNae37PbPBWNrB1uNy9O7q5Org42D0+2Dp4ub+9Pmwcra1fHp5WGjcXR2cni6f3i5d3CxeXC1sX+5t3OxvXm2u31+tN9CIxmODq6vLz8c7F0tLezFo+VSYWlt5Qhd9RoNFzyxGRuSt/ny7lDFF6y5/RXEX4tHl/LJ5Wphq7F1+Xz1+fHs7uXi8W9ffvlf//af/vvf/v5//bf/5a9ffn04b316+vJ8+3p42Do9vW9evlxcvV7ffHh4+vr506/fv/35+fG1cXR2sdG43j7/cvXyx9P3L9dP98cXm7MLYYfbMT1pnRwbH9SeH203jtYDXuPwUGdfr6xX3zntHXEnpiZcPZbAZDDn6hsfobFhjkhK5/IlnVJFt7KrV60b6esdHJ0y2Yamp/onJ1T9vcNGvcFlGTNNjhrHNUM90k6lUCFjcAQMDl8i75UqdHxBj1CkgwQ8hkgAi8Qgj0+GuSQGh8YUMXgyRVefSjuoUHVLFJ0SpVQoE3Wo5ZOGMZNl1GwdtdkNbo/V53e7PQ6jdWJMP+hGTAbbyMh078h0r0qnBpggT9Lh8IWcQUskGxidHoM4dAqdTQaZBAqPwe6AOV1kmoRI5YGwFOaK6RwRncNlCYUwTwTzRAyuiMER0jkCGpNLBBhtBAqLL+kdGlN26yh0No3JYwmkIItPg7lCqZYtUBGoHBZPyeBI32KoeCoDT6EDMBuA2RQGgwDQMGRCGxGPIRPxAOUdHt9OJGHJFCyZ0k4iYUhkHJVKBEEGj0em09tJpDYCEUehkkCICIJ4KkCkMQCYi4omAWBg/olrEQAGDeaBLD6FzqbQOQDMxVGgN2+x73BkLBnEUSCUbidDLAqdTaQx2olUPAVicEVMvqSdQH3zU9tP7QQUrXqLIbYRqHgqHUumvcOS2okACsqTQSaFziZDLAKVjiWDKPL+01ssjgCAdA6dyadBbDKVgfYHaRAbS6C+x5AIJJBEpWPwlJ/f439+h3tTm9+9e/4tW1zpGzJbHDEvkvcFS/H0gtmeGBn3TkwF9YZwb79d02sZnUCmTfFAZCWc3MwUD2KpTaen4vHXorGFULieTi9EwjM2S3B4wDQyMG2ednvsiMeG2F15h7uAhGd9wVooOl8o71Zqh4srl5nCltNTjCaW6/ONdG4zmljK5DcT6dVgtBZNziezy6ncSjy9GEnMRRJz0eQ8ej+RWYqlFoPRmidQdPnyTm/eZku4XBmvt+Dx5l2urMeTCwYr8fh8OFyLxmYjkVowOBOO1MLhmsORHh11R4KlWLiSiFYT0Wo8MpOIVpPJ2Wx20efPRWPVSLyaLSz7QoWJaZ8HyWeLKz9yHfIr6fSC252xmKN2U9qkj3kdVeNkyjodD/uqESSBeMIzpcxV8+g/PV399+8v//b61Nre2FhcO9jYW1k7zheXyrN7SKxm86Qc3ozHm3A4o6FAopCtXh1dH6wdrc9t7q0e3pzdvd5+urt8OD1oHu+fri9vLS+u7e0cnjaahwcnW1u7G+tbB3vnh/vNw8PLw8PLg8PW4dH1YeP++OxxY69VXzrM13YKs3v52f14Yd2fXPDG58KRhVB4PhiqB0P1cLiWSCzkskul0tr87Fbj6Ob+7uPd7evT/evvv/zx97/9p7//9R/fX79+f/367eXLl6fPH+9en1uPD+c3t6etTzcvD2c3n29evj98+nz98rH19Hh6fX3QPN6/Pju+uzw/eHm4Ot4r1Uruw+3U2WFxcyW4NOuuzFjKFXO24PEEJjR9OpjHESikY8YpZ9DsDJnHrF3T7p5w3mRFBjTD8g6dSKFRcqU8haZrcHJsdFrvi4aMnoFBQ0ffRGfvmFI9oOod1Q5OjGmH+js0vQKZEuLwaCwOSygUKZVSVYdEpZTIlRK5UiCWwmwujc6kM7lsnpgnlLE4IrWmv7dvTCDqBOl8Ll+h7NB1qvp7BnX9IwMDY4NDEyMGm9Hpdxkcpr6xgYHJod7RPu1I77BxrHu4RzfRj6TDsVLSE3EYXfph/TARIrUTyWSIQYOFdLaUCokBuoQICIhUAQUStBPgNjxIg0VcsYQtErMEQgaXD7E5AJNFZcAUOoPGYvMkUmmnii+VURlMHIVKhugwj0+F6SAbpnNZdC6b9uNhJoXOJNGYIJMPscRUOp8KCWiwmAIK2gkwkfZjGhlPgVDdwZHBdgIVgLkUOgtk8ckQ82cMEUOiUehsDIkGsvgckZwjlNGYPPQ3kyfGU+kEgE5lcHgSBVckx5JpP7cTUI4BQwLQjh6ODBIBBpEGowTWm/c4lGB4iyH+1E7AEAEcBcKQaOhiVAKZiidS0KXNOCIFT6K0YfF8oUQklUMwC4JZTA4PZLAoNDqBRKWCDCpIx5MoGDyJQKLiiJT37TgyAKHvtmEJP71ra8cRcUTym5/evrE4osnsnNufNdujbn/WE8i5fLlJAzI05tbqzL39Nt2AvUtj7B9y2125QKjmj6z4IyvhxLovuGCx55yeSig86wtUQqGy15M1GXwjQ+bxIaPDEkiEs8VMLRJf8gZmAqHZYGQumV0vVQ+Klb3q3Em5eoBE5pKZtXLtMJJYCoRmo4klf7DmC5ZDsXosvRhLLYZidX+o4g9VApGq05v3IqVAeCYQnvEESg5P1u7O2N0Zn6/ocmVs9qTDkfL5iqFQNRKtRyL1eHw+kZgPR2r+QCmAlMPhqt9ftFoTbkfC7Uh63emgPx8LzySitVi0Gg5XkFApFq+FYzPp3FIgXJoyIf5QMVNczuVWk6nFdHohGq3arDGTMey0Zu3mjHEy5XVUQ96ZgLOYiuV2Nw8/fbj/65+//f3h4r+83vx+d32zu7m/vtvYPd7cbtbntgOxmjNQcHgzTn/O6Yq53LFirra/c3q+f3myfXa4cdLYObs8bl2f3V02WqeHzaO9k72tg92t/YO94+Oj05Pjs0bj/Pz88vSkdbjf3Nk+3dk53Tu4PDy63j283t6/Wt5szi4flecPSnP7yfKmN1q3+IsWf9EfqAdD86HwnN8/4/eXksnF1dVG8/x1ffWwcXx7c/3y+PDp+5ff/v63//zvf/379y+//Pbply/Pn19unu4vbu+bt4+Xdy+tx9frp2+Pnz5cP325ff3Yero/aT2d3Tyf3V4fNI/2rg62L5qN3cfb88ZBebGObCyFtlYi2cR4PDSIBHXhyEA4ZnL7xvpHhyUdClGHfGB8VG8fNbomhk3KKZc2OeOIFi0jxh6phsuRcJlClkLTpR3q1wz0WTxOZ3jchoy4IkZHcHrcPDo0NTCsn9CNDgnkSrZQwuAKYJ6QL5PL1erOHk1nr6a3f1CpUvNFEiaHD7N5DBaXyRFyeGIOX9qh6unqHhCKO5lsiUDU2aHqU3cPdXR3dmq7uvu0QxPDZqfFhXisXvuEWa/QdkjVcmGnWDPcox7S6ib6p13Ggelhq884NNU3pB8WdYj5MjnME1DpfBosAugSiCmnQmIqJAZhCYnGJ4M8vkQt7VQJ5Aq2UETn8ugcLp3DZXB5DC4PgJno2CBHJAFgJpEGUhkwg8eH2EyAyaDCdJAFM3g8mMcHWVwyxASZfAZHBLHEZJBLovEAhghgiEkAjwyxSCCMShURYBBpDHS6GGWvIBafDLHQMocA0N9iiWSIRecIIBafBMIAg8MSSBkcIZYMon1MoVwllKtIILONQMGSwXYigFpXWBINDcBCzfJ3ONKbd1hUzt5iST+3E97jKe1E6nscmUCm4kkUHJGMJZCxBFStqAQytQ2L5wrEErmSKxBz+SIWl0+jwwAE40kUCgCRARBHJGPwRDyJiiOS32Nw6B08kdKOI/78vh2DJ/0QLE8g5/SmXL5MJFFzejMWR9zhyXRppzvV+k71lKbXoum1aHVWvSGKhGajiWWLo2y0FqyOksVRNNuygdBcMr0SjsxaLdHJCe9gn0HXox8ZNFiNvngoVynMx1Mr3kAFCddzxe25xbPZhdN8aSdf2qnUDmLJpVR2LZ1b9wZmPP4KEp51egoub94fqoRjs6Fo3YCKOiQAACAASURBVBMooqrk9OZc3rw3UAqEZ5BwNRCa8SIlb6DkDZTi8blQaMb7o7zKo1Ho8fhcPDEfj8+Hw1Wvr+D1FYLBmUikHgpXg/5CwJv1ezKhQAHdCuP1Zmy2aCxeSyRng5FyMjOPRMoWRywYq6QLS8XiRiK5EIlWPd7slD4wNYW4bHm3vWDSJ/2uatBTQtzFhdrKh8cvv3z9cH15+vn8+OV4r7m9fbC0tL60ub60VZ/fKZRWbJ60zZ1y+dLeQM7njYWD6dX5tYfrp5Pt0/P9y6uT66uT67ODi5Pds+O9s8b++dHe6enRxclxc3/veGf74PCgcX5+1bq6uzh/PDm63tu9ONi/Omk8np497R/dbWxfzMztl2u7+ZmdVGHdH5uzePIGZ8bsySNIze0uOJ3ZUKhWq+7u7d5enL+0Lj7ubp9eNp8+PH399un3P3772z/++h9//PrH6+OHXz58+3D7fHN6dXl4ftO4emk9fH38+MvL168PHz/dvHxoPd6fXp/vHN81rj5cPV7uNdYW9urllZ3NpZPDrY319GwdKRat5bI9mZqIxkYCkSFfeMAdmDTaBnRDg4quToWmQzvY0zvaMWLo6dOLR0yKWMlUWPAG05YJq1bdr5CoeL0j2gnzaP+4bso+afWP2ZEJf9zuDBr7x/tUvZ1dut4OrQY9arEEUp5EKe1Uq3r6tAPDupGxwZExpUotEEtFUoVYqmTzRAwmj8kWKDq1HapeZWevRKbmCzsEok6pXNOh6pd0dIgUCkV319DEmMXlcPg8No/d5LBo+jWSDolQxhuZHBzVD/aP9ujNo5PGEaNzqqu/o3dY19GjUvXqBDIFxBJBLDGVLmKwFSBTSoMldLYUYkqYPEWnZkjRrRHIFQwujwozASaLzuHCfAGTL6AymHQOlykQwnwBjcmi0Blos4/BZVNhOhEEARhmC0VciRTtwcFcMcyTgEwhEWChS1JpsJgGiwEGh0pnkyEmkcYgUOkEgEECmRQ6i0hjkEAmAHNJIIwaVSi4QADoZIiFGuckkIlm46B+OY3JEyvVsk4NyOL9D5Y55Z9MKYQl0doIlLdY0s8Ywpv3uDYCBfXa0ezQt1jST+14DJ6IwRPbcUR0yzyeRCFSAHTVIIvLl8iUUkWHRK5kcnhUGp0Os9EHCGQq+iKeSMERyG1YPJFCwxLI6ML6t21Y9FNvfnr7xu3POL0pmyvh9Kb1RsRkjYSitWlzpKNLrxu0j04ERicC4/qQw51H99CZ7SW9MWOwZC2OostTjiVXM9m1ADJjmEaGh+x9vVPDAyaj3uW0BoPeRDyU8wdrTk8xEl9cXGlu7z3OL51nC1uZ/Ga2sBmJL0Tii0i4bnNmXd5SIFR3uAtOb86HlAPhGV+wbHdnzLa4yRa3OJJOT87tK3gCRR9S9iIlT6Do9hfc/oLNlvR48whSdrtzRmNErw+YTFGXKxMIlIPBmWBwxu8voVuqwuFaLD6XiFbjkWo8Wk3EaslYLRaZQZCC15tJpudT6flAqBRLzoZiM05vOpKsJ7ML2dxqKFz1+fJWa2xk2Dkx7nWYM05rzmHOO62FkLdcyW3ubR03T1onhztb60v/9evHX1vN1v7B2ebm1urOXGUhnqwh4YInWHD4Mm5fGgmXkvFiMT+7ubJ9edo62jxpHlzenN5dn96dHVwcbTcOtk+OdhqnR83Ls5uz06ud7cP1tZ293aPDw8bB/sneTvNg9+Lw8Prk5O745H5372p5rVGf24sk50Lxuj9S8wQrNn/R4slbvEV7oIJSF8FgdW7u+PLiy9PTH5fN1+3N86ODq+fHb3/89u9//P7337796fvnX7+8fnl5eH1uPdydX183Lm/PWq/XT9+fP//24fvvH395vXp8uri7P21dH12cbR/dN1ofW0878+upaCngjs+U0rVKNpe15bK2WGw8lzMVS+Z8wZjMT4cTY07f+Nh0t0rbLZRJO7SdHT0qmYbXO9apHeOrhzn2UH+iYkVSZm/cYHBOdPXLR43DwWTAiditPrPJM2xwDZrcE2Omfnm3jC/nizuUIqWCJZBwxXKBtFOk6JJ2dndqdT2DI4MTeq2uT6rokMiUXZqeTrWWzRNCMIfFFQ2O6NWafrlSK1NoJbJuLl/B5StE4i5JRwdfKpV2KgfGRgx2q9FunbYajXZz37BO3iXr1Cj9Ee+kaVQo4yrVktGpwXHziKxb3NGj4kn5kk6VrEvNl6gglogCCmGOAmLKKJCQBotBppgtUKq0wyKFkiUQUhkwAaCRIDoAM2ksNo3FBllsiM2BOFyIw6Wx2ADMpNBhMp0BsmAqTKfQ6TQWEw3wYwnEDK6AzhZCbCE6+oMlMfAUFgXi02ARlcGh0NnoNCKWTMNRICINpqKeEcSk0FloagIZYgEwh0SDySCTBDLRHAUiwABZPDLEfIcj4SgQlcERKVSyTg2dI0AnaTAk4F9hWGjvr41AfYcjv8WS3v0gFX6AC+9x5J8xxJ/a8W1YfBsG34bFt+MIGPwPwSIDIAZPBBksrkAkkSvFMiXIYBIpAMzmEsgAqkro8zgiGUsgtWHxBBIVSyARyFQckdKGxeOJlB+CNT7lQyJlky2qG7T09JkHR51mW8JgiQ0Mu6bNMYs9Y7KmbM68H6khoTkfUg9HV9y+mttX9QVmkeBsPLESDNX0U0G93j+l95uNiMsRR/zpEJILIdkQkkFCtUCwmsqsLq9erKxdFUrbyfRKNr+ZSC0Hw7N+ZMbpzhvNCZsj4/aW7M6c11/0Bkoef9HpyVrtSZMlZrTETNa4yRL7cVljZmvcZIkZLVGDKWIwhF2uTDA4EwxWXK6s1Rq32ZIuV8ZqTbhcGb+/FAxW/IGS15v3+YrBYAXx5SLBUiJWS8XrqXg9nZzL5ZbK5fVUej6dWQiEirFkPZKoeZF8LD0bS81GY7MeT97hSBmN4aFB5+iIxzwdN0/HzNMJt71QzKxsr11sre4vzq4d7e1++/Tx3779+tS8Oto62N/YW1vZL+RmfUje5U0hkZInkA0E0qlUdW5mYXVhfXdl/XBj+3DrpLF33jy6umpcN49bjf3mwU5jb+u4eXp9eX532mjt7Tb2dxvHRxf7+2era7uLC4c721enjZeT46fVtfNicT0anwuFq1ZH2ubM2Fw5p7foDdb84VlPsObwlR32ZC67srd9fdX8fHH+enJ0f3JwfXZ8d996/fbpT3/9/d///P2vX1++vt6/Pt88PV4/XOw3ro+bT5d3354+/eXLb3/9+vufPv3yy/Pnx4ubh/Pr1nHz7vSqsX14vnvcOj7PhhJui980aY+EveGQx+UbCUYNwZQ+X3fHCqZo3hDJmUIZgz9im7YNa3p7hRKJUNYhkncKZILeYV3/uFqpFY0aNK7Q9PB0z6RlYNw0rNIpxgwj4WTQF/EGYj5P2GLxTFrc03rrmHawR9XT1dXTK1d1iRVqqVIjVfZIFBqxXCPv1Gl0owOjBt3AYEeXWtHZperWSuQdEMymw1yRtGNswtTV3S+RqWUKjVzRwxd2cHhyvrBDIO9iCeV8WYemf2RsyjBhMOkN0yaLxeGwGAyTdtvUTCU7Oa4Dqe0A6S2XSVL3q4VKoapXzRJxhQqFZmBApurBkkAKxEX3xROoLBKNQ4F4IEsoknezRWL0AEimM6gMGICZVJhJoTNgnoDO4UFsDshigywUSYdwFIAEQQCTSUeFjMmmMdkMrpAtlJJBFhlikUE2EWBiSfQ2AoglM0g0NoXOIoEwngKhAzFo6guJBtOYXDpb8M+xGAaVwQFgLpXOhlh8AOYSaTC6lYtCZxMAxjscCUumkUCYK5YLZZ00JpcAMFDBevMe9xZLRAd00GYfhkRD3Su04UiGWHgq1EagvMOS3uFI7VhCG5bQhiX8U4AoRDJAotKwBBKZCgIgg8nhsXkC9A6DxaHQIDyR0o4ltOMIWAIJSyBhcMQ2LAFHIGPwRCIZIJABDJ5IIAMEMvXNT2/fDI87k9lFsz2m1ur7Bm19Q7bhMc/kdNBgjtndOZsza7alXd5yIFhHwvPRxEokvurx173+GhKaD0cXEqnVQKAyMurp0U5PTyMBbwbx5/zeFOJLBwMZxJ/K5jcyufV0dr1U2c3mN5BQLRSZS6SWo/FFX6DidOet9rTBFJs2Rs3WpNWeRkIzbl/e6kgazVGjOYqKlNEctdgSZmvcaImarDGzLfHjrznqdGYslrjRGEFnXMLhWiRSD4erZnPUak14PDkEqfj9Jacr43Smvd484suFkWIsPBOPVuPRaio+iwpWPFFPZRaQcDmWrEeTdX+oGEvPhuIzAaRst6es1rjRGB4Zdo+Pek1T0emJkGU6GXDPlHNrK/PHK/Mbqwtbl2enf/rl+/VRY3t+abZUX6ouzNbXsumqP1TwITmHJ+n2Z6LRYrm8tL64ubO+d7C+tb+2ebTdONk5Pd1vNo+umsets8OLw93T3c2ji7Pbi7Obs9Prs0areX570bw7Pr7c2jra3Wk1z15vbr43Gs+zc/vRaM3rK/j8xSljxObMeAKVQKQeSS7H0quhxJInWCsXN/Z2bu5vfr25+rq7fbm+cnJ+cv/59c/fPv7p64ffP798+/j05ePjx9f714er+9bp1dnO0d3p1deHD3/99vu///LHX7789v3506fb54fm9WPz5rZx+Xx5t7O0sVie3VpY8xjtNoPLOGHzeqwBv8PlHQnFDImCJVdzJcuWRMmcKNnSFWcyj7gR0+DIiEyhZHAEfIlCpBCNTo1O20e6B+R9Y0q9rX9oSqsdUmgGVF06xbB+cNo2NW4c9YRc3ojV7p92BixWr3F4cqRnsLerRydWKOWqHrmqR9bRK5Z3i2RqqbKnSzvUOzg5ZTTpBoYUnWqRVM7iCiCYzRPK1Jq+/sFxuVLDEyhFki65okci6xaJu8RSNUsoh/kStlAmU2l7B4eHJ/R6w7TRYk6lY+FwwO+zhUMeER/CYd4ApLck3Bu+nA9xoc5etVQl1/QPTFksg+MGBlcEMPhMnhxgCLEkBhFgk0EuBeIyOBKYJ4D5ApjHZ/D4EIcLsjk0FpvGZLMEQgaP//8IFswk0kCUSKCxWDCPD7I5RBodD4BUBpvJF/8z8Y5ForGwJPpbDOU9joanwBQ6Co4DKOv0r5g9mCfmiOQgi4/KCpXORsNCGVwRxOajMBQ63IenQO1EAPXsYa6IJZCgmybIIBNPhX5uJ7zFElE0AWBwqAwOkcbAkAAUHEURWQKVjibMtBMBHBE1sEgYPBGDJ2EJZDyRgidRsQQSjkjG4IgEMkCjMwkkajuOCEAwBLNQhwuDJ6I2VhsWj/5txxHQ4ySOSCZRaQQy8Oant280OqPVmRwe9wyNuuyujN2VcXoKHn/ZZE3ZnDmzLWOx53yButs343CXg5FFr69qtWVt9qzbU0KQajy+hCCV8XFfV9ek2RxFkKLDETcY/HZb1ONJOZ2xYmmrUNyMJxYSycVYbM7nLwWQisdb8AfKVlvSaIyYLXGzOTY1HTKaom5PPhSuOZxpvR4ZG/PqpxCTOWoyRw3GsNOVtTvSNnvS4Ux7vHmfv+j1FT3evMkcHRvz9vdbh4edZnMUraTc7pzbnbM7Ug5H2uPJud1Zmz3pcKR9vmIqXo+FK5FgKR6ZyaYXCtmldGo+FquGI5VUej4UrcRTc6hgRVP1QKSEIBW7I2WzJc3m2MSYXz+JWI0Jw2TE5y5Eg7V8ar5e2thc2W0cXDQb56dHjeODi9WlnWp1tV5fn6ltpDKzgXDRF8ybrUGvP51LV+brq9vLGwcbu8cbW8cbW4fbx4398+bxVfP4qnHQPNxp7G039rYbzbO787O7ZvPh8vLp7Oz+4PByZ7e5u3dxdvapef65cfK6utrMZteCwWooVIvHF2z2dDBUSySXo7GFUGQunVmbqR3OL55dnj9fX3y4vni9PHtqntxenT2+3H3+/vFPX56/fbj//HLz8tx6erl+em49Pl7c3p1fP55dfr55+NPrl798+v776+cvd08fru9erm4vD0/uzi7vm1cv13fVXBFxeubKMwGH22F0WKasZvOUP+AKxMyhpC1UtFpDw/boqD9rjFd88bLXF3HrzWM9un5lZxeHo+nsnND2Ttqd0UAoMTw23TswMDAyojcaVRqNSCYXyeS9/cNDY5Na3aDBbHf6LTaP0eGzTVsmOzVdfImQJ5LAHJ5Y1iWRdUlkWolcK5XrlJ2D6u6xnl69wWzVDQyJZQoOXygQyeQdXd09A30Do5qeIZlCzRMo+EKlVKaRK3ukco1YqmaJutiiLrawgytWKTq1usHx8fHJiQm9zWK0mKZ9DmM2jnSIYIWAbtf3I47JUCqqGejpHxvRDvb3DA0OjI0Njk+qenR0joD7QyAYVAYXYgsBBpcG80A2B+bxWQIRzBPQWGwqAwaYLIjDhXl8OpcHcbgQm4N2D8l0BoEGAjCbxuSCLC6FzsRTQTTYEz3Z/UsgsGTo53biOxyFCMAAzCUADDQ8D+UGCAADzU5AE2zQCWQazEX9cpDFB5k8AOb8wKnIIFqCkSEmiQZDbD7EFqBTgQDMpTLYKKuFIQJkkEnnCBkcIRlithGo6KESS6IRqHQMifYzhvAWQ8SSaBQAIlFBApn6/5ItPKkdR8TgST+/x7zH4Cg0iEwFMXgigUxlcQUkKoiWV3gSBYMnvsfg3mPwaJlGotIoNIhAppIBkIgKlm7AMjjq1A1YrY5kJD7nCRSdnvy0KTpljJltKZM17fKWQ5FFu7M4ORWz2vN+f81qzZotKast43Dm/IEZpzM7MGAfG3MjSDker1utUb3e43TGA4GswxFFg1yCoWo0NpdMLUWis/5AeWo6ZLUlxyf8o2NeoylqsyUNhrDFmgiHa+FIzWpLDI+4+gdsY+NeoyliNEWmpoMWa9xkihpNEYs17nJlfb6iz1/0egtWa8LhSHu9hVBoJhabjUTrweCMz1eMRGoo4Wm3J222pNUad7kyodBMOjEbChT8nkwiWp2tbi8vHJXLG7FYNRAsJtNz4Vg1mZlHBSuSrPlCxXC45nRlHY60xZLQTwYN0xGHJW0xxCNINZNYqpXWV+YPjnZPr87uLs8ujveP1ld26zNLuWw9m60nUnU/krM6Y0ZryGoLBYLZQra2MLu+vbyxv75zvL55tLZ5sHV8fnR5fX532bg+2Glsre3vbB4d7J41z+6aZ3eXl89XV897+xcLi9sLizvbO2f7e/fra5czlZ1opO5y5VyuXDBUS6WXA4GZTHYtV9hEQjWnK59MrezsPT48/dvj7bebq4/XFy93rU8fn3/99vGPbx9+//T0/bZ5/3T98vHuw8vNy+3Zdevk8r558/Hu5fvD659eP//549dfnj68XN7cNZr3Z5fPlzcHa5tXR4375tVT6zYZjBhGxudKM4VE2mF0WPTW8Ykhf8AVzbpCSbsnqe8eE4h7oSFLpys6bQ9NDozrJJ1CsVSu7OySK0aHh10TencoUkpmSpPTVo1Op+7p0ej6OAIhCaDhiGSponNkYko3ODo2afAgdqff4vBah8b7YQ4TTyECdJjO4rB5Uq5ALhB3SeVaZedAl3qkWzuh7ZkcGZ9QdWu5AhFPKFZr+8b1hgm9aWB4Qts7pOzsEYo7eQKFSNyFqhVPoBQqesUdfXypGuYr+GJll3ZgYGCoT9ffq1VPjo0s1op/+fXTci1by0e/P1/+n//bP1pPt0aHuW9kSNOv6+zRdvZoJ03WQDTOEkgEsg4GV0SGWAyumCNS0NlCGpNPhuggi83g8mgsNoEG4ihUEkj/YWChF4eL1lkAzKQwYAZXQGNy0BoHTwVxlH/lSTGJAIMMsih0NpYM/YwhtREAKp0DsfkoAor/J8ZJAplteMqb99gf+esUiMEVMrhCPJWOIdHQFRJUBpuMrpYgAngqRKGzaEweikHQmDyUzKKzBXS2gATC6Pwghc5m8iVMvgT1vH6k8eHIGBLtPZ785j3upzY8lkSj0WEqyCBRQbSqascR23GEdiwBLZp+etf283sMlUYHIAbqW/GEYgoNwuCIOAKZQKa244jv2rHvMTjUCCNRaRQanUgBKDSISAHe/PT2zeCoe2jMYzBHp02RaVPUYk+ZrCmnp+gP1m2OvNtXDceWkfBiKLLkR+anjSmft2SzpibG/EZD1O8r2axJ/WTA4UgPDzu9voLPX7BYYy5PJhgqI6FSODoTCJSSyQWTMTwy4opF65n0ktORcrkyJlPEbIpYzFGLJWYxR82miMkYNhpChumQXo+Mj3tHRz1jY169PmAyRqyWuMOesljiJmPEZIzYrAmXM+N25zzu3NRU0GSK+P0lf6Dk8xURpIweAx2OtD9QcrkyJlPUZkvY7SmHIx0IlGPhykxpvZBbnq/vztd3C9mlfH7Z48kkkrPpzEIwUkbC5XR+KZ6ec/mzLl8mECg7nGmzOWE0xvQTobERv3Eq4nXm/d5sIbu8sXJ4sn91eXrbaj6cHja31/bypZV4ejYcr0YSVSRSdnrTDnfC489YrUgkUlicXdvfPjnZPTrc3D/Z3D3bPTjaa5wenZ+dXB7tnW6t76+v7GxtHB3snZ8c35yfPx6f3G1sni6tHG9snW/tXK5vns8vnGSyq8Fg1e7ITE2FpqfDFnPMYAgHkUokXMuklmbr+7vb1+enH6+vvt20vj/dfHi5//Tx8cvn52+fHr+83n18vHq8a959uHl5vX5+at7eHF+2Ds5uTy4/XD18f/j4lw9fv14/fG7df7l+eDq/ejpvPV1cXx+fLlVq86WZi+PG+sJyOVeYLc+U8wW7yRL0+IIen9/vQYI+JO5E4k5P0uCMTfXo5d3jknHrsDVgHJueVPWo5UqVSCwDaCIqVSAWay3WoM+f1GhHBUK5rm9EJJHxhWICmUQBqFy+UNGhGhga69b2jU4MOjxWs92o7JLDbAZfxBNKxDCbBbN4WDyFTGHJ5NrOziGhSCOTDvT3mcb1UzJlJ8hgosuNFZ3qoZFJtbZfKOmQKbvlSq1EppbKNMpOXYeqT6bQSlWDImW/QKbhitUCcadYpu5QdnWpNF0dypGhAad56uJk//n6dH2u9Hhx8MfXx2AiLutSEUEAZDPZIgFfJhEpZRyxgCNG82S4IItN5/BZAjHME4FMHo5CJdMZVJhJguhkiE7n8rgSqUCuEMqVIJuDjtpQGTABAAkASIWZaGlGojFxFPp7PAV1sn/GENEJHgDmkEBGO5FCAhl0Dp8EMqgMNvQj4IUBsfgCWQeTL0bXLLcTAbQOIlDpIItP5wgoEOs9jowiC2SIBbJ4IJNHhphoojGFziKDzHbij4BQVP4AmAOx+NJOzTss6T2O3KntZ3BF6CLCn9oJ73BkNFgGnWQmAHSRVNHRpWHzBG1Y/HsMrh1HeI/B40mUf/UNUTgLLb7acUQaHSYDIOq7o1c7lvCuHYcnUdpxhHdt2DYsHmUj2rD4N2/b3ugNoWlTxOHJ2ZwZsz1ldWRM1pTDXfAhNYe7GAjOJVLrscRaIrURS667vTWrOWkyxKyWpNdd8LjzTkfG6Ug7nZnJSb/XV/D6cnZHEgmVE8m5YLjs9eft9qTPV5gY9+p0ZrMpYrXGJyd8NlvCaAybTBGLOWq1xKyWmMUSM5ujZlPE7co67CmLOWaYDk3pkakpxDAdMhrCdlvSYomZjBGzKWqzJhz2lMOestuSBmPYao0jSMXnKzgcabs9aTbHXK5MACkjwYrDkTaZIlZrwmKJOxzpaLSeyywuzR/MVrfn67szpfVUvJ5Oz/t8WZs9FopUoolaNFFLZOaRSNnhTfuCBbcnZ7MnLZak1ZqymlMWc9LnKiQi8z53upRfOdhptprPzZPr3Y2jpdnV2cpCPFVHwiVfsBAIF/2hosuX8fgzSLgYCKRzubn15Z3D3dPjncPDzf2Trd3z3cPzk4vzk8vT44uD3ZPNtf2t9YOD/eb56e352cPhYWtz62xt/WRr52J792pp5bhUWc/m1jOZ1URyyR+omM1xozHicKR93mI4NJNMLFQrOxtrFyfHzxfNz1cXXy6an59vP77cfXy9+/h6/+n17uPL7Yfn6+en1tPjxf1D8+7+7Pq2cXV3cvV4fvOx9fjt/sOvD68fLm4+XNx8uLx9aFw8N68/3jw8X1xfHZ1uLSwfbGxvLCwv1mbnq/W5as3rdLkstoDbGw4HYvFwKOkOJd3BnC1cdAYLdmt4whowGj36/pHBDk2XSq3tUHWzWEoWSymX66amPFPTLpFYzWQJevuGLXaHxeZQazUcPo9CAwGQLld2dag0Agm3f7hXbxjvH+5Va7s0Oo1aq5Eq5Fy+GGJwWGypXNEjl/dzuSqhoKe7e1I3MNSl6VGq1APDo7qBYbVWNzQy2d0zIJJ2ShVqiUzNE/zoD4okap6gQ6IaFCh0HFEXk6dk82R8UYdC3qnq7NaoVaPDQ/qR/vmZQvNwc3elfrq7vD6b7x8bZQkFZDoIspkQhwnzuTypmCsWsgQCIkjDkClUBgzzhCCLSwaZRBoDQ6ZQGDCNxSbTGQCTxZfJFepuZbdGqFAy+QIAZlIZMBVmUmEmjcmCOFyOUE7niCh0DhGAiQBMABgoZU4GmWSIiY4lthEoRBqdxuQSAAiAORBbAMBcIsCAWHyhXMWXKKkMThuBihLqODJIAOhUOhs94v2ILSYCeCqE3iRDLDQmlAKxKBALR4GwZPDH+A7IRI+TQrkKRwEZHOGI3sSXKt/jKehGQiyJRoaYP75ApVMglkAsk3eoeAIxhQaRqCAKVeGI5P8vwSIDIIFExeCJqE+PCtzbNiyOSG7D4t+2Yd5jcFgCGf3Om7fv3xjMMYs95UNmvIGKy1tyeooOV9Hrr/oCda+/Fo4uJ9ObscR6NL4eja/7AvMTI56xYZfDkgh4CnZLwmVLedw5w3TIbIl7PHmbM2WxJZBINZNfi6cXkUgtnZjLpRdDgaLLnnA7kqZpZGrC63YkkAb+wAAAIABJREFUTdNBsyFkNYXtlqjDGnNYY3ZL1G6Jel05tyPtsCasxqhpOmTUBw16xKAP2i0JmylmNUZtppjdkrBbElZj1DQVMpkiNlvS7y95PHm7PWWzJa22hNuTc7myNltyagqZng7a7Um7I4UglVptf7a6vb7SmKvtlAurqcRsJFiORCpOZ7Knd9pqj0bitUR6Hu0SepF8PD1nd6Qt1oTFkrLbsg5b3uUoBP2VVGwB8aVnyqvHB82r8/v97cbczHI5OzeTX4il54Oxqj9cCkTKgXDJHyqEIsV4sprPzS3Mb+9tN472mwc7Jwfbxyd7J2eH562Lm4vz1slxc2/3eGvzcH+3cXZ2f3vz8fTscXPrbGHpaHX9dHv3ZmXtPFfcQMIzDlfG5ck5nGm7I+Vyp72+fBApxmO1THK2VtnYXG+cntxfX7zeXLy2zp8uTx8/3L+83j693Dw+t+6fW/cvrYcP148fb57uGpe3Jxf3x5ePjdZr8+7T1eOX1tOX1tPTVev29PyhefHQvLg+aTxdXn19fPp4e/d01Tra2NxfXTvZ2l6p1iNuTyWVTiJB87Te53LGo5F0MhFLBKIxXyzrypT95fl4ouANxoNmp7m7p0/eqdb2DvQNjKi75bq+LpN5KpNNJJOxXp2GyQIlUoHba4wlPA7X5OCwSiSB2Vxql1rerVEKRWxdX7fRNGGxThlNk9OGsYnJ0eGRAaVSKZfLZVKVQq5WyHRSsbZDPjSgM3ZpenQDQ4Mj4wazbXhsskvTOzA0rtUNanqHenTDXd0DEplaJO6SybVyZY9E2i3p6OPLNCy+AmJLGGwhmy8TS5Xyjq6urq7R0dG+Xo3TbqkUM3O1YjmfGBnQQBweALPpHC6DxwOYdDqHxZMK+DIhXy4iQhQMmUjnsjliMZUBtxMpGBKVCEJMvoAtEkNsDkso6urV9Y+N64ZH2EIRzBMAMJMA0Ig0kMZk0TlciM0hg1wClYkhQm14Go5MJ4NsMsRCN2JR6EyQxaEymO0kMgGgoe9iyTQSDSbSYDSaStLRrVT3ihQqEsj818Zm/P8gW+gOVHRnBNolJENMAkDHUSASCJMhJoFKJwIMlNV6j6cQaQwakytWqtH5xxG9iSuWv8OSyCAT/SyKv+OpdAKVTgaZbJ6AL5JwBWI2T8Dk8IgUWhv2/6/CwpMoGBzxXTvuXTsWta7eY/Dv2rHozZ/fY961Y9txRAyO+K4N++bnd28mp0NmWxKdH0aHhP1IPRRZ8AXqgdB8JL4aja8FgoseX93lqdmdlelJZGrCbzfHPc6M05p02VN2W1I/GTAYw3Z7yu5MO1wZJFJN51bT+dVoaiHoL/g9WY8z5XWlXfbk1IR3fMRpmg4apxCzIfgvwXLa4k5b3GGNG6eCRn3QqA8a9EGjPmicCpmmQqbpkN0ct5liVlPUZo7bLXGrMWqYRCZGPWZzzGiMGE0RgyFsMIQMhvDUVHBqKmixxPR6ZGTENTWFoJVXMFhZWDheXjhaWTyuFNcS0Wo0VI5HqqFQyWKJDA3bHM5ELDmLgqNOb9odyIXjVYcjbbMlrZa0xZK2mtN2a9bjyAY8xVR8ZnF+92DndGfjaHluY6G2uljbmK+uR1KzSKzqCxU9gbzbn/H4s34kGwwX6rX1jY3jk8OL/5uv9+ptZG2zxbpbEnOszGImlXOgmHMoksWcc5KonLPUypQoispSh93dO8zMN3POzBg+8IFhwIYB3/gf2X/Avqjee76bOcAL4UVJul1Yaz3rXc/15d3lafP6vHV3ff/Yenp6eH1oP9007xqXN5fnrZvrh4f7r6+vv102ng8Om9s7V3v7NxvbV5WZnXhqIRybDUdnfWTJYo3aHYl4vJ7Pr6ZT88lEfXP97Oig1bx6fbz7/vLw4/n++/Pdt+e7b79++vb97ZdvL1++Pn36+vD25eH16/3r1/vX1+b96/X9p+bDL+2X3x6//PH89df7T99un5+bN8/Nmy/3D5/vHp6ub77cP/z6+vb57v54a3u+WK6kMsdb20vV2kRfv9to8lqsbps16POmEvFCLpsvxLP5WKbsz1YC0awnVfLnKjl/xDc8Ptk3NKozWKwON+G1hSPeaq149HFvf3/H63PLFbhYguiNI9E4kUz7EimvP2Cz2jVWm35sfMDhNPn8zkiMjCeCobDX63P6fO5A0OtyuSwWy9DghFLR19czNTpsnBp3GnX+sUmN3mTRGswmq2Nq2tA/ODqpMYxNaodGpgZHprp7R3FJN4qpJNI+mWJAIutT9U/KesbEigFU2otJ1GJ5r0Ldq+4Z6OnpMRqN01Pjeu2U22EmvU6PwygVAWwhhEhkUrUak8tBHMXkUlmPQtqj6BsdkPUqJWqlsr9X0dsHiyVcEGYDECqVqwcGuweHxEqVvKdvUm802h0ao0mAYqAI50FIF5tD43D5CArhYgGCsgUYH5LyIQmTh3SxhAwezAUwHiQSojgXRAFMDGA4UyDkgBAowvkIQmMLqJ2mbCEMoBKpul/ZNyRV9wGYhIogUFToA53TxeJT40IqOcXgAhQw8SARR4hQ1jtbAFO7TnkgxuJD7+kcOheglleL5N24ontgTAPj8i62gAtiTD5I9SYzeD+7sZh8CEJFECJCcQmFWT8DDQD0nwEWlbrqpDE76cw/h4NcKszVQWN+6KJ30JhdDDaNwf7QRX/3vvOd3ZUl/GUyNBtNLMYSy7HEciK1nkivxxJr6dxOrnCQye3Gk1vB8LI/sBgILkXJUjI8Ew2UQ75iJFj1E3m3Kx3wlyzWuM9fSqSXM4X1ZG4tlV+LZ1dDifloqOKyxyzGgMMacTviNnPIbCCtppDHmSBcKZ8nQ3pzQX/+r2O3xB2WuNOacNmTHmfa68r6PHk/USC9BT9R8BOFgLcY8Ba97qzDGjfpQ15v3maLT0/7p6d9RmPIZArr9IGJCTdJltzurNUWd3uygWDF7cmSZKlW29vdauxsNtaWj0v51XJhbXHuoFLZiMdncoXlYnmtMrNVKK/HUvVApExGSmSkFA7PBEM10j/j9Vb83plQYC4WmomFZ5cXd04+Xl+cXm+v722t7p8eXh3vNpfru6H4TCheC0TK/lCBDOVD0VIsXo4nKqsrBx8/NptXT42Lh/OzdvPq6e7uy8PDL+32w23r/qZ5f9O8v715at++tG4/tW4/HR7dbu801jYby6tnxcpOIDxDkJVgdC6TX05lF0ORSjBSzuUXq7WN2dmNpcW9y/O75tXTQ+vlsf32dPv60n77/Pjl2+v3X98+/fr26cfL2/fn118eXj63Hz/d3L1e3369ffzSevil9fDj7vn3h0+/33/6dvP06bL9+eLqa+Pm97vHX9sPb43rL83Wa/Pm6uBwrlT02mxmvXZzdXl3Z1MzOa7XT09PT1pMWptFTzhd0WC4kEmU8+lCjkwnPT7CGI+5s9ms1+sdGdWOjxtsLp/bF4wkDJmCszobW1rNV2cyVvv0wJB8YqpPZxyIxB3JjCtb8KZzZDjm9PpsI6M90Zg/GvPHE2Q8SYYibh9pCwSd8YQ/X0iTAaK3dwAEYbVyeGxEPz5i0Uw4pvVGs80xOa2b0uonNLqB4bHRCW3/0HhP/2hP36hM0Q8hMgCSYrhaIusXS3sVPUPy7iF596BMPSBV9UlVvVJVt1TZLVWqxjTTY5rJwdERVW+PXK1SdCsBFBIgYrGiV6xUAyIcEMGYXIIpMEgCKQeUQ1ODI9Nj3UM9EpVCrFLgCiUikYqVavXAoKp/AJMrxEpV/+jY4MSkemCQA0JUdyiNy6NxeHwYofLuMN6j7p/sG9Zi0j4GF+5iAWwhKkAkPAhjCUABggIinAMAPAhCpDgsFnGECA8SUa9zeCAmRMQ8SMTggUJETD3uY/KhThb/XQfjPY1NRRyoOBUV1+LDImq5DlsAswUwjSP8wOB0svgUL+ti83kQBuEyRc8gJlVhUlXP0LhE1csFUR6IsQQwjSP8s50dpqQrhw9QCIXiEgjFOXwhVwAAMPafARalFqnJIJVsoH7bSWd20BgfuhgdNAbFv9530t+973znJau+QI3CrHBsIRSZD8eWyNBcOLaSye1kcnupzHYqsxuNrwfDK7H4pt+VSYZngt6CwxK1W6JGLWk0hCLhmsebDwSrqexqOrfqD9fc/qKbLNk82Xxm0U9kjDqfQet1WCOEO+V1p73ulMeZIFxJnyftJ7Kk9+fxE1mfJ+d1ZwlXxuPMEK6Mz537i1WRRMFPFEiiQHoLhCtrt8RN+qDTmbZYYhqNT68P2O1JSiF6vXmXK+NyZeyOJOXy+HwFkiwXi5vrKye7W43D/dbi/MHS/MHBbnN19aRW215cOipXNrKFlVR2MZKYiaXqyexCODETCs2EQjOkf8bnrYYCc6nEeiG7ls+sbqwdnp7cXJxe720fHWyfXhw3t1dOMtGaP1wOxWuRxEwkUUum64XScqW6Wq6szNU3Dw4a143Hy/O789N2q/lyf//1/u7L9VXr+qrVvG63bx/v795uW8/nF/eHR9frG2eLy4fV2d1cYS0cmyPIMkFWApF6oby+sPxxffNiefV4fmFvafnw5Pj25fm3duvt7vbTQ+v1ofX62Hp5ufv05enr97cf319ev7+8fn9+/fb08vX++VPr/vX69rlx8+P+5fvd8/f28/f284/bl283T1+u7t8ubn+5an1vtv+4f/pxe/9y0Xi5aDSPPq7PzAbcLt34mG5qYmVh7uPhPuFx+nwer9et107opsfNeqPf482nYrVSrlwMZVJENu3PZQKxWMxoNPYPTOj0dn8w5g1E3L6xdN4xU0/U6vF4wqc3jk1rB/2k1UVMpzJEKGoh/NNuQkf4DIGQ22CcsNn1Lo+FDDjDUSIUcZNBBxl0hsLuSDRgsxlFIgmHzVMrhyfGjGMjZu2US28yOz3eab1xWm/Um6xjk9PDYxpV90DfwHjfwLiqexjDVahIJZX3K9UjCtWQVDUgUw/KuwcVPUPy7n6pqlcsV4mkCqlK3TMw2Dc8qO7vFUklAggEUQjBURhXiJW9kFjCAUAhBsESTIAJuDAXU6B9Y32DE0O4SgLiqEStVPYNSNXdqFQmkitQqZxKt6MyOSKRChBUgKCgSEyxKj6MCDERhItBXMzi44ruscExvUQ5yOKjTB4iRCSIWMmDUAZPyINgCBdzIZAHw6hMjMmlVPCKLYSpLiohKuGCGJ0r5AAoR4hQqrCTxXtHY3UweRSNotKefFjEBTGq8gUUyf4CrHc0dgeTR2VNBTAuVfXxIIwHYQAmlaj6JvXm8WkjKlUKYJxSnUw+ROVUhYiYLYCZHD6NyWbzhEIQYfMEbJ5AACJCCP0fSUI2t4tBZa94f8W4OmjMDhqDYl4UeL3vpL/r6HoXCNd9gZrNmfX4yqHIQii6GI2v+MjZUHQ5ld2OJzcjsbVEajsUWfX65oPhVZclGiJyAU/WaghMT3qMOr/HnYnH6pFo3ecv+UM1X7BqdqRNjpTVk9PbEi57zGwkJ8fs4yMWk95PuJM+Ik24khRged0pnyftI9I+T9rrThGuJEkUvO6cx5F22pJOW9LtSHvdWT+RD/pLpLfg9+T9RN5P5L2urNOasBgjVmvM5crY7QmXK00Z8LncWqW6Y7HEXO6M05l2u7OhcC0anU0mF2dm9uZmdtaWT44P22vLx5vr543zl83Ny3p9d3nluFBcTWbm46l6KFZNZhcK1Y10fokMVAKBipeouFzFgK+eSW1WCpul/PrG2v7O9vHR/vHx4enx/uXO+lEtvxr25v2hYjQ5m8rOp3PzxdLy7NzWwsL27OxGqbS0s3N2cfl4dn5/cnZ/1Xy7af/SaH66uLi6uLi6arRarfv23evV1f3+QWN55aBc2yyUVmPJBV+gTPgrZHg2FFsMxRbqi/vL6yc7+1c7+1eb26f7B1et5vPr8/f2zVP75umh9fjcfvn88Prl6e3L4+vnh5dvT4+/PD58vb//3G5/vm1/arW/tO6+tO5+e3j77eH117uXb63HL1d3nxvtL427r1f3f7Qffr+9/7398LXRvD8+fTg5PdncqiaTxqkJzfCQTjORjIZn69VAwBuLhaKxkMWitVp1Hpsj7CcL8Vg1m6llQ5U0uTKbmyslImR0YnhSIR/UaR3+UNztC7m8o6mcvVZP1heypXKG8Nr1himb3eT2GBMpv8dr1BmGJ6eGTZZpkiQtFsuUZshq0/pIazDsDIbtgZCN8Jucbq3NrtcbJ2QyGYZhoyPTE+P6oX6dTuPSGc1eMmgwWzU6g1ZvHhqdHBieUPUMKNUDSvWgRNYLwlIAlKIilUjcg4rUUmWPVPXziBVqkVyJSOWwRCrp7sZVanF3t6SnB1MpQamEj4sAiRgWq8TKflgs5cMYIhXBEpEA40MSUDEgUw0qJN0SISYUIBAml0rUalyhhHCxAMUEKAaLJahUBmA4D4I5AChAMSEmgsQSVCqDcAmfgjBc3MGAMEm/qm8Sk/bzIakQlcO4AsBkQhRn8gEeDMNiCQ8GuRAAS3BMJoFwOeV582ERLFZgUhUokvEgjMkHBTAOYBKqCobOBSi04gKoEBGDmJQPiygtCeNyqbqfKtijMusMHgBgElzRLVH2qvtHGDygk8XjwyJMpp7QmvRWp1jZw/nTuqIW0yMSJSiSsvg/5318AOYJQRqTzeLyhRD6P/CwWFw+ncWhUOmvvCiNQYlEFsW8OulMSh6+76S9I0MzHl/JYI473IVQdDGeWk1lt4KRxXB0JZXZCkdXfeR8KLziIWZNloLdUQl781GymAzXSHfGYghGguVadadU3AiEqlZbwuJIOTw5szNtdWdtRF5jjGgmnGYDadT5tFNuqynoccYd1rBR5/sLsLyeFAVVHmfC7Yi77EmHJW4xRsz6kNkQtlviHkfa58mF/GXSW/R78j5Pzu/Je11Zly1pM0et1jgVs3K5MzpdYGqK8PmKqdSSh8iFwzVqHBkMVqLRejK5UCpvlQur9dr2zubl0vzBzuZl6/rL+vpZobCys9ecre8WymvJzIIvWAhGK4nsfChe9ftLPn/J5SxYzCm3sxSPruTTK5nk4ury7sLcxvrK5vHh6eHOWb2ynI7MJENVJ5Ekw6VIvBqOVRLJWi6/kM/PJZOVXK6+uXlyfvFwenb38eTu8uq10fx0cv54cd44P7u8OL9uNts3raeLi9bm1slsfSOWmIklZshQxe5KO4lCOL6QyKxHkyu1uZ1UbiGTX5hf2j88at62vzzcf2lc3F1f3t407h5uHj89fv7+9su316+f7p8fm+2vDw+f79pvrdbz9fVr8+bzbfv7/dNvT6+/Pbz99vD2693L1+b920Xr7bz19er+R+v5b0+vf9w9/mjdvZxetA6O2kcfD9fW8uFwPh4LedwumyXoJ5aX51dXF5eX53P5tN/nCAU9iVAkHY3nopF8LFpK+sspcqmWrRcTYX9kuG9EhKomxkxuX8jm8sXTllTOlkgTuUKwWitEov4pzWhfv9ru1MYSPo/XqDUMjU8ManXjNpttZGTEaJ4kfNZw1B0Ku8ig1R+wuDw6g2nUQ1gIr02j0YyOjhp09qGBSQneP9Sv1RpM/mBYb7KOjE8Ojoyrevp7+0d6B0YHhicHR6Z6+sal8j5c0iNTDMiVQxJZv0TZLVaocZkKk1BvZaSQWAqJpbhKhchkmFIpUqkkvT3Svl5YLhNKxDCulKkHcYUakyllPUqRUorIYEW/fMo0oR5SgmKIh/AADIHEIkgspgZ/PBgRoJhEpZb39iFSmQDFABHO/RO2UJkcwsUsgZDJF/ARVCQd6BvSDY0bFT3jIlkfLu+HcAWDC0K4lCWABAiKSKR8BGQDAhDHECk+MqlT9g0hEiWEy1CpEhYreJCIsqhAkQyTqqjBHw/ChKiYEoAgJoVwOQ/EqNIYTKbqGRpn8v4jd8oDMUyqUvQOqQdG5T2D1CJCAYJzAVTZNzRlsIjk3X82z1C7czAIlwsQvIvN5wpAnhCEUJwPQJ10JpsnEEJIF4P1nwEWg83rYrA+dNE/dNGpBFYnnUl57V0MFpV672KwKHn4oYv+zh+tm5xpT7CaLGz4o3W7txCIz6dLW4WZg0B8weErusiyO1CxenJmV9bhK4YDpUS05vdmXfZ4LFItZJczyblkbMZpi5HeXIgs+DxptyNB+VaaCafVFDTq/Xqt16j32y0RjzNBuFOEKxkJlgh3ymYO2S1hnycdIgsBX87rTjm9Gbc/6/RmTLaIRueb1pMOVzoYrrmcGZst6bCl3c6sw5oy6SIWQ8zjyPvsmTBRIhwZvzvvdKSs5pjXV3S6MuHILBko+71FtzMTIIrl7Pp8Za+a3Shkl/OZ5aWF3eXFvdXlnbPTm4vLx5PT9unpa7G4SQZmg+G5QLhGhmqBaNkfLjjcBZsz5yVLXrJkd0ZD4VKttlKfXS9kaxenN19evrca91tLe9VsvZiozeYXqJx9ODwTi9VTqcVUajEWmwkGS5Xqxt5+87Lxcnb+cNl4fnj80b77enTc2t+7Pv7Ybt9+a7e/7e5e1+d2C8XVaKxmtka9ZCGWnI8m5shwNRybLVZ3VjYa+Uh6a36t+fHy4fL24fL2+fr+rfX0evP46fb5y93r1/u3T7fPz82Hp6u7l+bDp9vnPx4/f20+PJ01n86an6/bP+6ev9+//NJ+uju9fG60PrXuX5vtp6vWW+vu+/PbP3398dy6/eX55beXr89X7bVycT6TOlxMzSbsC2nHfMpeCXnmU8G5dHw5n9lbKtWzIb83WSoshkgyEY0cbNeLaV8mYqnlvMuzmXoplk6EnXajXC3jCjmoHB3XjxMWTzlV8juJqC+0NFv32GwqmXh8eMBs1DqsJrfLOTI8ODE+mUykQsGYZkpnNGlGx/oDQXehmIzGAqGwz+Px6nSGyXHz8KB2dNgwNmIY6B8dHhofHRvq7VVPmywDYxPS7h5Fb3/f6Fj30LCsp1fZN6AeHOobGeseGsaVKgiXoFI5rlCK5EpFX0/30IBELYclmKRbKlLgoBgUq3FcJUblmEghk/WoZd09qFQO4XJUqpSo+nF5D4QrcEWvemBMrOjlw2JQJEelakSigkRyISLhQTgPFPEhXABLEImSD4k6mTwAlVDwQekvKoPOEsCUhURjCzqYPDpHqOgZGteaxzRGdf+osndYquoXolKOEGUJkC62sIstZAsQ9p93lgCBMVwiVyrUvRK5UgghLK6AwweEEAoiGITiEIpTbVMAjAEwJgARnlDA5nE5fB51obOYLB4XRGAWjysAAQhFQATmA0IBBGJiXKFWydUqTCIGYIgPCAUgIIQhEEVgDOUKBX99AWBICIECEOADQurRH5snoGqwKA+LJwT/IlAUWlEZq/eddCaTw6Cz6TRWVxejq5PR1cWgdTHpNFZnB51OYzEZHDqN1fGB9u5dx7t3He/fd77TWmI6a8IXmU0WNsOppVByMZFfj+fWQ8nFUHLJH52ze4tGR8rkTNuIvIssO21Ro86nmXC6HPFCdimbmvcTGa87ZbdGKH3ndsQd1ojDGrUYA9OTLqPOZ9T5THq/1RR02qJuZ8LjTHqcCYc1YjOHrKagzRxy2qJuR4JwJQlXyuKMW10JqythccbNtpjZFrXY4lZ7wmyKGo1hiynusKVspoReE9RrglZj3KwJeCwJsy5k0gZNhhDhziWSCw5nWm8I+cmy25nxe4vJcD0dm69mN/LxpXJhrVxYW185XF89Wl/dOz2+Pj+/Pz65PTh8yOXXA6F6OLJAhqpesuwPFbzBfDAyb3Vk7a6MP1gJR8uZ3EKlvJTNzpwcNX79/k9/fPvb4fZJJTtby83N5BaykVI8Ph+LzYXDM8FgJRAohcPVeHw2nVksFFa2ti8b16/XN58a1y+Nq5ePJ7cbmycnx3f7+82Dg5vtrctabSufX87ll+OJ2Vii7vUXHO6UlyxmCmuz80f1xY+V2f2V2uLJ1mH7rHl/0WqfNR8b7efrewq2Prdfvty9frp9fr6+p+DssdH+cn3/etF6PL1+Pmt+bt59az99u3v6evv4uXX/1mw/NW4eL5tf7p7+4fMv//T1x++fvv766fO3l9fX5v314flaubRWLp5vFBeznmJAW0/a6glyrZBYzmfWy4X95cpMOhAJ5f3exOTY2PjwcCUfWK6nt5az28vZreVyrRAOBTxup9lkM0wbNKO6sRHtqHFC77G4Ay6v3+EpZ7OJULhbIR3q63Y5rJrJ0Ymx0cH+Po1GGwiEvN6A2+2LxEiTedofcCWSQTLg9pNut4vQag293eM96rGRIf3kuGVkeHJyQmswanU6zbhWPzg+2Tc61j04LO/pk3X3Srt7cIUKkcokqm5pdw8qkyMSGa5QSdU9ElW3RK1U9veIFBIQRzCFCFOIMAWmGlRhcgySwIgUF6sUYqUKlkgpCiNW9qFSNR8WA5hMoupHpWoBLKZC7YhEhUrVoEjOATAmH+YIUQEiAVAJiEk5AIrJ1JhMTXlDXAD9OarjgTxIJIDFP8UaKsGk6v6RKWXfCJUd5YIiJh+mc0EmH6axhXQuyAEwtgDpYPDedbHf07mISIxL5RK5CsWlfADm8IUCAIYxMQBjQggRQghVO8UHYJ4Q4gOwEAJ5QgFPKBCAAEfAZ7BZLB4XgCEeIABgCBZhsAgDUQTCUJFELFMqRFIJIsIEEMgR8HmAAEQRWIRBGMIV8vmgEIAhEEVABBaAAEfAY3I5LK6AxfnrUQ5FqQRsnoAiTTQmm8q+d9FZH7ro7zq66HQWncai01i0Liati0mjMWm0/wAsFpPLZHC6Ohkf3ne9f9f5/n3nO7014fSXopmVeHYtGF+IpJajmRVvaMblL5PROW94xuRI66xxO1Fw+ksWV9ak92unPFPjToctmorPRoIluyVss4QtpqDdErFbIxZj0GIMWE1Bs4HUajwUVDmsUZc95rRF7ZaIzRyymUMGrddsDNgtYbtcdk9DAAAgAElEQVQlTPEstyPu82QsjpjRFjFYwiZbxOqIWx1xkzmi0wd0uoBeH7SZYi5bymFJGLUhvSZg0AYt0wGvLe1zZsP+cixar8/sb241E6lFwleIxedcznSQLCcj9bC/XM1uzJV3Zypb9drOztbZ3s7F1sbhx8PLk9P24VFzYfEkEq37/LVwdIEM1byBciBaDsYq0fiSw5VzuTORWD2RnI0naqlkOREv/e//2//1r//lv12d3WbiBdIVKaZnlmqbM/nFdHo5mVyMRGa93oLTmSKIXCw+WyyuZTILK6vH55dPzZvPl42n07P7k9P28Wl7/7C9uPSxWtvO5pfDkUo4Wo3FZwPBYihcJsk8SeZisVqlvL6y8nFr62Jnp3G5f3p7ev1weXt3ftM+az5c3j5d3VGw9Xrz+Hb7/Hrz+Hh1d3d+c3t63Tq9prjV01nz+fzmtdF6u7p9u26/Xt1+u39+a7bvzhoP59c/nl7+7bc//uX7r9+fXv7l+y/PV439hZWVYrUaDsynYqcr6dW8ZyFlPaiHDueLR/PFzWpht14525pbLkUjZFo7YRnp6+tTKiM+8/ZK5XRvbns5vzaXny8nc6loPEzG4pFEMkoECL1V77URdr0tFY4TVlcxnT49OMhnkqVcOpWIjI8OKZXynt5urVZvNlkmJqatFkelUvL7vcEQEY74nS6Tw2m02cxa7dT4mGZiXGsxu+w2Ynp6empqymzRWW2Gkanp/rHxCZ1+XKdX9PWr+gf6x8blPX2wWCpWqaXqHkymgCVSVCpDJDIAE0nV/creIVyhBkViEBeBuAiVSVQDfSKFFBKLKC6GiJUCWMyDJACqAEQiQPSzb0+iVqMyGR+GhRgmxDBUJhMrlYhUygUhBo/HEgr5MEy9aIFwuUTVK5Kr2UJYAONU3IklgDgAIkDEACahMpyoVAmJZP2jU6r+ESphIETFQlTCh3EeiHEBlA+LAEzCh3EaR/COxnrXyYQxHBFJEJEERER8AOYDMISIMLEMRDCuAOAJIUQkhjGcKwDYPIEAhCEUEYCAAAQABBKAAJvH5Qj4IAIDCAShCCzCUDGOiXFMIhZJxbhUQkESHwSYHDaHz4MwFMFFQgjkCvl8EAAQGEIRAIF5QgGTw+5i0v/UehxKzdFZHAaby2TzPnTRqRQojfFT4r3vpL370ElRKhqNSaezfh4ai0ZjdnbS6XQWm8Vls3kMBrurk/HhQ9eH953vPIFqIDYfSS0H4vNEqOYLz/ojdU+g6vSVbETeaE8ZbEmHt+gLzzp8RY0x4rLHIsFywJe3W8JOW9TtiFNgZNL7qVGgfpow6nwmPWnU+fXThMMadTvihCtJZRqMOj9FuBzWiMMasVsidkvYbom47DHClfQTGaszbrJFdKbgtMGv1ZN6Y9BkDpstUYM+aDZFXLaU15UjXDmHNWkxRE26sF0f9tnTmfjC9lpje6t5sNe+bHxZXjn/9Plfl5ZPk4mFSHjGZU1Y9KGIt1TNbszN7C3OHezvXp4c3eztnh7snx99vNnbu6xUdgLBqo+sRWNLvmDF5c17gzl/uBgM1wlfJRiuJdNLsXg1GqvMz29eXt7/23/5b3s7x4lINhXNzxQXV+pbGwt7q7PbVANXKFT1+goeIkuSpVh8NptdyheWl1c+7h9c7+xerqwera593Du4Oj2/n188SmeXwtFaIFgivFk/mfeTeZs9anfEAoFCNrtYrW7Mze1urJ+dnj60298o3vTYaFOXp+v75+v7p6u7h0b7r+8UllHn+fzm+fzm6bz5eHr9cNp4OLt6PL9+umh+url7a969Xrc/tx5+e/30z798/8cvv3x/ev7bL18u9/dmEplSOJ7zugp+Yn82sjsTOlmK3x/N3O6tnK3U1oqZrWrhYnt+cyYd9CZGBzROs9lttWai7rX5/OZitpr1VbPhejFeyiUziXAun56ZqaSLaZfflQol3WZXwO3TjEw4TKadtbXVpfmZcqGQSxn1mqGhgcnJcY/H6/F4Jye0JqPN5XYYTQYPYQuGvC6PxeEyEYTL7XFopvQ6rcntIr2eoEajGR4entaOGU3TVrdnaHJKZ7U5fP5RzXT/6NioZlrVPwhLpGKVWtrdI5Irqc5PEBdzQQjCZZhMjcmUsFgGYBiE42KVvGd4QKySwxIcFIlhsUSISlkChMFF2AIRg8fjwbAARTGZrHtwSNrdzYNhtlCISKUiuRxXKjG5HMRxHgxzQZALgqhUpewdgsUKTKbG5d08SEQ1WFHPYqi3e9Q8TohKqEr1ofHpgTENJJIBqESs7MEV3RAuR8QKRKJApUpMqoJxOQ8SUe1U1Ls8EBGBiAiAMRDBYAzHcCkiElOAhUvlIomMKwBYXAGIYCAC80EhHwTAv9QfCMAYCiIwAEMgAsMiTCQRi6QSBBeBKMIDhAAC8wEhnc1icTkgCoMowuZzuUI+DxDwQaEABHiAkMPnMbkcOpv1d/7UnyUzLC6Dzf17T4rGZFNG1ftOWmcnvauLQaMxGXQWg86m5CGNxuzqZDDobDaLy+Hw2Swug87q7KR/+ND1zkNWPGSFCNbISJ2M1N3+sstf9kfqNndOa45pTVEHUfCHZz1kxezM6C3xaKhSyC7FI1VK09ktEZs57HbEKVt9atwxPenSa71/gpeXgjOXPWa3hM0G8k/CFQn4cn/BnM0SdjviFPYZzGGzLWaxxwym0JSGmNIQRmPQ4Uga9UGrOeK0JTzOFOFMux1Jhzlq1gUs06Rx0hchy0e7t3u7rYX5o73925291v/y3//vam0nnVyIhKrGadKsC7rNsUykPj+7tzh3uLdzcX56d3R4ub93dnB4vbl1Wq3thSOzgVA9Fl8m/CWLI2lzxxyeBElWSLISic6kUgvpdL1cXm1eP/2v//3/3N05jkWyhDOYS1WW69urC7vL9Z356sbPuhsiR5LlZHIhX1jL51fSmYWZ2e31jbPN7XNqyUUqM1sqL8/MbqTza95A2enJOtwZuzNB+HIkmXM4ovFIKRmvlHJzK/Pbx3sXzfO7duPh9vL+4fL27qL19+7VS/Phpfnwk1KdXLVOrijB+NhoP13dPZ7fPJw2706ubj9eto8vHs6vXq9uv7QeXq6a3x+e//bl6z9//eUfP336h7e3319ffnt+/npz8XF5bj4e3yqV1rPx2RBxOEM2VpM3m5kv5/OvJ5ut7fmtSnarnL3Yqu/UM8VEUTM0FXK7S8nEQjm1MpNbrMSLCaKaiVYzkWQ4EPET+Ux6cW4ul8tZrdZ0JB0jY6TbZzdaPHb7Yr2+v7NZzKWtVqNOO6nVaiYnx80mi9Vq7x8Y6esf7u0ZGhwYM5n0wRBJBh0ewkz4rG7C1NunHBjsNhr1Tqd9SjM6ONSrmR4yWSaDicTQxMSkXu8NhXQWS9/ISM/QkFilEqAoIpFgcjkqlYrkcqlaLVapYImEzkE4QjEkUqKSbgiXYTKVsq+/b2QUEksECEa9hhEiMrYAY/IwjlDMFLCFIgjEYUwu7hnuU/arQRzmwQJZjwJXSjE5jsnFuFKKycWACOaAfGXfUN/IOLUpHld0w2IZhMuEKI7JlLhCLZKrYbFMgIj4sIjaPg+KxANjE92DI3wY5QAQKBLzYYwtBFGpHJMpUKmCqrEHMFyAYFwIYfMEfBCCUAzFxYgIhzERhGIQiokkUj4ICUBYIleIZXI+AHIFACISCyCAw+dxBXwQgWEMBWAIQGAEx/ggwBMKuEKBEAJhEYbgIhCBeYCQDwqFMMQHhEwOm8Xj8EGAKxTQmAyukM/h81hcDpPDZnDYLB6Hw+dxhT/rQ/+uqoHLZPP+ujPYPAab99cosIvB+kmvaExKGNJpLPqfqpBBZzOZHDaLx2bzmEwOjcbs7KC/c/lKbrLiIStkpB6MzdvcOZ05ZnFmdOaYzhyzuXMUWhmsCaMt6SErqfhskCw4rBGXPRbw5Z22mG6aMBtIo84/Ne6cGLX95Vvppwn9NGHS+80G0mwgzYaAxRh0WCOEK0l6s34iYzOHtFNu7ZTbbAw4rBGrKaifJqZ0PrMt6vSk7c6k3hCYmvbq9QGbLWbQB8zGsNUYthhDNnPEaUs4zFGTNuAyx4yTXrctsTJ/vLx0Uiqsb25dHX18OD55CoVrhDtDeLJeZzrkK8b85VJquV7bnZvZ3Vj7eHF2d3p8fbB/vr/fWF09TGdWPETeQ5TDkQUKQTxkxhvME0TB6yv6/YVobKZQWKxW17e3jh/vvyTjhUJ+plqcz6er2US1ml+o5ZczsarbnbXbkw5HMhyuVarbS0vHc3P7pdJ6fW53Y+N8a/tiYXGvWFrO5RcyublEqhZJLjiJnMWRMNtiJkuY8OWSidlEYmZpfne+vrU8t7W7cXx10rptPDbP2ueHjbuL1u1Z8/6i9dJ8eGs9UXrw6fq+dXp9c9xoHjdaJ1f3F62nqzvK27o7ub79eHlzeN46ung4v/p8c//j8fWPly+fW3d/+/zLv/36GwVYf/vy5bfnp9fr6916eT4dm4lEjhcXL5Zn1zLRo9lAYzX5eFD+0Vz9/fbk99uT1t7G+er83fH6xdbs7squ0+B0GQ0J0j9fSi6W0+v17OpMeqmaXa7lytlUxE+QPm8oQNrt9pGRkenRaZveatToHUYrSXiK2ezG2lKlmJvWjJtNOo/HpdVqJsYnp6d1vf1DPX2DalVff9+IRjPp8xGBkNPpNljt03rD2JRmbGJy2G63BgJ+q80wpRnVGUbN1imt2YzJ5bKeHq3FMmU09g6PqAYGpGo1JpPhCgUmk4E4DonFIoWCokJ8SC6A5ai0WyTvBTAJKJJiMgUqlbMEAIMnYAthUCSFcZUAkfIhGYCqQDGCycWACOKjgEQtk/eqRAoxKsflvUpcKUVkIlSOi1VSXCVFpJgABbsHRwfHNXwYYwkgXNGNyVSIRAGKJAAmwWRKTKaiuhkATIxIFJhMpeofHJqYknX3MvlCOpfP5AN0roDBEwhREYRLQJGYD6M8CBEgIgGCcQCYyeEJQAjFxSKJFBGJARgVQrAQRkQSGQAjAIxgYgmKiwUgTP0ZHxCyeBw2jyuEIRhDhTAkhEAQhTl8HovHZXE5HAFfCIEgAgshkAcIqJ8cAZ8r4HOFAg6fx+Cwu5gMrpDP4nHpLGYng9bFoDM4LI6ALwABnhCk5Offg9TfDQcpIPs5IqSzOCwml8n4O9O986dCZDDYlDxkMNgsJpfF5DLobFoX453DkyfDdYKs2Fw5l7dodWam9eFpfdhgjttcWY+/7PaVLY600ZpweArB6FwsXPF50mYDabeEA76cwxqdnnRppzwmPTk17hgfsek0hMUYMOr8Og2h03gMOp9B6zXqfBZjwGGNUlNCrztlt4QtxoBJ7zcbfjpZFmPAoPWaLFGrPWF3JK22uMkUMhiCFlPIbovZzGG7JWI1Boxar9VAEvYY4Yg5zMGIrxD0ZEkiO1PaXF053dq8PLt4OTq+39i8fHr5x3Rq3maNJsI1nysdD1SSoWqtvFkpbizO75ydtC/OWof753v7jcXF3URy0e5I2R25QLDuC1Q8/qI/XAxES15PNuAv+ryZULBYzM1n07PRcCYRy/u80dmZlc31o4W5zVpptVpcySbnQr68z1ckiLzPV4jF58qVrYWFo4WFw9n6bn1ud2HxYHnlaHnlcH5ht1xZTaVnwpGCN1i1ubN2d9rmSlttETJYrJZX5+vbB1snx3sXl4cXl4eXjf3TxsFp6+PZ3Wnj6fr+/qJ1f9GinPWb40bz4+Xd+c3NcePmuHF7ev3YaL/ePFJYdn/Rerxst8+arePG3Vnz7ebu28PLb89vvz69/fb0/LfPX77ft+9Pj7/eNv/9x7dvdze7c7WZkLvoteYc1t1Svrkyc1Yv3G5mHvcK3xuL/3C7/o93Z//15fr17LCxsXh/utE6XLnc/1hN5XwWi89iyUX86SCxWMmsz5XqxfRCNV/NZeMB0mN3OsxW3ZRuZGBkYnhSN6GzGMxWg5lwOYN+H+n3ZLNJm82k1U7qjfrB4UGFurunr1/Z3TcwNKruHhkYnBoeG7HYLE6vwWSfsronra7JQNTlIAz+kDueDrl9Vo1+ZEzTOzrVg0hxIYagUrGqv7d3ZLB7aEDZ3yvtVin7emQ9alQq5kIAFxQCGCLEEA4oFCsGYFyFyboxWTcPQvgwAopQLiRk8LkMPpcLAYhUjMkUgAjnwyIhKkZlErFKIcQQlpCPSMXSbhWulIkUMirGSV0gMQbiKCwRoTKJtLtneFIDisQcABIpVIhUDktkiFTGg1FEIkNlCgGKcQAIwHBMpsAVKvXgQPfgACqTckCAj8A8CGIJBDwI4kEQiIsgMS5AED4MCzGUD0MMPo/N54EIjEslIokYRGBqeAfAEEWRBBAogEA+CPABoRACIRQRQCCbx2XxuAIIBBH4r6Ehi8dhcthMLpvN41I4BcAQgEBCCGRw2AwOWwCBAAKzuBwai8nkcn4CFpvZyaB3Mmg0FoPJ5bD5vL+rPOb+VZdMY7J/tomy/2qb+Xn4PCGbzaPTWR0dtA/vuzo+0Lo6GTQak8Xk0mmszk46ZWYxGRwK197pTTFfsGZzZkcnvDpT1O0tOYmCzZWzu3Mef8VJFAzmuN4cc3tLZHjWF5wJ+HKJaM1PZCmssRgD+mmCAimKYRm0Pps5bNKTOo1HO+WxmoIWY8BiDNh/6r6EwxqxGAMGrc9mDnmcCZ8nTbiSTlvMYY3YLWE/WXK60gZjaFrr1+tJiyXidCTcrp/5eKc1Ytb77aZgwJMO+bJ+VyLqL+bj8/FQtZxb3dm+um19e3j8Y3Or8eXrv/4//+//d3TYtphDqeisZtzpd6Y9lliluF7MrdRr66fHrcvz26PDy739xvz8dm1mPxCserzlYGjO4y/anGmbO2ZxRoNkKRGfCwdLoUAxn53LZeqRUDocSm+sH6yt7s3XN2Zn1urVjUJmPhWdKWQWqS2ticR8MrmQza6USpu1mZ363N7CwkG5sl4oLpcrq4XiYihSsDvDRpPX6spYnGmPv+gLlj1EJhqrzc9ur60cnX9sXh63ro+vLw8vL/aOGwend6eXL1e3n9svz9f3lF3VOrk62/l4vntMwVbr5Orh8vbT7fPX+7fP7ZeHy9vmx8uvd28vzYfHy9uXq7uvd0/fH1+/th/fmrd/vLz+9vR8tbezXq20Px78z3/8+np1niKcC3GyGnAmzYaleKS5OvNysPa39uY/32//frP6o7H46XTr+9V+Y2Nxs5Q+Wa+ebcyc7RwcrW8XolHSZgu5rHbteDbirWWjmYg/4nV4bFavwx4PhTPxhN/j12v0fjfpsRGZRNrv9gV8Xp/HPTTYm4iHl1cW3B6HVq8dHB5UqNRylVoqV/cPjY6M6qY0lvGpCZ1RrzWNjE/3mR3jnoAhGHVZnBqHxxyIEDaXfni8R92Py9QwH4EUfT2qgT6RQiaSSyVqJSqTCFBYrFJgcgkfAamNfkIMgSU4IEIhkYotFPFhMYjJuCAM4RLqX3gwyIMBEEdxpVykUApQjCWAWAIIxDGRQgaIEA4owGQSabcSkYpBHOPBICIVS9RKVCbmgEKWkAfiqKxbBYulw5MakVzJRzCRXAmKxBAuESlUAgTDZAqRXMmHUZYA4MMoLJaiUrkARYQoygaEPBjCZFJAhLGEAh4MCRAElUlxpQKRSiAxDkvEAhSh87g8QIiIMLFMiopxHiBkcjlcoQBEERCFKe+JxeUwuWyuUCCAAAqkOAI+FWIQQiCbx6WxmDQmg8XlUIfN43KFfCEEQhiC4CIBCHTSaV0MOojAiAhjcTk0FoMnFHAFfDafx+SyaSxmF5PRxaB3MRk0JoPF/VnQ3sVgddKYHTRGB43RQWNSfIoKVVFPbahcKCCEeVwBnc768KGLCi50dtBpNCabxaPTWB0fuj6876J1MZgMNpPBYdDZ75zuvNOdt9hSelPMbE26iaLHW7I7sy6iaDTHNdqg0Rz3kdVQdN7rr1hsKZPeb9L7jTo/5a/rpgn9tNeg9f0p/QIGnU875Z6edOunvWYDaTOHJkZtBq2X9OX8RMZuCVtNQZOBJFzJP98VBv+6uOxxszlmNkXNpojJGLZaonZr3GGN2sxhvydl1BJhXybsz/ickXgwF/YlE8FsITmfDlcLmcV6ZXNp8eDjUfvi8mV7t3F59fqv//5/bG2eezxJhyVsNQYC7vTEoDlEFmPh2nx963C/cbB/vrdzsr5xPDO7EYvNhSOzPrLm9pRsrrTVkbI4IxZnlCSykUCRJFKxUDGXmfERcdIf39o8en76ZXvzY62yWi4u5bKL+exSqbCeyyxHo3WPJxcKVXO51WRyPpVaKBbXCsW1+YX9am3T4YxabUEPkbDaglZbwGj26Y3BkXGHzR51uhJOeyQVr60u7txcPp7unZ0fXFwfnjePLlpHZ+3j88fTi5eLq5uTq8bh+fXRRevk6vPd68XeydPV3e1Zs3Fw9un2+deXXz7dPt9ftF5vHn99+eWfvv7+fPPUOrt5u33+/vz16ar1cNn8h7fP/9Pv//Dvv/5oHux/XFkoBH0pt7V9tPN0up/3O2cC9t1SfDefjus1L3vL/3Rz/Pv1yq9XS68fqy8fK7uVZHNr7mpnbSEd25rLHW/MNj8ebs7N1DIpwmy067UOgzbkcyfCJOG0Wo1avWbKYTEnI4lithjxx81am8Vg87lJj9Nj1Bn8Pm8w4Pf53Jtba/lS1mI3maymodEhqVI1rtGMTWnl3b3K7mGJvK9nsM9oNblJs91rcAcMkbTbE7AqekXqfrnDazE5tLJuESzmihTC7qEBsUqBysQihQyTS0EcBUQIIsVBHIXEIkSKozIJJpOgMjEswWEx9QoPofN4XWw2G+DCEhRToogMEmCc/vHugYleTAGjckTWK4UkcBeXBuEyqpYTFitgsRwWU3a4EsCkElWvqn9Eouql1tiIlb0DYxplfz8sFrOFAEsopIoZhCiGymQCBKVmi3wEYQuFDD6f2s/MAQVsgMcGeFxYCIhgEEcEKMiFBLAEgyWYSCGRditgiYgp5FKYyORy+IAQxlAEx/5iT1whn2JeIqkEl0ogFOGDAB8EABiCMJQr4DM5bBaPy2CzOug0CoCEMEhjMjpoXVwBHxFhlA0PYyidxXzf1dlB6+LweXwQYHI5nQx6F4PO4LDpbBaNxaSzmAwOm83n8QChEALffeik5N679x3vPnRS6u/d+w6qU5RqSe6gMd51dL3vpHXQmCCIcDh8Go3Z9ScqdXUy3r3roL50dtA7PtA6OmhdnQw6jcmgs98RvrLHV3a4ciZLwmxNOlw5uzNrNMet9rTBFNMbo3ZnNhiuR2ILXrJqtafNBtKg9U5PujUTzulJFyX6THq/4afR7tNpPNOTbp3GY9KTdkvY7UjopwmbORQOFElv1mmLUocyrWzmkMsec1gjFAjazCG7PeVyZghPjiDyHnfG5Ug6rFGbJayfcg336wlHJBbMBzzxgDtOuqOZWKmcWczF68XMYrWwOlPb2t9rNq4/nZw9bm1f3j/+Nlff9XiShDNBOOKJYDnszaUTc6l4fba2vr15urtzsrtzsrp6WCwtxePz4cisn5xxE2WHO+twZx1E0ulNBbzZbHIuFiqG/Nl8tl4uLS7Mb1w37i/Ob+dm17KpmVymns8ulYqrldJmJrUUicwSRD4UqmYyyxTPKhRW84WVdGY+nZn3EMlgqJBMzXiIhMsddboiGp1veMzh9WWzuaXZ2ub25vnhzvn5cavx8erq+Lp13Gh+vGgenDQPTm6PTu6Pz853j0+2DhsHZ+d7J/cXrYv9U2oy+O3x84/nr788fHppPjxd3X1qv/x4/vrHpx8vreeX1vPbz/0R9//y/fd/+fajfXq+v7iQ8ftmEpFaPFwJ+87WFi42FmpRf8qq2SnGLuZn8g7zTjb868X+P99t/vPd5v1u/uVjZbscP1konq8vbdUKjf3l25PNveWFei4TJdza4UGLdspp0of9nlIm4XXZbEbdYG+vQiKZnpiOBiIeu79POajXGKfGpo06g3ZKazWbggF/KOQvlXLZQjoUIS12S/9Qv0av9/j9k1rD4OiEQj2kUA/1DQ1MG3UOr8HpM5oc4xrTwNh0HyoVyLvFOvPUqKYflQKIhCfvRcUqBYhjQgxBZRKJWokr5SKFTKJWoDIJBVWUcMNkElgiAjCELYTYQogLQQAmQmQYKhMhMgiSgn1j6pHpgZ5RFaqAcJVI0S+HpfAHVgeEy0CRDMSk1CJSWCynSodZfEgkU/cMjasHRmGxnApV4YoekVzORxCWQMgGADYAMHh8OpfHEghoXO7P3AOKChCUjyACFAUwEVPIZfDZdD6bJeTyEQDAERBHhCIYlYtxpVTao5T1KFGZmAcL2QCPCwlYXI4QAimIoQKc1KGzWVwhH4AhIQyy+Tw6m8XgsNg8LoBAbB6XwWZx+DweIOQJBUIYwsQ4HwTYPC6Tw/5pRQFCrlDAEwq4Qj6Nyeig0+hsFmVyUYY9VyhgcTl0FrOLQaezmEwum83ncQS8dx86mRwek8N/30F796GL8rDed9JYHD6HJ6TsLar9igqRAgDM4fDpNCati8lkcJhMDq2L+f5d538AVgcFWHQq+vDO7S54iJLLnbdaU1ZryuHM2uwZgzHq9hRc7rzHU/T7q4HADOEtmc2JySm/Se+fnnSNDVtGh8xT4w4qxGDU+bVTHp3Go9N4KB/doPVajEGKHE1Pukx60uNMWs0h/bTXYgxQlMpiDLrsMa877bRF9dNe7ZTbqPM5HRGCSAbJXCiQ97oTdkvQZgo4LKGRfn0uMfvc/n57+VZKzRPWiMNABpyJSnaxmluqldaqxZVSaWVt9fj49O7k7P6i8Xxz+2Vl5SgYyHldcZc17LaGw95sNrUQDVUzqZm52c311b3dnZOV1cNstp5ILkaidX9gxkOUnZ6ci8h7yIw3mAt501SC3dEAACAASURBVMX0XCyY8zrC2WRleWFrc/3g+Kixu3Naqyxls3PZ7HwiMZdIzMXjCyT5s/09EpnN5VbT6aVEcj6ZnIvGZsLhcio9FwwVMtn5TG7OZg/qDR69waOfdhq0rlJubmfj+GT/snl+d3nUuDy6uj27aZ+37s6ubz5eNHaPLrYPGjuHzf3jq6OLxsFZ+/zmYu+k+fHy+uji7vzm4fL2j08/PrdfHq/uXpoPVOT9y93r57vXt/tPd1f3r+2X37789g9fv397fnu4bJxsbi3mMwGLsZ4MX24t3+yuXG7Mr2RC/z9f79Hc1sJtiUkkEU7OOSAyR5BgAEDknBORmMCcc86kJFJZurr5fqnv9/y6/Op19cDl7ok9siee2j/JgyOp38DlUxigoFPibNXaa6+1djXs2qmkz5qV94e7Z3ONtWz4p4u93+7X/3ix+Wq/+uVm5WC+ujc7tbswvzk7fXe2d3++P5UJF+L+VNjvcQ6l4rFYOOR2uwOBgD/oC0WC4+Pjdru9q7Nv0hPwu+ODPeMBb9g9PhmPJVwuz8iIo16vrqwtVuvlbCGdyiUcY8O8IgyMjHgCAVtXb9fAkMnWae/q6+zv6hvuH/cPT4bH+5ydrEKIFoHkCcmidA30yDYJZRBKQk0dIm8SCZ5CWYJVBVOH1dxpVewm0arINlW0yIJZEi1fv9MSh7EkQjEozdISL1nNsk1mVZY1EaKN7XJY2gdUc7cg2EjeQqqdnNLB0zLGiBaSUzFawlmFFsyMZKV4E8bIGCNL5k5b16Bk6YIIXgcSKCVK5k6EJgEcAQkU52iCZ0AC0yOgHoEADIFIDKFJlCExhiJ4llUkyWoiBBLjcIRBUQYjBJJRWN7E82aBM/FKu2rpsqgdJsEi0hIN04gO1mMUzkmcoIg0T5MsyQgMzTMYheE0TnEUIzAkSyEEAqIgjMEoiZEso233MIpkBZ6XRUGRJZOK4BjBUCRDIzimiVYADBkhECFwza8AwJCmUhEMLSqyNlpqpKzNaDCAgBECDRDwrFUHIjiCk20G8Hmb3gDAAIzqjNDX1nYE1y4PgjCmXQAjcBqGMM3KABhhEIANerC1Va/XA3odoGsztrUa2loNX90POuCZZ7IUCNQCwZrXN+XzV8Lh6VCo4fVOaWgVT8zH4/PhyLTHUxoeSfb1hcedUceAv7fL3d/jcTq+LgTHR2NOR0gjVhOjcY1teSZSk+70pCs94gi5xuK+yezoSGR4KOgeT3jdGc3fEAmWE9FqwJvTKJtrLBEM5EKhQjxSjoaLXndy3Bn2upKJSHlr5eTf//W//V//x//z5d1fpzJz2UilnJopJBqzlbXl2d3VxcOF2e1GY31p8WBn7+bw+OHNu99ev/318uJ1ubSQiJTj4bJvIpGJVsqF5WSsnk5WG7WVzfWD89O7/f3r2jfASqSWwtHZQKQWjNYjiWosXa+Xlmarq9XC3Fxt9eLk/vHh/c3Vq8uLh5Xl3bmZ1bm57ZmZjWxuIZWazWQWtYMaWqHg9PRevb5dLK2k0rORSCUcKRdLi6l0o1BsZnMzE67Y6FhobDzsn0ym4lNHe1d3V68vT+7vLx9fXL169+LD27vX7x/efLh7fLq8vz86u90/eTg8ezy9eji9eXF2++Hhjaa1a4mcPz798vnV+6frl69vXv389oe//vDbL+++fPVqvf78w9svf/vlr//yl3/+8PT2bPfgfGf36erqeHVppVp+cbj1+5sXP96fHS/Wp4JjRZ/zh4u91/urf391/58eH1bTwauF6vVK5oeLhYedqR+ul3ZnyqvldLNUqCbja/PV5enSQi1fy8VqhUw2Fppt1CulYiAQcLvdwXAgEgtHIhGPxzMyMjHqdE1ORIKTCY/LF4skq5Wac2S0o6O9uTB///L25OxwcKS/39E75plwjI10Dw7aurt5xWzv6VNtHe3d/e19nbZue+egtW+k09wlI7SRVzlWZgSzJFtVRqYxBiVFRLDQsk1lZI7gaVYV1HaLqcPCm0ScoySrIpgl3ixJVkVpN0s2lVV4jCNJXqRFhTcpokVlVZZRGNHGWHtVyU5LdtrSI6idLCGCuABKNtbSLbGyjWAVhBQwWtIAi+BUmOBJTpUtXZbOAV5tB1BGBxI4q6j2Xj0C6REQIjFNgycFDmMpnGM4VaIlAedokMAAXFP3RcVupWWGFCiMxREaRVmMEEhaZliFIwRStEpqh0m0SrxJ4FQeZbHnQAvN0bJZls0yxdE4jWuwBaIgL/OCIvCyQPMMRuEIgWIUTrEUydIae6I4VlIV2aRykkiyDIDAjMDxsoSShB4wGiBQwykjBIIojOAYSuAwhkIYipGE5uGCMbTNaHiua2s16A0goE2Iz9v0EEpgJGOEkFa9Ucs/AzCmGUfbDOB3N6mGWRhKaqK7FsQBQcRohL5a3nWAtjrUpPe2NoOuzfDMNZH3+SoBf3Vysjw5WQ4EqoFAbXKyPDaWdbkK2o8uV2FsLDvqTDud6eHB4ECvt6/b4xjwayqVayzuHA4Paw6s0ZhnIqWt/yZGY6PD4aAv7xpPaN6ridGvzqxIsPR9HoyGylrqcHQ4POlKRwL1oLfi9xQ9EznnUGR4MBT25qrFxb//9q//+3//P/+Xf/9vD5evFhuLy7PL683V6VK9UVpanN6an96sFBeKxfnp6fWV9ePd/Zurm7cvH3988+aX2dnNdLxSyMzEA/lSeqY2tZ5NzeYyjUZtZWvj8Ory5dHxfb2+Uiyt5XJL8eRCKDLjD1X8oUogWgrGpsrpRipUKKaq54e3f/31z1+//PXu+tXZyU2xOFMsztTqa7X6Wjq7kMkuFMtbucKadiCjXF4rFlcLheV0ej4arQZD5UhkqlJdTWem48lqPFkJBLORaDEcKeSimZli48X5/bv71y/O7t7cPr67f/3j609PVy/e3rx6e/vq1fndzcHZ9f7p/fHV66uHDw9v3j+8eXPz6v39a21X+OHF27e3j29vHzUI+/X9j79//PmHxw+aueH1i/d/+/3Pv//2j/vL+42F5e3l1ZvDwzc3N68vTr68vP233z79+fn1u7Ot7Xp2JuY+nCv8eH30Ymfp9d72l8uzzVLyxebii93ah/PF663Ki4OZ2XxqrpCenapkIrFSPp2Kh1ebpVzSk01FIkF3uTJVa9QjqZQnGAwkYr5Y2BXwjbjGR8cmxya8Y86gY9DrmvDGY+lcrtDZ2c2yTDDo39rbePP+ae94d2Ckf9QzHoxH2vt6rV1dtp4+wWyVbaq502buMolWkTMxgoXjzSKjcNp5Ua3AV9vQsSrDqozSbuJMAiXStMxKVlm2qbTEgATEyByjcJwqSFZZaTdJNoVVeUKgMFrmZLtkaedVCyXyjCxKNtHcpQpWmjNTagcvt3MIazTgLRgH0QrOq2aSl1CaxRieFmVGUglOgEnaiOKsbLL19Nm6eznVjLE8yYuCyQLgiBFDYIqgJYGVRYJncY6hJUEwKZwq05KAsTRMEQhNkgLHqTJEgRAFgiSgfRAGxnmMFAmQBCiJ5EwsLVO0TLIqg/OYDmnDKJSTWEERaJ4iGJziSJIlEAJmRYYRGIojMQqDMAhEQRiHMQoFUQRCEQTHNMCSTCrNsVqokOJYXpZwijTCEIgiCI5BKGKEoe/BQ+M3/NLGSQCB2wz6Fl1bm9FghEAAgQEEbtUDMErgJKOVGmuABaOEpr63GQD9/+i9wkEER2AcBBHNMgoAMAQiIIhorquvH41ntRlaW/WtLfpnk55SIFALBGpuV2FsLOuayGvw5HSmx0YzY2NZ50hqaCg+MBAdHIw5HAnHgH+o3zc04B8djngmkpPutGssMTocHh4KOh2hcWfUM5H0ujMeV2rcGR0ZCnrd6bGRiGssMelKjQ5HXGOJkL8Q9BWCvrx/Mhf05UP+gvbOxGjMP5mLhaf9nrJnPOsaTTsdEedQJBEqN6e33r368sdPf/7+5a+/fv7j9d3r9YX1hfr8YqPZKC3N19bK+blEpJxJ1xv1teXVw73D2/3Du/sXnz5+/Mvm5lkpN1vKzSZDpUKyMT+zW6+sT9dXF5vbO1vHVxcvDg5upqYWstnFVLoZSzTDkdlAuOYPV/2RUiBaLiSqcX+uUZp//fDxz7/+67vHz1vrB4vza8XiTD5X17zvydRcNr9UKG8mUgvl8nqttp3PL0WjjVisEY83ItFKLF5Lpafn5neLpYV8Ya5aW6nVV2fnt2r1lXKqOD81++ryxZfXn768/vTH59++vP704eHNw+nN4+X909XDi9Obq/3Tq73Tl2c37+8e392/fnVxv7O48eLsVjNePV4+XB+c//Tm849vPv/05vPPb3/48vTx08t3Pzx9/PX9j28fP75//fn+8uFg63B/fetoa/dqf//x8vLT/dVfPrz+2/uXb872Xh2sHM6VKkHnUi54OFu6WZ87bFSPZur7tfz9evP92cIP1ys329WLjVIx4pvOJhbq04VEcqqYyaZiYd+Qd6InnQgVcvG9g4PN7a3JULjX4XC4x0PpRDSddHpcjhGXyxMYc4babY6xUbdzZMLpHLNZ7Yoq9/f3FqfyP/z8+Y9//OENTXojgUgqTgo8wXO27l5alEWLLFoU0SpwJpYQMJxHWYVX282CycpIKkQwCMXJVrO5wy5YeM7EciaBUTiCp3CeZBROtEi0zEIkgrI4KdKcyotWWbTInEmgJYYQKANMU7xZsth51UJLPCMJrEozCsWZSUKAcQGkZIRWMFrBSBFFWVAwaZ54zQSvMLLWGMPBFMPKqqm909TeKZgsjKTwqkWxdxA8gzIkylAEz2IsDeAoiKMYS6EMRQqcBrXavpLgGYJnAMKIMDApEoxCsyrDm1nBwks20YgbNPDSPqRIEAKOcagB0qOkhlk8IzAkS1AcxYosJ3GsyNA8RTAERmEYheI0RjB4i65NDxpBBEZJguE5XpYojoVQRA8aNQcWRhIIgSEErrmuUALHSAJCkVaD/nlbq7ZP1IDMCIEGENADRj1g1DKJCI5pV5o1Y73W0Q7AGIRqcWhMixZqcWgEp2CMgEBUCwxqfisIRGEI01St71ZSvQ5oazW0tOieP2975nEX/b6Kzzs1NpoZdiRGnemJ8dzYaGZiPKd9GXYk+vvCPd2B7i5/d5ff6Qh9m/60CI62NEyMDIVGhoIjQ8Gxkah7IqlZSSdGY+PO6FC/b3goqPng3eOJgC8/6UqF/AWfJ+vzZIP+QsCb0/6fgDcXmJyacGbHR1Lusez4cNw5GAl7s/XS0sne1f3l09XR9dPt6/vz24X6/GJjbndlc3pqudlYL+VmU7Gpcrk5O7MxM7fZXNpd3zzd2bu6uHjc379Zbu5OV1dyiWo2XpkqrlRKq7PT64vN7bXVvaODy42Nk0y2EU/MxhOzsUQzFm9Gk7PRxGw0VYsma/OVpbW57ZvTh18+/fHLD3/cXrxYWdpq1Jql0mwuV8/m55KpRiBcTaTm07nVYGQmHp8plday2cVYrJFOz6VSc+HIVDgyFU/Upqe3KtWVhcW9w+P7o5OHw+P7tfXjqVhqaarx/ubFb28//fz6w18+fvl4//Ty7Pru+OrV+d3j5cP9yfXF3unF3unD+f37h7cHqztrM0u+EffB6o5GqX7/+POnl+80qPrxzWfNMqqNir+8+3J+fLO3dbS1sn15cv3h8fX9+dXF7s7j5eWvb17+7dPbH+/Pno63/vxw9/P90ULaOxubaKZDd1uLu7XK5fLih7O9+WRwuxF9f7784qh5uzdTTkQr6UQpWwx4fNlsplwuhoND2bQ7X0jkCvGXb94cnp33jo61Dw1Z+rsnosFwNun0e4ac7glv2ONJDQ36JicDvT0DHR1dNlt7V0/XgGPA43Otba0kc4mOvo5oJhHPJhGabgUBWlZZ1cxqnEKhODPLmlhKphhZFi0WVmoneYsR4UFcFEw23mTFeZKSaEZmGZklBAqhUZwjGIWlRBqiEJCECYHkzYJokViFw3kSZXGUxQ2QiBBmkrOQnAVnBZTmcI4iBYaSKFIkURbBOFSw8OYuk2yXORMnWhTBLHOqxCoCq4iMzNMSRwoMI/OcKvImiVNFRuZZRZSsqrnTptEoDQpxjgZwVNOzNMBiFUl7gRRYnGMIjkFYiJZJ2S6au1RTpyLZBcHC8mYGYUCEAVEOxngEYSGEAUkRF228drNZMom2TqtkElESwShUVAVOYhmBpgWK4kiKI0mO0L7oAaNGsowwBKGIptDDGGqAAJ3RoAeMMIZiFIHgGIBARgiEcUzT1zXhW8seGmFIZzRo6UKNeRlAAERghMC/2kRhDEQwbUUIQCiIYDjJaIq7Jl19U99REIABANbkdlCzgcE4ihKGr2Z30GAANY97y/O2Z89an406025XwTVRGHYkhgZjo86Mx12c9JQcQ4lhx9fP0GBsoD/a3xfu7wuPj8Y0C/u4M6Yp7lrlsdMRdgz4B/u8jsGAZsvyeTJaBNo5HNaYl2ciGQ4UE7Fa0F/Q6hx8nkw4UAwHSj5PZtKV9k9mx4ZTg72R4YGoaywzMRJ39AVcI5FUZGpr+WBzeT8VzhQSxZ2VrYONvd2VzelSdaaysjy3PV1dqZYWFpo7zeZ2rjibSFc3ts5m5jYXmjv7+zcnB3fLzd1iqhEP5EP+UjJWr5Sa0/WV+bm1zfWDhcXdWLwcjtSj0UYs0UykllLZhVRuMZWfS+VnC/HK7srRm4cP715+ujq52904XGqu16bmotF8LFpIpOrhaNnjLUYTM/nSZiq7MjqaTKXmC4XlfGG5VtsqllYCwZLbk0lnZmbndmbntvcP7l49/nh983Zv/3p2fisfjK7WZrW4zNPF7evL27uji5uDs++AdXdyfb57cr578nB29+7h7dXB+eb86lB73/bC+suL+5fnd7++//HNzavHy4d3d0/v71+/v3/905vP2sbww8Obaml6Z+PwZP/s4vjy/aunz2/evb6+fnF29vri+Oenhx/uTj5cHvzXPz7+8+PDwUzmpFk4mq+sl9OBnu67jbX/+3/7X/enS7Op0dPl3Lur9Q83m81KqZyM+d3eTmtHIOAvl4uLzdxiMzc80ovhxvxUJZUvYKLYPz7RPjxgG+y19HbZ+nuGnG6PP+r35zyelMMxalKtkigLgtTd2z3p84yMD4+6nL2OXpInJasqW1VGltX2dsFsRVmeVmhCwEkRF6yc2qGKNpGWZILnGclOCzYQEyFcpEQFpthWSAdRCKfyvFmgJQamEIiEcY7AWNyIAwABkgIlWiTRIpEiBVEwSEAQCWOUFcJUAOUBlDcguAHBEZrgVJE3cZZui9Iu0zLFmVjJJko2SbHLklWVrKpoVQWzzKkiowia4QBlCFJgeZOk2M2K3SxaFEYWSIEVzSpvkgWzKlnNnCoTHEMKnCaZCSaFkUWcY2AShylCGxVB0kiImGjlZLvImWiEgfRoWwv4jJJwjIMxDiEEDGEggDBQEm7tMVM8yYqMtcPSN9RrsqlG2GCA9ZzEwjgE4SCEgRAGfv8CooBmxcJIQgcYW/U6AIFhHAMR2AhDz1qeP3v+DIAhnCJBFGkz6lv1Op3RAKIwhKEgCqMEruWcWw36NqMBQhGtUsYIQzrAYIQhBNdw6ltPwzdfOwCjKEFr+0FNfdcOpra0GTSoAgAYBGBQU/URAscogx4wfEsXaoD1XAMsnyc7MRYfcYS0SI3XnXZPJMed0YnR2GCfr6dzoqfT9U1iD3ndafd4YtwZGx0OOx3h0eHwyFBoqN/X1+0e6vd53enR4Uhft8czkYwES56J5MhQaHQk4hgIjAwFtVHRNRafGIt73WnPREornNGa/CLBctBf8HtzQd/UhDM1Npzo7/EP9QeH+oP9XZ6ov5yO1MYGQ50mh3c0vjK9vTG/Pz+1ujqzvTS3sTC9Oldfnqsvz9VXZ6rLlVKzkJtpVFe3N863ti43Ns4vLt/d3n5aXDqORCsTY2GvJ5HLzKwtH+9u3c3P7JdyK6XcSja1kEstJqONsL+ciFVrUyuz0+v16vLe1uHt5cPji/d314/np68O9q4b9c1AoOD2Zv2hUiwzHctM+2KFWK6enpoNZ6bCkXI8USsUmqXSYjxSnnQnw4FMPlOvl2fLudrR1v6Hx7cvLi8vDw9Pd7dWZhquYdfW0tbl0fnDxe3Lq6vzvf3zve3zve3D9eW7k4Obg93j9dXdhYWt2bmlcvXlydnP716Vk+HtpebR5pp3bPzi8OiXTz893T9+eHx/tneyPrO0WJ07XFp/d3n/Yv9kJpFdn976eP/D5txm2p9+vLz9z3/5x4vz043m7NPN6b/88dN//vsv//z9h3//l7/87af3d6d753vr//rhaS7q357KPWwt/3R3djRfS3uGLzYXTrcWvjxdry9W6sVoLuV1j3UnYq500lMqZyvVvNfrtlpNU1PVaqXuGBzz+yIed8Bm6VIUk83abjIrHR12t8cZifoHhgNmu4OT7ZK5y9LZbenssXZ3tPf1yDZVaTebO9ut3R3mji7JYtO6NDnRIil2xWxXzDZRkTlJ5CSOk3hW4DlRoDkBJWiMEChGIUgTCPMAjoEEDlMkytAEx5ICT4sCLYkoQ5M8J1nMgtmEMTRCUyCBP2t53gYZARwFcFSPQDCJawYuWuRlm0W2mU0dNtGs4izNqZKpwy5aTPaudtVq4mWek1hOZniF4WWal2nVKskWUVJlQRFZQWZ4iRNNomIVVDtKCxBJMLKktEuChSVEAGF1kp3mLTglEQgLgQQOEThC8TgjMQLf0d3V3t2lWi1mm5WXRBCBjRBIsgyCYyACgyii7e9QkhBkieYpURUUqywoPMkSGsMiWBwlERAFQBRASQQlEQAxAogRIWGtJQbTumVgSNPXQQR+1trSomvTfdv3ff/o9XoYhhEEAQAABEEMwzAMA0GwpaUFAAAURREEMRqNOp1O+1ftTb1er9frjUYjAABGo1Gv10MQBACAwWDQfXu0d3T65zBipGmcpnEEAfWG1jZdq17fpr2s1xsMBiMAQEYDqGszPH/e9mxkKOR0hMdG/seCb2IsPjEaG+r393a5ejonBnonh/p9g32+EUdI8zSMO2OusfjYSMQxEBjs8zoG/E5HaGQoFPDlve70uDMaDZUzyelQoPg9VOgai2vtV67xhHs84Z/MfqNmGa1eZtKV0kT6seHE2Ehy0pUbG0m4x9OTruyYI5IM12YrGwFXerjH4x9PVDJzy9NbG839zeb+bG2pOb26MLM+31htTC3WSs3a1GKjtrLY3N3budrYOF9ZOT47f3P/8GVj6yqXX3CNRybd8UyysTi/t7Z8Nl3bniqs1ae28umlZGw25C8HfcVkvDZVWqxOLZaL8zsb+9fnd/fXT4e7ZwvzO43aSiYz5/fn46mZZGYuU1qIphpjvqQ3ko8X6pFsJRgqhiPldHo6n29mU41krFLKTc9Pr+9vHm0sbd+dX3959/nN/f3r29uPr168ujoPuUObi5vH2wd3Z9dv7u9Pd3d3lpvr8zNz5Xw1k2hkUzP5bCkarSaTmzNzv7x+O5WM1DLxw43Vp5vLar6wubT89uXrty9fv3vx9vLwYn12OR9OhUdcpXBirVxfKlQy/nyzvFRNVZZry7++//zHpx8fzk7e3F6/vb/8+8+f/vHLx3/88vHf/vz9t0+vz/fW99cW/usvn98f7bzcWW0mQ9v1wnatEJ8YbKSC8+XE+c5is57ZXZu+OttcbpZmGplcxu8cHYzGAvlCNhINlYpTqVTWOxkK+mN9vY7BAWcoFE2nss7R4c5Ou3N0MBL1dfW7zXaHZOk22fvNHV2i2crIAi0JlMjQMsfIIiOLlCgTvIizEs5IKMFTjMKJKi+qX92MAsNJvKjIZrvNbGunORGEaQNAGIyMzkAZUcSIoQCOadEWShRYRRZMKqcqpnZ79+CApbMDpkgAQxGaMmIoTOIwhUMkjtAEJfKSxSRZTZwiMbJASzxvkimRg0iMFFjRYmJkgRN5QREVi2JpN1vaVdksMCKB0TDFExSHkyxFcTTDiQwvMpxCczIjmWGSAwmclkTJLvBmBheMEN0mWAnWhJIijrIwTBIwRWpn6Ama0mzrDM+ZrBaT1UJxrNapAGEogMAQimiWdIKmJJOK0xjNU5zEsiJDsgTOYBRHMiINYaAB0hthA4xDCAEDiBFAjSiJGGEQwlDNYAUgsP6bSV2b+HSAQVOjtL9ihCEYhkmSJAgCgiCDwQAAAAAAGjwhCIJhGAzDGgwZjUYIgr4Dk16vN/yHR8MvEAS1dzSMa2lpaW17BoI6HIdxAoYgo97QqjfojIABBEGDwaDT6XU6vcEAGAyATmdsbdE909DENZaYGI05HaHBPl9ft7u7Y6Knc6LTPtbTOeEYCDgdIcdAYHgwqHkatPlubCQ60DvZ1+1xOkKTrvTIUEgruvK608lYLZ+Zi0cq2irQP5n9Jq5nXGNxrVvGM/E1Ea0VKI87o05HaHgw4BgIe935dHw2EqzEwrVEtO6dSCVClbnqetSXD4wnYr58PlZdnd053bneWzmZry8vza6vNLcWZtYblcXG1OLczMbK0v7WxtnR/t36+tny8tHl5bvHp18Pj15Nz+5EQtlIKFvMzy0v7i0tHE7XNmZqO8vN43x6IRauBbz5kL+YiE3l0o1ycbZWWTjYObs+fzg/eViY3UzFa5FQKRqpRSO1bG4hmZpLZGaD0cqELxWMl3OVZq7SzCbqmXg9E6/lk42p3FyjvLg8t3m4ffbq9ul49/Ty6OzF1d3V8fHN6dmL68uLw/2Ay9+szy9Oz+6ubZwf7C00aoVEOBPxTaWjgXFH2u8pxUMp3+TiVOnu4ODt1bVCYIVIcCqVWp2ZKSTThWT68vjq/eOHT69/uDt/OFzbny/PZv3xpCec84UznmDGl10sL+0tbL84uf/l7afHi5v9leXLvd2f3736l9++/PO3H/6nP7782z9+//3j68erPKbTRQAAIABJREFU03f3Vx9O9397uPrnx9eXq82Xh1sPe+spr3Oixzo/ldpZauSTvnopvr5Sb1RTtUqyXIqm0lGvb8Lr9Xi9Ho/b6/MGYtF0X69DEs3t9h6/P5jN5l3ucavNbLHKXd02S2e/yd5r7uiydvUodjPBM0bcqEN0tEwyCsXINM7jEIkABKxNSTjJM5wqyGZeNBE0ixIUQVMMz6EELplUS3s7L0kQSoAIhlMcw0m8SfnqYpdFLfdn6rBbuzt5k2Lv7XZMjHb298IUoYMBiMCMGEJLPMIQEImSAiNaFMmqcqpISzzOURhLUiKLcRSAwwRPC2aFElmKx1iR5GSSkwlOwXgVF1ScVzHVzslWRjJxkplTrapiUTlJxCgSYwQAowAcJXlWsHCsSmO8ESBbGBWlZBjnUZSFUZpEafLreUEUQUlCq0BgBF5UFYKhAQTW7Omap1yrW6B51mS1aGtBkiVJliQYAqdxgiFongYQQA/q9KAOwkAIg4ywwQgbEQLWA0YAgb4qU9/Sy616nRGG9KBRZzQYIRDGUeRbH6lOp4MgCEEQEAQBANBASsMp7dF+N357gG/PdzKlQZUGdt8B6/sLLS3PDAYdBAEQBGgoZjAYQBAEAMigB77FoUGDHtK1ga0txmcaiDgd4eHBwFC/r7/H02kftZocPZ2urvax3i7X8GDA6QgN9fuH+n1OR8gxGNAM7k5HaLDPO9TvG3fG/JM5x4D/m4k0EfQXEtGq5lcIePOhQDESLAW8eddYQnOHBrx5nyeruR9cYwnNK69JWu6xdDoxN1PfKWQX8+lmPt30uzIhbyHqK4Qnc8lgKRer1fPN3ZWTq4OHo82L1YXt1YXtlebWwszabH1lrrG62NxZXznc2bw42r/b3LzY3Lx8ePHjh49/P794u7B0lEpOxaPFqdLC0sLeTH2rlF+oltfnp/dy6WY8XIsES/FIJR4tp+KV6lRzbfXg8vTu6vR+Z/O0XJgN+HJBfz4Rn85lm4XiSizeCMWq4Vg1ECsl8zOF2mKqNJOMVDLxejpWLaSnm9Mb26vHZwc3j3fvP7/9cnl8fbp3dHN6eXd+8fL65vbsZHNpIej2z1ZmqvlSvTjVrFczkXDQ5fSPOwqxgM85kAlOJibH4x7X7sL89e5edGIiMeneX15s5HPFeLyQTNcKpcPto6uT65uT2+Od093lnYVqMxdIBEc8KZe/Fss00tOHK8dPF68+3L17urw92djdWVw43lj77cPTn798/vPXz//87Yd//vbll/ePv7x/+vc///rHy9ufbs7+9ubh1f7mw/7G8dJMKToZnRicLsZPthanp5LJiCsWHp909ceiE/lccHqmMj4xoiiS2ayaVEt//2DAH+U5hSI5lpE62rtGRkZ7ert4gaVoTBBp2dKl2rrNHV2qvYNTRZQhANxowAymTsXSbTJ3mQWLgLEkRKIoTVICJyk2k6XLYuuSVRvJcDBGaEk3AwQyPCebzYKs0JwoSKrJ2mHr6O4c6LX1dKntNsGsCmbl+zV50WLq6O8d9bj6ncOsIqE0ibE0gCNdg32SVWUVwdRh6+jvtnS1a+UwGmBpgjpC46wiKHYzqwgUj3EyxSskJxOShe7sNznGupzu3o5e1d6tWDoUa4fS2dPZ1delWsw4rR2LJ4wYjDIUo1CMQmmARcowLgAoCyMsjDIUxlIIxUEEi9MUxbFaLyjJ0DTHIjjWZtBrtnIDBGotLihJsCJvsdtEVWQEmmQJiiMJhkAIWLMvQBhkgPQGSK+pV3pQrwf1IApqHE1rX4AwRDNbGUAAIXAjDLUZ9XoQ+KqsQ2CLXvf8+XONPWmUiiRJjuNEUYRhGIIgGIZRFCUIAsdxGIb/IzAZDIa2trZWzQMKACiKfidWGippONjW1qI3tBkBg8Gg+4/v6/VGnc6gazMa9CBgRAAjoteBLc8Nz0aGghqr6ul09XV7Bvu8QwN+x4DfMeDv7/H093gcA4HhwcBA76RmbR8djowMBR0D/qEB/8hQaNwZdU8kJ93p0ZHId7O7ezyh9c/4PBmtUiboy7vHEyNDweHB4MRoTDOOTozGR0cio8PhidG4fzIXi1QyyelIYGqquLrUPKqW1yullanicsibj/iLowP+eKCYjU7lYpX5yure6snR5vnpztXK/Nby/ObCzPpMdalamq+XF2Yaa4vNnfWV4/3dm52d66OjF+/e/eXzD3+eX7xdXDrK56qJWL5Snl9sbpcLzVikrFXRF3MLyVgtGiomolOp5FQ+W2/OrR3uX5wdPexsnDdq6/HIVNBXSkQbucxSIbc8Vd5MpZqpzHwuv5hINxLp6WS2HogUPAOBbLBcT8+u1Dcu965fnj++unr8/PT5/uLucOtgf3P76uTs6eHlu1dPlycnzZmZVDTenJ4tptOpSKSQiiUj/mTIFfY6pzKhmG+0ko4k/eP5iP94Y/nF6dHkUP9Oc+Fqd+9ofXu+XN1c2Hh1/fLT6x9fXL/eXTtemt2Yrywu1JaXqgu1dGUqlp9OVxZLzd35nfPN4/PN4/2l9Z3m8tXezueXD18e7788PXx5vP/tw9Pffvjw67unX94+/fOXH//nX7/89PL2nz9++P3ty8fzg/2l2blyOuIaTgQndlbnpquZ8ZGe3h5zf5/F7RqMRT3Dw4ODQ302m8VqtVAUzXHCQL/DpFoZmhcE2WZr7+vr7+xsFwROkvne3i7RYpZtVslqZhUJ5wmcxykZ50y0qUuy95k6BqyWboU3s6SIUxLFqqxsspksHSZLhyCZMZIDYQJECASnWUEUVZNsViRVVq2SrdNs7VRkM2futGqmUIKncI6kREbrezF3WruGep2esX7nIG+SWIWXbCpvErsdPZJVoiRKsAhqh8qZOIzDYBrGeRxlUUqiKJHCOEwwC2qHyigsLcKSmZKtlGjCJQtm6WKtXYxiw23dnLWLU+2sYmPs3ZbugXaTXcVp1IjiBgQ3YjBE4qRI0DJFiDBE60kJwXgQpiGYhlCGxFgKJhkQJxmeU8wma0e7YjFpaRuMIgEE+q43aeQIJQlG4Ew2q2ySGZ4hWYoVWZpnEAKFcRincYzCQRQCERDGEQiDNT+TEQa+Ghdw7DtT0xqTUQI3wpCmpgMwBCKwHjA+a2vV2JCGVgRB0DStARbLsizL8jwvy7KqqqIo4jiuAZbGswwGQ2tra0tLi4Z3GhfT9CyNc2mApb1uMAA6nb7ledvzZ60tLfq2NmNbK6BrAw16BAIJFGZgkNLr0OfPgGcaSxrs8/Z2ubrav86AE2PxsZHIUL9/sM/rGAg4Bvz9PZODfV6nIzQ2EhkeDA72+xwDfs3BoJWL+idznomkx5WadKUmRuM+TzYcKPonc66xhMakRoaCA73e4cHgxGjcM5FyDoc1/HI6QtrJwmSsns/MxcK1QnZxfmavXtmcbWzP1LeSkWo2Me0di+eTjUKilg6XpouLq7Pbmwt7p9tXs9Wl+cbKfGOlXp4vZOr5dK1SXpib2Vhe3N/bvtrbuz07e3r/4W8fPv799Oz18srJ4sLGVHlmYX5ze/OkXllJxauZ5HQiWivmFuLRatCfi4SKuUytVl1cXNjYWN9fWzpoVJYT0UrAl4uFqtnkXCa1kIzPJpPzseh0Lr9YnlpPZqajiWoyW09kaq4+33RuYW/p6Gr37u3t+1cXT+d75zfHN2f7J4eb+/ub22cHR3cXV7fnl5srK/l0OhYMFzO5gMftGR2N+FzJsC+fDIQmR9ablUYxvlgrlJPBmUJ6dbpye7g3V8wFRkYj4xP5SMI3Mh71RnZWtt+9+nx9+rC3cbIytzlfWdxa3L3au9hubhWC6eDI5HSmsTm9sVJdqMSL05ni/tLaq/PTL48vP728fXtz/vrq9Menhz9//uHvXz5+fnn/dHn213ePH2/OP1yfHS3NLVXy+0uzN0db9Vw87HWuzlenq1m/x+FxDU56HOPjfRMT/SaTNDIyNDLi6O7uwnESRTFZMnV0dKuKRZZMiqL2dPcODzs6uzrMFqW7p4M3mUSLmVNlnKVRBqVlWmkXLd0qJWOChVY7RFOnJNkE3szyZl60igwnMZxEsxJOchBKATAOwDiEklovHS8LoiLZOi09A532LhMnk6wq0BKL8xTGEgRPsYog20yWLptoVUwdlva+TtGqGHEIoXHZpqodlo6BTtkmUxJFSRSjMKRIwjRsxI0YhyEMQggEKZAYh/FmXrbLpEiSPMjJGCvDJG8UTEhnv9QzpNi6Wae7a3iis3vAYmrnLB1Ke49VMosgChhRHMBIAEcAHMU4lFFoRsUJAaIVDONBkAQAwqgZRyGCNqK4HgRwmpTNJkGRYRzTnOUAAgMwpAeBr/MajsEYSjK0pCqcyBEMSXGUZJJEVSQYkmAIXuZJlkQIBMZhjMJQEjXCRgNkhDCI4TmCpmAc02gURpFakwyIInoQ+A5YEIaCCGyAQIIgNKDBMEyDJ5PJZLFYrFar1Wq12Wzt7e12u11RFJIkNZzSYEuv17e2tra1tWl8SqNOGvAhCPKdbQFG0GgEDAajTqfXnFbPn+lanut0baBeBxkNGAxROMqhMAMY8LYW6JljMKBJ5oN93u6O8e6O8cE+7+hweHQ4rI2BI47QiCM09BWhIo7BgFYrqmUGvzsbIsGS1mwV9OU1oSrgzWnilGssMTocGeid7O/xjI1EtD4/TeZ3jye8nkzQX9D6kdOJ6US0lk5M16bWpmubywuHzdnddKxazMwmQsV8sl5ON0qpejU7M19Z3pjfOVg/ma8vNxur843VmepirdSslZszjbWF+e3V5aO9nevd3ZujoxcvX/38+PjL8cnT5tbV/t7p7MzSyvLu3s7ZdH01l27ks3OJaDUerUSCpYA3HfJnM6mpWnWhUW9WpmZK+cVUvBEJTMVC1Uyymc8spePNaLARD0+H/NVUcraYX4rHKrHYVLE4W68vJ8eTB83Dh4P7F4cPT+cvrvcu9le3rg5O78+vzg+Od9Y3NpZXd7e2dza36pV60Bd0Djlco+PDg/3jzmGfeyTsd+VTgeDk8Mp8ea6Wma9mCwn/Qq2QDnka+VQxHo6MuuMuX9Tln+gbGep0+Eb9l8cPWyuHzemNtcX9xZnNRmmhkqknA5moO5qP5PPBzEp1sVlsVOL5zbnm1d7B2dbG4dry/cn+i9ODVxcnb28vvzy+/On104e7u/vj4w8vbn55//T2/mqjOb3WbFwd7b5+cTVbKw71d2SToVolV6/m5+ermUxkYLCzp9dm77D3DvT1DvSbbVaSoQVZYnheNZtNFgsvSRTLWOy2YedIR3cXwzGswLGyLJjNrCLhLI2xJKeKsl2R7SrKoqRAsiojWATRKohWUbQKolVgBYliOYxkYIyCUApCKBAmjRBOMhzFchSHcxJt7RJ7HdaOfkGyILRMkyJFCAQhEIysXRG0tPe3syrLqqxgESmJMuJGnMNFq8iZuMHxvp7hLluvRbaLSrukuZ9EK0/LJCFgjEIyKkVJhGwXTZ0KJRMoZaR4hBYRTsZ7HZZoejJfiSRyPm/Y6QkODzi7VRuvWCRrh1kyyTCOgDgOkyRIYAYURhiEM7GilWNNFG9mcAEBCMCA6kEchUlcS0Q/a21pNehQEkdJXA8YIQwhGVpbDhog0PjN+gTAEIJjjMCzAk+xDC9L1o521WohGZpgaMmkEjSF4BiCYwRDEwytGUG1iiuUJCAMhVBEO0WhFWa1GfQaWhlAAMZRgqZonmNFnud5TVYnSdJkMmnw1N7eLoqiKIqSJEmSJIoiwzDa9vC7OKVBlfa0tbU9e/astbVVmw01CUyv17e0tOi/np8AdTpA1wa2tQKtLUDLcyNoJAADbtQTIEAhMIciPAKxoJF+1tft7u/xDPRODvZ5h/r92tA37owNDwY08qUhy8hQcGQoND4a0yKEmllUM7hrZQzaNZ2ANxcOFCdGY2POqHs8MTwYGHNGJ0ZjI0PB3i73QO/k93Whhm7R0JQ2kWWSM6l4IxmrpRMzyVijUlqZm95ZXz1rzu4mwuV8cjodKSdCxWpudq66Us/PzleWt5f2t5f215d2V+Y3F2bWFmfXVxZ2NlYO1leP1lYON9dPD3Zvtrevdnaur67e395+Oj552j942N46LJcajdri0sJWNt0IB/PxyJRvMqOtAsKBXMifjccKxXwjn63EIhntwmsi2shnmlOFtWJuRQOsqeJGIjqbiDVSyZlgsBAKFnL56UplMePOHC0e3+xcn66eXO6cXWyfXh2c/vjm4+7a5kJ9JhWNh32BfCZbKZUjochg32BPR6ejf2BsxBEN+iMBdzTorhRi6dikJm/PVTK1fPTmeGe+kmvkUpmQLzzqLgRjvuGJ0Jh3rH+8U+3a3zyrlZrV4sLy/E6zsV7JzzUKs7Xc9Fx5bm95r56qzBdmFsrT51uHPz69udzZm0rESrHI2nT1ZGPl9mjvfHv9YGXpYmfr1fn5m+vrn94+/pd//v0fP//w8uLk1fXZ6e7G4kxlZKALg9pUkeruNI86+/z+8d5eGyfgPb02mqNpjjbbrGabVVKV3oF+QZZ5UeJFSTVbTFZLe1dnZ083zbIgAgmySIsibzLxJpkUWFJgOJPEmwRKoimJomWaURjOxAkWQbQIgkXgzbzZ1i4qJooVMZLFCA7FWRAm9UYUJSmSYWmBZCVatTH2HtnSRfEmCOdwlEURGoFpGGMxSqJ4Ey/ZJLVDlWySqdNk6baYu8wd/R32XjslUaZOxdylilYO4xCcR3gzK9l4RqE0lifbRdkuSjbB1mtp77cJFpYWUMnMKDZWtXHdg2anu6dnyMRIUNeA2jVgUu0CwUIUR5jtqtluYQRWOysPkbgBgWAa5k2c0i6KNk60cYSIagsHI4aABAZgmB7+Kq5rh7YQAuclUbVaSJaBMFQLJGvcRw8CIAJrJEuQJZPN2tXXa7bbcIpECZyXRYwkIAyFcUy7E0EwNMkynCRqkUAQgTXupr0Pociz1pbnujad0QAiME6RnCgoFrO13d7d3c3zPIIgDMNoxEobAL9L7CAIfpfStblP41atra0at9LpdNps2NbWpulT33V6g8HQ2mpoazV8U9Zhgx7StUFtrSCGsBBIGvW4QY9DAI3CPI6KOCo+6+mc6O1y9fd4Bnq9g32+wT7fYJ93oNfbaR8dHQ5PulJOR2igd3J4MKDtE7UemInRuNMRGhrwa79rmtR/0KpCw4OBwT5fT6droNfrdIRGvin0Wmnyt0MVSa3cvZhr5tJz8Ugl5C/4vdlirplJNrKp6YW5nVplJeLPJSPlXKK6s3Zye/ZyrrI0lakvNlZmp5qbCzsXR7fbqwfL85vrS7tba0ebq4dbG6eH+zenxy8P92739m5PTx8vr96fnr3e2b1dXTtbX9tfXdmdm1kvFWZT8WrIn/dMpDQRzevOeD2poD+XiJVymXohV8vnagFvPhmrZ5Pz6cRsNrlQyq3m00uxUMM1mgr7p4rZuUyiPjzgmirMrixuXpzeLpWWTlZO7g6uT9aO9lc2748vH29uLg4OF2Ya0YBvZGjQ63Zn07lMKut2+fv7hkeHnY5BR2e7fXhoMJeJFXPJRMSTSQYi/tHg5HA27ktHJqdL2YuD7cON1flK8WJjt5HMJzwhZ+eAd9TvGnL3doz43LFsul6vLs/PbtQqi4uz66VsvZAqV/L1pD82na+ebu/dn15+enx1dXi43pyZrxQLifCLi+PfP38oxCMx7+TK9PTTze3HV4+f3r8+PdpbXZ7fWFtcXW6+enlbKKRBoE01iaLEWKyK3W7iBFqQGLNVlhQep2lGEBSL2dbV0d7dZe2wy2aVlwVW4kWTbO1ot3a2MyKvBwEdAKAkCREMSvOUIAsmq2CyUYKCswItKhjLUYLEqYpksWgeKNGqiBYFwlBOFBSLRVRUVpAYXtIuCZMsQ/OcoNImm2jpZM0djKkDM3VglIRzJppVaUYhTZ1y70h3t6NDtgu2XnPPSFf/aG/XULut12zpMakdsmBhZbto7lKUdolRKEoiBAsr2XjOxIhWXkMr0cpLNsHSbVLaJULAGIFRLLKl3WSyKya7pFgFkkPajM8UiyCqLCPQnMS2d3UPOBwWWyeEkjBFGDEEolBWESSbzCosKRKURGo5QYiCjTiAsSSrCATP6mAQIXCMImEMbdG1PXv+rM2oJxlaNpv0gBH5et6GgXHMAAFaPpkTBYwieUlULCYEx3RGA4QiEIZCGAphCIxjGEkQDI3TFIyhRgjUsjUIjsE4BsCQFqwxQECLXvesteVZW6sBAkiG5iSRFQWSZex2O4ZhAACYTKaBgQGr1Yqi6HcX1f/no1EqDbM0nqVBmCa0a8OgZnoAAMBogPR6UNdmbG0xtLYY21qNujZIr4MBIwEaCRCgQCNp1JMGHa5vw/VtuAZY7m+A5dXQaqB3sq/HMzwYHB0OOwYD2i8Dfd7+nkltD6j5sLQszrgzqqVw3OOJsZFof4+np3NCWxq6xhJjzui4M+Z0hAd6vf09nuHBwLgz5hpLJKLVcKAUChRT8boGWEFfYXQ4MjoS9k9mJ92pUKBQKjTTybrPFQ9OpiO+9PLc9uXh3dLMRjFZmSk3lxory9NrB9tnmyv7K83ttcWdjZWDzdXDzfWTna2z/d2bw73bw8OHs9On6+sP1zcfj0+eNrevj4+utzYOp+sr6WQl6Mu6x2NjI1GnI+x1Z3yebNCXjYXL6WQll6llUuVkvOCfzMcj1WxqPp9u5lKLmWQzEZkJ+SpBXznoLSUilXx6Nhkt7GycrC5tLc6tzmRmrneuX548bEyvzpVqh2vbe2tr5XS6MVVKRkJetyvk96cS6Ug45hgas5g7zKq5u7O7p6vTNTZaLqRLhVQmGahPpV3OnrDPmYv7c3H/0vTU1tLcdDG31KierW1XY+nwuHe0a9Dt8PTZB2hMNomdiVh5d/vi4e793MxGMpKPh7KVXK2QKi/Vm9OF2vHm7unO/v3Z6c3x0fXx/i8f375/cfPXnz4dba51qmJwfPx8b/fXD5/++3/5r3c357WpwqR7zD85MeoczGeTjqFeCNSRJEKQsKxwZovMCRTDkbxIExSCEATBMJwkymaTarXIZhMvi4zA4QwpqJKts91styIE/qz1uQ4w0jxP8jJCsjDJULzMKWaKl1GaQyhOqypHKBImCYQiSIETzLKpw8oKvGxSFbOFE0WKFVhB4kSZ4UWUJGieE02MahNM7bRqp0QLyMg6QsBohWRVilUp0cabOhWlXWRNNCUTopVTOyS1QzJ3qbZes6lT4cyMZBPUDlmyCbRMkiLOmRjezNAyCdMgIaCURJAizqq0aOM5E4OyMMHgrMjyMkvzJC3gnEyxEkEwsGIVZLNWkMBLqkk2mRlOghCCEjiEJhEaJ0WGlhmcwzEOJUUCYWBCwEmRwjkcYXCUIWCKAHDUCENaQE8HGLXSOhjHaI4FERinKU4UWFHAaUqzj2o9CgYIxCmSEXgjDLbodcZvPTAacmlzH0oSmo7eZtQbIBD6ls7Rg0bNKaoDvtbyEQwtm1SL3aZaLaIi0zStoYwgCBaLRRCE/2gN/f9Bq5aWlpaWlu+Y1aZVHYPgN4PVN++oDtDpgLbWr4ClawP0OtigR4x6zKBHDTrMoMMMOkLfhutasdbnyLPvRnYNkgZ6J/t7Jvt7PEMD/v7eyYHeSceAf3gwMNDr7evx9Pd4vudyRofDw4Oaah4ed0YHer2OgcBA72SnfbTTPqbFnoO+vGMgoO0ZhweDw4MBrWrGP5lNJ6cjwVI4UMxn5hrV9XJhMegrjAwFfZNp93jcPRGLhIrZVD0RK0f8mVgoH3DHluc23zx8eLp9N19dmMpU1+Y35qsLG8t7m8t760t7K83ttcW9rdWjzfWT/5ev9/xtJMu3BOnDuxsRN7ynJyWScqRIiZIo77333ttU+qrMqqzqfv26ezAza2ZmB4v9ulhgsLvA/IP74Urqeov3hggIRJBJUAno4PzOPb9zzk+fLs7eP979/O7px9PTr+/f/+nzl78+PP44Onm+vvywt325OL8/Mbo60LfQqE7Xuqe7K+O17ulGdW6wf2GstTY5tjY+stIanO1vTPT3zQwNLk6Nb85N702Nbw8PrrT6F0cGlqdG1+Ymt9YWdnbXj7dXt799/PZ4dXt5fLo4tfpw+Xx1ctXqa/XVqrubG3s7a82+nvm5iamJVmtoYHCgf2hotNnfai/2WEYqm2nrrfX39TWHh0eXFubGRof76l3Tk8OlQmqg0T022Bhu9q4vzC1Mjg9Wa4cbm8/HZzvTs/OtsZnm8FRrstFZz6ZK1a5ma2hmaXFnff1gamp5oH8knSqWS11Li2v7WztzUzN3V1c3FxcXJ4dH+9u7Wys/fX46P9n79vV5YnTIUKWxVut4f7/VHNxe37i4uaw365ZrOYErSILhGKIiMjwDoAigqNu67dsot8RwDKgrDJA4CQoKlDRN0hVJh0ATBQXQIqM5epBLm74dp8hQJBzBCFk3NcenBBlnRB4asu7x0KJ4NUFJjKgxQCMFkeAEgmc5KGmu6WYD0zWcpOMmHcMxNEs1HMN0DcPRBcgaruplDDetu2noZRTdY3klxmuUbPOaL5kpxUwpVkp1srqft2SLt9NaULTRlWxz3Jyh+ZLu60ZgqK6GlgclUxINkVM4VmYlU1YcRbEVwzeMwIA2FDQByJKia4qhAhkwAsWKjABZADnVUlQTqqahGjqQVYYTGQ4Kkq55pmQqggp4BTAyRwGakVmgi6IhodwY2VI4KOA8ifMULXEJEg9Fw6FYlOJYTgQky+D0izFKUqBumbptSSpE+30EQ2MkFcNwiuU4IKLnBM1SLEexHMmwJMNSHM/wAs3xGElHMTyGJRIkgRKvMIpMEHiCJDCKDMWiaCRkeE5SFaipgizRHBuLxdAZH8/zPM8jazvDMP8WYL2hVTgcDofDf8QspMcjrT36+ojF4rGf4qomAAAgAElEQVRoPBqNR6PxGApjxigcp7EEHYsS0TARi1J4gsMSXCxChUJ4qJDtLbzKWEgXL+YahVy9vdCfS9eQD6uzPIQc7ajLq6syjDzubflGqdiPjFrpoKst34fWCcttzZ7OURRA2pbvay/0d5aHenvGe6sTyCWPsv3669PjI6s7m1cnh09ryycjQ0t99emJ0dVGbaJRGx9tLY6PLI0OL06PryzMbE605s4Pb//r//R//D//539/f/txfnzxbPf8YP3wZP/q+vTh6vTxeO/qeO/66uzp5urDxdm7k6OHx/uf3737cXP99er6693999OzDyurp8eHd0sLu5Pj62PDy836XL06Xe+Z6emY6K5M1Lqm+mozA30Lg83Z/sZ0b3Wku3Owv2+mrzE91FwYG15tDSz31WaGm0vz03t7m1cn+w+n+9cnu1eH24d//uXPP3349OXdh5Pdi/uLd0c7xxOtiZmJ8bOjw+ODrfHRgfHRganJ1tjocH9fo97brPc2K+XeZFDsqFSHBscGB1vDw6Oz01ODzb7uzrbRVn+5mO6u5Bvd5a72fF93Z39PV7VUWpqaOl/f3J2d35xeOFzZXJpaGm60ujsao63p2dn1k5O7kZFZx8nmsu2WGTh2MDe7tLW6vrG8+nBzc399fXa8f3yws7u1fLi3MT8zenV+MNBXK+ZS0+Pjs5OTHEWnPL/erFuezQFOs3SKowRZAFDULE23dcVQFUOBOpQ1WbN023e8lCfrpqQZoqoKCuShyEORVwReETiZ01zdywS6axEcG4rH4hQtQAWVibKiptlJaAQM0AkWxkmRFXVBsWXDUixXsQ3FNjXXNHxbszXbt4KMn8wmk9mkn/bswDYc3XDVVN7PtQfJnBVk1VTBcNKipOO8SikusFKqHsiqK5opJdXuFrsyVlrNdSTLvYVCZ9rLm2ZSUT1RsjjVVRVbkUwJ6ADoQNAABzkKUJIpWynLTttW0rLTtuZpggaADhiBkxSImJSoAlERoC5qNpRUkZdYXhJlVUGAJUi65aR031IdXTKhoImszDEyxym8aEiap4uGBDQRWoqoy6RA4zzFyjzFsaFIOBSLAFnSbVOQRDTBsQIvKlCzTM0yUcwxmu9wiiZoBjXCEzSLUzTFcgwvkCxH0Ax6FcUkJAgyEk+8bd5gFImy2GN4IoZjkXgsHI+GY9EYlkD291A0EgqHQqEQ8ou+bdjQNI3M7v/qAxGr0B8e6M4fLe//EtGif8A0lINMEziDY0wsSkRCeDxGkQSgCBCPMS+AhXR3RKyKuTrayMmlq5lkdz7TWyo2i7lGNtVTKvb39U53VVqltmY+25tJdmdTPcVcHUn1+UwNBZB2d4ygzcSuSgsdMnaUUIrDCJLA+uvTA31zg/1zg835pfmDy7NP5yfvZya3+1ASaX2iszzQWW729oz0VkeafZMz48tri7vLsxt7m8d//9O//3//r//+8/tvMyNzhxuHJ9snx7sX12ePN+fvTvevD3cvL08fb68/3Vx9PD68f7z/9vz82/XVl7Pzj5dXXw6P3y2vnFyefVqcO5gY3RodWqt2Tne0j1c7ZrvK0/XuhUZ1qa+22N+72Nc716jN1KuT9epkf3O61jtWq4416pN9vVPNvpn5qa2jvbtPT98/PX67Pr462jo83d3764/fPt7f3J0ebe4cT84sj0xMzi0tr2+vrmwsDY/3tXeka43KxPTgwsLs2PhIb62/o1It5qvpZNlz8/lsZz5XrpSrg4Otvr5mo1adHB/rKLVlU0Gts7Or1N6Wzvb31AaqffWO6spwa7nVWhgeudrd21vfXJ1bGBocGxwYGR2fnV9cyxbKjCBrhqXoZr5YuLy+ur2/e/f+ee9gZ3p2sm+gNjI+OLc40dNbLncWqvUOzYBQFYttbZ3dXQTJeEGKU2QScBhHc4qUYCkS8ByUBBUCFQqKzIqABjwvS6KqQEPTbcsKMrqbhKYFVJVTAAcBr/KCJjAyA3Sg2Lrq6LJpipouKDona5KhUYDXXCfT3q45AclLJCcTnCQbtmJ5hu/ZqaSTcc2kpXpQtoBmQ8NRnUBPZp10wUnmbC+juWnVS6uZop0pOl5Gc5KanzGdpK5aop1R0iUnaDNlm2UVTLZZO6t4BV31hKBoZiueXzT0QIQOJ5o0q2KyqQJN5hUJaLKoK4Iq0SKHcxQHge7bumeprmkEjqhDCrCSoVAcwQIKQBYaou5IbkrPtfuVnrxqiZxEUDwhQE7WVEmBim46flK2ILSgbEHJkEVdlkwom4pkKIqt8arIKUAyIdBECtAkoAQNiFCOE3icwGVNtT1XVhVUsExzLC8CSYGSCvnXbPVIPEbQLM0BmhMIikXdpQmCwimGoDnUW4ORNEGxOMUmcCoax5HijtNkgsTjBBbDEpFEPByLoiZU1CjxMpBiiUg8huM4wzA0TSNEQc+RoP5vAVY4HP4jYCGehfDujVu9vS0cCUUioWgsEo9HkbD16pkn43EsFsVwjGIZwDIAx+hwKBEqZOuvgNUo5hpvaJUOuhBgFXP1XLqaCrqyqR60V1jM1TPJnnTQnUtX2wt9lfbBznLrrY6wozSE3lZua7bl+0rFZnuhL5+p5TK1nq7RybGN5YXDpfmD6YnNmcntzbXz06N3G6tn/fWZjtJQb894R7nZWx1t9I71Vkf76mPDQ7OLMxt7W2ebK/sLU6uXRzf//OPv728/rM9v7K3tn2yf7G+enB/eXJ89XRzfH+9fnx7eXp4/31x9PDt+enr49uH9n+7vv11efbm+/np+8fng8Glr/XJseHViZHNmcrevttBdmWz0LNa65gcaa4N964N9qwONlWZjfqBvoTWwODK03N+crjcm6r0TfY2p1uDC3PT24e7t0+3Pn56+/fLlz+9u3h1tHe6srH56eNxfW16bnWqNTht2Sred3v5ms9VX6mrLt/uZglvpyo9ONNfWlxcX5/oaQ/lcybXzlpGxzbTn5AM/l8uW2tvLuWwhl051lNrbCznXMpq1Wqu/r7u9PNocGukbKgTZZlux2VbsTGc2pmc2F1cuDo83N3YnxmcWljYqnb2q4Tp+2rAcRTOCVHJouDU2Pr64vJTNp1UdAplNZb3mUC2VdTRTYgUCI2ISFAptbR1dXaKs6IbNqTIwVEYGjCziPENLAGiQlUVOFiVdFTVFNjTTc3XHklRF1lQ7mTW8JDRNQVE5KHAKEDRBNERKpBiZ5iCQTMVJpYJ83goyQDUFFRI8YyeT5WrVCjKUIDOiykm6nczobgAtU7UtIzDNwFQcGei84arQEGWd1x3ZSape2kjlzVzJQxZNy5dNXzJcWbNFdNWHO/vHejoaBSsNRZNWfcFMyaonAIOCLqf5QPOBnVH8ouFkVehwyMjOSDzQoWxpgipRgMVYigIcSpLRXNNJB4qtAw0mCxk/7UJDYgDBiiQ0eDelFyupnkbJSxuKKXAiI8icrKmqoSu6qRoWCzlBFQQVAE2Elqr7purogiZxEIE74FWRlhiCJ2mRBrooKhBJ5rKqqKYOoMxLoqQqb0EGaGkmQRKRRDwUiyYIiuYEnGRC0XgkjkXiWCgSC8cSOMUkCCqGkXEc4ddLk81bFB+S2+M4FsUSkXgMrVijOwkSRxl+NMdyHIdc7AhN0I5OOByO/RuP/zFgIah6mwfD4XAkEopGw2jh+Y2CIW9pPI4lEiRJMBwrsgwgcDYawUOFXL2YqxdfAKuez/bm0tVsqicddGVT1UK2t9zW7O4Y6ekabcv3+U65mKvnM7V8plbMNSrtg8ixhfJCe3smql1jL7Nkrt6WbyAzaiFXR3ytr3dqY/V8f/duZfF4fmZ3dnpndmp7cmwdWbd6e8abjZne6ujq8sH66tH05NrM1NrczMbS7ObB9vnexvHqwtb+xuHN6d372w9PV++Oto721/bWFrb3No4vT+5vL57Pj+8Pdi4O967PT59uLj+9e/z+/v3vT4+/Xl59OTv/eHr+8ez84/jIZm/P9MTIztrS1cjgdr1ncahvq9m73lddbfauD9TXmvXV/t7Fgcby8ODq+MhmX//EYGtmdHRxcnJ1ZWn/5PD+6e7Lp+dfn66ff/ny2/P13e7qxurM1P3Z8erM6PzYwMDUnOT4iueUG72ZSsbJOZ2NtqHJRrWv3BjsGh5tjU2M9DdahXzZ1rOqFNhWPpmsdFQa1e6BbKaoKiaUoKZoSdc3Nb23q2dkYGig1j/Y2+xp7yllSrVMcrBUKNjWcE93rdKxMju7vLQ6NDg8NjkzOjndbI10VGttHeXVrY2VjbVsMZcvFztqXdBSZEPmIMMrrO4rkiGYgYZzcUqgWZnLtBVS+ayo6qJmSI4lOiYhAVZTREuHrmWlk0YyEHVN913VsXXPTeZzTiolGzo0DMlwgGqyskwBkRIZRuYFjRcNAHRB0AVeAYImGb7v53KGn2ZlTTSEGB1RXa3UU3bSAQdFoGm8oqBiLqCLkimbKdXNGXogAJOUdYEVSQYkZJ01fcFJycm8ki9bhsfJBgFN1g6gHRjQALImG45RGyp3N9sKXYGTVcyU5OZVJ6dogSBalGTRwCRFizLTUrLd9PKa4nI8fMmoEnVVdUygKRTgcY5hJMEMPN2zddf2sinVNmVTb+/uqPVX3LRGC1GCCwEV0xzWTgI/KzspyfSBYvICJAHkoA6gDkVFpABFiRQhkCSggC7rvgVtnRZ5RuI5CFiZJwUa5wgK0LRE0+ILTLBA4EWAhCqKe9kufLvQNIeAJo5TrCBiJB0KRyNxPIYRoUg8HMMSBB3DyGiCiOMkTrEkw6OAqrfDwZfyCJrCKTJBEtFE/OXCEq8NNSRBU2h5kGVZZB9FXgQkov+rjz+ypze0Qg6st4ER+Rte5PlYKBYPxRMRDItiWCyBRePxaCwWCYfD0WgUw3CSpGiapUgGSxCxaCJUfAWsIgKsTC2bqmaSPZlkdy5dLeYaPZ0j4yOrs1PbjdqkZ5dy6Wo+U2vLNzrLLTTioa3ptnwfgq1SsVnI9haydTQ2ok/o7hiutA8MDy5ub1ytLZ/09U6jZcN6daIt31duazYbs5NjG9MTm0MDs1cXH26uPq6tHK4s7c3NbEyMzC/Pbx3vnp8fXt+dP14eXf/y6de///73y4OLzcXNuYnltcWds8Obx5uPV2dPOxsnm+snRwc3j/c/v3v85fn5t4eH76dnH3Z2b3d2bw+P3s1O7vXX52cmDzZXb1v9mz2V2Wbven9traNtpqcy39u9UO9e7O2ZbVTnBxqLw4Orjb7xsfGlhYWd1bWj48P758fvP336/fPzr1+ff/76/PPB+tbc2OTmwuz3D+/2VudmR/pbMwtesdRW7W6Mjbh5F7qwUi80x2vDE32Vaj5XyFQ6S/XaQKVcTbrthpJiaM00so3ekbHR+XKpy7Z8z3aTftJUdUPR2nOFRk9toNbsKFSSZrLeUZ+odh3Mz8wODqxPTpRz+Ymh1sL80ujoRCpb6KzWS13dlp9kgVCslPPtBYKhZEORDYWVWCuwoCXRIknwCTtleFlbUFnN0VmJ87Np1TaBoumOpwQub6gxjuZ0RQs8yTY139UDTzJ11XWAqvAKNDxXs20BQlnXSUEmODHBsAmGwTiSEllO5YABzJRpJg1oa4IqSoahOg7QLIwRFEcO4SFeEXKVvJMORF2RTZNXFD+X1lxbMiTdM9LtXraStLMQmCTJJRJUhOSiisW7aeimZTcjJvOK4XOihkGTTRWsdN7XLBnq0Akc1eOBSbJKgtdw1eedrGJlZC0QBIMABsmqCVKKMDAODJJTMYwPsbKIsTTOMahwUNRVGvDImK46lmS8FPCgqsFUMd/TKJmejNEhgg1JBqE5LDRJUcMUi7YCYHiSoJAMICVVUAwoqRIpEDiPR6lYlIqxMq+6hmQoOEfxisgpIiHQUTKOsTin8LRER4hIOBZFzV00x8ZxDCVSYRSBshPQ3l+CJF4GOhzDKQbIKslwoWgcI2mS4eMYiYrgYwkiEsdjGElQLMUKFCuQDI88XG+OdppjaZ6lOOYNoQiGxmny9aQSQ4o7wiwMw9CqDUmS/wPAQtTp7YHuIMBCd5AA/wp8oXginMCiGB7FsFgiEY3FIpFoGIFdIoERBEkSNIYR8RgWjcRDuUx3Nt2VTXfmM93FXLWQq2ZTnUm/jG4Wcj2d5Wa9NlavjXaU+3OZ7mrXGNLg2wt95baBjtJgpX2w1NZEox9CvVcnahP549EsOdg/12rOdbQ327O1WsfQ9MjScN9Uqz4+MTg7NTQ3MTAzO7KwPru5urB2f/X47fOPh+vn9aX9uYnV5dmdzeXj072769PnnbXj/c2zb59/fHn+drhzfLx3enP2vLt+urdxfX/58+P1j/3Nh5XF4821y7PT+9OTu+vrx8ur+62tk/X1w52dq83Ni83d87ml7fGpzebQfLljvLN7amBwe3Bop1KZr9fX+/s2qtXlanVhcHBjeHhzcGhtqH94bWnj7PDk4fr+y+PT7cnp2fb2w9np9cHBl/u7zcWlnrbS4vT85sp6X29zYXZpY2l/anhhbnJudHC01lXqLOe7O1MzU30jrUprsDQxWluab02Pt7orhWwy2ZbNdVeL3dVib6MyMFQdGKr11ju6e8o91Up7e8FxTMMwCoVCszmQSqV1zVxdWR+bnO3tGxxojVW6apYTjI5PX90+rq5vu0Gm3Fnt6qn7ySzDSyTNC6ICNdOwPBFqgqRAzYSazosykGXNNKGmeqmknw6grgAo6LZuuoasyS89UbKEDIcodko1dU4EUFcVQ+NFgOyIumVanoMlOI5RUHGAKLEy5DkhIkHMcqlUViqUtGwROgFnOpQbCJm8mu9McSqpeqBSL2bKvmiyZgqWqrlid8ZMKYoreHkj1e5aaUVxgZGEoVgIZ8Kyzlo+NDwZmrxi8oYr6Y7opXXLh3agZIqum9JElZYNzgwsI7AkA3JQ0Fwj1Zaxkg7Bk7TE0hLLQh5oomwqkgF5RaBFJsFQYSzOyaLhO0CDpMDRgMdYOkriOMewsijpKjR12dRRn7OgiZzCcwovaCLQRBbyjMwyMkeLDK8IQJc4yOM8mWAxUqA4RYC6hnpoOCBIqiLIEspKV3QNVdSQLIPqs95q3wmGojkWp8lwPBqKhNHmM/5KrGJYIpqIR/5AiBIEjtMUOjRMEHgkEQtFIwkST5AE6g1EW9Poir40K+OoYAIjiVclKxbFEmgeRLENUSwRScQiKHYGx9BHJV4tF6FYNBQOhcKhSCIexRKhSDgUjcRx7C0A683sjmQpmqaRGI9hGISQZdloNEqSZCQeC0UjoUg4HIvGCRxRSJwmw/EYQsxwLBpNxAmaiuFYKBwKZdOdmWRHOtmRTXflsz35bHcm1ZH0So5VcO1iyi8XctWOcn9Hqb+Yr6aDCnLAF3MNdERYaR8otTXRCWMh25tJdqf8zkyyO5+pIeQqFZud5RbKGp0cXZ0aXZ0aXZkaWZ4aXpwYmp8ZXliaWt+Y316f296Y395a2JmdmN9a3T7Zvzg9uDzcvthZP9laPl5fODjYvDw7eNhdP9ldP3m4er67fNrbPNjd2DvaudpZP93fvLk4en9++Gl/82Fv+/b85MPjw5frq+fr68fT0+uVlb2Fha3l5aP5hb2J2bX+oelaY6rSPZzND7SXR+v1tUZjrVCY6OlZbja3mv2b9fpSvb7cbC4PDq7NTs3vbx/enl8/3z89X9+c7e6d7+x8fXh4d3Hx6fb2eHtncnBoZ23r6vRifXnzaO9kf+NsZXZrdmK20d3orhQb1Y5GLT8z1Vhdbi0tDM5M9k+O9baavZ2lXCGT6SqVB1vVzu58WynV2V3oqZXby5lU2vV803UtVZVd183n84VC0bLs4eHR//bf/u+OrloynQ/Sec10GV7KFkp9A8PpXBvFAlW3XT+tWy4HZIoFPICyYmimI0KdF6EgQUGSWUFkBYETRTcZZIv5VDYNNYWXUFWUJqkiJwJeElFOANQ11AFluY6fSvrppO25UNegrqGbmmlIwCQJQJGsCCBUBEUFliMk0yrU4o7PZApyrk1JZeUgDdI5Jd9mZMq+nVHTJa+9mrMzqqDTmi95eVP1ACNjlJSAjqAHMjAYViGAwWTbvFwpSBddO1AUk1dMXndEy4esiKmWAA0OGpwdKIYrAYUSVRrVT/AqYGVO84xsOZ8qpqGlcIrAyjwjcxwUgC6JuixoIgd5WhQSDMUrsubagirTIs9BkZEAKwFBlWVT01zL8BzUb6g6purqiqOKhsTILAVoWmRoiaEATQoUI7Go7QbniDiDYSxOCJQgS8gzhbRzFvAkQxM0xQg8zXMoNQGlU6G4K5wiUWg6RpFIpUKdNMSLUk7EcCyKJaJYPIolYljixQmAIIkkkBL/Clh44lVBjxN4nMDiBIZyr2KvRc0vr+IYwh10TPcPbSsRf6l0frVrvV0vx4jRMMLNUCSMsPVtkfD/B1gkSUajUXTmCCFE+EUQRDQRj8RjqMmCoClUBIvgKU68gCayYsSwRCgcCqWTHSm/nPRL6aCSTXdm013poBJ47aaeccx80ivl0l3FfK2Yq+YyXelkpZDtzWd63/zxbflGIVfPpWulYn8+U0v5nYFbSQdduX8AVv9A/9zE6Pr4yOrc9Pbu1tXB9tXqwn5fz0irMTU5ND8/sbo+v7O1tLc2uzk3ujg3tbgyv7a3eXx5cnd99u788O549/Z49/Zo5+bi6Ons8G5/63x/6+Rk/+Jo73R382Bz/WB783B3+3Jv52pn82Z/5/7y7MPz46/39x/Pzu6OT692908WlrYXFreXV47nF/Z7+uYKleFiebitMlJob5U7xnt6pkulkd6eqdbA8uzE1uzE1mhzbqB3YrI1vz6/e3/1cHV6fX5wcnF4dnVwdLi+eb2//9vHj9+enn66v388v9xeXD7Y3L04PF2cWZqbnB8eak2Mjw+3Gm3FVK03NzvbnJjqXFrpH5+szC3UWsPlrm6/pyff1ZXtqBQa9a7mYDOdTWuGFqSCQlvRDwIZQh4IMlQ4XjBtN5nKWLZHUqymW7t7R+l8XrMsESosAKwAdMu2XI/hhXAsjpEUL0qKbsiqxgGRFYAgyYKk8KLMcIBkOJoXBEnmgECyjBv4yUzaCRxBEmieAhDImiTIPMOzLOB4SZAUWTFU3TZM17I9x0v5TuDqtqEamu07mUI2lUvbnuO5KZYRIITpdNpxVcOU0lm90OY4Pp/MwHybUWg3s3kjSEHXlx1P8nJ2uj1o685nSknVlRVHMgIV2qKgsbRM8hprJjU7bUBbFA1edeX2zmy5O5cpeqoNJJ21fCXIml5aV0zBz5he2tBsUXclzRaBQrMizkJeUEUOCrTEQltNtWXS7Vk75QBN4hSBkThG5ngVAF0CuiRoIq/ItCgIKoSmzskiLfK8IvGKLBuabOqKZbzEGbu26liKZWieYQa2bCk4T8ZpjJFYXgWMxOIcSQoUJTKUyBA8mWDwGBWPknGKY3GKJGiKBQLyVb1EoSNLpySi+ASaYxHPIl+S88gEicdw7BVcMJJlCOaVZL16EeLoDVgCbQIi5hWJxxA9Sby4Fl6gB92PYi/ULPIqVyE8QpQNwR/6WPSe1wmUeMMsNDYSDP0Gc28u+RieeEOrN2vom5SONCyKoiRJIggCsa3o6w4jWpNkBA6dCRA09VLJgyVekSsewxKhpF/23XbPaQu89nRQySQ7UkE5cNsDrz2drOQz3W35WluhVsxV89nuXKY7m+rJpnqQkpXP1LKpnpTfFbgVxLCyqWo21VPI1hH5QlVgk2MbS/MH8zO7y4uHe9vXu+vn81Ob9c7WcN/0VGthdnR5ZWZza3FveWptrH9yYXppc3Xn8uT2/ur59OB2c/nwYOvq/urL/eXnh6sv7+6+nh3erS5s7W+d3Fzcnx9f7e2e7u2c7mxdbG+e727dnhy+u7n8/HT//fbuw/HJzcHR+c7e8eLSzsLi9tLy0fTMdkdtqlBulbvGq33z1d65an2+q2synWp0tA93lEaqHSO1zrGe8kCzNr67evzz+9/urx+W51YGan2jzdbazOzeytr98fHvnz79+cuXnx8eznf3pwZbU8Pjs2NT1Y5ab1e91N4+NTGxMD/RW6u0hjsXFoYa/ememt8cyq6sNScme0oVu7s712x21Hs76/WuXCEnyiLFULqpJ9MpwzQFAHggmJbNC0AAEsPykqyqmslyQNMtN0iqhskKgOEFESpQ0yVVlVSV4QWSYVkANNPSbVuQZJrjWQHgFIPy7TCSZnhB0Q2oa8jUo+iapEoURxEMwYmcIPMsYBBaASjKGlQMVbN03TYM21R0VTU11dCgrpiulcymUFhwMsiapptMJtva2jJZ1/X1IKUEKSVfNPJtRr7NyBX1VFZ1A9GweFWnNV9xs5ZfcO20YQSqkzERPMm2CG3RTOmpNj8oekag6r7iZEyg0KYPLV+RNBYavJ8x/aypWsDw5FTeSeVtw5UUS9AdUdY5VsQRGPEqoEVGUEXDt+y0q/umoImIZL0wLEMGuiSoAKhQUKFkaJKh8YrMSICDEopXf22ygUBTUOcNIwFeBZpryJaCsXiMSggqgJbCKwDnSUKgKEDTEoswK04nwkSUoCmkbaNtGJKhWcBDXUPmTOTPJFkGwVCcwF9nQyz2L0VxinsDMiL+GhOaeJ0Qw2iwikbCsWgkEYti8ReP1b94NRyKhBGjCceiyCmKJko0KqIB8x9XIh5NvH4OjsVe+RfawSZevyeCkpcyeZJ487ujJwitcBxHqzkYhrEsK4oijuOhUCiRSETisUgi/iKo8SzNswRNxXGM5rkYlgjHY2i2Rb8XQVOhwCt5TtGxCp5TRDwrFZQDr5TLdBeyPcV8tZivFXLVF6kr1YnQKvdqfQjcimuVHLMtk+zOpl70+FKxiYxXte6xudn91ZWz3a3bg937ve3bjdWz+ent8dby/OTG2uLB1srR5nyjjB0AACAASURBVNLB7urx0db57srh4uTa3PTSxurO6eH12dHN+tLBzPjqxvLJ/dXXj0+/Pd//8vHdrxcnT/PTaxsr+3dXT3dXTxc394cnF9u7F7v7lyen7y8uP59dfDg+fffw7uvZ5dPJ+d3e4cX84t7k9MbY+FZf/0K1sdpVXWw0V5qDa9XaZLU62egd6epodha7+6sDSxNzh+u7R2vbu4tr55u7Hy5ur0+u5ycXWr3N6eGJ3cXly72Dzzc3f/78+eHo+GR9faCzW+eElOm1p/Ou7naXunNtmYnp0fXtxaGxxtB4dWK2v1INciWjMdi+vDk2NNZrupLhaKlcYHuuomu8pCdIHqcFaLimmxIVgwVQgBonQZzmKB7EcJJgWcW0JE1TLVtSJUEWcBqP4TGMwjAKI1kS+TlR3y9q0BRkgeZpFrAkw3FA4oBIczwvAs00VFPnJcBLgqhIqLeOl1gABUHmaIHULEW3VcPVLM+wPMN0dcPRdFuFumT7ppu0DVdTTBm9R7cV17MKxWwm69mOFiT1VMbyAuh4cjpnJNOan1S9QPF83fM1x9VtR4WWAm1VcVTdN+20YwaW7hlmYCm2qrm6lbLdrG8EpmTIoi4ptkpycdUS7UBVLVF3ZD9j2YHGyyQvU7LOKyaQNFZUWc2WDBfKOserAM16lMgwMieZUHE0aKkc5FnII5kJ+cuBJrIyDy3D9F0r8HTPUR1TNjVRVyRdFXWFhxIjCrQosBKgRYHgmThNkAIDLU2xdVKgEwzBK6Koy7TIEjxNAoaROBYKHBRoiSN4OsEQJKrzoym0K0NzrKwqXiqpW6ZqGrKqMAKPhKcolkCmc/SHGsMSqDj+dVf5XwcsdFaIZKBQJByKRSOvQ98LS4rHQrEoKpgIhUPIIBqKRUOxCOIvGEngNPVGuyKJGJKu/nDn5XoZQnHsH5Mjgb9lPKDd7D9C1R8DSNEASJIkAiyCIMLhMIZhoVgUqVRonftFhovHaJ5Dgh0S2tB7KJYJBV67axdtM+9aBUSy0kEl6Zezqc5MsiMdVFJBBaFY0i/5bvsLYKVrmVRP0uvw7JJrvVzpoKuYa5SKL0E0zcbM2PDK2emn0+MP1xdfnu5/vb36urN5vTi7Oz+9fbB9dbJ/d7p/e7x7fbR1cbx9cbh5trd2vLm2t7NxsL99drh7vrd5vrd1cXH8/Hz//f3Dr/dXXx9vvpwfPSzMrC/NbZwcXFyf3z88f7y8eTg6uT8+e7i5/fn+8Zfziw/bO1dnl0/7R9f7R5fbe6fTs1uj48vDI+v1xlxv/3q1sdI/sNbbWCqVh7q7x6cmVhbnt/c3D69Pb3/58NPff/zlT5+/3R6erYxNj9X61ubXlmaWd1c3z/eOz3f2LvcOns/PP1/fHC4v78zNDfXUspZTK3X1ddYyXqbeVR8ZHxqbHJ6cG+6sthUqXmOw3DtQqA8W+1qlmaWBWn9Z0mheYjVTgZoKZAmjBJwGLFBk3ZE1mxUVihdZAAmGDydwVpR4WaEFkKDoUDhCsByAgJd4kiVjeDQcD4VioQSZ4CUexR5xIicqQFREXuIFmRcVUVI0RTcV3ZRUDUBZhLIgS6zA67ZhOKbh6LqtG46m2aqsi7zM+hk3yHjJrJ/M+n7GdZKW6em6rYoKb/tmMud7Kcf0dDswvbTjpR3HNdvacraj0kxC0/l0xgpSqp9UkmnNC6DtyqYFDEsyLcmyFctWJVOWTCgasurqumcImsirwEm7TsZzMq6Tdo3AlE3IKQKnCECXRJW1fNVLm3agOUk9U/QyRd9LG05SU0xBMYHuyJotmZ5iB5pmi0iooiWWkVhBBdBWNVdXXR2VegkqeIEwWwWayMic4bupYj7IZ62kbyV93XPeqrcQ4WJlwEOJlQHOMRECo0UWWprqGBwUcI4kBZrg6RiFETxFiSwrCyiqlIUCI/OMzDM8h9KskLuK4Tmoa346JakKkCVG4HCaRH//KAcZIwkkgcdwjGAoFBGDBsZ/dSSMJGLhePSFQEUjaOhDx4uvY2A0FIu+IVo4Fg3HomEkG73SK4Kmolg8koiH47F/vCERj2LxUCwSjscQgULnkm84iNZ63r48ys96y0R+i3BAj2g0ip4wDCOKIk3T8XicIAhE9yLxWAxPIP99DMfC8SjyheE0iSgq4ncEQ4cCr4QAy0GAlaxkkh3pZCXllz3n5X7SK6WTlaRf9p02ZCjNpnrSQXfgVny3kvQ6kdaOkmdQTlazb3Z+Zm9/5/bu7tebm+8P9z/ev//Lu6ffL8+/HB88HR88Hu3dHe/fnx7cnx7cH2xdbK8c766dHG1fHh1cHh1cHu5fHR/eXF9+/PDux5ePf/n84Z/ubn6+OP1wefb+4vR5a+N4YW5zfW3v+Ojq+vHj3fsv1w8/n11/vL779enDP9/c/7q7/7S5fbmyfrK+cbq0cjDcWh0YWGoNbjX71/p65noqk43u8WZteqB3ZH5q9fzw+OHy5su7p8fLi9Odrb2V5b3lle2FxfnW2GBnrS3TVu9urM0tHW3t76+sHa1vXu7sHK2unm1uHiwvby8sLU9M7axs7Kxsjg6MTg5PnlxfD4yNdtardirgFWClnGQxlSqmzaTr5VKq7ZI8wBiZ4BSSMznRTTCAAgojqbSo0KLMSJAUhDhDS6aG8wynAkETBR3QMhOhIrzGy7oAFA4oHCfRNI9zEsXLNMHGE2SEFSlJE0SVF2RGVHnFFDUbqqapWZbh2IZtSQqkeZbiaE7kncCxPMt0dcs3naTpJE3T03Qb2oHuJA03Zbop0w403YHQAKLK8TKt2TJ6yc/YmWKQbQuSOddLa25ShTrLiglZZ52kavkK1DnNknRb1ixFNaGiQ0WHqqHrpiEosqSrHJQ4KKGudg5KVtLPV0qZ9qKbSamOBTSI6rBkQ5N1QXegHei2r9uBHmSdfCld6ip01ytuyrR8LZXz/LRtB7oT6LoNEb1iZR5oouro6NBQ9wxBBbwioIERWgpaiOEVoLl2spCzUwHQlLfBEM2DHBRpUWBlUVBkVhYTDBVKRCnAAw3KpsYrMs4xcZqIU0ScJuM0SQoc6kylRYF5re1iBZ5kaYKhGYFHOZ+cKCi6hjxW6JDurYWUFXiESgkCT5A4TpMvqhZL/1uiO9qneUOZNx0qHI+9XK+vhmIvyBWORZGajhIB0V5h9NXy/ofRMo7KU99Uf5KlcfrFAhaORdHEihQudFwQicfe0Ap17aAH8p2i3D6KokRRRLmADMO8TbUxHMMo4u13jBM4ihhEnAudKiRIIhR4Je9fAFZHJtWZSXWk/LJjFUw9Y5v5dLKjkOvJZbrTyY7A7Uj5XemgO+V3Bm5H0uvMpatthb5Ssb/aNYa6CFEPxcHu/fun36+ufr65+eX+/sfjw2/vHn9/fvr9+fHH0/2vJwcPx/v3F8dP12fvT/ZutlaOdtdPL44edrdPjg4vT45ujw9vri8+fnz/+9dPf/3w7veby69nx+8vTp/vbr6enT6sLO0uLWwe7l+cXD08ff7+/PnP5zefL26+vf/0t+cPfzk5+7Szd7O2cba2fjIzu1WrTXd2jtZ6Fnq656uVybbsQGf74HD/wur81s35088fP399//F0d2d9fm60rz7Q0zU/MnqwurYzvzIzONJR7BzoHVifXznePjjd2rk/OXs6Pd1fWlocGRmodAx2V5ud3YO1/tnRydHBsdGBsbXdXS+bRYdKLORVV1ddjYM8CViCp2kgAVUXoIPRcpyEDHBwTqJFlRTkGMVhnMApGiNLEZKgRJ5TZM03eVVkFZ7XhCgdxXgMQJYBpKhwiiFCQ7R9XbPkCBaKESFJE2xfVy0Z5Y6bnmp6GtQ0WdOQBUHWkGGallVZt3XFgLImqpZi+4aXdvyM42ccSeVkXYAGUAwga7wAaUbASS6hWpLhKqarmJ7qZ+xMwfdSJjSEVN6SdVYxODuApishLSmGh+JEmOISgsxBXdJMzXRMN/CDdAop3DjHxCkClbNLhmb4TqGjnCrmDd/lFRl12PCKDDRFUjloAMOBhqsopggNYHpqKu91VNtlXQAK66UtL22Znmr7muEqmqtLJgS6pNialXTstGsElvra88wpAq8Ioi7LJpRMKOoy0BQr6Ym6GqMIjKVwjsFYipEERgKkwBE8QwGek0UK8BECC0VCKOyYlUVWFnGOiZJ4gqEYSYgQGM7RjPQSukAKHK/Iim0iwCJZhhOFl3YJiqQ4BgXyIRsBydAoXJRg6Jd8PoZGoxD6Q0Ww8q/aGkL/khC9jWx/QLEXPoUuNDZGXydBxP7eACv0ClihV8CKxGNxAidZBlVAo4waBIiINqLviYSnUDiEJkHEpFBdBcuyLMviOI7cpyRJSpIkSRJ6A9LC4jgWJzCcJtH3QSekNM+hJaQEsjswVAxPhByr4NoFzyn6bnvgtvtuu++2+U5b4LV7TptjFWwz71h5zykmvVI6qOTS1cDt8J1yOtmdS1ezqWohW0fNg8jx0FUZnp3auTz7eHv19Wj/4fTs687u4+nZl8enP9/d/Xp//+P9858fH3483H67vvhyfvzu9PDx7PDh7ODhZP/uaPfm+Ojm+vLd4/3Xw/2bo/37u+ufbq9+/unz3798/Ov7pz99ePfbh+ffL8/fra0crK3sHR9eH5y/+/DTX54//e1Pf/3fv//43y6vf3t+/7ez828bG5crK6czk5t99anujvFmY2GkudXfszTa3Wp1DIxWBw6Xt39+fPd8cX24sXq8tbG5NDfS39tfqw7Uexs9vQP1/rHWxPDAaH99YHZ6YXdzZ3dj+/Lw6P784mJ39+7keKRehzTtqloll+8sdYwMDI+NTM5OLfSNDBmBR0kcqwAGCrwmsQqIUAkS8ATgcF7EOICxMsbJOKfinMZCCePoOEvQEs8pAiWxlESxCsupjJHSnKwuWhwNE4JBSQ4LTEoxAVJzdEdWLREaL2ORrPNuynACXXdk01OAwhBsjJNIWVNQZhsnCrwkMALLS7xqKpqlKIasWRDqQJBpw1W8tKmaoumpmi0bruKmTNNTOIkimBjBxi1fU0wgaTzUBUnlBMiopuhnbCclSQYp6ZThi17GyLR5qbyv2VBURF7m0Vk+NDTF0AGUGYFnRJGRRFaWWEmiAaBFwEMoG0aQy+XKJSsZiLpGi4ARRcW2RF03PV23FWhIkipIKto0VkxXUy0IdVFSBUkToCEqpgx1UVQFaKuaZ8imorq6nwvMwNJcPVPKmYEFbRXokmRCI7CcjGelHM0zZEMTVJkCfIKh4jSRYCiSZxHoJBgqRhEJhqIAz0gAOeCBprCySPAsxtIYS+Mcjf4hUCGvSKwMaFH445UgiZfTejTjUCRKzkOohL2uyKByQIpj0JCF0xQr8CRDh2MvViyMJNCHoHEM5WEhThRJxGJ4Ao2KL5AUDiF0Q6IYitYKhUMx5EWIhGNYApkqkA6F8pGxF7ZFIgRBJ49ITgJQZoGA8moIhkbnkiimmQMCOmTEKZIDwlvzzVuseyKRQJiFqBZK73sbGGM4RjI06hlDcTfot8Mp8mXMJIkoFkfkMY5jIccqOGbeNvO2mXftgu+2p4JyJtkReKXAe8GvwG1PeqVUUEknO9JBl+eUfaecSfXkM725TK2Yb6BUrO7OkWZjZnFuf3f7ZmP1bGJsva8+3d9cqjfmp6b39/aejo8/3N39+v3n//Cn3/7X58cf97ffrs4+nBw8HO/dnh48XJ28u734eHZyd3pyd335fn/3cn/n9vri0/XF10/v//LXf/qvXz/97eLsw9729fbm2fbm2cbawery7vjc1sr2+f7Jh19+/8/ffvkvV7d/evf8t5PTr7Oze8PDK83GdH99qlGd6aqMFdOtwOptdQzMD85sz65e7Zzcn5wdrq6vzkwerK+szk1NtpoD9d7BRm+rf3Cg3t9Xazbrg1MTs6PDE/21vp5K1+zo2OHm1sHa6un2VnsyKZGEq2pZ18uncsPN1tjI5FBzWLaNGEPGGJyWeUriWQUAQ2EVQIo8A0VeNUTDEnVPUB1WsilgAl0hAU8INAsB0CVeA4IuyLYs28BIaVZGgy4QDEq0GMUXtKSoWqLlqXag6Y78gla2bHoK0noMFyI4A5AhuTgnkZppiFAWZFFSoKTKggxEBaimygIaQN7ydS9lWb6WzDqZom96KtQF3ZbR3KdaEiPgtIBLGi9pvAAZoLDQAIopKqZoB3q2LWklRUknODkBNFJ3JTdtuClbdxQ35UED8hKAupbMZnLtRT+dhLpGcBwFBFoU0U9BUSRDh6bpZ7PJfF51bKCqPIQclEVNI3hOkFlBZgXIAoWTNaBasuGqlq+rFtQsqDuK6WmWr5uuplkQ6iIHeUETkXdBcTTUWa86GmJegioKmiibiuJosqWIuiybmqBCWhQwlo7TZIKhCI5BDWAYQyUYMsFQOMcQPIPIF/qZYChEtWhRoABP8Cwri4wkUIAjOAZjaYyhMIZKMBSS0tHfHk6TSDCiWAYVwb/UAqIDQYamOAZNfAkCR3lVSO3GaYpkaTQfRRLxcDyKprnYq2sh+upaQIdu0UQcp0iEOAgLQuFQKBJG7qo3RR+nSFSTwwo8InGIyLxg1uvBJSPwL/l/NIVcF4nXYnpW4AmaQkoZTpGcCBBgofh2lD6KuBVFUX8MGn2rBUPN0mjMREUb4XjsH7yS+scUjEbdkGPlLSNnahlDy1hGznfa0smOXKY78BBIlV9VrY50spIOKr5Tdsx2zy6hxopculrI1TtKg22Fvkyyu6tjeHnhcH/ndnnhaGZya2n+YGH5Yn7pfGvn8ejk8/7B89Hxx8fHP/3007//6cu/+/ThLw+338+On/d3b4/272/OPz4//HJweLO5eXJy8nh8/HB68v7+7vvtzS/vn//y5fO/u7/7cXL8fHj4dHb27uLi/dHR7dbW6cnlh9Wt86XVi3cf/vnnn/+Xu7s/Pdz+erT/bmFmo94z1J4td7X3NHtaAz3DQz0TY43Z7cmJk6XF09Xlk5WlvcW5xZGhkUZtvNkYHRwYbw31VnsbvX0zs8uTk/MDQ5Mzc2ut0cl6/2Aum1dVPZdJD/T3TY+NbCwvmKos84xtGookShJsby+3V7pNxyfEGA6iwKBVXwQGzaoEMBnRYgkQJyWMgSSn0rzGcSrLKiwDGd2FosaxMikotKizksHJJqc6QPNE3RM1D0CLBToJdFJxODMpSRpv+ZqTNGRd4CRKVDnVklRLAgqrWpJqirIuKKYIFJYFJICM6VqqqSmGqlu6aqqyJkmaqJiyAFloiEHGTuU901NMT7GTGjR4WRcNV/NStuFoNE9EsTDNk4arcRLDSQxQeNWE6IjQSzm5towRAMmkSBAj+KigcootK5am2rqTCkRNoQSOh5KTDFKFnJ30JB1iLEUBngIcxtIU4KFl6J6j2KabSdkpX9RVXpEEVUb2qBAWpziSEWhe4kQVQF1SDFkxoGJAAHmoy4arO4HtJG3LMzRLVQyIOJSoy7Kl6J4BdAl50EU0EkKBkbm3i5ZYVCjPSIDgmARDJRgKbeq84hSLniMswzkmTlExikowDMnzjCSxkkQJAsayCZqO03ScoqIkGSGIKEHEKCpO0yiwBTmYEAq8ODYRIiD5BkskSBwBGUKoOI6hyQit9SG1HsleKF8BAVaCJJCoFInHkOgeTcSx1+M2ZI9CxAR9LBKD4q/HfOijcIrkJRGVs75KZi98ENFDRuAQ3UMZp8hKxksiUtxe6Fs0grrC3pJnkIyF4AntIf6xXfUfoe+I3/0RsGLRF1f9P/6v/mFwDTlm3jJypp4xtYylZ127EHjtqaDi2gXfbUv55UyqI5vqTCc7kn45cNsdq902ip5dSgfdmWQ3UtzbC/3ZVDXld3aUBmcmtzbWztdXzg527x7vvl/d/Li6/XH/+Of7xz+fnX89Pvn08PDbt2//8cev//P3b//h84d/ur36enzwcLT/cH3+8fn++/n50/b22cXF++vrzzfXPz0+/Hp1+fP11bfHh99vb77fXP90d/f96urjwcHt9vbZ7u7F7//8n06vPy2tXtzc//r9+3+6uPy+NH80Pb5d6xpsy3Xlk8Wu9p7R/smV6Y2TzeuH049/+/Lp+ehwZaQ11tM1O9TcmJ5Ymhqfbg2sLS5srizXa422Yntff6tU6jbtdKnS2xqdmJxZaDYHPc8XBV7gWEOR2nNpCDiZZ1UoszSFYYSm6prp4hQLHd5IwaDNTpdcO6upvqj6ouZLrErRMo6DBMbHcCFByxRiUm7G1BwZaCwrk6xMsDLJQYJXSNURVEeQDJqRE5QYZWECaIRoUJxE6Q40XYWXKIKJsf9fZVfWW1eVZq/vcKY9z/ucfYY7+nqI7YwkBAooKKYCEggkJBAyOnY8Jx5ix84ERRVFgKKqWmqVWv3YP7Qf9rWrW+puqaXzcGVLtmXZ665vfetbSyTSUmGJTKl2XGdcplRlzHMi7XjeLlyVu8r5ADydKWm5tFylXGei7GVlN2UaUAW0o8KitDCunWalpRI3wlqtWUtwZHJFJOKa6kympUlLk1W27LrueNv1uO1QpMKYNYhGzBKimEiVsIZqiSVHghElmFHcKm4VFIxoCThtJlFEkCmd3821h33XbYvUYCWO5q96HArDVCqM07YwxmlhOBEI0iRCIeZQpSIrrWuPFp1pYaphJ++Xtkp1aT2N8q4rohnWFEkCBIoZiBlIGAQc+WtBrEY9ER6z/JQXU+x/khDDACWeRkEhEsZiQmJK/YsWhGNRVGsFY2FYj6J6FI1FUSOOA4RiSv8pLR2am47s6c1DP6fHFO9x9wDnX3tJO0xiX3060rkgOGIf/lP+dNkrWd7J5e2XY61GbazWCFqe2R1K1yPpKhxRsFYEAREMeOcqhiNwpMQbMrys5r+1BzLPDYVW3pAxis06PKxJksQDlp/7fJ6Mb/ryaOWp1tHHgyTyg7D/SVpR6L9U65B7BnHkt4eeatXKw3nw8Jks3WThJotsoiqme+1ZPwn6FWFVTLcPAcuL7u1itt856SNoXjn1uw/evXLli3vffL1659bD+/d211eebGz9+HD75ebOTw+2flxe/XZ+4WB17duDJ389OPjL/v4vezs/bG58u7q0v7z4eG354OH6863tF3fnHywt791b2L5zZ3vx/uObN7dv3NhcW/tuaenZ/Pyjm7c2b95av3lr/ebt1Zu3VncPvlvdeHRvYXNr+8WzJy8vXbwx3p06fuz0uZNz77/1xvXPf3/v+hcrN6/uLN199mD9YG316dbSwvVLF99786O3z1+58NHta1euXvriw7ffvXTh0oXfXxj0JzES1hRxhGu1FkCc2Kx3bKY/PaXznEqGOcmcnpwaSEkpg5AixHBECJJSFiU2VuXYdWU1bjsTWW8q703lnQnXmXC2oipHPI2oCVka6AK4HinH+WCyqLpGpwSxAOBmghoRqAdxLa9M2UltJiCJAA6FIlJTzACV2BYmKy3TBNKESuwBKC2MzqRKhUyFTIVxKittVtqszFzlsjI1zqhMSsu5JkQiIgGRwBsCuIFMg7TkacmFkSrVKtXCSKY4k5xKRgWDFDHFvZvUG0pdlRed0vWV62tZcGIQTyXWzNfEBxBBLphVWPGIJBFJqKVp26rcqtxizVowCnEinM77VTFo96bH816lcoskjQgISRJTiCTN23nRyctukbfztLBcc0hhBKMQBAlOqCQ6067Kik5RdsuqV3Yme66bq8LwVPJUqsKY0gqnoMRQYCBQwuEIrQSCEjOrqVFYCcipV6YCBAKUtEAMGKFGEiUShmOKsOLSWWYsEjIiNEA4QDiAqJmAehQ3AQwQDjEJIKrHST1KWgDFhAaHwVJeAj9yMx1d8B05DLwK7rdvvnxwBE9J7GkIwAhSjDnzETH+5m4UHHroRPc0DVICCKq3mrV6zYfBe7E8BHErjny0lh8D/R2iBymvkUGCCWdEcHjYNe2t+YQzwhkgo10BFRwQ1Iojv4g8Mn8dAZanVEcZfj4ZOY5jSikhxE+OURSFSQwJDpPYMyyvso1mwJFPdUROgzj6J2BVxVSVT5X5ZJ4NMzuemkGeTZT5VLea6XfnBt3jfplYFVPd6ninnOtWJ/wVTqecG/bPnJh969yZ9z75/dfXry1fv7Z84+u15cW9h+vP11eePn7y9/2n//Lo8a/bu79s7bxcWnmxeP/J5uafHj74w8b6tw/Wnm9ufLez+f2jre83N16srzxZXNq+cWvl9p0Hl6/Mf/nl0uLi4/n5vfn5vY2N79fWvltcfHznzvbC4s7K6v69xc2vvl5cfbC7+ejp8xc/7+59f/vm2uz0qyhmJ46dvvrZxTvXr20t316589W1T97/5tJHC1e/vP7Jx5c++M3Fd1/7/Pdvf/7h2797/dz5k7OnZ4/PTUydmDk52Z8ECa3VmiChcYRbATS2jLnkrkgYbUHgzZbGCG14t1e53FLJ0jxVuUNSiLwUeQF4k6eAmhir0A93uiCmpESHzMbCJaqAugS6AKqIZR71hq7ds9ZRzAKAmwA3Y9hoBLV2z3UHRV4aKiATKCtMmmvCgEqFdtLm2ubaI5R20hYmb2fScmGYMIwpYpwqOi6rUn8kaHMjDGeKcMOYxpgDmVJucNlLx6fbrq1UhrUj3MIIxpgT42y735k4NjmcnnBlDikKkhAxzJVginMtjLOuzF2V245wfeVL2P3JMWAUcFarN+pRHI3GqygiCdFYlzrrFrZywmmsGBSEGpG2885E/9ipuXLQUbmFgiQMQUGI5qbK2v2q3a/Kbpm3XVpYaQWVFHOEGMIc+Q6+dr/dn+j3J3rd8Y6pUlPavF+2J7rtiW53ql8OKqIpUgQIlDAYM5BwCASCAkOBsOJYcSQ5kiM1ymNWiAAUlBpFtAScxBRjxUVmARcRJs0ENBIQQBQRGhMWE0qUYcZSbQETjQTUgnAsjJsA+n/v/3oK4/dxnvJ4rwA/YgAADU1JREFUVbvuzVNx6A1HACMPKJBg78AKQewHMUAQFdxXePkKaF966s8P/9tDkJ83j6Rxz6o81hiXCqMhwTEa3dkgShI88otRwZnyE99oZ5dg5C9MAcEegiEdlfc0o5Ez3jPHo7j3KIp8u5dHK98VBgBQSkkpPa7FsW9aJCFIGmHgNTW/E/A+ryPd/YiW1sp8xKe8jOXSYZ4O82xYFdOd8livM9vvHh/0TvS7x3ud2W57xhOrQfeUz8wa9s+cmH3zjdc+vnzp7t1bDxfnd65/tfLVl/cX7u48XH++ufFi+/Gvj/b/trnz8+7+X19894+9/V83Hny//ejlgwd/WF5+en/x8frai/3dHw/2Xj5YezZ/e/Pzy7ev31haWHx07eulW7e3t7b/tLLyYmHhYGHh4O7dvZWVZ9s7P9xb2Llw8calL24trezeunvn5p3bL55/v7Gx9dYb7xRZpSh6/ZXTB1vzq/OXN+5duP3lW2+frt46mX/8+tTbJ9uvnBmePjl47dUTp09OCYobtRqFvJ13x7tTVuYwpjAiDHPBlNWmzHNgDK+qFsVjMEGKEs25YVji7kS3Pd5mVmadwnbbQEuUZaEQYRIKI6lgYRIBDCFBCUowx5DEmEOuobRYppCbhMgm4vWqY6uOdbmUCkmFbcq15oTCdrtdlmWaZlIqa7Kq7OauEtwIIxBDmGObW1c5aSXXXGe66ORMUe8dBQQII/K2M84Yp9MiNU4TiTGH3FBhKZGw7GUm50XP9ifLtBJMJ1RFgDWDJCacWZdVvc5wanI4PZWVRYJRmMT+9u2oxVNZI40WOVUls21r25almmhJtMFKNxLQgijEMGYYCAAlQjpBGth2pgtjK18hY7AmqtD96cHZN86V4xWzHEosnMy6Thcm67resNcZdIpOYXOrUsU1Z4r5h0rKNc/KrD/RH58ab/fbNrdYEW9/G85ODOcmp08e600PvAYPBQpJHJI4YQBwGNGkhcKEEe+i+C+YhUIME4aR5EQLJNmRpAU4bQLoCVQzgTGhgAvARcI41VakjqcZEqoJYC2M6lESQHwkxHhTVQSTRtiq1ccSjCIIvCI+Ok85PGPGjBLBvTCPOWNKUMERI94w5Wt1EKNUcJ3ZkbPUP6OyHOwxyxMuruWot+KwlV5ak1elzlJP4jwmej51iE2cK+kFdV9y4TeAVAqAkReVRtYwD8dhcBgakXiJys+DPrEPQpimKQDAJywbY7TWcRw3m804jiMIfNzzCLDCoFYfa4StWrMRgcSfiLfisNZs1FvNVhzWynwyzyYyM7Cql+q+S4dVPjVyOXTmBt3j43452D856J0Y9I57B5YPI/WHOOfPfvDhe19+8/Xq4vzO8v3H9+5s3b6xsTC/s77y5OH6892Dvz3a/9vG5p+3dn958d0/tnd/nr/3eP7e/t7eT2trLxbu7a6tPNvf/XF/98elhb2rlxc+vXTj/vKj/Scv1zaebm798emzv967t3/5ysrW1p/v3NldW3+x9/int393aazOimrqweazc+fPzxyfm5+/f/fu4sm5052y18nTM3MzS7cvXXjv3NULZ7/+7Pxrs/ZYFc9WqMA1o6PUJsdnB+fPzRWZbdVrcQsIIjNTJgEGIRbUCCqNtLlzVpvEmHJ6Ouv3qEuRpAGOiSLKKaqIKUxMoXDGdCqcGloUdULGmmPKKmW1RytIEaJIZ9o4pTOpM6pSIlOoMqgc0A64XJSVLkptM5YXutcvPHdL01QpRSnjXKTWFXmV2kIIgxgaa401woa0Mi1SzHGCYypp3naIIUAAICBIAiqJT1+wufGWK8wRYkBYpjLONck7lkhAVaIdpSrGIhQplCn0ZQc6tcJoZY23I/i/KqGV0MqDF8AIUZIgSCwkFqpS6VJjLbAW0uUic1mna6uOrQrbLtJOairDHSUWSqd4Jlw3H8wMPfcRmRwcG3/z/bfKQQUFghIX/XI4O+F6uW2nE8cm+hP9olPoTFFJMcf+8a+ppGmR9oa97njXOANIElMQoAgrKpxSuWlPdDuTPaKZyBSUOEBhC4URTWIKmjCohWMRQQnDUDBPtXzuVUQQ8h+RPGGkBZN6HNbjsJFE9SipR0kjASEigAnIRUxZgHBMGZKKaAO5DCBuJjDCFAnVDAMv7vj2GkhwPWjVxmqQEv+bHClZI/4VxAj6oc8bMqnkxmU2d1QKH7znTVuIEmF00amor55nFI5qcpCXnDwgIkpMlqa5Y0rECPpcLeOystvxuTeepnnIiyDw6z8qOdcjwKJSeC0cUow59bYpX9jj8dd7KfxeElLiPQ3eh+X3gEqp8fFxH6Hloxq01lEU+aB3H1zhocrDVq1eawStWqM+kvY5bUaB1/VbcVTr5tOFHZZ22CuO9cuZjpvq5tPDzvFuPj3enpvqn5oenJ7snxp2Twy7Jya6J3rF9KCcmZs8d2L6/PT4K+dOv/PpJze++Wp5/vbWN1+tXru6cvPGw/n5vcXFg5XVF5ubf9p5/OvO41939v6yvfvL5vbLB5s/rG/8YW3t2431b+/fP7h7a2tpYW995cn1a8sffXjt4iffLC5tXr1296NPrjx5+sOfX/793/79Pw6efr+xuffjT3+9fPWbstN/94OPzv/mTSb1p59/sf/0eZYOQWJPzg6uXPrw4w/eqZwOAzA+mLr86QcXP3rn8vtvfP7u66+dOlUZ02IgktjHv+rU5u2Ka4UYSRCsNesAIyoFU8K/TXEldZaaLD0UejFiiAh89N6uUoUYSnCMGCSC+AmFayYyRQzzF7BIEu+6RhKPjtf0KOGEGIY1hRJ7qVtliFuARZSWvDNoZ2Wqs9S41HOloscG0+m5t3qv/rY/PmGnZ8tu33Z7JnMKk5hJATAS2iqbQcZjTKjRRKuEEaxFwrgt20jIehRjpajWMcVH17xYM5GptJ1lHacKTQ1rAphQBpiKiYiJQML4lT+1qBzmw7leOcyYFYAjwGRCJRIacsWspUaXg3ZvasAzZts676fVMO9MVjLntp26notIElMAOESKiEyZMvXrvKJfTZ+c6Uz2qOHCKawIz+RgZliNd1SudWE7kz3ptHRalxZr6j1WwikokD/ESdsubbuYJiJTMrOAk5hCnirXdbZteUaJgcQgIKImbEIJE4YCFCPJao2xWqsxFgUBAoATrIS34GMlAKctmDRBFB/asnzdaSMJAhRHhEaEBIA3E9ZKVAB0ACQWObMZlgYKhBVBOkl4APgo/gFwmjDsp85GEnnVzC8lqZa6yJBgtVajBWOPmLWwWWuOtWBMtJDOEi28hz7EoAUTwKmtit7UBFejJmcfVXpkQAUEeS7m4QyNCgoFFMx7ZV23QpJDQSEX9SiqtcKxMI4wx9IoV82cOttMSIS4zuwRw/JOfUiwx02/MWxFYb3VpFLo1EYgiZMgiltB1ArjVohiyBDWgqU6ZqQJ4wAAQCkmPAiTsbHWWK0ZtCJCuBSGYBZHII5AHMEwSOIYRhEACSaEQ4CbjbBRD8IwqbWzySqdGFSzMxNnZyfPTXRP9MuZQTV7bPzM3OS5E8deOz59fmb4ymTv5LBzfNg5PjN8ZdiZOzZ+5vTsb149/buP3//y5vXVu7cffvHZ3c8u3Pri84WbNx8uLh7cv/9kafnZ6tq3D3d+erj908Ptlw+2/rz+4I8ra39YXnl+f+np2urz1dXny4uPV+7v37/36OqVxcuX7i7c3T54+sNnl66//+Gl3b3vVtcf/fyXf/3+T7+srG2//sY7nd4EZpIKjQgHmOrUKZth5Go1qFh0fKb/ysmZTmFbzZgS+frZudfOzn342qmLvz3nAatB4iZNvH2RSUEF99cPhDNIyf8GWFxzzHGCkxjFfsWOGIQUGudVIcoUhRSEIIhRRCVBEiNJfFCccIpZAQQKcDRqeRIISkwN55kUmeSp+D8AKy0cEcQ4U/RY0eOTJ0T/GDlxun/qzKDbt0XJuUBR3PD+Y0gZ1wZLRZTWRc6tjQiKCMJSlf1xU5RIKluWIsu8sYCnhmiJJPUwwTMJJQ5wmDAOhYyJaESwESNApV/bCUfTjs56WpWcpZJoFmFWa0UxYRGmSArIedpx5XgHayQcVwUfHh+cffPMcG6QdR3PRD1pQomhQEgRngrpFNEMCixz3Z3spR0HJfaHxFCgol9lHSedhhKn7cxHTQmnkCKqMGnHpR2HNQUChSQWmdKlBQKlbUe0DBFowQgrpkstc4k1THjUQg2soXSyHC+ls1AQnWeAk4TikeUKJkeTINUSCuaJVYBAiEE9DmtBcyxqhThJGEJCQiETamKsYpwCko0FJCEWK4OE9meMPMPEAB/2gBU/gj+PWV4sayZRgACzOq0KZrVPDaRG+qTmACUxRf7Qh1lNtUSSQ06RYEQLf0vk6U8zClpx6EUuD142z1RqhVZcSaEV15IIjigJMcCSZ50y65RYCaIFNSZEmJk0YTyApB7BEPHB9FwLUKKy/y9gARjFSRAlAcQJkZQoFlFUT8J6Eo3FYYyJTLM0KyiTUQh8ZuD/CFitZtRshGGQgASHYVKrNWq1RqMe/Ccdr9d4c3hkrwAAAABJRU5ErkJggg==" /><br />
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" 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" />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Metoda penanggulangan dan pencegahan
bahaya longsoran tanah</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penanggulangan dan pencegahan bahaya
longsoran tanah dapat dilakukan dengan berbagai cara dan metoda, baik yang
berkaitan dengan tipe longsoran dan faktor penyebabnya. Terdapat beberapa tipe
longsoran tanah yang dapat ditanggulangi melalui rekayasa keteknikan, seperti
membuat terasering di kawasan perbukitan yang berlereng terjal agar lereng
menjadi stabil, atau struktur pondasi bangunannya menggunakan tiang pancang
hingga mencapai kedalaman tertentu sehingga dapat menahan bangunan jika terjadi
longsoran tanah. Untuk dapat mengetahui secara detil tentang tipe dan faktor
penyebab longsoran tanah di suatu wilayah, maka diperlukan penyelidikan geologi
secara detail dan komprehensif sehinga dapat diketahui secara pasti sebaran,
lokasi, jenis gerakan tanahnya serta kestabilan wilayah di daerah tersebut.
Peta kestabilan wilayah dan lokasi gerakan tanah merupakan out-put dari
penyelidikan geologi yang berguna untuk perencanaan tataguna lahan.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Pada gambar di bawah ini diperlihatkan beberapa lokasi pemukiman yang terlanjur
ada di kawasan rawan bencana geologi, terutama bahaya tanah longsor. Dalam
gambar tampak lokasi pemukiman yang berada di sekitar suatu jalur patahan
(kiri) dan kawasan pemukiman yang berada di kaki perbukitan yang rentan
terhadap longsoran tanah (kanan). Pada gambar tampak pemukiman yang tersebar
hingga mencapai kawasan yang berada di lereng-lereng berbukitan tanpa
memperhitungkan faktor kestabilan lerengnya yang berpotensi longsor. Penelitian
geologi untuk kerentanan longsoran tanah umumnya melibatkan pemetaan dan kajian
terhadap karakteristik tanah dan batuan. Sifat tanah/struktur tanah yang harus
diteliti adalah: kekerasan, klastisitas, permeabilitas, plastisitas, dan
komposisi mineralnya, terutama untuk tanah yang tersusun dari mineral lempung
(mineral montmorilonite) yang dapat memicu terjadinya gerakan tanah, sedangkan
untuk batuan yang dikaji adalah jenis dan struktur batuannya, terutama untuk
lapisan batuan yang lemah dan banyak rekahannya (kekarnya).</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Faktor hidrologi juga harus menjadi
perhatian dalam penyelidikan, terutama mengenai penyebaran pola pengaliran,
sebaran mata air dan mata air panas, serta lapisan-lapisan batuan permeable
yang berhubungan dengan air tanah. Keterlibatan faktor pemicu gerakan tanah
harus dikaji dan dievaluasi, seperti:</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">cuaca dan iklim guna mengetahui
hubungan antara periode curah hujan dengan longsoran.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">data air bawah tanah sebelum
dan sesudah terjadi longsoran.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">catatan kegempaan untuk
menentukan hubungan antara longsoran dengan gempa bumi.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">catatan mengenai pembukaan dan
penggalian lahan dan aktivitas di atas lahan yang kemungkinan melebihi
beban atau penambangan tanah pada lereng-lereng bukit.</span></li>
</ol>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Penelitian bawah permukaan
diperlukan guna mengetahui hubungan 3 (tiga) dimensinya serta mendapatkan
contoh batuan yang diperlukan untuk diuji di laboratorium, seperti pengujian
kuat tekan (shear-strength), sensitivitas batuan, serta sifat-sifat keteknikan
lainnya. Begitu juga dengan sifat dan struktur tanah perlu dilakukan pengujian
baik di laboratorium maupun pengujian lapangan dengan cara pembuatan sumuran
uji (testpit), pembuatan paritan uji (trenches) dan pemboran. Observasi air
tanah perlu dilakukan untuk mendapatkan data-data tinggi muka air, tekanan air,
dan arah aliran. Penyelidikan geofisika dapat juga dilakukan untuk mendapatkan
data data tentang ketebalan lapisan tanah dan kedalaman batuan dasar.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pada tipe gerakan tanah jenis
luncuran rotasional (slumping), resistensi geser batuan akan semakin meningkat
jika masa batuan/tanah dipindahkan ke arah bagian belakang luncuran.
Menstabilkan suatu longsoran yang komplek seringkali melibatkan pengendalian
eksternal dan internal dari pengaliran air. Air yang jatuh dan mengalir di
permukaan lahan yang berlereng harus di alirkan dan diusahakan jangan sampai
diam ditempat. Pada beberapa lereng perlu dibuat agar supaya aliran air lancar
serta dihindarkan jangan sampai air terjebak pada bagian undak lereng. Untuk
mencegah aliran air yang masuk ke dalam rekahan (kekar) batuan, maka batuan
harus ditutup dengan lempung, aspal atau dengan material yang impermeable.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Aliran air bawah tanah harus dikurangi guna menghindari meningkatnya resistensi
geser batuan. Untuk mengurangi aliran air bawah tanah dilakukan dengan cara
memindahkannya melalui terowongan air yang dibuat secara horizontal atau dengan
bantuan pipa perforasi, sumur vertikal atau dibuat paritan (trench) yang diisi
kembali dengan material yang kasar dan permeable.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Menstabilkan struktur untuk meningkatkan resistensi geser merupakan cara yang
paling efektif sebelum longsoran terjadi dibandingkan apabila longsoran sudah
terjadi. Jenis yang sangat umum dari masa batuan/tanah diletakkan sebagai beban
dan ditempatkan pada bagian luar dari masa longsoran untuk menahan reaksi
gerakan ke atas, sedangkan bagian dasar berfungsi sebagai penopang kearah
lateral untuk bagian tepi dari masa longsoran, bagian pinggir atau lereng yang
sudah dikupas diisi untuk mencegah gerakan ke arah kaki lereng. Dinding yang
dibuat dari semen atau beton akan berguna untuk menahan laju masa batuan/tanah
yang tidak stabil.</span></div>
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</div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Untuk gerakan tanah yang berada di
lereng bukit, pencegahan dapat dilakukan dengan cara memasang tiang pancang,
namun demikian untuk menahan luncuran masa batuan/tanah yang aktif pemasangan
tiang pancang tidak akan mampu menahan gerakan masa batuan/tanah tersebut dan
hal ini disebabkan karena perpindahan debris tanah yang mampu melewati tiang
pancang, atau membuat tiang pancang menjadi miring dan bahkan mematahkannya.
Hal yang lebih ekstrim adalah tiang pancang meluncur bersamaan dengan luncuran
tanah. Resistensi geser pada masa batuan atau tanah yang tidak stabil dapat
meningkat karena pemadatan dan pengerasan internal melalui injeksi semen, aspal
atau bahan kimia tertentu.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
Masalah longsoran yang terjadi di reservoir bendungan adalah masalah yang
berkaitan dengan luncuran masa batuan/tanah yang bersifat lepas dan erosi yang
cepat. Luncuran masa batuan/tanah dan erosi di dalam reservoir bendungan dapat
mengakibatkan banjir yang cukup besar dan bahkan bendungan dapat mengalami
retak atau hancur. Kecepatan rembasan yang terjadi melalui luncuran debris
dapat memperbesar rembasan, yaitu melalui pelarutan atau perpindahan sedimen
yang berukuran halus dan dapat meningkatkan kemungkinan terjadinya breakout
dibawah poros bendungan. Pengendalian rembasan yang melewati badan bendungan
dari jenis luncuran debris dapat di lakukan dengan cara menyuntik
material/bahan penstabil atau dengan cara bagian belakang bendungan
ditutupi dengan material lempung, disiram semen, atau dilapisi oleh bahan yang
bersifat tidak lolos air. Apabila cara-cara tersebut diatas tidak bisa
dilakukan maka disarankan untuk dilakukan pendangkalan bagian dasar reservoir
agar supaya keamanan menjadi meningkat atau dengan cara menguras atau
mengalirkan air yang terdapat dalam reservoir melalui saluran pembuangan atau
dengan cara memotong saluran.</span></div>
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</div>
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">Sumber : Bahaya Geologi, Djauhari Noor</span></i> </div>
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</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-86927272815751457292012-02-11T19:56:00.000-08:002012-02-11T19:56:00.176-08:00GEMPA GEOGRAFI BANJIR(By:Talitha Vivian A.)<h3 class="post-title entry-title">
<a href="http://geografi-geografi.blogspot.com/2011/12/banjir.html">BANJIR</a>
</h3>
<div class="post-header">
</div>
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" /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Banjir
merupakan fenomena alam yang biasa terjadi di suatu kawasan yang banyak dialiri
oleh aliran sungai. Secara sederhana banjir dapat didefinisikan sebagainya
hadirnya air di suatu kawasan luas sehingga menutupi permukaan bumi
kawasan tersebut.</span></div>
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</div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dalam
cakupan pembicaraan yang luas, kita bisa melihat banjir sebagai suatu bagian
dari siklus hidrologi, yaitu pada bagian air di permukaan Bumi yang bergerak ke
laut. Dalam siklus hidrologi kita dapat melihat bahwa volume air yang mengalir
di permukaan Bumi dominan ditentukan oleh tingkat curah hujan, dan
tingkat peresapan air ke dalam tanah.</span></div>
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</div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Aliran
Permukaan = Curah Hujan – (Resapan ke dalam tanah + Penguapan ke udara)</span><br />
<br />
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<img alt="" 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" 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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Air
hujan sampai di permukaan Bumi dan mengalir di permukaan Bumi, bergerak menuju
ke laut dengan membentuk alur-alur sungai. Alur-alur sungai ini dimulai di
daerah yang tertinggi di suatu kawasan, bisa daerah pegunungan, gunung atau
perbukitan, dan berakhir di tepi pantai ketika aliran air masuk ke laut.</span></div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-33669116573358999532012-02-09T22:08:00.000-08:002012-02-09T22:10:11.264-08:00Antisipasi Gempa Bumi (by Gusti Putri K)<table cellpadding="5" cellspacing="2"><tbody>
<tr bgcolor="#333333"><td><div class="ft12">
<span style="color: white;"><b>Sebelum Terjadi Gempabumi</b></span></div>
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<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi01.png" vspace="5" />
<span class="ft12 pb10"><b>A. Kunci Utama adalah</b></span><br />
<br />
Mengenali apa yang disebut gempabumi<br />
Pastikan bahwa struktur dan letak rumah Anda dapat terhindar
dari bahaya yang disebabkan oleh gempabumi (longsor, <i>liquefaction </i>dll)<br />
Mengevaluasi dan merenovasi ulang struktur bangunan Anda agar
terhindar dari bahaya gempabumi.
</div>
</td>
</tr>
<tr bgcolor="#08c307">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi02.png" vspace="5" />
<span class="ft12 pb10"><b><a href="http://www.blogger.com/blogger.g?blogID=4226829512766313534" name="more"></a>B. Kenali Lingkungan
Tempa Anda Bekerja</b></span><br />
<br />
Perhatikan letak pintu, lift serta tangga darurat, apabila terjadi
gempabumi, sudah mengetahui tempat paling aman untuk berlindung.<br />
<br />
Belajar melakukan P3K<br />
<br />
Belajar menggunakan alat pemadam kebakaran <br />
<br />
Catat nomor telepon penting yang dapat dihubungi pada saat terjadi
gempabumi.
</div>
</td>
</tr>
<tr bgcolor="#0db305">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi03.png" vspace="5" />
<span class="ft12 pb10"><b>C. Persiapan Rutin pada tempat Anda
bekerja dan tinggal</b></span><br />
<br />
Perabotan (lemari, cabinet, dll) diatur menempel pada dinding
(dipaku, diikat, dll) untuk menghindari jatuh, roboh, bergeser pada
saat terjadi gempabumi.<br />
<br />
Simpan bahan yang mudah terbakar pada tempat yang tidak mudah
pecah agar terhindar dari kebakaran.<br />
<br />
Selalu mematikan air, gas dan listrik apabila tidak sedang
digunakan.
</div>
</td>
</tr>
<tr bgcolor="#169802">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi04.png" vspace="5" />
<span class="ft12 pb10"><b>D. Penyebab celaka yang paling banyak
pada saat gempabumi adalah akibat kejatuhan material</b></span><br />
<br />
Atur benda yang berat sedapat mungkin berada pada bagian bawah<br />
<br />
Cek kestabilan benda yang tergantung yang dapat jatuh pada saat
gempabumi terjadi (misalnya lampu dll)
</div>
</td>
</tr>
<tr bgcolor="#1a8c00">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi05.png" vspace="5" />
<span class="ft12 pb10"><b>E. Alat yang harus ada di setiap tempat</b></span><br />
<br />
Kotak P3K<br />
Senter/lampu baterai<br />
Radio<br />
Makanan suplemen dan air
</div>
</td>
</tr>
<tr bgcolor="#333333">
<td><div class="ft12">
<span style="color: white;"><b>Saat Terjadi Gempabumi</b></span></div>
</td>
</tr>
<tr bgcolor="#f60000">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi06.png" vspace="5" />
<span class="ft12 pb10"><b>A. Jika Anda berada di dalam bangunan</b></span><br />
<br />
Lindungi badan dan kepala Anda dari reruntuhan bangunan dengan
bersembunyi di bawah meja dll<br />
<br />
Cari tempat yang paling aman dari reruntuhan dan goncangan<br />
<br />
Lari ke luar apabila masih dapat dilakukan
</div>
</td>
</tr>
<tr bgcolor="#ed0000">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi07.png" vspace="5" />
<span class="ft12 pb10"><b>B. Jika berada di luar bangunan atau
area terbuka</b></span><br />
<br />
Menghindari dari bangunan yang ada di sekitar Anda seperti gedung,
tiang listrik, pohon, dll<br />
<br />
Perhatikan tempat Anda berpijak, hindari apabila terjadi rekahan
tanah
</div>
</td>
</tr>
<tr bgcolor="#dd0000">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi08.png" vspace="5" />
<span class="ft12 pb10"><b>C. Jika Anda sedang mengendarai mobil</b></span><br />
<br />
Keluar, turun dan menjauh dari mobil hindari jika terjadi
pergeseran atau kebakaran.<br />
<br />
Lakukan point B.
</div>
</td>
</tr>
<tr bgcolor="#cf0000">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi09.png" vspace="5" />
<span class="ft12 pb10"><b>D. Jika Anda tinggal atau berada di
pantai</b></span><br />
<br />
Jauhi pantai untuk menghindari bahaya tsunami.
</div>
</td>
</tr>
<tr bgcolor="#c30000">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi10.png" vspace="5" />
<span class="ft12 pb10"><b>E. Jika Anda tinggal di daerah
pegunungan</b></span><br />
<br />
Apabila terjadi gempabumi hindari daerah yang mungkin terjadi
longsoran.
</div>
</td>
</tr>
<tr bgcolor="#333333">
<td><div class="ft12">
<span style="color: white;"><b>Setelah Terjadi Gempabumi</b></span></div>
</td>
</tr>
<tr bgcolor="#f6d600">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi11.png" vspace="5" />
<span class="ft12 pb10"><b>A. Jika Anda berada di dalam bangunan</b></span><br />
<br />
Keluar dari bangunan tersebut dengan tertib<br />
<br />
Jangan menggunakan tangga berjalan atau lift, gunakan tangga
biasa.<br />
<br />
Periksa apa ada yang terluka, lakukan P3K.<br />
<br />
Telepon atau mintalah pertolongan apabila terjadi luka parah pada
Anda atau sekitar Anda.
</div>
</td>
</tr>
<tr bgcolor="#f7d400">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi12.png" vspace="5" />
<span class="ft12 pb10"><b>B. Periksa lingkungan sekitar Anda</b></span><br />
<br />
Periksa apabila terjadi kebakaran.<br />
<br />
Periksa apabila terjadi kebocoran gas.<br />
<br />
Periksa apabila terjadi hubungan arus pendek listrik.<br />
<br />
Periksa aliran dan pipa air.<br />
<br />
Periksa apabila ada hal-hal yang membahayakan (mematikan listrik,
tidak menyalakan api dll)
</div>
</td>
</tr>
<tr bgcolor="#f9cf00">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi13.png" vspace="5" />
<span class="ft12 pb10"><b>C. Jangan mamasuki bangunan yang sudah
terkena gempa</b></span><br />
<br />
Karena kemungkinan masih terdapat reruntuhan.
</div>
</td>
</tr>
<tr bgcolor="#fbcb00">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi14.png" vspace="5" />
<span class="ft12 pb10"><b>D. Jangan berjalan di daerah sekitar
gempa</b></span><br />
<br />
Kemungkinan terjadi bahaya susulan masih ada.
</div>
</td>
</tr>
<tr bgcolor="#fcc800">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi15.png" vspace="5" />
<span class="ft12 pb10"><b>E. Mendengarkan informasi.</b></span><br />
<br />
Dengarkan informasi mengenai gempabumi dari radio (apabila terjadi
gempa susulan).<br />
<br />
Jangan mudah terpancing oleh isu atau berita yang tidak jelas
sumbernya.
</div>
</td>
</tr>
<tr bgcolor="#fec300">
<td><div>
<img align="right" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi16.png" vspace="5" />
<span class="ft12 pb10"><b>F. Mengisi angket yang diberikan oleh
instansi terkait untuk mengetahui seberapa besar kerusakan yang terjadi</b></span>
</div>
</td>
</tr>
<tr bgcolor="#ffc000">
<td><div>
<img align="left" border="0" hspace="10" src="http://www.bmkg.go.id/ImagesData/antisipasi17.png" vspace="5" />
<span class="ft12 pb10"><b>G. Jangan panik dan jangan lupa selalu
berdo'a kepada Tuhan YME demi keamanan dan keselamatan kita semuanya.</b></span>
</div>
</td></tr>
</tbody></table>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-46886999418500277392012-02-09T21:58:00.000-08:002012-02-09T21:58:12.298-08:00Gempa Bumi (by Gusti Putri K)<div class="ft11" style="text-align: justify;">
<b>Apakah Gempa bumi itu ?</b></div>
<div class="ft11" style="text-align: justify;">
<b> </b></div>
<div style="text-align: justify;">
Gempa bumi adalah peristiwa bergetarnya bumi akibat pelepasan energi di
dalam bumi secara tiba-tiba yang ditandai dengan patahnya lapisan batuan
pada kerak bumi. Akumulasi energi penyebab terjadinya gempa bumi
dihasilkan dari pergerakan lempeng-lempeng tektonik. Energi yang
dihasilkan dipancarkan ke segala arah berupa gelombang gempa bumi
sehingga
efeknya dapat dirasakan sampai ke permukaan bumi.
</div>
<div style="text-align: justify;">
</div>
<div class="ft11" style="text-align: justify;">
<b> </b></div>
<div class="ft11" style="text-align: justify;">
<b>Parameter Gempa bumi</b></div>
<div>
</div>
<ul style="text-align: justify;">
<li>Waktu terjadinya gempa bumi (Origin Time - OT)</li>
<li>Lokasi pusat gempa bumi (Episenter)</li>
<li>Kedalaman pusat gempa bumi (Depth)</li>
<li>Kekuatan gempa bumi (Magnitudo)</li>
</ul>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div class="ft11" style="text-align: justify;">
<b>Karakteristik Gempa bumi</b></div>
<div style="text-align: justify;">
</div>
<ul style="text-align: justify;">
<li>Berlangsung dalam waktu yang sangat singkat</li>
<li>Lokasi kejadian tertentu</li>
<li>Akibatnya dapat menimbulkan bencana</li>
<li>Berpotensi terulang lagi</li>
<li>Belum dapat diprediksi</li>
<li>Tidak dapat dicegah, tetapi akibat yang ditimbulkan dapat dikurangi</li>
</ul>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div class="ft11" style="text-align: justify;">
<b>Mengapa Gempa bumi Terjadi ?</b></div>
<div style="text-align: justify;">
</div>
<br /><b>Lempeng Tektonik</b><br /><b> </b><br /><div style="text-align: justify;">
</div>
<img border="0" src="http://www.bmkg.go.id/BMKG_Pusat/ImagesWeb/lempeng_tektonik.gif" />WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-15699096923895946002012-02-09T21:26:00.000-08:002012-02-09T22:11:16.468-08:00Iklim (by Gusti Putri K)Indonesia mempunyai <a class="new" href="http://id.wikipedia.org/w/index.php?title=Iklim_tropik_basah&action=edit&redlink=1" title="Iklim tropik basah (halaman belum tersedia)">iklim tropik basah</a> yang dipengaruhi oleh <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Angin_monsun" title="Angin monsun">angin monsun</a> barat dan monsun timur. Dari bulan November hingga Mei, angin bertiup dari arah Utara Barat Laut membawa banyak uap air dan hujan di kawasan Indonesia; dari Juni hingga Oktober angin bertiup dari Selatan Tenggara kering, membawa sedikit uap air. Suhu udara di dataran rendah Indonesia berkisar antara 23 derajat Celsius sampai 28 derajat Celsius sepanjang tahun.<br />
Namun suhu juga sangat bevariasi; dari rata-rata mendekati 40 derajat Celsius pada musim kemarau di <a class="new" href="http://id.wikipedia.org/w/index.php?title=Lembah_Palu&action=edit&redlink=1" title="Lembah Palu (halaman belum tersedia)">lembah Palu</a> - Sulawesi dan di pulau Timor sampai di bawah 0 derajat Celsius di <a href="http://id.wikipedia.org/wiki/Pegunungan_Jayawijaya" title="Pegunungan Jayawijaya">Pegunungan Jayawijaya</a> - Irian. Terdapat salju abadi di puncak-puncak pegunungan di Irian: Puncak Trikora (Mt. Wilhelmina - 4730 m) dan Puncak Jaya (Mt. Carstenz, 5030 m).<br />
Ada 2 musim di Indonesia yaitu <a href="http://id.wikipedia.org/wiki/Musim_hujan" title="Musim hujan">musim hujan</a> dan <a href="http://id.wikipedia.org/wiki/Musim_kemarau" title="Musim kemarau">musim kemarau</a>, pada beberapa tempat dikenal <a href="http://id.wikipedia.org/wiki/Pancaroba" title="Pancaroba">musim pancaroba</a>, yaitu musim di antara perubahan kedua musim tersebut.<br />
Curah hujan di Indonesia rata-rata 1.600 milimeter setahun, namun juga sangat bervariasi; dari lebih dari 7000 milimeter setahun sampai sekitar 500 milimeter setahun di daerah Palu dan Timor. Daerah yang curah hujannya rata-rata tinggi sepanjang tahun adalah Aceh, Sumatera Barat, Sumatera Utara, Riau, Jambi, Bengkulu, sebagian Jawa barat, Kalimantan Barat, Sulawesi Utara, Maluku Utara dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Delta_Mamberamo&action=edit&redlink=1" title="Delta Mamberamo (halaman belum tersedia)">delta Mamberamo</a> di Irian.<br />
Setiap 3 sampai 5 tahun sekali sering terjadi <a class="new" href="http://id.wikipedia.org/w/index.php?title=El-Nino&action=edit&redlink=1" title="El-Nino (halaman belum tersedia)">El-Nino</a> yaitu gejala penyimpangan cuaca yang menyebabkan musim kering yang panjang dan musim hujan yang singkat. Setelah El Nino biasanya diikuti oleh La Nina yang berakibat musim hujan yang lebat dan lebih panjang dari biasanya. Kekuatan El Nino berbeda-beda tergantung dari berbagai macam faktor, antara lain indeks Osilasi selatan atau <a class="new" href="http://id.wikipedia.org/w/index.php?title=Southern_Oscillation&action=edit&redlink=1" title="Southern Oscillation (halaman belum tersedia)">Southern Oscillation</a>.WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-70878846656659615172012-02-08T17:43:00.000-08:002012-02-08T18:01:34.404-08:00GEOGRAFI KHATULISTIWA(By:Talitha Vivian A.)<link href="file:///C:%5CUsers%5Csamsung%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CUsers%5Csamsung%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_editdata.mso" rel="Edit-Time-Data"></link><o:smarttagtype name="place" namespaceuri="urn:schemas-microsoft-com:office:smarttags"></o:smarttagtype><link href="file:///C:%5CUsers%5Csamsung%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_themedata.thmx" rel="themeData"></link><link href="file:///C:%5CUsers%5Csamsung%5CAppData%5CLocal%5CTemp%5Cmsohtmlclip1%5C01%5Cclip_colorschememapping.xml" rel="colorSchemeMapping"></link>
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</style></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><span class="mw-headline"><b><span lang="EN-US"> </span></b></span><br />
<br /><span class="mw-headline"><b><span lang="EN-US"> </span></b></span><br />
<span class="mw-headline"><b><span lang="EN-US">BENUA AFRIKA<o:p></o:p></span></b></span><b><span lang="EN-US">Afrika</span></b><span lang="EN-US"> adalah <a href="http://id.wikipedia.org/wiki/Benua" title="Benua">benua</a> terbesar kedua
dunia dan kedua terbanyak penduduknya setelah <a href="http://id.wikipedia.org/wiki/Asia" title="Asia">Asia</a>. Dengan luas
wilayah 30.224.050 <a href="http://id.wikipedia.org/wiki/Kilometer_persegi" title="Kilometer persegi">km²</a> termasuk pulau-pulau yang berdekatan, Afrika
meliputi 20,3% dari seluruh total daratan <a href="http://id.wikipedia.org/wiki/Bumi" title="Bumi">Bumi</a>. Dengan 800 juta penduduk
di 54 negara, benua ini merupakan tempat bagi sepertujuh <a href="http://id.wikipedia.org/wiki/Populasi_dunia" title="Populasi dunia">populasi
dunia</a>.</span><br />
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<span class="mw-headline"><span lang="EN-US" style="font-size: 14pt;">Sejarah<o:p></o:p></span></span></div>
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<br /></div>
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<span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Berkas:Map_of_Africa_from_Encyclopaedia_Britannica_1890.jpg"><span style="text-decoration: none;"><img border="0" height="334" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image001.jpg" v:shapes="_x0000_i1025" width="250" /></span></a></span></div>
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<br /></div>
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<span lang="EN-US">Peta Afrika 1890</span></div>
<span lang="EN-US">Kata <b>Afrika</b> berasal dari bahasa <a href="http://id.wikipedia.org/wiki/Bahasa_Latin" title="Bahasa Latin">Latin</a>,
<i>Africa terra</i> — "tanah Afri" (bentuk jamak dari
"Afer") — untuk menunjukkan bagian utara benua tersebut, saat ini
merupakan bagian dari <a href="http://id.wikipedia.org/wiki/Tunisia" title="Tunisia">Tunisia</a>, tempat kedudukan provinsi Romawi untuk Afrika. Asal
kata Afer mungkin dari <a href="http://id.wikipedia.org/w/index.php?title=Bahasa_Fenisia&action=edit&redlink=1" title="Bahasa Fenisia (halaman belum tersedia)">bahasa</a> <a href="http://id.wikipedia.org/wiki/Huruf_Fenisia" title="Huruf Fenisia">Fenisia</a>,
'afar berarti debu; atau dari suku Afridi, yang mendiami bagian utara benua
dekat <a href="http://id.wikipedia.org/wiki/Kartago" title="Kartago">Kartago</a>;
atau dari bahasa <a href="http://id.wikipedia.org/wiki/Bahasa_Yunani" title="Bahasa Yunani">Yunani</a> aphrike berarti tanpa dingin; atau dari bahasa
<a href="http://id.wikipedia.org/wiki/Bahasa_Latin" title="Bahasa Latin">Latin</a>
aprica berarti cerah.</span><br />
<span lang="EN-US">Afrika adalah tempat tinggal <a href="http://id.wikipedia.org/wiki/Manusia" title="Manusia">manusia</a> yang
paling awal, dari benua ini manusia kemudian menyebar ke benua-benua lain.
Afrika adalah tempat di mana <a href="http://id.wikipedia.org/w/index.php?title=Garis_evolusi&action=edit&redlink=1" title="Garis evolusi (halaman belum tersedia)">garis evolusi</a> kera menjadi
berbeda dari <a href="http://id.wikipedia.org/w/index.php?title=Protohuman&action=edit&redlink=1" title="Protohuman (halaman belum tersedia)">protohuman</a> tujuh juta tahun
yang lalu. Afrika merupakan satu-satunya benua yang ditinggali <a href="http://id.wikipedia.org/w/index.php?title=Nenek_moyang_manusia&action=edit&redlink=1" title="Nenek moyang manusia (halaman belum tersedia)">nenek moyang manusia</a>
hingga sekitar dua juta tahun lampau ketika <a href="http://id.wikipedia.org/wiki/Homo_erectus" title="Homo erectus">Homo
erectus</a> berkembang ke luar Afrika menuju Eropa dan <st1:place w:st="on">Asia</st1:place>.
Lebih dari 1,5 juta tahun kemudian, <a href="http://id.wikipedia.org/wiki/Populasi" title="Populasi">populasi</a> dari
tiga benua itu mengikuti evolusi yang berlainan sehingga mereka menjadi spesis
yang berbeda. Yang di Eropa menjadi <a href="http://id.wikipedia.org/wiki/Neanderthal" title="Neanderthal">Neanderthal</a>,
yang di <a href="http://id.wikipedia.org/wiki/Asia" title="Asia">Asia</a> tetap <i>Homo
erectus</i>, tetapi yang di Afrika berevolusi menjadi <a href="http://id.wikipedia.org/w/index.php?title=Homo_sapies&action=edit&redlink=1" title="Homo sapies (halaman belum tersedia)">Homo sapies</a>.</span><br />
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<span class="mw-headline"><b><span lang="EN-US" style="font-size: 16pt;">Geografi<o:p></o:p></span></b></span></div>
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<br /></div>
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<span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Berkas:The_Earth_seen_from_Apollo_17.jpg"><span style="text-decoration: none;"><img border="0" height="250" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" v:shapes="_x0000_i1026" width="250" /></span></a></span></div>
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<span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Berkas:The_Earth_seen_from_Apollo_17.jpg" title="Perbesar"><span style="text-decoration: none;"><img border="0" height="11" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image003.gif" v:shapes="_x0000_i1027" width="15" /></span></a></span></div>
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<span lang="EN-US">Foto Afrika yang diambil dari Apollo 17</span></div>
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<span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Berkas:Africa_satelit.jpg"><span style="text-decoration: none;"><img border="0" height="255" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image004.jpg" v:shapes="_x0000_i1028" width="225" /></span></a></span></div>
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<br /></div>
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<span lang="EN-US">Citra satelit benua Afrika</span></div>
<span lang="EN-US">Afrika adalah yang terbesar dari ketiga benua di belahan
selatan Bumi dan yang terbesar kedua setelah <a href="http://id.wikipedia.org/wiki/Asia" title="Asia">Asia</a> dari semua benua.
Luasnya kurang lebih 30,244,050 km<sup>2</sup> (11,677,240 mil<sup>2</sup>)
termasuk kepulauan disekitarnya, meliputi 20.3% dari total daratan di <a href="http://id.wikipedia.org/wiki/Bumi" title="Bumi">bumi</a> dan didiami lebih
dari 800 juta manusia, atau sekitar sepertujuh populasi manusia di bumi.</span><br />
<span lang="EN-US">Dipisahkan dari <a href="http://id.wikipedia.org/wiki/Eropa" title="Eropa">Eropa</a> oleh <a href="http://id.wikipedia.org/wiki/Laut_Tengah" title="Laut Tengah">Laut Tengah</a>, Afrika menyatu dengan <a href="http://id.wikipedia.org/wiki/Asia" title="Asia">Asia</a> di ujung timur
lautnya melalui <a href="http://id.wikipedia.org/wiki/Terusan_Suez" title="Terusan Suez">Terusan Suez</a> yang memiliki lebar 130 km. <a href="http://id.wikipedia.org/wiki/Semenanjung_Sinai" title="Semenanjung Sinai">Semenanjung
Sinai</a> yang dimiliki oleh <a href="http://id.wikipedia.org/wiki/Mesir" title="Mesir">Mesir</a> sering dianggap secara geopolitis sebagai bagian dari
Afrika. Dari ujung paling utara, <a href="http://id.wikipedia.org/w/index.php?title=Cape_Spartel&action=edit&redlink=1" title="Cape Spartel (halaman belum tersedia)">Cape Spartel</a> di <a href="http://id.wikipedia.org/wiki/Maroko" title="Maroko">Maroko</a>, di 37°21′
lintang Utara, ke ujung paling selatan, <a href="http://id.wikipedia.org/w/index.php?title=Cape_Agulhas&action=edit&redlink=1" title="Cape Agulhas (halaman belum tersedia)">Cape Agulhas</a> di <a href="http://id.wikipedia.org/wiki/Afrika_Selatan" title="Afrika Selatan">Afrika
Selatan</a>, 34°51′15″ lintang Selatan, terbentang jarak sekitar 8000 km; dari
ujung paling barat, <a href="http://id.wikipedia.org/wiki/Cape_Verde" title="Cape Verde">Cape Verde</a>, 17°33′22″ bujur Barat, sampai ujung paling
timur, <a href="http://id.wikipedia.org/w/index.php?title=Ras_Hafun&action=edit&redlink=1" title="Ras Hafun (halaman belum tersedia)">Ras Hafun</a> di <a href="http://id.wikipedia.org/wiki/Somalia" title="Somalia">Somalia</a>,
51°27′52″ bujur Timur, jaraknya sekitar 7.400 km. Panjang garis pantainya
26.000 km (sebagai perbandingan, Eropa, yang memiliki luas 9.700.000 km²
memiliki garis pantai 32.000 km.</span><br />
<h2>
<span class="mw-headline"><span lang="EN-US" style="font-size: 14pt;">Negara-negara</span></span><span lang="EN-US" style="font-size: 14pt;"><o:p></o:p></span></h2>
<span lang="EN-US">Sebagian besar negara di Afrika adalah bekas negara
jajahan, kecuali <a href="http://id.wikipedia.org/wiki/Afrika_Selatan" title="Afrika Selatan">Afrika Selatan</a>, <a href="http://id.wikipedia.org/wiki/Ethiopia" title="Ethiopia">Ethiopia</a> dan <a href="http://id.wikipedia.org/wiki/Liberia" title="Liberia">Liberia</a>. <a href="http://id.wikipedia.org/wiki/Republik_Demokrasi_Kongo" title="Republik Demokrasi Kongo">Republik Demokrasi Kongo</a> merupakan bekas
jajahan <a href="http://id.wikipedia.org/wiki/Belgia" title="Belgia">Belgia</a>. <a href="http://id.wikipedia.org/wiki/Mesir" title="Mesir">Mesir</a>, <a href="http://id.wikipedia.org/wiki/Sudan" title="Sudan">Sudan</a>, <a href="http://id.wikipedia.org/wiki/Uganda" title="Uganda">Uganda</a>, <a href="http://id.wikipedia.org/wiki/Kenya" title="Kenya">Kenya</a>, <a href="http://id.wikipedia.org/wiki/Djibouti" title="Djibouti">Djibouti</a>, <a href="http://id.wikipedia.org/wiki/Sierra_Leone" title="Sierra Leone">Sierra
Leone</a>, <a href="http://id.wikipedia.org/wiki/Ghana" title="Ghana">Ghana</a>, <a href="http://id.wikipedia.org/wiki/Nigeria" title="Nigeria">Nigeria</a>, <a href="http://id.wikipedia.org/wiki/Zambia" title="Zambia">Zambia</a>, <a href="http://id.wikipedia.org/wiki/Zimbabwe" title="Zimbabwe">Zimbabwe</a> dan <a href="http://id.wikipedia.org/wiki/Botswana" title="Botswana">Botswana</a> bekas
jajahan <a href="http://id.wikipedia.org/wiki/Britania_Raya" title="Britania Raya">Britania Raya</a>. <a href="http://id.wikipedia.org/wiki/Maroko" title="Maroko">Maroko</a>, <a href="http://id.wikipedia.org/wiki/Aljazair" title="Aljazair">Aljazair</a>, <a href="http://id.wikipedia.org/wiki/Mauritania" title="Mauritania">Mauritania</a>,
<a href="http://id.wikipedia.org/wiki/Mali" title="Mali">Mali</a>, <a href="http://id.wikipedia.org/wiki/Senegal" title="Senegal">Senegal</a>, <a href="http://id.wikipedia.org/wiki/Guinea" title="Guinea">Guinea</a>, <a href="http://id.wikipedia.org/wiki/Pantai_Gading" title="Pantai Gading">Pantai
Gading</a>, <a href="http://id.wikipedia.org/wiki/Burkina_Faso" title="Burkina Faso">Burkina Faso</a>, <a href="http://id.wikipedia.org/wiki/Benin" title="Benin">Benin</a>, <a href="http://id.wikipedia.org/wiki/Niger" title="Niger">Niger</a>, <a href="http://id.wikipedia.org/wiki/Chad" title="Chad">Chad</a>, <a href="http://id.wikipedia.org/wiki/Republik_Afrika_Tengah" title="Republik Afrika Tengah">Republik Afrika Tengah</a>, <a href="http://id.wikipedia.org/wiki/Gabon" title="Gabon">Gabon</a>, <a href="http://id.wikipedia.org/wiki/Republik_Demokratik_Kongo" title="Republik Demokratik Kongo">Kongo</a> dan <a href="http://id.wikipedia.org/wiki/Madagaskar" title="Madagaskar">Madagaskar</a>
bekas jajahan <a href="http://id.wikipedia.org/wiki/Perancis" title="Perancis">Perancis</a>.
<a href="http://id.wikipedia.org/wiki/Togo" title="Togo">Togo</a>, <a href="http://id.wikipedia.org/wiki/Kamerun" title="Kamerun">Kamerun</a>, <a href="http://id.wikipedia.org/wiki/Burundi" title="Burundi">Burundi</a>, <a href="http://id.wikipedia.org/wiki/Rwanda" title="Rwanda">Rwanda</a>, <a href="http://id.wikipedia.org/wiki/Tanzania" title="Tanzania">Tanzania</a> dan <a href="http://id.wikipedia.org/wiki/Namibia" title="Namibia">Namibia</a> bekas
jajahan <a href="http://id.wikipedia.org/wiki/Jerman" title="Jerman">Jerman</a>. <a href="http://id.wikipedia.org/wiki/Libya" title="Libya">Libya</a>, <a href="http://id.wikipedia.org/wiki/Eritrea" title="Eritrea">Eritrea</a>, <a href="http://id.wikipedia.org/wiki/Somalia" title="Somalia">Somalia</a> bekas
jajahan <a href="http://id.wikipedia.org/wiki/Italia" title="Italia">Italia</a>. <a href="http://id.wikipedia.org/wiki/Guinea_Bissau" title="Guinea Bissau">Guinea
Bissau</a>, <a href="http://id.wikipedia.org/wiki/Angola" title="Angola">Angola</a>,
<a href="http://id.wikipedia.org/wiki/Malawi" title="Malawi">Malawi</a>, dan <a href="http://id.wikipedia.org/wiki/Mozambik" title="Mozambik">Mozambik</a> adalah
bekas jajahan <a href="http://id.wikipedia.org/wiki/Portugal" title="Portugal">Portugal</a>.
Serta <a href="http://id.wikipedia.org/wiki/Sahara_Barat" title="Sahara Barat">Sahara
Barat</a> yang merupakan bekas jajahan <a href="http://id.wikipedia.org/wiki/Spanyol" title="Spanyol">Spanyol</a>.
Sepertiganya yaitu 15 dari 47 negara terkurung oleh daratan.</span><br />
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<b><span lang="EN-US">BENUA <st1:place w:st="on">ASIA</st1:place><o:p></o:p></span></b><br />
<b><span lang="EN-US">Asia</span></b><span lang="EN-US"> merupakan <a href="http://id.wikipedia.org/wiki/Benua" title="Benua">benua</a> terbesar dan
berpopulasi terpadat di dunia dengan wilayah yang mencakup 8,6% permukaan <a href="http://id.wikipedia.org/wiki/Bumi" title="Bumi">Bumi</a> yang meliputi 50
negara yang tersebar dari daratan luas <a href="http://id.wikipedia.org/wiki/Asia_Kecil" title="Asia Kecil">Asia Kecil</a>,
<a href="http://id.wikipedia.org/wiki/Timur_Tengah" title="Timur Tengah">Timur
Tengah</a>, hingga <a href="http://id.wikipedia.org/wiki/Samudera_Pasifik" title="Samudera Pasifik">Samudera Pasifik</a>. Sekitar 60% populasi dunia
tinggal di <st1:place w:st="on">Asia</st1:place>.</span><br />
<span lang="EN-US">Benua Asia dan Eropa merupakan benua yang terhubung lewat
darat dan keduanya membentuk suatu benua raksasa yang disebut sebagai <a href="http://id.wikipedia.org/wiki/Eurasia" title="Eurasia">Eurasia</a>. Batas
antara Asia dan Eropa sangat kabur sehingga beberapa negara seperti <a href="http://id.wikipedia.org/wiki/Turki" title="Turki">Turki</a> kadang-kadang
dapat dimasukkan ke <st1:place w:st="on">Asia</st1:place> maupun ke Eropa.
Beberapa bentang alam yang sering dipakai untuk memisahkan kedua benua tersebut
adalah <a href="http://id.wikipedia.org/wiki/Dardanella" title="Dardanella">Dardanella</a>,
<a href="http://id.wikipedia.org/wiki/Laut_Marmara" title="Laut Marmara">Laut
Marmara</a>, <a href="http://id.wikipedia.org/wiki/Selat_Bosporus" title="Selat Bosporus">Selat Bosporus</a>, <a href="http://id.wikipedia.org/wiki/Laut_Hitam" title="Laut Hitam">Laut Hitam</a>,
<a href="http://id.wikipedia.org/wiki/Pegunungan_Kaukasus" title="Pegunungan Kaukasus">Pegunungan Kaukasus</a>, <a href="http://id.wikipedia.org/wiki/Laut_Kaspia" title="Laut Kaspia">Laut Kaspia</a>,
<a href="http://id.wikipedia.org/wiki/Sungai_Ural" title="Sungai Ural">Sungai
Ural</a> (atau <a href="http://id.wikipedia.org/w/index.php?title=Sungai_Emba&action=edit&redlink=1" title="Sungai Emba (halaman belum tersedia)">Sungai Emba</a>), dan <a href="http://id.wikipedia.org/wiki/Pegunungan_Ural" title="Pegunungan Ural">Pegunungan
Ural</a> hingga <a href="http://id.wikipedia.org/wiki/Novaya_Zemlya" title="Novaya Zemlya">Novaya Zemlya</a>. Selain itu, Benua Asia dan Afrika juga
memiliki perbatasan darat yang bertemu di sekitar <a href="http://id.wikipedia.org/wiki/Terusan_Suez" title="Terusan Suez">Terusan
Suez</a>.</span><br />
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<h2>
<span class="mw-headline"><span lang="EN-US">Etimologi</span></span></h2>
<span lang="EN-US">Kata "Asia" masuk kedalam <a href="http://id.wikipedia.org/wiki/Bahasa_Indonesia" title="Bahasa Indonesia">bahasa
Indonesia</a>, melalui <a href="http://id.wikipedia.org/wiki/Bahasa_Belanda" title="Bahasa Belanda">bahasa Belanda</a>, dari <a href="http://id.wikipedia.org/wiki/Yunani" title="Yunani">Yunani</a> Kuno Ασία (<st1:place w:st="on">Asia</st1:place>; lihat juga daftar nama nama tempat tradisional
Yunani). Nama ini pertama kali dicoba di Herodotus (pada 440 sebelum masehi),
dimana mengacu pada Asia Kecil; atau, dengan maksud menggambarkan Perang <st1:country-region w:st="on">Persia</st1:country-region>, kepada Kerajaan <st1:country-region w:st="on"><st1:place w:st="on">Persia</st1:place></st1:country-region> sebagai
musuh Yunani dan Mesir. Meski sebelum Herodotus, Homer mengetahui celah Troya
bernama Asios, anak laki laki Hyrtacus, penguasa atas beberapa kota, dan dimana
dia menggambarkan rawa rawa sebagai "ασιος" (ilias 2, 461). Istilah
Yunani yang diturunkan dari <i>Assuwa</i>, suatu konfiderasi negara negara di
Anatolia Barat pada abad ke 14 sebelum masehi. Hittite assu - "Bagus"
kemungkinan adalah bagian dari nama itu.Selain itu, pokok asal usul kata dari
istilah itu kemungkinan dari kata <a href="http://id.wikipedia.org/wiki/Bahasa_Akkadia" title="Bahasa Akkadia">Akkadia</a>
(w)a</span><span lang="EN-US" style="font-family: "Tahoma","sans-serif";">ṣ</span><span lang="EN-US">û(m), yang masih kerabat <a href="http://id.wikipedia.org/wiki/Bahasa_Ibrani" title="Bahasa Ibrani">kata
Ibrani</a> יצא, yang berarti "keluar" atau "naik", mengacu
ke arah <a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari">matahari</a>
pada saat fajar (matahari terbit) di <a href="http://id.wikipedia.org/wiki/Timur_Tengah" title="Timur Tengah">Timur
Tengah</a>, dan juga nampaknya berhubungan dengan kata <a href="http://id.wikipedia.org/w/index.php?title=Bahasa_Fenisia&action=edit&redlink=1" title="Bahasa Fenisia (halaman belum tersedia)">Fenisia</a> asa yang berarti
timur. In kontras mungkin dengan asal usul kata yang diusulkan Eropah, dari
bahasa Arab dan Parsi erēbu "masuk" atau "terbenam" (bagi
matahari). Meskipun begitu, asal usul pengharapan Mesoppotamia atau Timur
Tengah tak akan menjelaskan bagaimana istilah "Asia" pertama datang
yang dipadukan dengan Anatolia sebagai tinggal dibarat dari bahasa daerah Arab
Persia.</span><br />
<h2>
<span class="mw-headline"><span lang="EN-US"><o:p> </o:p></span></span></h2>
<h2>
<span class="mw-headline"><span lang="EN-US"><o:p> </o:p></span></span></h2>
<h2>
<span class="mw-headline"><span lang="EN-US"><o:p> </o:p></span></span></h2>
<h2>
<span class="mw-headline"><span lang="EN-US"><o:p> </o:p></span></span></h2>
<h2>
<span class="mw-headline"><span lang="EN-US">Pembagian wilayah</span></span></h2>
<div class="MsoNormal">
<span lang="EN-US"><a href="http://id.wikipedia.org/w/index.php?title=Berkas:Asia-map.png&filetimestamp=20100415033243"><span style="text-decoration: none;"><img border="0" height="362" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif" v:shapes="_x0000_i1025" width="276" /></span></a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">Peta Asia</span></div>
<span lang="EN-US">Sebagaimana telah disebutkan, Asia dapat dianggap sebagai
suatu bagian dari benua <st1:place w:st="on">Eurasia</st1:place> yang lebih
besar. Untuk pembagian berdasarkan istilah ini, lihat <a href="http://id.wikipedia.org/wiki/Eurasia_Utara" title="Eurasia Utara">Eurasia
Utara</a> dan <a href="http://id.wikipedia.org/wiki/Eurasia_Tengah" title="Eurasia Tengah">Eurasia Tengah</a>. </span><br />
<span lang="EN-US">Asia sendiri sering dibagi-bagi menjadi beberapa wilayah:</span><br />
<h3>
<span class="mw-headline"><span lang="EN-US" style="font-size: 12pt;"><a href="http://id.wikipedia.org/wiki/Asia_Tengah" title="Asia Tengah">Asia Tengah</a></span></span><span lang="EN-US" style="font-size: 12pt;"><o:p></o:p></span></h3>
<span lang="EN-US">Tidak ada konsensus pasti tentang penggunaan istilah ini,
namun biasanya mencakup</span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Uzbekistan" title="Uzbekistan">Uzbekistan</a>,
<a href="http://id.wikipedia.org/wiki/Tajikistan" title="Tajikisdan">Tajikistan</a>,
<a href="http://id.wikipedia.org/wiki/Turkimenistan" title="Turkimenistan">Turkimenistan</a>,
<a href="http://id.wikipedia.org/wiki/Kirgiztan" title="Kirgiztan">Kirgiztan</a>,
<a href="http://id.wikipedia.org/wiki/Kazakstan" title="Kazakstan">Kazakstan</a>,
<a href="http://id.wikipedia.org/wiki/Armenia" title="Armenia">Armenia</a>, <a href="http://id.wikipedia.org/wiki/Russia" title="Russia">Russia</a>, <a href="http://id.wikipedia.org/wiki/Azerbaijan" title="Azerbaijan">Azerbaijan</a>.</span></li>
</ul>
<h3>
<span class="mw-headline"><span lang="EN-US" style="font-size: 12pt;"><a href="http://id.wikipedia.org/wiki/Asia_Timur" title="Asia Timur">Asia Timur</a></span></span><span lang="EN-US" style="font-size: 12pt;"><o:p></o:p></span></h3>
<span lang="EN-US">Istilah ini mencakup</span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US">Kepulauan <a href="http://id.wikipedia.org/wiki/Samudra_Pasifik" title="Samudra Pasifik">Samudra
Pasifik</a> <a href="http://id.wikipedia.org/wiki/Taiwan" title="Taiwan">Taiwan</a>
dan <a href="http://id.wikipedia.org/wiki/Jepang" title="Jepang">Jepang</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Korea_Utara" title="Korea Utara">Korea
Utara</a> dan <a href="http://id.wikipedia.org/wiki/Korea_Selatan" title="Korea Selatan">Korea Selatan</a> di <a href="http://id.wikipedia.org/wiki/Semenanjung_Korea" title="Semenanjung Korea">Semenanjung Korea</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Republik_Rakyat_Cina" title="Republik Rakyat Cina">Republik Rakyat Cina</a>.</span></li>
</ul>
<h3>
<span class="mw-headline"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Asia_Tenggara" title="Asia Tenggara">Asia
Tenggara</a></span></span></h3>
<span lang="EN-US">Daerah ini mencakup <a href="http://id.wikipedia.org/wiki/Semenanjung_Malaka" title="Semenanjung Malaka">Semenanjung Malaka</a>, <a href="http://id.wikipedia.org/wiki/Indochina" title="Indochina">Indochina</a> dan
kepulauan-kepulauan di <a href="http://id.wikipedia.org/wiki/Samudra_Hindia" title="Samudra Hindia">Samudra Hindia</a> dan <a href="http://id.wikipedia.org/wiki/Samudra_Pasifik" title="Samudra Pasifik">Samudra
Pasifik</a>. Negara-negara yang termasuk daerah ini adalah:</span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US">Di daratan
Asia Tenggara: <a href="http://id.wikipedia.org/wiki/Myanmar" title="Myanmar">Myanmar</a>, <a href="http://id.wikipedia.org/wiki/Thailand" title="Thailand">Thailand</a>, <a href="http://id.wikipedia.org/wiki/Laos" title="Laos">Laos</a>, <a href="http://id.wikipedia.org/wiki/Kamboja" title="Kamboja">Kamboja</a> dan <a href="http://id.wikipedia.org/wiki/Vietnam" title="Vietnam">Vietnam</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US">Di
Kepulauan Asia Tenggara: <a href="http://id.wikipedia.org/wiki/Malaysia" title="Malaysia">Malaysia</a>, <a href="http://id.wikipedia.org/wiki/Filipina" title="Filipina">Filipina</a>, <a href="http://id.wikipedia.org/wiki/Singapura" title="Singapura">Singapura</a>,
<a href="http://id.wikipedia.org/wiki/Indonesia" title="Indonesia">Indonesia</a>,
<a href="http://id.wikipedia.org/wiki/Brunei" title="Brunei">Brunei</a> dan <a href="http://id.wikipedia.org/wiki/Timor-Leste" title="Timor-Leste">Timor-Leste</a>.</span></li>
</ul>
<span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Malaysia" title="Malaysia">Malaysia</a> dibagi menjadi dua bagian oleh <a href="http://id.wikipedia.org/wiki/Laut_China_Selatan" title="Laut China Selatan">Laut China Selatan</a>, dan daratan, daratan pertama
di <a href="http://id.wikipedia.org/wiki/Semenanjung_Malaka" title="Semenanjung Malaka">Semenanjung Malaka</a>, dan yang kedua ada di <a href="http://id.wikipedia.org/wiki/Pulau_Kalimantan" title="Pulau Kalimantan">Pulau
Kalimantan</a>. Dengan ini mempunyai bagian daratan dan bagian kepulauan</span><br />
<span lang="EN-US">Nama dua kepulauan <st1:country-region w:st="on"><st1:place w:st="on">Malaysia</st1:place></st1:country-region>:</span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US">Kepulauan
Malaysia Timur terdapat pada Pulau Kalimantan. Terdiri dari dua negara
bagian <st1:place w:st="on">Sabah</st1:place> dan Serawak.</span></li>
<li class="MsoNormal"><span lang="EN-US">Kepulauan
Malaysia Barat terdapat pada sebelah selatan <st1:country-region w:st="on"><st1:place w:st="on">Thailand</st1:place></st1:country-region>.</span></li>
</ul>
<h3>
<span class="mw-headline"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Asia_Selatan" title="Asia Selatan">Asia
Selatan</a></span></span></h3>
<span lang="EN-US">Asia Selatan terdiri dari:</span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/w/index.php?title=Negara-negara_Himalaya&action=edit&redlink=1" title="Negara-negara Himalaya (halaman belum tersedia)">Negara-negara
Himalaya</a>: <a href="http://id.wikipedia.org/wiki/India" title="India">India</a>,
<a href="http://id.wikipedia.org/wiki/Pakistan" title="Pakistan">Pakistan</a>,
<a href="http://id.wikipedia.org/wiki/Nepal" title="Nepal">Nepal</a>, <a href="http://id.wikipedia.org/wiki/Bhutan" title="Bhutan">Bhutan</a> dan <a href="http://id.wikipedia.org/wiki/Bangladesh" title="Bangladesh">Bangladesh</a></span></li>
<li class="MsoNormal"><span lang="EN-US">Negara-negara
<a href="http://id.wikipedia.org/wiki/Samudera_Hindia" title="Samudera Hindia">Samudera Hindia</a>: <a href="http://id.wikipedia.org/wiki/Sri_Lanka" title="Sri Lanka">Sri Lanka</a>
dan <a href="http://id.wikipedia.org/wiki/Maladewa" title="Maladewa">Maladewa</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US">Julukan
untuk negara <a href="http://id.wikipedia.org/wiki/India" title="India">India</a>
adalah : <a href="http://id.wikipedia.org/w/index.php?title=Anak_benua_Asia&action=edit&redlink=1" title="Anak benua Asia (halaman belum tersedia)">Anak benua Asia</a>, <a href="http://id.wikipedia.org/w/index.php?title=Asia_muka&action=edit&redlink=1" title="Asia muka (halaman belum tersedia)">Asia muka</a>.</span></li>
</ul>
<h3>
<span class="mw-headline"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Asia_Barat" title="Asia Barat">Asia Barat</a></span></span></h3>
<span lang="EN-US">Sering dipanggil dengan nama <a href="http://id.wikipedia.org/wiki/Timur_Tengah" title="Timur Tengah">Timur
Tengah</a> meski istilah ini juga kadang digunakan untuk merujuk kepada
negara-negara di <a href="http://id.wikipedia.org/wiki/Afrika_Utara" title="Afrika Utara">Afrika Utara</a>. Asia Barat dapat dibagi lagi kepada:</span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US">Negara
pulau <a href="http://id.wikipedia.org/wiki/Siprus" title="Siprus">Siprus</a>
di <a href="http://id.wikipedia.org/wiki/Laut_Tengah" title="Laut Tengah">Laut
Tengah</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Levant" title="Levant">Levant</a> atau <a href="http://id.wikipedia.org/wiki/Timur_Dekat" title="Timur Dekat">Timur
Dekat</a>, yang termasuk <a href="http://id.wikipedia.org/wiki/Suriah" title="Suriah">Suriah</a>, <a href="http://id.wikipedia.org/wiki/Yordania" title="Yordania">Yordania</a>, <a href="http://id.wikipedia.org/wiki/Lebanon" title="Lebanon">Lebanon</a> dan <a href="http://id.wikipedia.org/wiki/Irak" title="Irak">Irak</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/wiki/Jazirah_Arab" title="Jazirah Arab">Jazirah
Arab</a>, termasuk <a href="http://id.wikipedia.org/wiki/Arab_Saudi" title="Arab Saudi">Arab Saudi</a>, <a href="http://id.wikipedia.org/wiki/Uni_Emirat_Arab" title="Uni Emirat Arab">Uni
Emirat Arab</a>, <a href="http://id.wikipedia.org/wiki/Bahrain" title="Bahrain">Bahrain</a>, <a href="http://id.wikipedia.org/wiki/Qatar" title="Qatar">Qatar</a>, <a href="http://id.wikipedia.org/wiki/Oman" title="Oman">Oman</a>, <a href="http://id.wikipedia.org/wiki/Yaman" title="Yaman">Yaman</a> dan kadang juga <a href="http://id.wikipedia.org/wiki/Kuwait" title="Kuwait">Kuwait</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US">Daerah <a href="http://id.wikipedia.org/wiki/Kaukasus" title="Kaukasus">Kaukasus</a>,
termasuk <a href="http://id.wikipedia.org/wiki/Azerbaijan" title="Azerbaijan">Azerbaijan</a> dan <a href="http://id.wikipedia.org/wiki/Armenia" title="Armenia">Armenia</a>.</span></li>
<li class="MsoNormal"><span lang="EN-US"><a href="http://id.wikipedia.org/w/index.php?title=Hamparan_Iran&action=edit&redlink=1" title="Hamparan Iran (halaman belum tersedia)">Hamparan Iran</a>, yang
terdiri dari <a href="http://id.wikipedia.org/wiki/Iran" title="Iran">Iran</a>
dan bagian negara-negara lain.</span></li>
</ul>
<span lang="EN-US">Juga lihat <a href="http://id.wikipedia.org/w/index.php?title=Negara-negara_Teluk&action=edit&redlink=1" title="Negara-negara Teluk (halaman belum tersedia)">Negara-negara Teluk</a>
untuk pengelompokan berbeda yang berisi beberapa negara-negara di atas.</span><br />
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<h2 style="line-height: 200%;">
<span lang="EN-US">Benua <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region></span></h2>
<span lang="EN-US"><img alt="Bentang alam Australia" height="399" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif" v:shapes="_x0000_i1025" width="450" /><br />
<b>Gambar 1.1:</b> Bentang alam <st1:place w:st="on"><st1:country-region w:st="on">Australia</st1:country-region></st1:place></span><br />
<div class="MsoNormal">
<span lang="EN-US">Kawasan bentang alam <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>
dapat dilihat pada <b>Gambar 1.1</b></span></div>
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<b><span lang="EN-US" style="font-size: 14pt;">Kawasan
Bentang Alam</span></b></div>
<st1:place w:st="on"><st1:country-region w:st="on"><span lang="EN-US">Australia</span></st1:country-region></st1:place><span lang="EN-US"> adalah sebuah benua. Di Australia dimungkinkan untuk bepergian
sejauh ratusan kilometer tanpa menjumpai adanya perubahan timbulan. Hal ini
disebabkan Benua <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>
adalah benua yang paling datar di dunia.</span><br />
<span lang="EN-US">Sebagian besar dari benua tersebut adalah plato rendah.
Juga terdapat dataran rendah pantai di sisi timur dan barat. Benua <st1:country-region w:st="on">Australia</st1:country-region> dapat dibagi menjadi <st1:city w:st="on"><st1:place w:st="on">lima</st1:place></st1:city> kawasan bentang alam yang utama, yaitu </span><br />
<ul type="disc">
<li class="MsoNormal"><span lang="EN-US">plato
barat</span></li>
<li class="MsoNormal"><span lang="EN-US">plato
dataran rendah tengah</span></li>
<li class="MsoNormal"><span lang="EN-US">kawasan
pegunungan timur</span></li>
<li class="MsoNormal"><span lang="EN-US">dataran
rendah pantai barat, dan</span></li>
<li class="MsoNormal"><span lang="EN-US">dataran
rendah pantai timur</span></li>
</ul>
<span lang="EN-US">Gambaran lebih jauh tentang bentang alam <st1:place w:st="on"><st1:country-region w:st="on">Australia</st1:country-region></st1:place> dapat dilihat dalam
rentas benua yang mulai Geraldton di bagian barat ke <i>Tweed Heads</i> di
bagian timur. Rentas tersebut dapat dilihat dalam <b>Gambar 1.2</b><b><o:p></o:p></b></span><br />
<span lang="EN-US"><img alt="Suatu rentas Benua Australia" height="516" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image003.jpg" v:shapes="_x0000_i1026" width="450" /><br />
<b>Gambar 1.2:</b> Suatu rentas Benua <st1:place w:st="on"><st1:country-region w:st="on">Australia</st1:country-region></st1:place></span><br />
<h3>
<span lang="EN-US" style="font-size: 14pt;"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US" style="font-size: 14pt;"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US" style="font-size: 14pt;"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US" style="font-size: 14pt;"><o:p> </o:p></span></h3>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="EN-US" style="font-size: 14pt;">Plato Barat<o:p></o:p></span></b></div>
<span lang="EN-US">Plato Barat merupakan kawasan yang sangat luas yang dulunya
merupakan ketinggian tetapi kemudian aus dilanda erosi. Kawasan ini terdiri
atas Plato Hammersley, Plato Kimberley, dan Plato Tanah Arnhem. Kawasan
tersebut juga mencakup pegunungan-pegunungan yang sangat rendah seperti
Pegunungan Macdonnell dan Musgrave, serta monolit (batu besar) raksasa yang</span><span lang="EN-US" style="font-size: 11pt;"> </span><span lang="EN-US">disebut Uluru atau
Ayer's Rock (Lihat Gambar warna 3</span><span lang="EN-US" style="font-size: 11pt;">).<o:p></o:p></span><br />
<a href="http://www.blogger.com/blogger.g?blogID=4226829512766313534" name="Gambar_Warna_3"></a><span lang="EN-US"><img alt="Uluru. Ini adalah tempat yang suci bagi orang Aborijin. Menurut tradisi Aborijin, penanggung-jawab daerah Uluru adalah suku Anangua." height="205" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image004.jpg" v:shapes="_x0000_i1027" width="350" /><br />
<st1:place w:st="on"><st1:placename w:st="on"><i>NSW</i></st1:placename><i> <st1:placetype w:st="on">National Parks</st1:placetype></i></st1:place><i> & Wildlife
Service</i><br />
<b>Gambar warna 3:</b> Uluru. Ini adalah tempat yang suci bagi orang
Aborijin. Menurut tradisi Aborijin, penanggung-jawab daerah Uluru adalah suku
Anangua.</span><br />
<span lang="EN-US">Beberapa dari batu yang ada di daerah ini merupakan batu
tertua di dunia, yang umurnya lebih dari 3.000 juta tahun. Erosi selama jutaan
tahun telah menerpa batu-batu ini dan membuatnya aus. Banyak di antaranya yang
terbentuk jauh dalam bumi di bawah suhu dan tekanan yang sangat besar. Beberapa
dari batuan endapan dan batuan beku yang ada di kawasan ini telah berubah
menjadi batuan metamorfis (batuan malihan) karena adanya tekanan dan suhu panas.
Batuan metamorfis adalah batuan yang telah berubah dari bentuk aslinya yang
disebabkan oleh adanya pemanasan atau pemadatan.</span><br />
<span lang="EN-US">Kebanyakan batuan yang membentuk plato tersebut mengandung
endapan mineral yang penting, seperti bijih besi, intan, dan nikel.</span><br />
<span lang="EN-US">Sebagian besar Plato Barat tersebut merupakan gurun pasir
dan banyak kawasan luas yang tidak bersungai. Beberapa dari sungai yang ada di
kawasan ini adalah Sungai Ord, Gascoyne, dan Murchison, yang semuanya mengalir
ke barat atau utara.</span><br />
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US">Dataran Rendah Tengah</span></h3>
<span lang="EN-US">Kawasan ini terbentuk dari endapan, yang membentang dari
daerah pantai utara di Teluk Carpentaria ke arah selatan di dataran rendah
Sungai <st1:city w:st="on"><st1:place w:st="on">Murray</st1:place></st1:city>
dan Sungai Darling (Lihat <b>Gambar 1.3</b>).</span><br />
<span lang="EN-US"><img alt="Sungai - sungai Australia" height="438" src="file:///C:/Users/samsung/AppData/Local/Temp/msohtmlclip1/01/clip_image005.gif" v:shapes="_x0000_i1028" width="450" /><b><br />
<b>Gambar 1.3:</b></b> <b>Sungai
– sungai <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region></b></span><br />
<span lang="EN-US">Di seluruh kawasan ini terdapat banyak cekungan salir. Di
sebelah utara terdapat cekungan Carpentaria. Di sebelah selatan cekungan
Carpentaria ada cekungan Danau Eyre yang sangat luas. Di kawasan ini,
kebanyakan sungai bersifat tidak tetap dan hanya mengalir kalau hujan.
Sungai-sungai tersebut mengalir ke danau-danau besar di daerah pedalaman dan
tidak pernah sampai ke laut. Danau Eyre adalah danau terbesar dan hampir sepanjang
tahun danau tersebut merupakan danau garam tanpa air. Di sebelah selatan
cekungan Danau Eyre dijumpai cekungan Murray-Darling yang mengalir di kedua
sungai terbesar di <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>,
yakni Sungai Murray dan Sungai Darling.</span><br />
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US"><o:p> </o:p></span></h3>
<h3>
<span lang="EN-US">Dataran tinggi Timur</span></h3>
<span lang="EN-US">Kawasan ini dulu dikenal sebagai Pegunungan Pemisah Besar.
Dataran tinggi tersebut berbentuk gunung-gunung tua yang terkena erosi
(terkikis) selama jutaan tahun. Dataran tinggi tersebut berawal di dekat
semenanjung <i>Cape York</i> dan membentang ke selatan ke arah <st1:state w:st="on"><st1:place w:st="on">Tasmania</st1:place></st1:state>. Dataran Tinggi
Timur mencakup Pegunungan Biru (<i>Blue Mountains) </i>yang terletak di
sebelah barat Sydney dan pegunungan tertinggi di Australia, yakni Pegunungan
Salju (<i>Snowy Mountains</i>) yang terletak di sepanjang perbatasan negara
bagian New South Wales dan Victoria. Gunung yang tertinggi di <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>,
yakni Gunung Kosciusko (2.228 meter), terletak di <i>Snowy Mountains</i>.</span><br />
<span lang="EN-US">Sisa-sisa gunung api tua tersebar di kawasan dataran tinggi
timur. Dataran tinggi tersebut juga merupakan sumber bagi banyak sungai.
Beberapa dari sungai-sungai ini mengalir ke pantai timur dan lainnya mengalir
ke arah pedalaman. Sungai Murray (panjangnya 2.520 km) dan sungai Darling
(panjangnya lebih dari 3.750 km) mengalir ke dataran tinggi timur, mengalir ke
daerah pedalaman, kemudian menuju ke laut selatan.</span><br />
<h3>
<span lang="EN-US">Dataran Pantai Barat</span></h3>
<span lang="EN-US">Dataran rendah ini merupakan akibat adanya persesaran di
sepanjang pantai barat Benua <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>.
Dalam proses ini, suatu patahan pantai yang sempit telah tertekan ke arah
bawah, sehingga membentuk sebuah dataran pantai.</span><br />
<h3>
<span lang="EN-US">Dataran pantai Timur</span></h3>
<span lang="EN-US">Persesaran permukaan bumi juga telah terjadi di sepanjang
pantai timur yang membentuk Dataran Tinggi Timur, sehingga menimbulkan kawasan
dataran rendah pantai yang sempit. Jalur pantai yang sempit itu terdiri atas
lembah-lembah sungai dan bukit-bukit. Di sini dijumpai beberapa sungai pendek
dengan sungai yang alirannya baik, seperti Sungai Burdekin, Fitzroy dan Hunter.
Sungai-sungai ini penting bagi pertanian dan bagi penduduk yang menggunakan
sungai tersebut. Misalnya, <st1:city w:st="on">Sydney</st1:city> menggunakan
tiga sungai, yakni Sungai Hawkesbury, <st1:city w:st="on"><st1:place w:st="on">Parramatta</st1:place></st1:city>,
dan Georges.</span><br />
<h3>
<span lang="EN-US">Paparan Benua</span></h3>
<span lang="EN-US">Di seluruh <st1:place w:st="on"><st1:country-region w:st="on">Australia</st1:country-region></st1:place>
terdapat kawasan yang lautnya dangkal dan dasar samuderanya membentuk suatu
paparan (<i>shelf</i>). Ini disebut paparan benua. Di sepanjang batasan
daerah barat, selatan, dan utara, paparan tersebut lebar, tetapi menjadi sempit
di sepanjang pantai timur. Paparan utara, yang disebut paparan Sahul, digunakan
bersama dengan <st1:country-region w:st="on"><st1:place w:st="on">Indonesia</st1:place></st1:country-region>
dan Papua Nugini.</span><br />
<span lang="EN-US">Di atas paparan benua itu, yakni di lepas pantai tropis di <st1:state w:st="on"><st1:place w:st="on">Queensland</st1:place></st1:state>, terdapat
kawasan terumbu karang yang sangat luas. Terumbu karang ini disebut Karang
Penghalang Besar (<st1:place w:st="on"><i>Great Barrier Reef</i></st1:place>).
Karang ini merupakan yang terbesar di dunia dalam jenis ini. Karang tersebut
mulai terbentuk kira-kira 12 juta tahun yang lalu, yang tumbuh dan mati secara
berkala sesuai dengan naik dan turunnya permukaan laut.</span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
</m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-60987226164150006172012-02-08T05:23:00.001-08:002012-02-08T18:02:20.342-08:00GEOGRAFI DI INDONESIA (by:ari sutrisno)<span class="Apple-style-span" style="background-color: white; color: #636363; font-family: 'Lucida Grande',Verdana,Arial; font-size: 12px; line-height: 18px;"></span><br />
<h3 class="title" id="PostSubject-4ee1f6e7f7b73032f90029df" style="line-height: 18px; margin: 0px; outline-style: none; outline-width: medium; padding: 0px;">
Geografi Di Indonesia </h3>
<div class="article content" style="line-height: 18px; margin: 0px; outline-style: none; outline-width: medium; padding: 10px;">
<div style="line-height: 18px; padding: 5px 0px;">
Indonesia adalah sebuah kepulauan negara pulau di Asia Tenggara , terletak di antara Samudra Hindia dan Samudra Pasifik . Hal ini di lokasi yang strategis mengangkang atau sepanjang jalur laut utama dari Samudera Hindia ke Samudera Pasifik. Variasi negara itu dalam budaya telah dibentuk-meskipun tidak secara khusus ditentukan-oleh abad interaksi yang kompleks dengan lingkungan fisik. Meskipun Indonesia sekarang kurang rentan terhadap efek dari alam sebagai hasil dari teknologi ditingkatkan dan program-program sosial, sampai batas tertentu keragaman sosial mereka telah muncul dari pola-pola tradisional yang berbeda dari penyesuaian dengan keadaan fisik mereka.</div>
<div style="line-height: 18px; padding: 5px 0px;">
Kawasan</div>
<div style="line-height: 18px; padding: 5px 0px;">
Detil peta Indonesia</div>
<div style="line-height: 18px; padding: 5px 0px;">
Indonesia adalah negara kepulauan memperluas 5.120 kilometer (3.181 mil) dari timur ke barat dan 1.760 kilometer (1.094 mil) dari utara ke selatan. [1] Ini mencakup suatu 17.508 pulau diperkirakan hanya 6.000 yang dihuni. Ini terdiri dari lima pulau utama: Sumatra , Jawa , Kalimantan (dikenal sebagai " Kalimantan "di Indonesia), Sulawesi , dan New Guinea ; dua kepulauan utama ( Nusa Tenggara dan Kepulauan Maluku ), dan enam puluh kepulauan kecil. Empat pulau dibagi dengan negara lain: Borneo bersama dengan Malaysia dan Brunei , Sebatik , terletak pantai timur Kalimantan, bersama dengan Malaysia, Timor dibagi dengan Timor Leste , dan baru dibagi provinsi Papua dan Papua Barat berbagi pulau dari New Guinea dengan Papua Nugini . Total luas lahan Indonesia adalah 1.919.317 kilometer persegi (741.052 sq mi). Termasuk di wilayah total Indonesia adalah satu lagi 93.000 kilometer persegi (35.908 sq mi) dari laut pedalaman ( selat , teluk , dan badan air lainnya). Wilayah laut sekitarnya membawa tambahan wilayah Indonesia umumnya diakui (darat dan laut) sampai sekitar 5 juta kilometer persegi. Pemerintah, bagaimanapun, juga mengklaim zona ekonomi eksklusif, yang membawa total menjadi sekitar 7,9 juta kilometer persegi. Latitude = 5,00 S & Longitude = 120,00 W</div>
<div style="line-height: 18px; padding: 5px 0px;">
[ sunting ]Geologi</div>
<div style="line-height: 18px; padding: 5px 0px;">
Artikel utama: Geologi di Indonesia</div>
<div style="line-height: 18px; padding: 5px 0px;">
Sumatra, Jawa, Madura, dan berbaring Kalimantan di Paparan Sunda dan geografi telah dikelompokkan secara konvensional, (bersama dengan Sulawesi), sebagai Kepulauan Sunda Besar . Di ujung timur Indonesia adalah barat New Guinea, yang terletak di Sahul Shelf. Kedalaman laut di Sunda dan Sahul rak rata-rata 200 meter (656 kaki) atau kurang. Antara dua rak berbohong Sulawesi, Nusa Tenggara Timur (juga dikenal sebagai Kepulauan Sunda Kecil ), dan Kepulauan Maluku (atau Maluku), yang membentuk kelompok pulau kedua di mana laut sekitarnya di beberapa tempat mencapai 4.500 meter (14.764 ft) mendalam. Istilah "Kepulauan Luar" digunakan secara tidak konsisten oleh berbagai penulis tetapi biasanya diambil untuk berarti pulau-pulau lain selain Jawa dan Madura.</div>
<div style="line-height: 18px; padding: 5px 0px;">
Gunung berapi di Indonesia</div>
<div style="line-height: 18px; padding: 5px 0px;">
Kalimantan adalah pulau terbesar ketiga di dunia dan vegetasi asli sebagian besar hutan dataran rendah Kalimantan hujan meskipun banyak dari ini telah dibersihkan dengan satwa liar mundur ke hutan hujan pegunungan Kalimantan pedalaman.</div>
<div style="line-height: 18px; padding: 5px 0px;">
Nusa Tenggara terdiri dari dua string pulau membentang timur dari Bali menuju Papua. Busur dalam dari Nusa Tenggara adalah kelanjutan dari rantai pegunungan dan gunung berapi membentang dari Sumatera melalui Jawa, Bali, dan Flores, dan trailing off dalam vulkanik Kepulauan Banda , yang bersama dengan Kepulauan Kai dan Tanimbar Kepulauan dan pulau-pulau kecil lainnya di Laut Banda adalah contoh khas dari Wallacea campuran tanaman Asia dan Australasia dan kehidupan hewan. [2] Busur luar Nusa Tenggara adalah ekstensi geologi rantai pulau-pulau barat Sumatera yang meliputi Nias, Mentawai, dan Enggano. Rantai ini muncul kembali di Nusa Tenggara di pulau pegunungan kasar Sumba dan Timor.</div>
<div style="line-height: 18px; padding: 5px 0px;">
Kepulauan Maluku (atau Maluku) yang secara geologis paling kompleks di antara pulau-pulau Indonesia. Mereka berada di sektor timur laut dari kepulauan ini, dibatasi oleh Filipina ke utara, ke timur Papua, dan Nusa Tenggara di selatan. Yang terbesar dari pulau-pulau termasuk Halmahera , Seram dan Buru , yang semuanya meningkat tajam keluar dari laut yang sangat dalam dan memiliki vegetasi Wallacea yang unik. [3] Pola bantuan tiba-tiba dari laut ke gunung yang tinggi berarti bahwa ada sangat sedikit tingkat dataran pantai. Kepulauan Maluku Utara adalah Kepulauan Rempah-Rempah asli, berbeda hutan hujan ekoregion . [4]</div>
<div style="line-height: 18px; padding: 5px 0px;">
Ahli Geomorfologi percaya bahwa pulau New Guinea, dimana Papua merupakan bagian, mungkin pernah menjadi bagian dari benua Australia. Para perpisahan dan tindakan tektonik dibuat menjulang, puncak-puncak gunung berselimut salju melapisi pusat pulau timur-barat tulang belakang dan panas, dataran aluvial lembab sepanjang pantai. The Highlands Nugini jangkauan sekitar 650 kilometer (404 mil) timur ke barat sepanjang pulau, membentuk suatu punggung pegunungan antara utara dan selatan pantai. Sejumlah pulau di lepas pantai New Guinea telah habitat khas mereka sendiri, termasuk pulau-pulau batu kapur dari Biak , di pintu masuk besar Teluk Cenderawasih di ujung barat laut pulau. [5] [6]</div>
<div style="line-height: 18px; padding: 5px 0px;">
[ sunting ]Pegunungan dan tektonik</div>
<div style="line-height: 18px; padding: 5px 0px;">
Artikel utama: Volcanoes di Indonesia</div>
<div style="line-height: 18px; padding: 5px 0px;">
Sebagian besar pulau-pulau yang lebih besar pegunungan, dengan puncak berkisar antara 3.000 dan 3.800 meter (9.843 kaki dan 12.467) meter di atas permukaan laut di Sumatra, Jawa, Bali, Lombok, Sulawesi, dan Seram. Gunung tertinggi di negara itu terletak di Pegunungan Jayawijaya dan Rentang Sudirman di Papua. Puncak tertinggi, Puncak Jaya (4.884 meter (16.024 ft)), terletak di Pegunungan Sudirman.</div>
<div style="line-height: 18px; padding: 5px 0px;">
Tektonik, Indonesia sangat tidak stabil. Itu terletak di Cincin Api Pasifik dimana Lempeng Australia dan Lempeng Pasifik didorong di bawah lempeng Eurasia di mana mereka mencair pada sekitar 100 km dalam. Sebuah string gunung berapi membentang dari Sumatera ke Laut Banda . [7] Sementara abu vulkanik telah menghasilkan tanah yang subur, itu membuat kondisi pertanian yang tak terduga di beberapa daerah. Sebuah string gunung berapi berjalan melalui Sumatera, Jawa, Bali dan Nusa Tenggara, dan kemudian loop sekitar melalui ke Kepulauan Banda Maluku ke timur laut Sulawesi. Dari 400 gunung berapi, sekitar 150 yang aktif. [8] Antara 1972 dan 1991, letusan vulkanik dua puluh sembilan dicatat, sebagian besar di Jawa. Dua letusan gunung berapi paling kejam di zaman modern terjadi di Indonesia, pada 1815 Gunung Tambora di Sumbawa meletus dan menewaskan 92.000 pada tahun 1883, Krakatau , meletus membunuh 36.000.</div>
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[ sunting ]Zona waktu</div>
<div style="line-height: 18px; padding: 5px 0px;">
Artikel utama: Waktu di Indonesia</div>
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Para menjaga standar waktu dibagi menjadi tiga zona waktu :</div>
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Waktu Indonesia Barat / WIT ( bahasa Indonesia : Waktu Indonesia Barat / WIB) ( UTC +7 )</div>
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WIB tersebut diamati pada pulau Sumatera , Jawa , Provinsi Kalimantan Barat dan Kalimantan Tengah</div>
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Waktu Indonesia Tengah / CIT (Waktu Indonesia Tengah / WITA) ( UTC +8 )</div>
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WITA diamati di pulau Sulawesi , Bali , Provinsi Nusa Tenggara Timur , Nusa Tenggara Barat , Kalimantan Timur dan Kalimantan Selatan</div>
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Waktu Indonesia Timur / EIT (Waktu Indonesia Timur / WIT) ( UTC +9 ).</div>
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WIT diamati di propinsi Maluku , Maluku Utara , Papua dan Papua Barat .</div>
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[ sunting ]Iklim</div>
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Artikel utama: Iklim di Indonesia</div>
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Para Kepulauan Sunda Kecil, Indonesia</div>
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Berbaring sepanjang khatulistiwa, iklim di Indonesia cenderung relatif bahkan sepanjang tahun. Negara ini mengalami dua musim-musim hujan dan musim kering tidak ada-dengan ekstrem musim panas atau musim dingin. Untuk sebagian besar dari Indonesia, musim hujan jatuh antara bulan Oktober dan April dengan musim kemarau antara Mei dan September. Beberapa daerah, seperti Kalimantan dan Sumatera, hanya mengalami sedikit perbedaan dalam curah hujan dan suhu antara musim, sedangkan yang lain, seperti Nusa Tenggara, mengalami perbedaan yang jauh lebih jelas dengan kekeringan di musim kemarau, dan banjir di basah. Curah hujan di Indonesia memang banyak, khususnya di wilayah barat Sumatera, barat laut Kalimantan, Jawa Barat, dan bagian barat New Guinea.</div>
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Bagian dari Sulawesi dan beberapa pulau dekat ke Australia, seperti Sumba dan Timor , yang kering, bagaimanapun, ini adalah pengecualian. Air hangat yang hampir seragam membentuk 81% dari wilayah Indonesia yang memastikan bahwa suhu di darat tetap cukup konstan. Dataran pantai rata-rata 28 ° C (82.4 ° F), daerah pedalaman dan pegunungan rata-rata 26 ° C (78,8 ° F), dan daerah pegunungan yang lebih tinggi, 23 ° C (73,4 ° F). Kelembaban relatif di daerah itu berkisar antara 70 dan 90%. Angin yang moderat dan umumnya diprediksi, dengan angin musim biasanya bertiup dari selatan dan timur pada bulan Juni sampai Oktober dan dari barat laut pada bulan November sampai Maret. Topan dan badai skala besar menimbulkan bahaya sedikit untuk pelaut di perairan Indonesia, bahaya utama datang dari derasnya arus di saluran, seperti Lombok dan Sape selat.</div>
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[ sunting ]Isu-isu lingkungan</div>
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Artikel utama: Isu lingkungan di Indonesia</div>
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Selama berabad-abad, sumber daya geografis kepulauan Indonesia telah dieksploitasi dengan cara yang jatuh ke dalam pola-pola sosial dan historis yang konsisten. Salah satu pola budaya terdiri dari, sebelumnya Indianized petani padi yang tumbuh di lembah-lembah dan dataran Sumatera, Jawa, dan Bali; kompleks budaya yang lain terdiri dari sebagian besar sektor komersial Islam pesisir; sektor, sepertiga lebih marjinal terdiri dari hutan dataran tinggi masyarakat petani yang ada dengan cara ladang pertanian subsisten. Untuk tingkat tertentu, pola-pola ini dapat dihubungkan ke sumber daya geografis sendiri, dengan garis pantai berlimpah, laut umumnya tenang, dan angin mantap mendukung penggunaan kapal berlayar, dan lembah subur dan dataran-setidaknya di Greater Sunda Islands-memungkinkan sawah irigasi pertanian. Interior, pegunungan berhutan menghambat komunikasi dengan jalan darat atau sungai, tetapi mendorong pertanian tebang-dan-bakar.</div>
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Di Indonesia tinggi populasi dan industrialisasi yang pesat ini serius isu lingkungan , yang sering diberikan prioritas yang lebih rendah karena tingkat kemiskinan yang tinggi dan lemah, pemerintahan di bawah-sumber daya. [9] Isu termasuk skala besar deforestasi (banyak yang ilegal ) dan kebakaran hutan terkait menyebabkan berat asap dari bagian barat Indonesia, Malaysia dan Singapura, over-eksploitasi sumber daya laut; dan masalah lingkungan yang terkait dengan pesat urbanisasi dan pembangunan ekonomi , termasuk polusi udara , kemacetan lalu lintas , pengelolaan sampah, dan air dapat diandalkan dan air limbah . layanan [9 ] Deforestasi dan penghancuran lahan gambut menjadikan Indonesia emitor terbesar ketiga di dunia gas rumah kaca. [10] kerusakan habitat mengancam kelangsungan hidup spesies asli dan endemik, termasuk 140 spesies mamalia yang diidentifikasi oleh World Conservation Union (IUCN) sebagai terancam , dan 15 diidentifikasi sebagai kritis terancam punah, termasuk Orangutan Sumatra. [11]</div>
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Pada tahun 1970, 15% penduduk Indonesia tinggal di kota-kota dibandingkan dengan lebih dari 30% hari ini, dan ini meningkatkan tekanan pada lingkungan perkotaan. Polusi industri meningkat, terutama di Jawa, dan peningkatan kemakmuran kelas menengah tumbuh drive peningkatan pesat dalam jumlah kendaraan bermotor dan emisi yang terkait. Sampah dan limbah layanan air sedang ditempatkan di bawah tekanan meningkat. Ketergantungan pada sistem septik atau pembuangan limbah di kanal terbuka dan sistem sungai tetap norma, dan merupakan pencemar utama dari sumber daya air. Indonesia sangat sedikit memiliki akses ke air minum yang aman dan harus mendidih sebelum digunakan.</div>
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[ sunting ]Luas dan batas-batas</div>
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Area:</div>
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total lahan wilayah: 1.919.440 km 2 (daratan: 1.826.440 km 2, pedalaman air: 93.000 km 2)</div>
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teritorial wilayah: 5.193.250 km 2 [12]</div>
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total wilayah (termasuk zona ekonomi eksklusif): sekitar 7,9 juta km 2</div>
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Tanah batas:</div>
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Total: 2.830 km</div>
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perbatasan negara: Malaysia 1.782 km, Papua Nugini 820 km, Timor Leste 228 km</div>
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Lain di dekatnya negara: India BL Aceh, Australia , Singapura , Filipina , Brunei .</div>
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Garis Pantai: 54.716 km</div>
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Klaim maritim: diukur dari garis pangkal kepulauan yang diklaim</div>
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zona ekonomi eksklusif: 200 NMI (230,2 mil ; 370,4 km )</div>
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teritorial laut: 12 NMI (13,8 mil; 22,2 km)</div>
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Elevation ekstrem:</div>
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Titik terendah: Samudra Hindia 0 m (permukaan laut), Wetar Basin di timur Laut Banda di -7.440 m (barat laut dari Kepulauan Tanimbar & tenggara dari Pulau Seram ), dimana zona subduksi yang</div>
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titik tertinggi: Puncak Jaya (juga dikenal sebagai Carstenz Pyramid) 4884 m</div>
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[ sunting ]Sumber dan penggunaan lahan</div>
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Sumber daya alam: minyak bumi , timah , alami gas , nikel , kayu , bauksit , tembaga , tanah yang subur, batubara , emas , perak</div>
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Penggunaan lahan:</div>
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tanah subur: 9,9%</div>
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tanaman permanen: 7,2%</div>
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lain: 82,9% (1998 est)</div>
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Irigasi lahan: 48.150 km 2 (1998 est)</div>
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-23572556124302714542012-02-07T04:01:00.001-08:002012-02-07T04:01:42.546-08:00<span class="Apple-style-span" style="background-color: #f7f7f7; color: #555555; font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 11px; line-height: 18px;"></span><br />
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Geografi Indonesia</h2>
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( by khosito )</div>
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<span class="print" style="float: right; margin-bottom: 0px; margin-left: 0px; margin-right: 2px; margin-top: 0px; width: 20px;"><a href="http://www.indonesia.go.id/in/sekilas-indonesia/geografi-indonesia.html?tmpl=component&print=1&page=" rel="nofollow" style="color: #d01415; cursor: pointer; text-decoration: none;" title="Cetak"><img alt="Cetak" src="http://www.indonesia.go.id/templates/redportal/images/printButton.png" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></a></span><span class="pdf" style="float: right; margin-bottom: 0px; margin-left: 0px; margin-right: 2px; margin-top: 0px; width: 20px;"><a href="http://www.indonesia.go.id/in/sekilas-indonesia/geografi-indonesia.pdf" rel="nofollow" style="color: #d01415; cursor: pointer; text-decoration: none;" title="PDF"><img alt="PDF" src="http://www.indonesia.go.id/templates/redportal/images/pdf_button.png" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" /></a></span></div>
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<span class="dropcap" style="color: #c1c1c1; display: block; float: left; font-family: Georgia, Times, serif; font-size: 50px; line-height: 40px; padding-bottom: 0px; padding-left: 0px; padding-right: 8px; padding-top: 4px;">R</span>epublik Indonesia disingkat RI atau Indonesia adalah negara di Asia Tenggara, terletak di garis khatulistiwa dan berada di antara benua Asia dan Australia serta antara Samudra Pasifik dan Samudra Hindia. Karena letaknya yang berada di antara dua benua, dan dua samudra, ia disebut juga sebagai Nusantara (Kepulauan Antara). Terdiri dari 17.508 pulau, Indonesia adalah negara kepulauan terbesar di dunia.</div>
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Dengan populasi sebesar 222 juta jiwa pada tahun 2006, Indonesia adalah negara berpenduduk terbesar keempat di dunia dan negara yang berpenduduk Muslim terbesar di dunia, meskipun secara resmi bukanlah negara Islam. Bentuk pemerintahan Indonesia adalah republik, dengan Dewan Perwakilan Rakyat dan presiden yang dipilih langsung. Ibukota negara ialah Jakarta. Indonesia berbatasan dengan Malaysia di Pulau Kalimantan, dengan Papua Nugini di Pulau Papua dan dengan Timor Leste di Pulau Timor. Negara tetangga lainnya adalah Singapura, Filipina, Australia, dan wilayah persatuan Kepulauan Andaman dan Nikobar di India.</div>
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Sejarah Indonesia banyak dipengaruhi oleh bangsa lainnya. Kepulauan Indonesia menjadi wilayah perdagangan penting setidaknya sejak sejak abad ke-7, yaitu ketika Kerajaan Sriwijaya menjalin hubungan agama dan perdagangan dengan Tiongkok dan India. Kerajaan-kerajaan Hindu dan Buddha telah tumbuh pada awal abad Masehi, diikuti para pedagang yang membawa agama Islam, serta berbagai kekuatan Eropa yang saling bertempur untuk memonopoli perdagangan rempah-rempah Maluku semasa era penjelajahan samudra. Setelah sekitar 350 tahun penjajahan Belanda, Indonesia menyatakan kemerdekaannya di akhir Perang Dunia II. Selanjutnya Indonesia mendapat tantangan dari bencana alam, korupsi, separatisme, proses demokratisasi dan periode perubahan ekonomi yang pesat.</div>
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Dari Sabang sampai Merauke, Indonesia terdiri dari berbagai suku, bahasa dan agama yang berbeda. Suku Jawa adalah grup etnis terbesar dan secara politis paling dominan. Semboyan nasional Indonesia, "Bhinneka tunggal ika" ("Berbeda-beda tetapi tetap satu"), berarti keberagaman yang membentuk negara. Selain memiliki populasi besar dan wilayah yang padat, Indonesia memiliki wilayah alam yang mendukung tingkat keanekaragaman hayati terbesar kedua di dunia.</div>
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<table align="center" border="0" cellpadding="0" cellspacing="0" height="713" style="width: 546px;"><tbody>
<tr><td colspan="3" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px;"><img alt="" src="http://www.indonesia.go.id/images/stories/Indonesia_(orthographic_projection).png" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; padding-bottom: 3px; padding-left: 8px; padding-right: 8px; padding-top: 2px; text-align: justify;" /></td></tr>
<tr><td colspan="2" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"> </td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"> </td></tr>
<tr><td colspan="2" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;"><strong>Ibu kota</strong><br />(dan kota terbesar)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Jakarta</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">Bahasa resmi</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Bahasa Indonesia</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">Pemerintahan</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Republik presidensiil</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Presiden</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Susilo Bambang Yudhoyono</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Wakil Presiden</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Boediono</span></td></tr>
<tr><th colspan="3" style="text-align: justify;"><span style="font-size: 11px;">Kemerdekaan</span></th></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Diproklamasikan</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">17 Agustus 1945</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Diakui (sebagai RIS)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">27 Desember 1949</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Kembali ke RI</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">17 Agustus 1950</span></td></tr>
<tr><th colspan="3" style="text-align: justify;"><span style="font-size: 11px;">Luas</span></th></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Total</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">1,904,569 km2 (15)<br />1 sq mi</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Air (%)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">4,85%</span></td></tr>
<tr><th colspan="3" style="text-align: justify;"><span style="font-size: 11px;">Penduduk</span></th></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">19 Juni 2009 memperkirakan</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">230.472.833[1] (4)</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">2000 sensus</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">206.264.595</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Kepadatan</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">134/km2 (84)<br />347/sq mi</span></td></tr>
<tr><td colspan="2" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;"><strong>PDB</strong> (KKB)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">2007 estimate</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Total</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">US$1.038 miliar[2] (15)</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Per kapita</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">US$4.356[3] (114)</span></td></tr>
<tr><td colspan="2" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;"><strong>PDB</strong> (nominal)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">2007 estimate</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Total</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">US$408 miliar[2]</span></td></tr>
<tr><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">-</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Per kapita</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">US$1.812[3]</span></td></tr>
<tr><td colspan="2" style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;"><strong>IPM</strong> (2004)</span></td><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">0,711 (menengah) (108)</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">Mata uang</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">Rupiah (Rp) (IDR)</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">Zona waktu</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">WIB, WITA, WIT (UTC+7, +8, +9)</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">Menyetir di</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">kiri</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">TLD</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">.id</span></td></tr>
<tr><th colspan="2" style="text-align: justify;"><span style="font-size: 11px;">Kode telepon</span></th><td style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; text-align: justify;"><span style="font-size: 11px;">62</span></td></tr>
</tbody></table>
</div>
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-66227820819443510712012-02-03T05:57:00.000-08:002012-02-03T05:57:57.043-08:00<span class="Apple-style-span" style="background-color: white; font-family: sans-serif; font-size: 16px; line-height: 24px;"></span><br />
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<span class="Apple-style-span" style="color: #38761d;">Geografi ( by Satyo Hega )</span></h1>
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Dari Wikipedia bahasa Indonesia, ensiklopedia bebas</div>
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<a class="internal" href="http://id.wikipedia.org/w/index.php?title=Berkas:Servet_Ptolomei_geographicae_enarrationis.jpg&filetimestamp=20080226131611" style="background-attachment: initial !important; background-clip: initial !important; background-color: initial !important; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-style: none !important; border-color: initial !important; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; color: #0645ad; display: block; text-decoration: none;" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png" style="background-attachment: initial !important; background-clip: initial !important; background-color: white; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-style: none !important; border-color: initial !important; border-color: initial; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; border-width: initial; display: block; vertical-align: middle;" width="15" /></a></div>
Halaman sampul <b>Geographia</b> edisi cetak tahun 1535.</div>
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<b>Geografi</b> adalah <a href="http://id.wikipedia.org/wiki/Ilmu" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ilmu">ilmu</a> yang mempelajari tentang lokasi serta persamaan dan perbedaan (variasi) keruangan atas fenomena fisik dan manusia di atas permukaan<a href="http://id.wikipedia.org/wiki/Bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bumi">bumi</a>. Kata geografi berasal dari <a href="http://id.wikipedia.org/wiki/Bahasa_Yunani" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bahasa Yunani">Bahasa Yunani</a> yaitu <i>gêo</i> ("Bumi") dan <i>graphein</i>("menulis", atau "menjelaskan").</div>
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Geografi juga merupakan nama judul buku bersejarah pada subyek ini, yang terkenal adalah <i>Geographia</i> tulisan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Klaudios_Ptolemaios" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Klaudios Ptolemaios">Klaudios Ptolemaios</a> (<a href="http://id.wikipedia.org/wiki/Abad_ke-2" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-2">abad kedua</a>).</div>
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Geografi lebih dari sekedar <a href="http://id.wikipedia.org/wiki/Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kartografi">kartografi</a>, studi tentang <a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a>. Geografi tidak hanya menjawab apa dan dimana di atas muka bumi, tapi juga mengapa di situ dan tidak di tempat lainnya, kadang diartikan dengan "lokasi pada ruang." Geografi mempelajari hal ini, baik yang disebabkan oleh alam atau manusia. Juga mempelajari akibat yang disebabkan dari perbedaan yang terjadi itu.</div>
<table class="toc" id="toc" style="background-attachment: initial; background-clip: initial; background-color: #f9f9f9; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(170, 170, 170); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(170, 170, 170); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(170, 170, 170); border-top-style: solid; border-top-width: 1px; font-size: 12px; padding-bottom: 5px; padding-left: 5px; padding-right: 5px; padding-top: 5px;"><tbody>
<tr><td><div id="toctitle" style="direction: ltr; text-align: center;">
<h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-style: none; border-color: initial; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; border-width: initial; display: inline; font-size: 12px; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; width: auto;">
Daftar isi</h2>
<span class="toctoggle" style="font-size: 11px;"> [<a class="internal" href="http://id.wikipedia.org/wiki/Geografi#" id="togglelink" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;">sembunyikan</a>] </span></div>
<ul style="line-height: 1.5em; list-style-image: none; list-style-type: none; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<li class="toclevel-1 tocsection-1" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Pengertian_menurut_para_ahli" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">1</span> <span class="toctext">Pengertian menurut para ahli</span></a></li>
<li class="toclevel-1 tocsection-2" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Prinsip_pemetaan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">2</span> <span class="toctext">Prinsip pemetaan</span></a></li>
<li class="toclevel-1 tocsection-3" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Posisi_pulau_Sumatera" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">3</span> <span class="toctext">Posisi pulau Sumatera</span></a></li>
<li class="toclevel-1 tocsection-4" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Sejarah_Geografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">4</span> <span class="toctext">Sejarah Geografi</span></a></li>
<li class="toclevel-1 tocsection-5" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Metode" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">5</span> <span class="toctext">Metode</span></a></li>
<li class="toclevel-1 tocsection-6" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Cabang" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6</span> <span class="toctext">Cabang</span></a><ul style="line-height: 1.5em; list-style-image: none; list-style-type: none; margin-bottom: 0px; margin-left: 2em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li class="toclevel-2 tocsection-7" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Geografi_fisik" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.1</span> <span class="toctext">Geografi fisik</span></a></li>
<li class="toclevel-2 tocsection-8" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Geografi_manusia" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.2</span> <span class="toctext">Geografi manusia</span></a></li>
<li class="toclevel-2 tocsection-9" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Geografi_manusia-lingkungan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.3</span> <span class="toctext">Geografi manusia-lingkungan</span></a></li>
<li class="toclevel-2 tocsection-10" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Perencanaan_dan_Pengembangan_Wilayah" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.4</span> <span class="toctext">Perencanaan dan Pengembangan Wilayah</span></a></li>
<li class="toclevel-2 tocsection-11" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Ekologi_budaya_dan_politik" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.5</span> <span class="toctext">Ekologi budaya dan politik</span></a></li>
<li class="toclevel-2 tocsection-12" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Penelitian_risiko-bencana" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.6</span> <span class="toctext">Penelitian risiko-bencana</span></a></li>
<li class="toclevel-2 tocsection-13" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Geografi_sejarah" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">6.7</span> <span class="toctext">Geografi sejarah</span></a></li>
</ul>
</li>
<li class="toclevel-1 tocsection-14" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Teknik_Geografis" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">7</span> <span class="toctext">Teknik Geografis</span></a><ul style="line-height: 1.5em; list-style-image: none; list-style-type: none; margin-bottom: 0px; margin-left: 2em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li class="toclevel-2 tocsection-15" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Penginderaan_Jauh" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">7.1</span> <span class="toctext">Penginderaan Jauh</span></a></li>
<li class="toclevel-2 tocsection-16" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">7.2</span> <span class="toctext">Kartografi</span></a></li>
<li class="toclevel-2 tocsection-17" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Sistem_Informasi_Geografis" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">7.3</span> <span class="toctext">Sistem Informasi Geografis</span></a></li>
<li class="toclevel-2 tocsection-18" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Metode_kuantitatif_geografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">7.4</span> <span class="toctext">Metode kuantitatif geografi</span></a></li>
</ul>
</li>
<li class="toclevel-1 tocsection-19" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Bidang_Terkait" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">8</span> <span class="toctext">Bidang Terkait</span></a><ul style="line-height: 1.5em; list-style-image: none; list-style-type: none; margin-bottom: 0px; margin-left: 2em; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li class="toclevel-2 tocsection-20" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Perencanaan_Kota_dan_Wilayah" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">8.1</span> <span class="toctext">Perencanaan Kota dan Wilayah</span></a></li>
<li class="toclevel-2 tocsection-21" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Ilmu_Wilayah" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">8.2</span> <span class="toctext">Ilmu Wilayah</span></a></li>
</ul>
</li>
<li class="toclevel-1 tocsection-22" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Pendidikan_Tinggi_Geografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">9</span> <span class="toctext">Pendidikan Tinggi Geografi</span></a></li>
<li class="toclevel-1 tocsection-23" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Lihat_pula" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">10</span> <span class="toctext">Lihat pula</span></a></li>
<li class="toclevel-1 tocsection-24" style="margin-bottom: 0.1em;"><a href="http://id.wikipedia.org/wiki/Geografi#Pranala_luar" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><span class="tocnumber">11</span> <span class="toctext">Pranala luar</span></a></li>
</ul>
</td></tr>
</tbody></table>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Pengertian menurut para ahli">sunting</a>]</span><span class="mw-headline" id="Pengertian_menurut_para_ahli">Pengertian menurut para ahli</span></h2>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Erastothenes (abad ke-1)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Geografi berasal dari kata <i><b>geographica</b></i> yang berarti penulisan atau penggambaran mengenai bumi.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Ullman (<a href="http://id.wikipedia.org/wiki/1954" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1954">1954</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Geografi adalah interaksi antar ruang.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Strabo (<a href="http://id.wikipedia.org/wiki/1970" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1970">1970</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Geografi erat kaitannya dengan faktor lokasi, karakterisitik tertentu dan hubungan antar wilayah secara keseluruhan. Pendapat ini kemuadian disebut konsep <i>Natural Atrribut of Place</i>.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Prof. Bintarto (<a href="http://id.wikipedia.org/wiki/1981" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1981">1981</a>)</li>
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Geografi mempelajari hubungan kausal gejala-gejala di permukaan bumi, baik yang bersifat fisik maupun yang menyangkut kehidupan makhluk hidup beserta permasalahannya melalui pendekatan keruangan, kelingkungan, dan regional untuk kepentingan program, proses, dan keberhasilan pembangunan.</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Hasil seminar dan lokakarya di <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Semarang" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Semarang">Semarang</a> (<a href="http://id.wikipedia.org/wiki/1988" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1988">1988</a>)</li>
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<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Geografi adalah ilmu yang mempelajari persamaan dan perbedaan fenomena geosfer dengan sudut pandang kewilayahan dan kelingkungan dalam konteks keruangan.</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=2" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Prinsip pemetaan">sunting</a>]</span><span class="mw-headline" id="Prinsip_pemetaan">Prinsip pemetaan</span></h2>
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<a class="image" href="http://id.wikipedia.org/w/index.php?title=Berkas:PtolemyWorldMap.jpg&filetimestamp=20051127124503" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><img alt="PtolemyWorldMap.jpg" class="thumbimage" height="170" src="http://upload.wikimedia.org/wikipedia/commons/thumb/2/23/PtolemyWorldMap.jpg/250px-PtolemyWorldMap.jpg" style="background-color: white; border-bottom-color: rgb(204, 204, 204); border-bottom-style: solid; border-bottom-width: 1px; border-color: initial; border-left-color: rgb(204, 204, 204); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(204, 204, 204); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(204, 204, 204); border-top-style: solid; border-top-width: 1px; border-width: initial; vertical-align: middle;" width="250" /></a><div class="thumbcaption" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; font-size: 11px; line-height: 1.4em; padding-bottom: 3px !important; padding-left: 3px !important; padding-right: 3px !important; padding-top: 3px !important; text-align: left;">
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<a class="internal" href="http://id.wikipedia.org/w/index.php?title=Berkas:PtolemyWorldMap.jpg&filetimestamp=20051127124503" style="background-attachment: initial !important; background-clip: initial !important; background-color: initial !important; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-style: none !important; border-color: initial !important; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; color: #0645ad; display: block; text-decoration: none;" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.18/common/images/magnify-clip.png" style="background-attachment: initial !important; background-clip: initial !important; background-color: white; background-image: none !important; background-origin: initial !important; background-position: initial initial !important; background-repeat: initial initial !important; border-bottom-style: none !important; border-color: initial !important; border-color: initial; border-left-style: none !important; border-right-style: none !important; border-top-style: none !important; border-width: initial !important; border-width: initial; display: block; vertical-align: middle;" width="15" /></a></div>
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Peta dunia Ptolemy yang disusun kembali dari Geographia Ptolemeus (sekitar 150) di abad ke-15, mengindikasikan "Sinae" (Cina) di ekstrem kanan, luar pulau "Taprobane" (Sri Lanka, besar) dan "Aurea Chersonesus" (Asia Tenggara)</div>
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Ptolemeus juga merancang dan menyediakan petunjuk tentang cara membuat peta dunia yang dihuni (<a class="new" href="http://id.wikipedia.org/w/index.php?title=Oikoumen%C3%A8&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Oikoumenè (halaman belum tersedia)">oikoumenè</a>) dan provinsi Romawi. Pada bagian kedua dari buku Geographia ia memberikan daftar topografi yang diperlukan, dan keterangan untuk peta. Oikoumenè Nya membentang 180 derajat garis bujur dari kepulauan Canary di Samudra Atlantik ke Cina, dan sekitar 80 derajat lintang dari Arktik, India timur sampai jauh ke Afrika; Ptolemeus menyadari bahwa ia mengetahui hanya seperempat dari seluruh dunia .</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=3" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Posisi pulau Sumatera">sunting</a>]</span><span class="mw-headline" id="Posisi_pulau_Sumatera">Posisi pulau Sumatera</span></h2>
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Dalam "Geographia" Ptolemeus menulis tentang sebuah pulau yang menarik yang terletak di sebelah timur benua India disebut sebagai Pulau Labadius yang dalam Deskripsi Ptolemy sebagai berikut "... dikatakan sebagai yang paling bermanfaat, dan untuk menghasilkan banyak emas," dan "Ini sebuah metropolis di sisi utara ke arah barat disebut Argentea ...." penyebutan nama Labadius mungkin berasal dari kata dalam <a href="http://id.wikipedia.org/wiki/Bahasa_Sanskerta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bahasa Sanskerta">bahasa Sanskerta</a> yaitu <i>Yavadvipa</i> atau pulau Jawa.</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=4" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Sejarah Geografi">sunting</a>]</span><span class="mw-headline" id="Sejarah_Geografi">Sejarah Geografi</span></h2>
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Bangsa <a href="http://id.wikipedia.org/wiki/Yunani_Kuno" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Yunani Kuno">Yunani</a> adalah bangsa yang pertama dikenal secara aktif menjelajahi geografi sebagai <a href="http://id.wikipedia.org/wiki/Ilmu" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ilmu">ilmu</a> dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Filosofi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Filosofi">filosofi</a>, dengan pemikir utamanya<a href="http://id.wikipedia.org/wiki/Thales" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Thales">Thales</a> dari Miletus, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Herodotus" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Herodotus">Herodotus</a>, <a href="http://id.wikipedia.org/wiki/Eratosthenes" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Eratosthenes">Eratosthenes</a>, <a href="http://id.wikipedia.org/wiki/Hipparchus" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Hipparchus">Hipparchus</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Aristotle" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Aristotle">Aristotle</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Dicaearchus&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Dicaearchus (halaman belum tersedia)">Dicaearchus</a> dari Messana, <a href="http://id.wikipedia.org/wiki/Strabo" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Strabo">Strabo</a>, dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Ptolemy" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ptolemy">Ptolemy</a>. Bangsa <a href="http://id.wikipedia.org/wiki/Kekaisaran_Romawi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kekaisaran Romawi">Romawi</a>memberi sumbangan pada pemetaan karena mereka banyak menjelajahi negeri dan menambahkan teknik baru. Salah satu tekniknya adalah<a class="new" href="http://id.wikipedia.org/w/index.php?title=Periplus&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Periplus (halaman belum tersedia)">periplus</a>, deskripsi pada pelabuhan dan daratan sepanjang garis pantai yang bisa dilihat pelaut di lepas pantai; contoh pertamanya adalah<a class="new" href="http://id.wikipedia.org/w/index.php?title=Hanno_sang_Navigator&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Hanno sang Navigator (halaman belum tersedia)">Hanno sang Navigator</a> dari Carthaginia dan satu lagi dari Laut Erythraea, keduanya selamat di laut menggunakan teknik periplus dengan mengenali garis pantai laut Merah dan Teluk Persi.</div>
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Pada Zaman Pertengahan, bangsa Arab seperti <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Al-Idrisi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Al-Idrisi">al-Idrisi</a>, <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Ibnu_Battuta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ibnu Battuta">Ibnu Battuta</a> dan <a href="http://id.wikipedia.org/wiki/Ibnu_Khaldun" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ibnu Khaldun">Ibnu Khaldun</a> memelihara dan terus membangun warisan bangsa Yunani dan Romawi. Dengan perjalanan <a href="http://id.wikipedia.org/wiki/Marco_Polo" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Marco Polo">Marco Polo</a>, geografi menyebar ke seluruh <a href="http://id.wikipedia.org/wiki/Eropa" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Eropa">Eropa</a>. Selama zaman Renaissance dan pada abad <a href="http://id.wikipedia.org/wiki/Abad_ke-16" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-16">ke-16</a>dan <a href="http://id.wikipedia.org/wiki/Abad_ke-17" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-17">17</a> banyak perjalanan besar dilakukan untuk mencari landasan teoritis dan detail yang lebih akurat. <i>Geographia Generalis</i> oleh Bernhardus Varenius dan peta dunia <a href="http://id.wikipedia.org/wiki/Gerardus_Mercator" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Gerardus Mercator">Gerardus Mercator</a> adalah contoh terbesar.</div>
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Setelah abad <a href="http://id.wikipedia.org/wiki/Abad_ke-18" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-18">ke-18</a> geografi mulai dikenal sebagai disiplin ilmu yang lengkap dan menjadi bagian dari kurikulum di <a href="http://id.wikipedia.org/wiki/Universitas" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Universitas">universitas</a> di <a href="http://id.wikipedia.org/wiki/Eropa" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Eropa">Eropa</a>(terutama di <a href="http://id.wikipedia.org/wiki/Paris" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Paris">Paris</a> dan <a href="http://id.wikipedia.org/wiki/Berlin" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Berlin">Berlin</a>), tetapi tidak di <a href="http://id.wikipedia.org/wiki/Inggris" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Inggris">Inggris</a> dimana geografi hanya diajarkan sebagai sub-disiplin dari ilmu lain. Salah satu karya besar zaman ini adalah <i>Kosmos: sketsa deskripsi fisik Alam Semesta</i>, oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Alexander_vom_Humboldt&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Alexander vom Humboldt (halaman belum tersedia)">Alexander vom Humboldt</a>.</div>
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Selama lebih dari dua abad kuantitas pengetahuan dan perangkat pembantu banyak ditemukan di Indonesia<sup class="noprint Inline-Template" style="line-height: 1em;"><span style="white-space: nowrap;" title="Kalimat yang diikuti tag ini membutuhkan rujukan.">[<i><a href="http://id.wikipedia.org/wiki/Wikipedia:Kutip_sumber_tulisan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Wikipedia:Kutip sumber tulisan">rujukan?</a></i>]</span></sup>. Terdapat hubungan yang kuat antara geografi dengan <a href="http://id.wikipedia.org/wiki/Geologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Geologi">geologi</a> dan <a href="http://id.wikipedia.org/wiki/Botani" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Botani">botani</a>, juga <a href="http://id.wikipedia.org/wiki/Ekonomi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ekonomi">ekonomi</a>, <a href="http://id.wikipedia.org/wiki/Sosiologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sosiologi">sosiologi</a> dan <a href="http://id.wikipedia.org/wiki/Demografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Demografi">demografi</a>.</div>
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Di barat, selama <a href="http://id.wikipedia.org/wiki/Abad_ke-20" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abad ke-20">abad ke-20</a>, disiplin ilmu geografi melewati empat fase utama: <a href="http://id.wikipedia.org/wiki/Determinisme_lingkungan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Determinisme lingkungan">determinisme lingkungan</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Geografi_regional&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Geografi regional (halaman belum tersedia)">geografi regional</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Revolusi_kuantitatif&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Revolusi kuantitatif (halaman belum tersedia)">revolusi kuantitatif</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Geografi_kritis&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Geografi kritis (halaman belum tersedia)">geografi kritis</a>.</div>
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Determinisme lingkungan adalah teori yang menyatakan bahwa karakteristik manusia dan budayanya disebabkan oleh lingkungan alamnya. Penganut fanatik <a class="new" href="http://id.wikipedia.org/w/index.php?title=Deteriminisme_lingkungan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Deteriminisme lingkungan (halaman belum tersedia)">deteriminisme lingkungan</a> adalah <a class="new" href="http://id.wikipedia.org/w/index.php?title=Carl_Ritter&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Carl Ritter (halaman belum tersedia)">Carl Ritter</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ellen_Churchill_Semple&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ellen Churchill Semple (halaman belum tersedia)">Ellen Churchill Semple</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ellsworth_Huntington&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ellsworth Huntington (halaman belum tersedia)">Ellsworth Huntington</a>. Hipotesis terkenalnya adalah "iklim yang panas menyebabkan masyarakat di daerah tropis menjadi malas" dan "banyaknya perubahan pada tekanan udara pada daerah lintang sedang membuat orangnya lebih cerdas".</div>
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Ahli geografi determinisme lingkungan mencoba membuat studi itu menjadi teori yang berpengaruh. Sekitar tahun 1930-an pemikiran ini banyak ditentang karena tidak mempunyai landasan dan terlalu mudahnya membuat generalisasi (bahkan lebih sering memaksa). Determinisme lingkungan banyak membuat malu <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Geografer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Geografer">geografer</a> kontemporer, dan menyebabkan sikap skeptis di kalangan geografer dengan klaim alam adalah penyebab utama budaya (seperti teori <a class="new" href="http://id.wikipedia.org/w/index.php?title=Jared_Diamond&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Jared Diamond (halaman belum tersedia)">Jared Diamond</a>).</div>
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Geografi regional menegaskan kembali topik bahasan geografi pada ruang dan tempat. Ahli geografi regional memfokuskan pada pengumpulan informasi deskriptif tentang suatu tempat, juga metode yang sesuai untuk membagi bumi menjadi beberapa wilayah atau region. Basis filosofi kajian ini diperkenalkan oleh <a href="http://id.wikipedia.org/wiki/Richard_Hartshorne" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Richard Hartshorne">Richard Hartshorne</a>.</div>
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Revolusi kuantitatif adalah usaha geografi untuk mengukuhkan dirinya sebagai ilmu (sains), pada masa kebangkitan interes pada sains setelah peluncuran Sputnik. Revolusioner kuantitatif, sering disebut "kadet angkasa", menyatakan bahwa kegunaan geografi adalah untuk menguji kesepakatan umum tentang pengaturan keruangan suatu fenomena. Mereka mengadopsi filosofi <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Positifisme" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Positifisme">positifisme</a> dari ilmu alam dan dengan menggunakan <a href="http://id.wikipedia.org/wiki/Matematika" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Matematika">matematika</a> - terutama <a href="http://id.wikipedia.org/wiki/Statistika" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Statistika">statistika</a> - sebagai cara untuk menguji hipotesis. Revolusi kuantitatif merupakan landasan utama pengembangan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Sistem_Informasi_Geografis" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem Informasi Geografis">Sistem Informasi Geografis</a>.</div>
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Walaupun pendekatan positifisme dan pos-positifisme tetap menjadi hal yang penting dalam geografi, tetapi kemudian geografi kritis muncul sebagai kritik atas positifisme. Yang pertama adalah munculnya geografi manusia. Dengan latar belakang filosofi <a href="http://id.wikipedia.org/wiki/Eksistensialisme" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Eksistensialisme">eksistensialisme</a> dan<a href="http://id.wikipedia.org/wiki/Fenomenologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Fenomenologi">fenomenologi</a>, ahli geografi manusia (seperti Yi-Fu Tuan) memfokuskan pada peran manusia dan hubungannya dengan tempat.</div>
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Pengaruh lainnya adalah geografi marxis, yang menerapkan teori sosial <a href="http://id.wikipedia.org/wiki/Karl_Marx" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Karl Marx">Karl Marx</a> dan pengikutnya pada geografi fenomena. David Harvey dan Richard Peet merupakan geografer marxis yang terkenal. Geografi feminis, seperti pada namanya, menggunakan ide dari <a href="http://id.wikipedia.org/wiki/Feminisme" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Feminisme">feminisme</a>pada konteks geografis. Arus terakhir dari geografi kritis adalah geografi pos-modernis, yang mengambil ide teori <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pos-modernisme&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Pos-modernisme (halaman belum tersedia)">pos-modernis</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pos-strukturalisme&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Pos-strukturalisme (halaman belum tersedia)">pos-strukturalis</a> untuk menjelajahi konstruksi sosial dari hubungan keruangan.</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=5" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Metode">sunting</a>]</span><span class="mw-headline" id="Metode">Metode</span></h2>
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Hubungan keruangan merupakan kunci pada <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ilmu_sinoptik&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ilmu sinoptik (halaman belum tersedia)">ilmu sinoptik</a> ini, dan menggunakan <a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a> sebagai perangkat utamanya. <a href="http://id.wikipedia.org/wiki/Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kartografi">Kartografi</a> klasik digabungkan dengan pendekatan analisis geografis yang lebih modern kemudian menghasilkan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Sistem_Informasi_Geografis" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem Informasi Geografis">Sistem Informasi Geografis</a> (SIG) yang berbasis komputer.</div>
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Geografer menggunakan empat pendekatan:</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;">Sistematis - Mengelompokkan pengetahuan geografis menjadi kategori yang kemudian dibahas secara global</li>
<li style="margin-bottom: 0.1em;">Regional - Mempelajari hubungan sistematis antara kategori untuk wilayah tertentu atau lokasi di atas planet.</li>
<li style="margin-bottom: 0.1em;">Deskriptif - Secara sederhana menjelaskan lokasi suatu masalah dan populasinya.</li>
<li style="margin-bottom: 0.1em;">Analitis - Menjawab kenapa ditemukan suatu masalah dan populasi tersebut pada wilayah geografis tertentu.</li>
</ul>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=6" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Cabang">sunting</a>]</span><span class="mw-headline" id="Cabang">Cabang</span></h2>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=7" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Geografi fisik">sunting</a>]</span><span class="mw-headline" id="Geografi_fisik">Geografi fisik</span></h3>
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Cabang ini memusatkan pada geografi sebagai <a href="http://id.wikipedia.org/wiki/Ilmu_bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ilmu bumi">ilmu bumi</a>, menggunakan biologi untuk memahami pola <a href="http://id.wikipedia.org/wiki/Flora" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Flora">flora</a> dan <a href="http://id.wikipedia.org/wiki/Fauna" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Fauna">fauna</a> global, dan<a href="http://id.wikipedia.org/wiki/Matematika" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Matematika">matematika</a> dan <a href="http://id.wikipedia.org/wiki/Fisika" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Fisika">fisika</a> untuk memahami pergerakan bumi dan hubungannya dengan anggota <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Tata_surya" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Tata surya">tata surya</a> yang lain. Termasuk juga di dalamnya <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ekologi_muka_bumi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ekologi muka bumi (halaman belum tersedia)">ekologi muka bumi</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Geografi_lingkungan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Geografi lingkungan (halaman belum tersedia)">geografi lingkungan</a>.</div>
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Topik terkait: <a href="http://id.wikipedia.org/wiki/Atmosfer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Atmosfer">atmosfer</a> - <a href="http://id.wikipedia.org/wiki/Kepulauan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kepulauan">kepulauan</a> - <a href="http://id.wikipedia.org/wiki/Benua" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Benua">benua</a> - <a href="http://id.wikipedia.org/wiki/Gurun" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Gurun">gurun</a> - <a href="http://id.wikipedia.org/wiki/Pulau" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Pulau">pulau</a> - <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Bentuk_muka_bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bentuk muka bumi">bentuk muka bumi</a> - <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Samudera" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Samudera">samudera</a> - <a href="http://id.wikipedia.org/wiki/Laut" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Laut">laut</a> - <a href="http://id.wikipedia.org/wiki/Sungai" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sungai">sungai</a> - <a href="http://id.wikipedia.org/wiki/Danau" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Danau">danau</a> - <a href="http://id.wikipedia.org/wiki/Ekologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ekologi">ekologi</a> - <a href="http://id.wikipedia.org/wiki/Iklim" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Iklim">iklim</a> - <a href="http://id.wikipedia.org/wiki/Tanah" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Tanah">tanah</a> -<a href="http://id.wikipedia.org/wiki/Geomorfologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Geomorfologi">geomorfologi</a> - <a href="http://id.wikipedia.org/wiki/Biogeografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Biogeografi">biogeografi</a> - <a class="new" href="http://id.wikipedia.org/w/index.php?title=Garis_waktu_geografi,_paleontologi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Garis waktu geografi, paleontologi (halaman belum tersedia)">garis waktu geografi, paleontologi</a> - <a class="new" href="http://id.wikipedia.org/w/index.php?title=Paleogeografi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Paleogeografi (halaman belum tersedia)">paleogeografi</a> - <a href="http://id.wikipedia.org/wiki/Hidrologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Hidrologi">hidrologi</a>.</div>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=8" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Geografi manusia">sunting</a>]</span><span class="mw-headline" id="Geografi_manusia">Geografi manusia</span></h3>
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Cabang geografi non-fisik juga disebut antropogeografi yang fokus sebagai ilmu sosial, aspek non-fisik yang menyebabkan fenomena dunia. Mempelajari bagaimana manusia beradaptasi dengan wilayahnya dan manusia lainnya, dan pada transformasi makroskopis bagaimana manusia berperan di dunia. Bisa dibagi menjadi: geografi ekonomi, geografi politik (termasuk geopolitik), geografi sosial (termasuk geografi kota), geografi feminisme dan geografi militer.</div>
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Topik terkait: <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Negara-negara_di_dunia" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Negara-negara di dunia">Negara-negara di dunia</a> - <a href="http://id.wikipedia.org/wiki/Negara" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Negara">negara</a> - <a href="http://id.wikipedia.org/wiki/Bangsa" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bangsa">bangsa</a> - <a href="http://id.wikipedia.org/wiki/Negara_bagian" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Negara bagian">negara bagian</a> - <a class="new" href="http://id.wikipedia.org/w/index.php?title=Perkumpulan_individu&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Perkumpulan individu (halaman belum tersedia)">perkumpulan individu</a> - <a href="http://id.wikipedia.org/wiki/Provinsi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Provinsi">provinsi</a> - <a href="http://id.wikipedia.org/wiki/Kabupaten" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kabupaten">kabupaten</a> - <a href="http://id.wikipedia.org/wiki/Kota" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kota">kota</a> - <a href="http://id.wikipedia.org/wiki/Kecamatan" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kecamatan">kecamatan</a></div>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=9" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Geografi manusia-lingkungan">sunting</a>]</span><span class="mw-headline" id="Geografi_manusia-lingkungan">Geografi manusia-lingkungan</span></h3>
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Selama masa determinisme lingkungan, geografi bukan merupakan ilmu tentang hubungan keruangan, tetapi tentang bagaimana manusia dan lingkungannya berinteraksi. walaupun paham determinisme lingkungan sudah tidak berkembang, masih ada tradisi kuat di antara geografer untuk mengkaji hubungan antar manusia dengan alam. Terdapat dua bidang pada geografi manusia-lingkungan: ekologi budaya dan politik dam penelitian risiko-bencana. banyak lingkungan yang sudah dirusak oleh manusia, seharusnya sudah menjadi tugas manusia yang harus menjaga dan melestarikan lingkungan, mungkin alam sudah tidak ankan kuat bertahan lagi.</div>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=10" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Perencanaan dan Pengembangan Wilayah">sunting</a>]</span><span class="mw-headline" id="Perencanaan_dan_Pengembangan_Wilayah">Perencanaan dan Pengembangan Wilayah</span></h3>
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Cabang Geografi ini adalah cabang yang relatif baru. Dikembangkan pada sekitar tahun 1980-an oleh para Geografiwan Eropa, terutama dari Nederland. Saat kerjasama Universitas antar kedua negara dilakukan, sejumlah ahli Geografi asal Belanda ikut serta dalam program pencangkokan dosen di UGM. Hasilnya adalah lahirnya program studi baru bernama Program Studi Perencanaan Pengembangan Wilayah dan sekarang lebih dikenal dengan <a class="external text" href="http://pw.geo.ugm.ac.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Program Studi Pengembangan Wilayah.</a> Sebelum berdiri menjadi disiplin tersendiri yang memadukan Ilmu Geografi dengan Ilmu Perencanaan Wilayah, proyek ini dikenal dengan nama Rural and Regional Development Planning (RRDP). Selain itu dapat dijelaskan bahwa perencanaan dan pengembangan wilayah dapat berkaitan dengan ilmu-ilmu sosial terutama terkait dengan fenomena sosial yang terjadi di masyarakat, sehingga sangat bersinggungan dengan konsep-konsep dan teori-teori sosial yang ada.</div>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=11" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Ekologi budaya dan politik">sunting</a>]</span><span class="mw-headline" id="Ekologi_budaya_dan_politik">Ekologi budaya dan politik</span></h3>
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Ekologi budaya muncul sebagai hasil kerja <a class="new" href="http://id.wikipedia.org/w/index.php?title=Carl_O._Sauer&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Carl O. Sauer (halaman belum tersedia)">Carl Sauer</a> pada geografi dan pemikiran dalam <a href="http://id.wikipedia.org/wiki/Antropologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Antropologi">antropologi</a>. Ekologi budaya mempelajari bagaimana manusia beradaptasi dengan lingkungan alamnya. <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ilmu_keberlanjutan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ilmu keberlanjutan (halaman belum tersedia)">Ilmu keberlanjutan</a> (sustainability) kemudian tumbuh dari tradisi ini. Ekologi poltik bangkit ketika beberapa geografer menggunakan aspek <a class="new" href="http://id.wikipedia.org/w/index.php?title=Geografi_kritis&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Geografi kritis (halaman belum tersedia)">geografi kritis</a> untuk melihat hubungan kekuatan alam dan bagaimana pengaruhnya terhadap manusia. Misalnya, studi yang berpengaruh oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Micahel_Watts&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Micahel Watts (halaman belum tersedia)">Micahel Watts</a> berpendapat bahwa kelaparan di <a href="http://id.wikipedia.org/wiki/Sahel" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sahel">Sahel</a> disebabkan oleh perubahan <a href="http://id.wikipedia.org/wiki/Sistem_politik" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem politik">sistem politik</a> dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Sistem_ekonomi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem ekonomi">ekonomi</a> di wilayah itu sebagai hasil dari <a href="http://id.wikipedia.org/wiki/Kolonialisme" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kolonialisme">kolonialisme</a> dan menyebarnya praktek <a href="http://id.wikipedia.org/wiki/Kapitalisme" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kapitalisme">kapitalisme</a>.</div>
<h3 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;">
<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=12" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Penelitian risiko-bencana">sunting</a>]</span><span class="mw-headline" id="Penelitian_risiko-bencana">Penelitian risiko-bencana</span></h3>
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Penelitian pada bencana dimulai oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Gilbert_F._Withe&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Gilbert F. Withe (halaman belum tersedia)">Gilbert F. Withe</a>, yang mencoba memahami mengapa orang tinggal dataran banjir yang mudah terkena bencana. Sejak itu, bidang ini berkembang menjadi multi disiplin dengan mempelajari bencana alam (seperti <a href="http://id.wikipedia.org/wiki/Gempa_bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Gempa bumi">gempa bumi</a>) dan bencana teknologi (seperti kebocoran <a href="http://id.wikipedia.org/wiki/Reaktor_nuklir" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Reaktor nuklir">reaktor nuklir</a>). Geografer yang mempelajari bencana tertarik pada dinamika bencana dan bagaimana manusia dan masyarakat menghadapinya.</div>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=13" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Geografi sejarah">sunting</a>]</span><span class="mw-headline" id="Geografi_sejarah">Geografi sejarah</span></h3>
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Cabang ini mencari penjelasan bagaimana budaya dari berbagai tempat di bumi berkembang dan menjadi seperti sekarang. Studi tentang muka bumi merupakan satu dari banyak kunci atas bidang ini - banyak disimpulkan tentang pengaruh masyarakat dahulu pada lingkungan dan sekitarnya.</div>
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<dt style="font-weight: bold; margin-bottom: 0.1em;"><b>Ada apa dibalik nama? Geografi sejarah dan kampus Berkeley</b></dt>
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"Geografi Sejarah" tentu saja merupakan akibat timbal-balik dari geografi dan sejarah. Tetapi di Amerika Serikat, mempunyai arti yang yang lebih spesifik. Nama ini dikenalkan oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Carl_O._Sauer&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Carl O. Sauer (halaman belum tersedia)">Carl Ortwin Sauer</a> dari <a href="http://id.wikipedia.org/wiki/Universitas_California,_Berkeley" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Universitas California, Berkeley">Universitas California, Berkeley</a> dengan programnya mereorganisasi geografi budaya (beberapa orang menyebutkan semua geografi) pada semua wilayah, dimulai pada awal abad ke-20.</div>
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Bagi Sauer, muka bumi dan budaya di atasnya hanya bisa dipahami jika mempelajari semua pengaruhnya (fisik, budaya, ekonomi, politik, lingkungan) menurut sejarah. Sauer menekankan kajian wilayah sebagai satu-satunya cara untuk mendapatkan kekhususan pada wilayah di atas bumi.</div>
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Filosofi Sauer merupakan pembentuk utama pemikiran geografi di Amerika pada pertengahan abad ke-20. Sampai sekarang kajian wilayah masih menjadi bagian departemen geografi di kampus-kampus di AS. Tetapi banyak geografer beranggapan ini akan membahayakan ilmu geografi itu sendiri untuk jangka panjang: penyebabnya adalah terlalu banyak pengumpulan data dan klasifikasi, sementara analisis dan penjelasannya terlalu sedikit. Studi ini menjadi lebih spesifik pada wilayah sementara geografer angkatan berikutnya berusaha mencari nama yang tepat untuk ini. Mungkin ini yang menyebabkan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Krisis_1950-an_pada_geografi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Krisis 1950-an pada geografi (halaman belum tersedia)">krisis 1950-an pada geografi</a> yang hampir menghancurkannya sebagai disiplin akademis.</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=14" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Teknik Geografis">sunting</a>]</span><span class="mw-headline" id="Teknik_Geografis">Teknik Geografis</span></h2>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=15" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Penginderaan Jauh">sunting</a>]</span><span class="mw-headline" id="Penginderaan_Jauh">Penginderaan Jauh</span></h3>
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<a class="new" href="http://id.wikipedia.org/w/index.php?title=Penginderaan_Jauh&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Penginderaan Jauh (halaman belum tersedia)">Penginderaan Jauh</a> merupakan terjemahan dari istilah <a class="new" href="http://id.wikipedia.org/w/index.php?title=Remote_sensing&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Remote sensing (halaman belum tersedia)">remote sensing</a>, adalah ilmu, <a href="http://id.wikipedia.org/wiki/Teknologi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Teknologi">teknologi</a> dan <a href="http://id.wikipedia.org/wiki/Seni" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Seni">seni</a> dalam memperoleh <a href="http://id.wikipedia.org/wiki/Informasi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Informasi">informasi</a>mengenai objek atau <a href="http://id.wikipedia.org/wiki/Fenomena" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Fenomena">fenomena</a> di (dekat) permukaan <a href="http://id.wikipedia.org/wiki/Bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bumi">bumi</a> tanpa kontak langsung dengan objek atau fenomena yang dikaji, melainkan melalui media perekam objek atau fenomena yang memanfaatkan energi yang berasal dari gelombang elektromagnetik dan mewujudkan hasil perekaman tersebut dalam bentuk citra. Pengertian 'tanpa kontak langsung' di sini dapat diartikan secara sempit dan luas. Secara sempit berarti bahwa memang tidak ada kontak antara objek dengan analis, misalnya ketika data citra satelit diproses dan ditransformasi menjadi peta distribusi temperatur permukaan pada saat perekaman. Secara luas berarti bahwa kontak dimungkinkan dalam bentuk aktivitas '<a class="new" href="http://id.wikipedia.org/w/index.php?title=Ground_truth&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ground truth (halaman belum tersedia)">ground truth</a>', yaitu pengumpulan sampel lapangan untuk dijadikan dasar pemodelan melalui interpolasi dan ekstrapolasi pada wilayah yang jauh lebih luas dan pada kerincian yang lebih tinggi.</div>
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Pada awalnya penginderaan jauh kurang dipandang sebagai bagian dari geografi, dibandingkan <a href="http://id.wikipedia.org/wiki/Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kartografi">kartografi</a>. Meskipun demikian, lambat laun disadari bahwa penginderaan jauh merupakan satu-satunya alat utama dalam geografi yang mampu memberikan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Synoptic_overview&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Synoptic overview (halaman belum tersedia)">synoptic overview</a> --pandangan secara ringkas namun menyeluruh-- atas suatu wilayah sebagai titik tolak kajian lebih lanjut. Penginderaan jauh juga mampu menghasilkan berbagai macam informasi keruangan dalam konteks <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ekologis&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ekologis (halaman belum tersedia)">ekologis</a> dan kewilayahan yang menjadi ciri kajian geografis. Di samping itu, dari sisi persentasenya, pendidikan penginderaan jauh di <a href="http://id.wikipedia.org/wiki/Amerika_Serikat" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Amerika Serikat">Amerika Serikat</a>, <a href="http://id.wikipedia.org/wiki/Australia" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Australia">Australia</a> dan <a href="http://id.wikipedia.org/wiki/Eropa" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Eropa">Eropa</a> lebih banyak diberikan oleh bidang ilmu (<a href="http://id.wikipedia.org/wiki/Departemen" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Departemen">departemen</a>, 'school' atau <a href="http://id.wikipedia.org/wiki/Fakultas" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Fakultas">fakultas</a>) geografi.</div>
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Dari segi metode yang digunakan, dikenal metode penginderaan jauh manual atau visual dan metode penginderaan jauh <a href="http://id.wikipedia.org/wiki/Digital" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Digital">digital</a>. <a href="http://id.wikipedia.org/wiki/Penginderaan_jauh" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Penginderaan jauh">Penginderaan jauh</a> manual memanfaatkan citra tercetak atau '<a class="new" href="http://id.wikipedia.org/w/index.php?title=Hardcopy&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Hardcopy (halaman belum tersedia)">hardcopy</a>' (<a href="http://id.wikipedia.org/wiki/Foto" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Foto">foto</a> <a href="http://id.wikipedia.org/wiki/Udara" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Udara">udara</a>, <a href="http://id.wikipedia.org/wiki/Citra" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Citra">citra</a> hasil pemindaian <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Scanner" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Scanner">scanner</a> di <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Pesawat" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Pesawat">pesawat</a> udara maupun <a href="http://id.wikipedia.org/wiki/Satelit" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Satelit">satelit</a>) melalui analisis dan interpretasi secara manual/visua]. <a href="http://id.wikipedia.org/wiki/Penginderaan_jauh" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Penginderaan jauh">Penginderaan jauh</a> <a href="http://id.wikipedia.org/wiki/Digital" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Digital">digital</a> menggunakan citra dalam format digital, misalnya hasil pemotretan <a href="http://id.wikipedia.org/wiki/Kamera" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kamera">kamera</a> digital, hasil pemindaian foto udara yang sudha tercetak, dan hasil pemindaian oleh sensor satelit, dan menganalisisnya dengan bantuan <a href="http://id.wikipedia.org/wiki/Komputer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Komputer">komputer</a>. Baik metode manual maupun digital menghasilkan peta dan laporan. Peta hasil metode manual dapat dikonversi menjadi <a href="http://id.wikipedia.org/wiki/Peta_tematik" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta tematik">peta tematik</a> digital melalui proses <a class="new" href="http://id.wikipedia.org/w/index.php?title=Digitisasi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Digitisasi (halaman belum tersedia)">digitisasi</a> (sering diistilahkan digitasi).</div>
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Metode manual kadangkala juga dilakukan dengan bantuan komputer, yaitu melalui proses interpretasi di layar monitor (<a class="new" href="http://id.wikipedia.org/w/index.php?title=On-screen_digitisation&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="On-screen digitisation (halaman belum tersedia)">on-screen digitisation</a>), yang langsung menurunkan <a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a> digital. Metode analisis citra digital menurunkan <a href="http://id.wikipedia.org/wiki/Peta_tematik" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta tematik">peta tematik</a> digital secara langsung.<a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">Peta</a>-<a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a> digital tersebutd dapat di-'lay out' dan dicetak untuk menjadi produk <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kartografis&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Kartografis (halaman belum tersedia)">kartografis</a> (disebut basis dat <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kartografis&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Kartografis (halaman belum tersedia)">kartografis</a>), namun dapat pula menjaid masukan (input) dalam suatu sistem informasi geografis sebagai basis data geografis. <a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">Peta</a>-<a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a> itu untuk selanjutnya menjaid titik toak para <a class="new" href="http://id.wikipedia.org/w/index.php?title=Geografiwan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Geografiwan (halaman belum tersedia)">geografiwan</a> dalam menjalankan kajian geografinya.</div>
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<span class="mw-headline" id="Kartografi"><br />Kartografi</span></h3>
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<a href="http://id.wikipedia.org/wiki/Kartografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Kartografi">Kartografi</a> atau pemetaan mempelajari representasi permukaan <a href="http://id.wikipedia.org/wiki/Bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bumi">bumi</a> dengan simbol <a href="http://id.wikipedia.org/wiki/Abstrak" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abstrak">abstrak</a>. Bisa dibilang, tanpa banyak <a class="new" href="http://id.wikipedia.org/w/index.php?title=Kontroversi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Kontroversi (halaman belum tersedia)">kontroversi</a>, kartografi merupakan penyebab meluasnya kajian geografi. Kebanyakan geografer mengakui bahwa ketertarikan mereka pada geografi dimulai ketika mereka terpesona oleh peta di masa kecil mereka. walaupun subdisiplin ilmu geografi lainnya masih bergantung pada peta untuk menampilkan hasil analisisnya, pembuatan <a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a> itu sendiri masih terlalu <a href="http://id.wikipedia.org/wiki/Abstrak" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Abstrak">abstrak</a> untuk dianggap sebagai ilmu terpisah.</div>
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Kartografi berkembang dari kumpulan teknik menggambar menjadi bagian sebuah ilmu. Seorang kartografer harus memahami <a href="http://id.wikipedia.org/wiki/Psikologi_kognitif" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Psikologi kognitif">psikologi kognitif</a> dan ergonomi untuk membuat simbol apa yang cocok untuk mewakili informasi tentang bumi yang bisa dimengerti orang lain secara efektif, dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Psikologi_perilaku&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Psikologi perilaku (halaman belum tersedia)">psikologi perilaku</a> untuk memengaruhi pembaca memahami informasi yang dibuatnya. Mereka juga harus belajar <a href="http://id.wikipedia.org/wiki/Geodesi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Geodesi">geodesi</a> dan<a href="http://id.wikipedia.org/wiki/Matematika" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Matematika">matematika</a> yang tidak sederhana untuk memahami bagaimana bentuk <a href="http://id.wikipedia.org/wiki/Bumi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Bumi">bumi</a> berpengaruh pada penyimpangan atau distorsi dari proses proyeksi ke <a class="new" href="http://id.wikipedia.org/w/index.php?title=Bidang_datar&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Bidang datar (halaman belum tersedia)">bidang datar</a>.</div>
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<span class="mw-headline" id="Sistem_Informasi_Geografis"><br />Sistem Informasi Geografis</span></h3>
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<i><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Sistem_Informasi_Geografis" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sistem Informasi Geografis">Sistem Informasi Geografis</a></i> membahas masalah penyimpanan informasi tentang bumi dengan cara otomatis melalui <a href="http://id.wikipedia.org/wiki/Komputer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Komputer">komputer</a> secara akurat secara <a href="http://id.wikipedia.org/wiki/Informasi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Informasi">informasi</a>. Sebagai tambahan pada subdisiplin ilmu geografi lainnya, spesialis <a class="mw-redirect" href="http://id.wikipedia.org/wiki/SIG" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="SIG">SIG</a> harus mengerti <a href="http://id.wikipedia.org/wiki/Ilmu_komputer" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Ilmu komputer">ilmu komputer</a> dan sistem<a class="mw-redirect" href="http://id.wikipedia.org/wiki/Database" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Database">database</a>. <a class="mw-redirect" href="http://id.wikipedia.org/wiki/SIG" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="SIG">SIG</a> memacu revolusi kartografi sehingga sekarang hampir semua pembuatan <a href="http://id.wikipedia.org/wiki/Peta" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Peta">peta</a> dibuat dengan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Piranti_lunak" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Piranti lunak">piranti lunak</a> (<i><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Software" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Software">software</a></i>) <a class="mw-redirect" href="http://id.wikipedia.org/wiki/SIG" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="SIG">SIG</a>.</div>
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<span class="mw-headline" id="Metode_kuantitatif_geografi"><br />Metode kuantitatif geografi</span></h3>
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<a class="new" href="http://id.wikipedia.org/w/index.php?title=Metode_kuantitatif_geografi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Metode kuantitatif geografi (halaman belum tersedia)">Metode kuantitatif geografi</a> membahas metode numerik yang khas (atau paling tidak yang banyak ditemukan) dalam geografi. Sebagai tambahan pada analisis keruangan, anda mungkin akan menemukan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Analisis_klaster&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Analisis klaster (halaman belum tersedia)">analisis klaster</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Analisis_diskriminan&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Analisis diskriminan (halaman belum tersedia)">analisis diskriminan</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Uji_statistik_non-parametris&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Uji statistik non-parametris (halaman belum tersedia)">uji statistik non-parametris</a>pada studi geografi.</div>
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<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=19" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Bidang Terkait">sunting</a>]</span><span class="mw-headline" id="Bidang_Terkait">Bidang Terkait</span></h2>
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<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=20" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Perencanaan Kota dan Wilayah">sunting</a>]</span><span class="mw-headline" id="Perencanaan_Kota_dan_Wilayah">Perencanaan Kota dan Wilayah</span></h3>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
<a href="http://id.wikipedia.org/wiki/Perencanaan_kota" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Perencanaan kota">Perencanaan kota</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Perencanaan_wilayah&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Perencanaan wilayah (halaman belum tersedia)">wilayah</a> menggunakan ilmu geografi untuk membantu mempelajari bagaimana membangun (atau tidak membangun) suatu lahan menurut kriteria tertentu, misalnya keamanan, keindahan, kesempatan ekonomi, perlindungan cagar alam tau cagar budaya, dsb. Perencanaan kota, baik kota kecil maupun kota besar, atau perencanaan pedesaan mungkin bisa dianggap sebagai geografi terapan walau mungkin terlihat lebih banyak seni dan pelajaran sejarah. Beberapa masalah yang dihadapi para perencana wilayah diantaranya adalah<a class="new" href="http://id.wikipedia.org/w/index.php?title=Bedol_desa&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Bedol desa (halaman belum tersedia)">eksodus masyarakat desa</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Bedol_kota&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Bedol kota (halaman belum tersedia)">kota</a> dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pertumbuhan_Pintar&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Pertumbuhan Pintar (halaman belum tersedia)">Pertumbuhan Pintar</a> (<i>Smart Growth</i>).</div>
<h3 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: initial; border-bottom-style: none; border-bottom-width: initial; font-size: 17px; margin-bottom: 0.3em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;">
<span class="editsection" style="float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=21" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Ilmu Wilayah">sunting</a>]</span><span class="mw-headline" id="Ilmu_Wilayah">Ilmu Wilayah</span></h3>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Pada tahun <a href="http://id.wikipedia.org/wiki/1950-an" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="1950-an">1950-an</a>, gerakan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ilmu_wilayah&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ilmu wilayah (halaman belum tersedia)">ilmu wilayah</a> muncul, dipimpin oleh <a class="new" href="http://id.wikipedia.org/w/index.php?title=Walter_Isard&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Walter Isard (halaman belum tersedia)">Walter Isard</a> untuk menghasilkan lebih banyak dasar kuantitatif dan analitis pada masalah geografi, sebagai tanggapan atas pendekatan kualitatif pada program geografi tradisional. Ilmu wilayah berisi pengetahuan bagaimana dimensi keruangan menjadi peran penting, seperti <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ekonomi_regional&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ekonomi regional (halaman belum tersedia)">ekonomi regional</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Pengelolaan_sumber_daya&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Pengelolaan sumber daya (halaman belum tersedia)">pengelolaan sumber daya</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Teori_lokasi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Teori lokasi (halaman belum tersedia)">teori lokasi</a>, <a href="http://id.wikipedia.org/wiki/Perencanaan_kota" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Perencanaan kota">perencanaan kota</a>dan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Perencanaan_wilayah&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Perencanaan wilayah (halaman belum tersedia)">wilayah</a>, <a href="http://id.wikipedia.org/wiki/Transportasi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Transportasi">transportasi</a> dan <a href="http://id.wikipedia.org/wiki/Komunikasi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Komunikasi">komunikasi</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Geografi_manusia&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Geografi manusia (halaman belum tersedia)">geografi manusia</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Persebaran_populasi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Persebaran populasi (halaman belum tersedia)">persebaran populasi</a>, <a class="new" href="http://id.wikipedia.org/w/index.php?title=Ekologi_muka_bumi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Ekologi muka bumi (halaman belum tersedia)">ekologi muka bumi</a> dan kualitas lingkungan.</div>
<h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;">
<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=22" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Pendidikan Tinggi Geografi">sunting</a>]</span><span class="mw-headline" id="Pendidikan_Tinggi_Geografi">Pendidikan Tinggi Geografi</span></h2>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Di Indonesia, perguruan tinggi yang membuka program studi Geografi sebagai ilmu murni hanya dua perguruan tinggi negeri (Universitas Indonesia (UI) dan UGM (Universitas Gadjah Mada) dan satu perguruan tinggi swasta (Universitas Muhammadiyah Surakarta). Sedangkan program studi Pendidikan Geografi ada di 45 perguruan tinggi.</div>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
UGM, Geografi telah berkembang lebih jauh sehingga menjadi Fakultas tersendiri sejak tahun 1963, yaitu <a class="new" href="http://id.wikipedia.org/w/index.php?title=Fakultas_Geografi&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Fakultas Geografi (halaman belum tersedia)">Fakultas Geografi</a>. Saat ini telah mempunyai jenjang pendidikan tinggi dari D3 (diploma) <a class="new" href="http://id.wikipedia.org/w/index.php?title=Penginderaan_Jauh&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #ba0000; text-decoration: none;" title="Penginderaan Jauh (halaman belum tersedia)">Penginderaan Jauh</a> dan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/SIG" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="SIG">SIG</a>, S1, S2 dan S3. Fakultas Geografi UGM juga mempelajari ilmu Perencanaan dan Pengembangan wilayah.</div>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
<br />Di UI, Geografi menjadi jurusan dari Fakultas Matematika dan Ilmu Pengetahuan Alam (MIPA). Geografi dipelajari sebagai bagian terapan ilmu-ilmu murni sejajar dengan Matematika, Fisika, Kimia dan Biologi.</div>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Fakultas Geografi UMS didirikan oleh sejumlah alumni dan dosen Fakultas Geografi UGM. Para Alumni Pendidikan Tinggi Geografi kemudian membentuk sebuah asosiasi profesi yang disebut dengan Ikatan Geografiwan Indonesia (IGI). Disamping itu, dalam wadah yang lebih sempit, para Geografiwan dari UGM juga mempunyai wadah Ikatan Geografiwan Universitas Gadjah Mada (disingkat IGEGAMA).</div>
<div style="line-height: 1.5em; margin-bottom: 0.5em; margin-top: 0.4em;">
Bakosurtanal, salah satu Lembaga Pemerintah Non Departemen (LPND) berkumpul banyak alumni Geografi, baik dari UI, UGM maupun UMS.</div>
<h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;">
<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=23" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Lihat pula">sunting</a>]</span><span class="mw-headline" id="Lihat_pula">Lihat pula</span></h2>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;"><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Fakta_geografi_dunia" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Fakta geografi dunia">Fakta geografi dunia</a></li>
</ul>
<h2 style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; font-size: 19px; margin-bottom: 0.6em; margin-left: 0px; margin-right: 0px; margin-top: 0px; overflow-x: hidden; overflow-y: hidden; padding-bottom: 0.17em; padding-top: 0.5em; width: auto;">
<span class="editsection" style="float: right; font-size: 13px; margin-left: 5px;">[<a href="http://id.wikipedia.org/w/index.php?title=Geografi&action=edit&section=24" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Sunting bagian: Pranala luar">sunting</a>]</span><span class="mw-headline" id="Pranala_luar">Pranala luar</span></h2>
<div class="noprint tright portal" style="border-bottom-color: rgb(170, 170, 170); border-bottom-style: solid; border-bottom-width: 1px; border-left-color: rgb(170, 170, 170); border-left-style: solid; border-left-width: 1px; border-right-color: rgb(170, 170, 170); border-right-style: solid; border-right-width: 1px; border-top-color: rgb(170, 170, 170); border-top-style: solid; border-top-width: 1px; clear: right; float: right; margin-bottom: 0.5em; margin-left: 0.5em; margin-right: 0px; margin-top: 0.5em;">
<table style="background-attachment: initial; background-clip: initial; background-color: #f9f9f9; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; font-size: 11px; line-height: 12px; max-width: 175px;"><tbody>
<tr><td style="text-align: center;"><a class="image" href="http://id.wikipedia.org/w/index.php?title=Berkas:Portal.svg&filetimestamp=20100126123414" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;"><img alt="Ikon portal" height="28" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/c9/Portal.svg/32px-Portal.svg.png" style="border-bottom-style: none; border-color: initial; border-left-style: none; border-right-style: none; border-top-style: none; border-width: initial; vertical-align: middle;" width="32" /></a></td><td style="padding-bottom: 0px; padding-left: 0.2em; padding-right: 0.2em; padding-top: 0px; vertical-align: middle;"><i><b><a href="http://id.wikipedia.org/wiki/Portal:Geografi" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0645ad; text-decoration: none;" title="Portal:Geografi">Portal Geografi</a></b></i></td></tr>
</tbody></table>
</div>
<ul style="line-height: 1.5em; list-style-image: url(http://upload.wikimedia.org/wikipedia/en/1/18/Monobook-bullet.png); list-style-type: square; margin-bottom: 0px; margin-left: 1.5em; margin-right: 0px; margin-top: 0.3em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://www.bakosurtanal.go.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Badan Koordinasi Survei dan Pemetaan Nasional (Bakosurtanal)</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://www.lapan.go.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Lembaga Antariksa dan Penerbangan Nasional (Lapan)</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://www.bmg.go.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Badan Meteorologi dan Geofisika (BMG)</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://geografi.sekolahvirtual.or.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Ensiklopedia Geografi Online - SekolahVirtual</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://www.bk.or.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Buana Katulistiwa (BK) Lembaga Aplikasi Geografi Indonesia</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://www.geografiana.com/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Geografiana - Situs Geografi Populer Indonesia</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://geo.ugm.ac.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Fakultas Geografi UGM</a></li>
<li style="margin-bottom: 0.1em;"><span lang="Indonesia" style="color: #777777; cursor: help; font-size: 0.95em; font-weight: bold;" title="Bahasa Indonesia" xml:lang="Indonesia">(Indonesia)</span> <a class="external text" href="http://geografi.ums.ac.id/" rel="nofollow" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: url(data:image/png; background-origin: initial; background-position: 100% 50%; background-repeat: no-repeat no-repeat; color: #3366bb; padding-right: 13px; text-decoration: none;">Fakultas Geografi UMS</a></li>
</ul>
</div>
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-10159336125055744182012-01-21T00:07:00.000-08:002012-02-08T17:59:10.405-08:00Materi Geografi(By:Siti Nur W.)<m:smallfrac m:val="off">
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<h1>
Geografi Indonesia </h1>
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<b><a href="http://id.wikipedia.org/wiki/Indonesia" title="Indonesia">Indonesia</a></b>
memiliki sekitar 17.504 <a href="http://id.wikipedia.org/wiki/Pulau" title="Pulau">pulau</a> (menurut data tahun 2004; lihat pula: <a href="http://id.wikipedia.org/wiki/Jumlah_pulau_di_Indonesia" title="Jumlah pulau di Indonesia">jumlah pulau di Indonesia</a>), sekitar 6.000
di antaranya tidak berpenghuni tetap, menyebar sekitar <a href="http://id.wikipedia.org/wiki/Katulistiwa" title="Katulistiwa">katulistiwa</a>,
memberikan cuaca tropis. Pulau terpadat penduduknya adalah pulau Jawa, di mana
lebih dari setengah (65%) populasi Indonesia. Indonesia terdiri dari 5
pulau besar, yaitu: <a href="http://id.wikipedia.org/wiki/Jawa" title="Jawa">Jawa</a>,
<a href="http://id.wikipedia.org/wiki/Sumatra" title="Sumatra">Sumatra</a>, <a href="http://id.wikipedia.org/wiki/Kalimantan" title="Kalimantan">Kalimantan</a>,
<a href="http://id.wikipedia.org/wiki/Sulawesi" title="Sulawesi">Sulawesi</a>,
dan <a href="http://id.wikipedia.org/wiki/Irian_Jaya" title="Irian
Jaya">Irian
Jaya</a> dan rangkaian pulau-pulau ini disebut pula sebagai kepulauan Nusantara
atau kepulauan Indonesia.<sup><a href="http://id.wikipedia.org/wiki/Geografi_Indonesia#cite_note-0">[1]</a></sup></div>
<div class="MsoNormal">
<a href="http://id.wikipedia.org/wiki/Berkas:Indonesian_archipelagic_baselines.jpg"><span style="text-decoration: none;"><img border="0" height="346" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image001.jpg" width="450" /></span></a></div>
<div class="MsoNormal">
<a href="http://id.wikipedia.org/wiki/Berkas:Indonesian_archipelagic_baselines.jpg" title="Perbesar"><span style="text-decoration: none;"><img border="0" height="11" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image002.gif" width="15" /></span></a></div>
<div class="MsoNormal" style="color: black;">
Peta garis kepulauan Indonesia, Deposit oleh Republik
Indonesia pada daftar titik-titik koordinat geografis berdasarkan pasal 47,
ayat 9, dari Konvensi PBB tentang Hukum Laut <sup><a href="http://id.wikipedia.org/wiki/Geografi_Indonesia#cite_note-1">[2]</a><a href="http://id.wikipedia.org/wiki/Geografi_Indonesia#cite_note-2">[3]</a></sup></div>
<div style="color: black;">
Indonesia
memiliki lebih dari 400 gunung berapi and 130 di antaranya termasuk gunung
berapi aktif. Sebagian dari gunung berapi terletak di dasar laut dan tidak
terlihat dari permukaan laut. Indonesia
merupakan tempat pertemuan 2 rangkaian gunung berapi aktif (<b>Ring of Fire</b>).
Terdapat puluhan patahan aktif di wilayah Indonesia.</div>
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<span class="mw-headline"><span style="font-size: 14pt;">Keadaan
alam</span></span></div>
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Sebagian ahli membagi Indonesia atas tiga wilayah
geografis utama yakni:</div>
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<a href="http://id.wikipedia.org/wiki/Kepulauan_Sunda_Besar" title="Kepulauan Sunda Besar">Kepulauan Sunda Besar</a> meliputi pulau Jawa,
Sumatra, Kalimantan, Sulawesi.</div>
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<a href="http://id.wikipedia.org/wiki/Kepulauan_Sunda_Kecil" title="Kepulauan Sunda Kecil">Kepulauan Sunda Kecil</a> meliputi Bali, Nusa Tenggara Barat dan Nusa Tenggara Timur.<span style="font-size: 14pt;"></span></div>
<div class="MsoNormal" style="color: black;">
<a href="http://id.wikipedia.org/wiki/Kepulauan_Maluku" title="Kepulauan Maluku">Kepulauan Maluku</a> dan <a href="http://id.wikipedia.org/wiki/Irian" title="Irian">Irian</a></div>
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<br /></div>
<div class="MsoNormal" style="color: black;">
Pada zaman es terakhir, sebelum tahun 10.000 SM (Sebelum
Masehi), pada bagian barat Indonesia terdapat daratan Sunda yang terhubung ke
benua Asia dan memungkinkan fauna dan flora Asia berpindah ke bagian barat
Indonesia. Di bagian timur Indonesia,
terdapat daratan Sahul yang terhubung ke benua Australia
dan memungkinkan fauna dan flora Australia
berpindah ke bagian timur Indonesia.
Pada bagian tengah terdapat pulau-pulau yang terpisah dari kedua benua
tersebut.</div>
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Karena hal tersebut maka ahli biogeografi membagi Indonesia
atas kehidupan flora dan fauna yakni:</div>
<div class="MsoNormal" style="color: black;">
Daratan Indonesia Bagian Barat dengan flora dan fauna yang
sama dengan benua Asia.</div>
<div class="MsoNormal" style="color: black;">
Daratan Indonesia Bagian Tengah (<a href="http://id.wikipedia.org/w/index.php?title=Wallacea&action=edit&redlink=1" title="Wallacea (halaman belum tersedia)">Wallacea</a>) dengan flora dan fauna
endemik/hanya terdapat pada daerah tersebut.</div>
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Daratan Indonesia Bagian Timur dengan flora dan fauna yang
sama dengan benua Australia.</div>
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<br /></div>
<div class="MsoNormal" style="color: black;">
Ketiga bagian daratan tersebut dipisahkan oleh garis
maya/imajiner yang dikenal sebagai <a href="http://id.wikipedia.org/w/index.php?title=Garis_Wallace-Weber&action=edit&redlink=1" title="Garis Wallace-Weber (halaman belum tersedia)">Garis Wallace-Weber</a>,
yaitu garis maya yang memisahkan Daratan Indonesia Barat dengan daerah Wallacea
(Indonesia Tengah), dan <a href="http://id.wikipedia.org/w/index.php?title=Garis_Lyedekker&action=edit&redlink=1" title="Garis Lyedekker (halaman belum tersedia)">Garis Lyedekker</a>, yaitu
garis maya yang memisahkan daerah Wallacea (Indonesia Tengah) dengan daerah
IndonesiaTimur.</div>
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Berdasarkan <a href="http://id.wikipedia.org/wiki/Garis-garis_Besar_Haluan_Negara" title="Garis-garis Besar Haluan Negara">Garis-garis Besar Haluan Negara</a>
(GBHN) 1993, maka wilayah Indonesia
dibagi menjadi 2 kawasan pembangunan:</div>
<div class="MsoNormal" style="color: black;">
Kawasan Barat Indonesia. Terdiri dari Jawa,
Sumatra, Kalimantan, Bali.</div>
<div class="MsoNormal" style="color: black;">
Kawasan Timur Indonesia. Terdiri dari Sulawesi, Maluku, Irian/Papua, Nusa Tenggara Barat dan
Nusa Tenggara Timur.</div>
<div style="color: black;">
<img alt="Indonesia provinces blank map.svg" border="0" height="281" src="file:///C:/DOCUME%7E1/user/LOCALS%7E1/Temp/msohtmlclip1/01/clip_image004.gif" width="600" /></div>
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<span class="mw-headline"><b><span style="font-size: 14pt;">Kepulauan Sunda </span></b></span><b><span style="font-size: 14pt;">Besar </span></b></div>
<div class="MsoNormal" style="color: black;">
Terdiri atas pulau-pulau utama: <a href="http://id.wikipedia.org/wiki/Sumatra" title="Sumatra"><span style="text-decoration: none;">Sumatra</span></a>,
<a href="http://id.wikipedia.org/wiki/Kalimantan" title="Kalimantan"><span style="text-decoration: none;">Kalimantan</span></a>,
<a href="http://id.wikipedia.org/wiki/Jawa" title="Jawa"><span style="text-decoration: none;">Jawa</span></a> dan <a href="http://id.wikipedia.org/wiki/Sulawesi" title="Sulawesi"><span style="text-decoration: none;">Sulawesi</span></a>
dan dengan ribuan pulau-pulau sedang dan kecil berpenduduk maupun tak
berpenghuni. Wilayah ini merupakan konsentrasi penduduk Indonesia dan tempat sebagian besar kegiatan
ekonomi Indonesia
berlangsung.</div>
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<br /></div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><b><span style="font-size: 14pt;">Pulau Sumatra</span></b></span></div>
<div class="MsoNormal" style="color: black;">
Pulau Sumatra, berdasarkan luas merupakan <a href="http://id.wikipedia.org/wiki/Daftar_pulau_menurut_luas_wilayah" title="Daftar pulau menurut luas wilayah"><span style="text-decoration: none;">pulau terbesar keenam di dunia</span></a>.
Pulau ini membujur dari barat laut ke arah tenggara dan melintasi <a href="http://id.wikipedia.org/wiki/Khatulistiwa" title="Khatulistiwa"><span style="text-decoration: none;">khatulistiwa</span></a>,
seolah membagi pulau Sumatra atas dua bagian, Sumatra belahan bumi utara dan
Sumatra belahan bumi selatan. <a href="http://id.wikipedia.org/wiki/Pegunungan_Bukit_Barisan" title="Pegunungan Bukit Barisan"><span style="text-decoration: none;">Pegunungan Bukit Barisan</span></a> dengan beberapa
puncaknya yang melebihi 3.000 m di atas permukaan laut, merupakan barisan
gunung berapi aktif, berjalan sepanjang sisi barat pulau dari ujung utara ke
arah selatan; sehingga membuat dataran di sisi barat pulau relatif sempit
dengan pantai yang terjal dan dalam ke arah <a href="http://id.wikipedia.org/wiki/Samudra_Hindia" title="Samudra
Hindia"><span style="text-decoration: none;">Samudra
Hindia</span></a> dan dataran di sisi timur pulau yang luas dan landai dengan
pantai yang landai dan dangkal ke arah <a href="http://id.wikipedia.org/wiki/Selat_Malaka" title="Selat Malaka"><span style="text-decoration: none;">Selat Malaka</span></a>,
<a href="http://id.wikipedia.org/wiki/Selat_Bangka" title="Selat Bangka"><span style="text-decoration: none;">Selat Bangka</span></a>
dan <a href="http://id.wikipedia.org/wiki/Laut_China_Selatan" title="Laut China
Selatan"><span style="text-decoration: none;">Laut China Selatan</span></a>.<b><span style="font-size: 14pt;"></span></b></div>
<div class="MsoNormal" style="color: black;">
Di bagian utara pulau Sumatra
berbatasan dengan <a href="http://id.wikipedia.org/wiki/Laut_Andaman" title="Laut Andaman">Laut Andaman</a> dan di bagian selatan dengan <a href="http://id.wikipedia.org/wiki/Selat_Sunda" title="Selat Sunda">Selat Sunda</a>.
Pulau Sumatra ditutupi oleh <a href="http://id.wikipedia.org/w/index.php?title=Hutan_tropik_primer&action=edit&redlink=1" title="Hutan tropik primer (halaman belum tersedia)">hutan tropik primer</a>
dan <a href="http://id.wikipedia.org/w/index.php?title=Hutan_tropik_sekunder&action=edit&redlink=1" title="Hutan tropik sekunder (halaman belum#tersedia###">hutan tropik sekunder</a>
yang lebat dengan tanah yang subur. Gungng berapi yang tertinggi di Sumatra
adalah <a href="http://id.wikipedia.org/wiki/Gunung_Kerinci" title="Gunung
Kerinci">Gunung Kerinci</a> di Jambi, dan dengan gunung
berapi lainnya yang cukup terkenal yaitu <a href="http://id.wikipedia.org/wiki/Gunung_Leuser" title="Gunung Leuser">Gunung
Leuser</a> di Nanggroe Aceh Darussalam dan <a href="http://id.wikipedia.org/wiki/Gunung_Dempo" title="Gunung Dempo">Gunung
Dempo</a> di perbatasan Sumatra Selatan dengan Bengkulu. Pulau Sumatra
merupakan kawasan episentrum <a href="http://id.wikipedia.org/wiki/Gempa_bumi" title="Gempa bumi">gempa bumi</a> karena dilintasi oleh <a href="http://id.wikipedia.org/w/index.php?title=Patahan_kerak_bumi&action=edit&redlink=1" title="Patahan kerak bumi (halaman belum tersedia)">patahan kerak bumi</a>
disepanjang <a href="http://id.wikipedia.org/wiki/Bukit_Barisan" title="Bukit Barisan">Bukit Barisan</a>, yang disebut <a href="http://id.wikipedia.org/w/index.php?title=Patahan_Sumatra&action=edit&redlink=1" title="Patahan Sumatra (halaman belum tersedia)">Patahan Sumatra</a>; dan
patahan kerak bumi di dasar Samudra Hindia disepanjang lepas pantai sisi barat
Sumatra. Danau terbesar di Indonesia,
<a href="http://id.wikipedia.org/wiki/Danau_Toba" title="Danau Toba">Danau Toba</a>
terdapat di pulau Sumatra.</div>
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Kepadatan penduduk pulau Sumatra
urutan kedua setelah pulau Jawa.</div>
<div class="MsoNormal" style="color: black;">
Saat ini pulau Sumatra
secara administratif pemerintahan terbagi atas 8 provinsi yaitu:</div>
<div class="MsoNormal" style="color: black;">
<a href="http://id.wikipedia.org/wiki/Aceh" title="Aceh">Aceh</a>,
<a href="http://id.wikipedia.org/wiki/Sumatra_Utara" title="Sumatra Utara">Sumatra
Utara</a>, <a href="http://id.wikipedia.org/wiki/Sumatra_Barat" title="Sumatra Barat">Sumatra Barat</a>, <a href="http://id.wikipedia.org/wiki/Riau" title="Riau">Riau</a>, <a href="http://id.wikipedia.org/wiki/Jambi" title="Jambi">Jambi</a>, <a href="http://id.wikipedia.org/wiki/Sumatra_Selatan" title="Sumatra
Selatan">Sumatra
Selatan</a>, <a href="http://id.wikipedia.org/wiki/Bengkulu" title="Bengkulu">Bengkulu</a>
dan <a href="http://id.wikipedia.org/wiki/Lampung" title="Lampung">Lampung</a>
dan 2 provinsi lain yang merupakan pecahan dari provinsi induk di pulau Sumatra
yaitu <a href="http://id.wikipedia.org/wiki/Riau_Kepulauan" title="Riau Kepulauan">Riau Kepulauan</a> dan <a href="http://id.wikipedia.org/wiki/Kepulauan_Bangka_Belitung" title="Kepulauan Bangka Belitung">Kepulauan Bangka Belitung</a>.</div>
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<br /></div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><b><span style="font-size: 14pt;">Pulau Kalimantan (Borneo</span></b></span><span class="mw-headline"><b><span style="font-size: 13.5pt;">)</span></b></span></div>
<div class="MsoNormal" style="color: black;">
Kalimantan merupakan nama daerah wilayah Indonesia di pulau <a href="http://id.wikipedia.org/wiki/Borneo" title="Borneo">Borneo</a> (wilayah
negara <a href="http://id.wikipedia.org/wiki/Malaysia" title="Malaysia">Malaysia</a>
dan Brunei juga ada yang berada di pulau Borneo), berdasarkan luas merupakan <a href="http://id.wikipedia.org/wiki/Daftar_pulau_menurut_luas_wilayah" title="Daftar pulau menurut luas wilayah">pulau terbesar ketiga di dunia</a>,
setelah <a href="http://id.wikipedia.org/wiki/Irian" title="Irian">Irian</a> dan <a href="http://id.wikipedia.org/wiki/Tanah_Hijau" title="Tanah Hijau">Greenland</a>.
Bagian utara pulau Kalimantan, <a href="http://id.wikipedia.org/wiki/Sarawak" title="Sarawak">Sarawak</a> dan <a href="http://id.wikipedia.org/wiki/Sabah" title="Sabah">Sabah</a>, merupakan wilayah <a href="http://id.wikipedia.org/wiki/Malaysia" title="Malaysia">Malaysia</a> yang
berbatasan langsung dengan Kalimantan wilayah Indonesia dan wilayah <a href="http://id.wikipedia.org/wiki/Brunei_Darussalam" title="Brunei
Darussalam">Brunei Darussalam</a>; di bagian selatan
dibatasi oleh <a href="http://id.wikipedia.org/wiki/Laut_Jawa" title="Laut Jawa">Laut
Jawa</a>. Bagian barat pulau Kalimantan dibatasi oleh <a href="http://id.wikipedia.org/wiki/Laut_China_Selatan" title="Laut China Selatan">Laut China Selatan</a> dan <a href="http://id.wikipedia.org/wiki/Selat_Karimata" title="Selat
Karimata">Selat
Karimata</a>; di bagian timur dipisahkan dengan pulau Sulawesi
oleh <a href="http://id.wikipedia.org/wiki/Selat_Makassar" title="Selat Makassar">Selat Makassar</a>. Di bagian tengah pulau merupakan
wilayah bergunung-gunung dan berbukit; pegunungan di Kalimantan wilayah Indonesia tidak
aktif dan tingginya dibawah 2.000 meter di atas permukaan laut; sedangkan
wilayah pantai merupakan dataran rendah, berpaya-paya dan tertutup lapisan
tanah gambut yang tebal.</div>
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Pulau Kalimantan dilintasi oleh garis <a href="http://id.wikipedia.org/wiki/Katulistiwa" title="Katulistiwa">katulistiwa</a>
sehingga membagi pulau Kalimantan atas Kalimantan belahan bumi utara dan Kalimantan belahan bumi selatan. Kesuburan tanah di pulau
Kalimantan kurang bila dibanding kesuburan
tanah di pulau Jawa dan pulau Sumatera, demikian pula kepadatan penduduknya
tergolong jarang. Pulau Kalimantan sama halnya pulau Sumatera, diliputi oleh <a href="http://id.wikipedia.org/w/index.php?title=Hutan_tropik&action=edit&redlink=1" title="Hutan tropik (halaman belum tersedia)">hutan tropik</a> yang lebat
(primer dan sekunder). Secara geologik pulau Kalimantan stabil, relatif aman
dari gempa bumi (tektonik dan vulkanik) karena tidak dilintasi oleh patahan
kerak bumi dan tidak mempunyai rangkaian gunung berapi aktif seperti halnya
pulau Sumatera, pulau Jawa dan pulau Sulawesi.
Sungai terpanjang di Indonesia,
<a href="http://id.wikipedia.org/wiki/Sungai_Kapuas" title="Sungai Kapuas">Sungai
Kapuas</a>, 1.125 kilometer, berada di pulau Kalimantan.</div>
<div class="MsoNormal" style="color: black;">
Saat ini pulau Kalimantan
secara administratif pemerintahan terbagi atas 4 provinsi yaitu:</div>
<div class="MsoNormal" style="color: black;">
<a href="http://id.wikipedia.org/wiki/Kalimantan_Barat" title="Kalimantan Barat">Kalimantan Barat</a>, <a href="http://id.wikipedia.org/wiki/Kalimantan_Tengah" title="Kalimantan
Tengah">Kalimantan Tengah</a>, <a href="http://id.wikipedia.org/wiki/Kalimantan_Selatan" title="Kalimantan
Selatan">Kalimantan Selatan</a> dan <a href="http://id.wikipedia.org/wiki/Kalimantan_Timur" title="Kalimantan
Timur">Kalimantan
Timur</a>.</div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><b><span style="font-size: 14pt;">Pulau</span></b></span><span class="mw-headline"><span style="font-size: 14pt;"> <b>Jawa</b></span></span></div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline">Pulau Jawa, merupakan pulau yang
terpadat penduduknya per kilometer persegi di Indonesia. Pulau melintang dari
Barat ke Timur, berada di belahan bumi selatan.Barisan pegunungan berapi aktif
dengan tinggi di atas 3.000 meter di atas permukaan laut berada di pulau ini,
salah satunya <a href="http://id.wikipedia.org/wiki/Gunung_Merapi" title="Gunung Merapi"><span style="text-decoration: none;">Gunung Merapi</span></a> di Jawa Tengah dan <a href="http://id.wikipedia.org/wiki/Gunung_Bromo" title="Gunung Bromo"><span style="text-decoration: none;">Gunung Bromo</span></a>
di Jawa Timur yang terkenal sangat aktif. Bagian selatan pulau berbatasan
dengan <a href="http://id.wikipedia.org/wiki/Samudera_India" title="Samudera
India"><span style="text-decoration: none;">Samudera India</span></a>, pantai terjal dan dalam,
bagian utara pulau berpantai landai dan dangkal berbatasan dengan <a href="http://id.wikipedia.org/wiki/Laut_Jawa" title="Laut Jawa"><span style="text-decoration: none;">Laut Jawa</span></a>
dan dipisahkan dengan <a href="http://id.wikipedia.org/wiki/Pulau_Madura" title="Pulau Madura"><span style="text-decoration: none;">pulau Madura</span></a> oleh <a href="http://id.wikipedia.org/wiki/Selat_Madura" title="Selat Madura"><span style="text-decoration: none;">Selat Madura</span></a>.
Di bagian barat pulau Jawa dipisahkan dengan pulau Sumatera oleh <a href="http://id.wikipedia.org/wiki/Selat_Sunda" title="Selat Sunda"><span style="text-decoration: none;">Selat Sunda</span></a>
dan di bagian timur pulau Jawa dipisahkan dengan pulau Bali oleh <a href="http://id.wikipedia.org/wiki/Selat_Bali" title="Selat
Bali"><span style="text-decoration: none;">Selat Bali</span></a>.</span>Hutan
di pulau Jawa tidak selebat hutan tropik di pulau Sumatera dan pulau Kalimantan
dan areal hutan dipulau Jawa semakin sempit oleh karena desakan jumlah populasi
di pulau Jawa yang semakin padat dan umumnya merupakan <a href="http://id.wikipedia.org/w/index.php?title=Hutan_tersier&action=edit&redlink=1" title="Hutan tersier (halaman belum tersedia)"><b>hutan tersier</b></a> dan sedikit <a href="http://id.wikipedia.org/w/index.php?title=Hutan_sekunder&action=edit&redlink=1" title="Hutan sekunder (halaman belum tersedia)"><b>hutan sekunder</b></a>. Kota-kota besar dan kota
industri di Indonesia
sebagian besar berada di pulau ini dan ibukota Republik Indonesia, Jakarta,
terletak di pulau Jawa. Secara geologik, pulau Jawa merupakan kawasan <a href="http://id.wikipedia.org/wiki/Episentrum" title="Episentrum"><b>episentrum</b></a> <a href="http://id.wikipedia.org/wiki/Gempa_bumi" title="Gempa bumi"><b>gempa bumi</b></a> karena dilintasi oleh <a href="http://id.wikipedia.org/w/index.php?title=Patahan_kerak_bumi&action=edit&redlink=1" title="Patahan kerak bumi (halaman belum tersedia)"><b>patahan kerak bumi</b></a> lanjutan patahan kerak bumi dari pulau
Sumatera, yang berada dilepas pantai selatan pulau Jawa.Saat ini pulau Jawa
secara administratif pemerintahan terbagi atas 6 provinsi yaitu: <a href="http://id.wikipedia.org/wiki/Banten" title="Banten"><b>Banten</b></a>, <a href="http://id.wikipedia.org/wiki/Daerah_Khusus_Ibukota_Jakarta" title="Daerah Khusus Ibukota Jakarta"><b>Daerah
Khusus Ibukota Jakarta</b></a>, <a href="http://id.wikipedia.org/wiki/Jawa_Barat" title="Jawa Barat"><b>Jawa Barat</b></a>, <a href="http://id.wikipedia.org/wiki/Jawa_Tengah" title="Jawa Tengah"><b>Jawa Tengah</b></a>, <a href="http://id.wikipedia.org/wiki/DIY" title="DIY"><b>Daerah Istimewa - Yogyakarta</b></a>, dan <a href="http://id.wikipedia.org/wiki/Jawa_Timur" title="Jawa Timur"><b>Jawa Timur</b></a>.</div>
<div class="MsoNormal" style="color: black;">
<br /></div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><b><span style="font-size: 14pt;">Pulau Sulawesi</span></b></span></div>
<div class="MsoNormal" style="color: black;">
Pulau Sulawesi, merupakan pulau yang terpisah dari Kepulauan
Sunda Besar bila ditilik dari kehidupan flora dan fauna oleh karena <a href="http://id.wikipedia.org/wiki/Garis_Wallace" title="Garis Wallace">garis
Wallace</a> berada di sepanjang <a href="http://id.wikipedia.org/wiki/Selat_Makassar" title="Selat
Makassar">Selat
Makassar</a>, yang memisahkan pulau Sulawesi
dari kelompok Kepulauan Sunda Besar di zaman es. Pulau Sulawesi merupakan
gabungan dari 4 <a href="http://id.wikipedia.org/wiki/Jazirah" title="Jazirah">jazirah</a>
yang memanjang, dengan barisan pegunungan berapi aktif memenuhi lengan jazirah,
yang beberapa di antaranya mencapai ketinggian di atas 3.000 meter di atas
permukaan laut; tanah subur, ditutupi oleh <a href="http://id.wikipedia.org/w/index.php?title=Hutan_tropik&action=edit&redlink=1" title="Hutan tropik (halaman belum tersedia)">hutan tropik</a> lebat (primer
dan sekunder).<span style="font-size: 14pt;"></span></div>
<div style="color: black; text-align: justify;">
Sulawesi dilintasi garis <a href="http://id.wikipedia.org/wiki/Katulistiwa" title="Katulistiwa">katulistiwa</a>
di bagian seperempat utara pulau sehingga sebagian besar wilayah pulau Sulawesi berada di belahan bumi selatan. Di bagian utara,
Sulawesi dipisahkan dengan pulau <a href="http://id.wikipedia.org/wiki/Mindanao" title="Mindanao">Mindanao</a> - <a href="http://id.wikipedia.org/wiki/Filipina" title="Filipina">Filipina</a> oleh <a href="http://id.wikipedia.org/wiki/Laut_Sulawesi" title="Laut
Sulawesi">Laut
Sulawesi</a> dan di bagian selatan pulau dibatasi oleh <a href="http://id.wikipedia.org/wiki/Laut_Flores" title="Laut Flores">Laut Flores</a>.
Di bagian barat pulau Sulawesi dipisahkan dengan pulau Kalimantan
oleh <a href="http://id.wikipedia.org/wiki/Selat_Makassar" title="Selat Makassar">Selat Makassar</a>, suatu selat dengan kedalaman laut
yang sangat dalam dan arus bawah laut yang kuat. Di bagian timur, pulau Sulawesi dipisahkan dengan wilayah geografis Kepulauan
Maluku dan Irian oleh <a href="http://id.wikipedia.org/wiki/Laut_Banda" title="Laut
Banda">Laut Banda</a>.</div>
<div class="MsoNormal" style="color: black;">
Pulau Sulawesi merupakan habitat banyak satwa langka dan
satwa khas Sulawesi; di antaranya <a href="http://id.wikipedia.org/wiki/Anoa" title="Anoa">Anoa</a>, <a href="http://id.wikipedia.org/w/index.php?title=Babi_Rusa&action=edit&redlink=1" title="Babi Rusa (halaman belum tersedia)">Babi Rusa</a>, <a href="http://id.wikipedia.org/w/index.php?title=Kera_Tarsius&action=edit&redlink=1" title="Kera Tarsius (halaman belum tersedia)">kera Tarsius</a>. Secara geologik
pulau Sulawesi sangat labil secara karena dilintasi patahan kerak bumi lempeng
Pasifik dan merupakan titik tumbukan antara Lempeng Asia, Lempeng Australia dan
Lempeng Pasifik.</div>
<div class="MsoNormal" style="color: black;">
Saat ini pulau Sulawesi
secara administratif pemerintahan terbagi atas 6 provinsi yaitu:</div>
<div class="MsoNormal" style="color: black;">
<a href="http://id.wikipedia.org/wiki/Sulawesi_Selatan" title="Sulawesi Selatan">Sulawesi Selatan</a>, <a href="http://id.wikipedia.org/wiki/Sulawesi_Barat" title="Sulawesi
Barat">Sulawesi
Barat</a>, <a href="http://id.wikipedia.org/wiki/Sulawesi_Tengah" title="Sulawesi
Tengah">Sulawesi Tengah</a>, <a href="http://id.wikipedia.org/wiki/Sulawesi_Tenggara" title="Sulawesi
Tenggara">Sulawesi Tenggara</a>, <a href="http://id.wikipedia.org/wiki/Gorontalo" title="Gorontalo">Gorontalo</a> dan
<a href="http://id.wikipedia.org/wiki/Sulawesi_Utara" title="Sulawesi Utara">Sulawesi
Utara</a>.</div>
<div class="MsoNormal" style="color: black;">
<br /></div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><b><span style="font-size: 14pt;">Kepulauan Sunda Kecil</span></b></span></div>
<div class="MsoNormal" style="color: black;">
Kepulauan Sunda Kecil merupakan gugusan pulau-pulau lebih
kecil membujur di selatan katulistiwa dari pulau <a href="http://id.wikipedia.org/wiki/Bali" title="Bali">Bali</a> di bagian batas
ujung barat <a href="http://id.wikipedia.org/wiki/Kepulauan_Sunda_Kecil" title="Kepulauan Sunda Kecil">Kepulauan Sunda Kecil</a>, berturut-turut ke
timur adalah, pulau <a href="http://id.wikipedia.org/wiki/Lombok" title="Lombok">Lombok</a>,
pulau <a href="http://id.wikipedia.org/wiki/Sumbawa" title="Sumbawa">Sumbawa</a>,
pulau <a href="http://id.wikipedia.org/wiki/Flores" title="Flores">Flores</a>,
pulau <a href="http://id.wikipedia.org/w/index.php?title=Solor&action=edit&redlink=1" title="Solor (halaman belum tersedia)">Solor</a>, pulau <a href="http://id.wikipedia.org/wiki/Alor" title="Alor">Alor</a>; dan sedikit ke
arah selatan yaitu pulau <a href="http://id.wikipedia.org/wiki/Sumba" title="Sumba">Sumba</a>, pulau <a href="http://id.wikipedia.org/wiki/Timor" title="Timor">Timor</a> dan pulau <a href="http://id.wikipedia.org/w/index.php?title=Sawu&action=edit&redlink=1" title="Sawu (halaman belum tersedia)">Sawu</a> yang merupakan titik terselatan
gugusan Kepulauan Sunda Kecil.</div>
<div class="MsoNormal" style="color: black;">
Kepulauan Sunda Kecil merupakan barisan gunung berapi aktif
dengan tinggi sekitar 2.000 sampai 3.700 meter di atas permukaan laut.
Diantaranya yang terkenal adalah <a href="http://id.wikipedia.org/wiki/Gunung_Agung" title="Gunung Agung">Gunung
Agung</a> di Bali, <a href="http://id.wikipedia.org/wiki/Gunung_Rinjani" title="Gunung
Rinjani">Gunung Rinjani</a> di Lombok, <a href="http://id.wikipedia.org/wiki/Gunung_Tambora" title="Gunung
Tambora">Gunung
Tambora</a> di Sumbawa dan <a href="http://id.wikipedia.org/wiki/Gunung_Lewotobi" title="Gunung
Lewotobi">Gunung
Lewotobi</a> di Flores. Kesuburan tanah di Kepulauan Sunda Kecil sangat
bervariasi dari sangat subur di <a href="http://id.wikipedia.org/wiki/Pulau_Bali" title="Pulau Bali">Pulau Bali</a>
hingga kering tandus di <a href="http://id.wikipedia.org/wiki/Pulau_Timor" title="Pulau Timor">Pulau Timor</a>. Di bagian utara gugus kepulauan dibatasi
oleh <a href="http://id.wikipedia.org/wiki/Laut_Flores" title="Laut Flores">Laut
Flores</a> dan <a href="http://id.wikipedia.org/wiki/Laut_Banda" title="Laut Banda">Laut Banda</a> dan di selatan gugus kepulauan ini dibatasi
oleh <a href="http://id.wikipedia.org/wiki/Samudera_Hindia" title="Samudera Hindia">Samudera Hindia</a>. Di bagian barat Kepulauan Sunda
Kecil dipisahkan dengan pulau Jawa oleh <a href="http://id.wikipedia.org/wiki/Selat_Bali" title="Selat Bali">Selat Bali</a>
dan di bagian timur, berbatasan dengan Kepulauan Maluku dan Irian (dipisahkan
oleh <a href="http://id.wikipedia.org/wiki/Laut_Banda" title="Laut Banda">Laut
Banda</a>) dan dengan <a href="http://id.wikipedia.org/wiki/Timor_Leste" title="Timor Leste">Timor Leste</a> berbatasan darat di pulau Timor.<span style="font-size: 14pt;"></span></div>
<div class="MsoNormal" style="color: black;">
Berdasarkan kehidupan flora dan fauna maka sebenarnya pulau
Bali masih termasuk Kepulauan Sunda Besar karena garis Wallace dari Selat
Makassar di utara melintasi <a href="http://id.wikipedia.org/wiki/Selat_Lombok" title="Selat Lombok">Selat Lombok</a> ke selatan, memisahkan pulau Bali dengan
gugusan Kepulauan Sunda Kecil lainnya di zaman es.</div>
<div class="MsoNormal" style="color: black;">
Hutan di Kepulauan Sunda Kecil sangat sedikit, bahkan
semakin ke timur gugus pulau maka hutan telah berganti dengan <a href="http://id.wikipedia.org/wiki/Sabana" title="Sabana">sabana</a>; demikian
juga kepadatan populasi di Kepulauan Sunda kecil sangat bervariasi, dari sangat
padat di pulau Bali dan semakin ke timur gugus pulau maka kepadatan penduduk
semakin jarang. Secara geologik, kawasan Sunda Kecil juga termasuk labil karena
dilintasi oleh <a href="http://id.wikipedia.org/w/index.php?title=Patahan_kerak_bumi&action=edit&redlink=1" title="Patahan kerak bumi (halaman belum tersedia)">patahan kerak bumi</a> di
selatan gugusan Kepulauan Sunda Kecil yang merupakan lanjutan patahan kerak
bumi diselatan pulau Jawa. <a href="http://id.wikipedia.org/wiki/Komodo" title="Komodo">Komodo</a>, reptilia terbesar di dunia terdapat di pulau Komodo,
salah satu pulau di kepulauan Sunda kecil. <a href="http://id.wikipedia.org/w/index.php?title=Danau_Tiga_Warna&action=edit&redlink=1" title="Danau Tiga Warna (halaman belum tersedia)">Danau Tiga Warna</a>,
merupakan kawasan yang sangat unik juga terdapat di Kepulauan Sunda Kecil,
yaitu di <a href="http://id.wikipedia.org/wiki/Pulau_Flores" title="Pulau Flores">Pulau Flores</a>.</div>
<div class="MsoNormal" style="color: black;">
Saat ini secara administratif pemerintahan Kepulauan Sunda
kecil dibagi atas 3 provinsi yaitu: *<a href="http://id.wikipedia.org/wiki/Bali" title="Bali">Bali</a>, <a href="http://id.wikipedia.org/wiki/Nusa_Tenggara_Barat" title="Nusa
Tenggara Barat">Nusa Tenggara Barat</a> dan <a href="http://id.wikipedia.org/wiki/Nusa_Tenggara_Timur" title="Nusa
Tenggara Timur">Nusa Tenggara Timur</a>.</div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><b><span style="font-size: 14pt;">Kepulauan Maluku dan Irian</span></b></span></div>
<div class="MsoNormal" style="color: black;">
Kepulauan Maluku dan Irian, terdiri dari 1 pulau besar yaitu
<a href="http://id.wikipedia.org/wiki/Pulau_Irian" title="Pulau Irian"><b>pulau Irian</b></a> dan beberapa pulau
sedang seperti <a href="http://id.wikipedia.org/wiki/Pulau_Halmahera" title="Pulau
Halmahera"><b>pulau
Halmahera</b></a>, <a href="http://id.wikipedia.org/wiki/Pulau_Seram" title="Pulau Seram"><b>pulau Seram</b></a>,
<a href="http://id.wikipedia.org/wiki/Pulau_Buru" title="Pulau Buru"><b>pulau Buru</b></a> dan <a href="http://id.wikipedia.org/w/index.php?title=Kepulauan_Kei&action=edit&redlink=1" title="Kepulauan Kei (halaman belum tersedia)"><b>Kepulauan Kei</b></a> dan <a href="http://id.wikipedia.org/w/index.php?title=Tanimbar&action=edit&redlink=1" title="Tanimbar (halaman belum tersedia)"><b>Tanimbar</b></a>
serta ribuan pulau-pulau kecil lainnya baik berpenghuni maupun tidak. <a href="http://id.wikipedia.org/wiki/Garis_Weber" title="Garis Weber"><b>Garis Weber</b></a> memisahkan kawasan ini
atas dua bagian yaitu Irian dan <a href="http://id.wikipedia.org/wiki/Australia" title="Australia"><b>Australia</b></a> dengan
<a href="http://id.wikipedia.org/wiki/Kepulauan_Maluku" title="Kepulauan
Maluku"><b>kepulauan
Maluku</b></a> sehingga di kepulauan Maluku, flora dan fauna peralihan
sedangkan di <a href="http://id.wikipedia.org/wiki/Irian" title="Irian"><b>Irian</b></a>, flora dan fauna Australia.<span style="font-size: 14pt;"></span></div>
<div class="MsoNormal" style="color: black;">
Sebagian besar kawasan ini tertutup <a href="http://id.wikipedia.org/w/index.php?title=Hutan_tropik_primer&action=edit&redlink=1" title="Hutan tropik primer (halaman belum tersedia)">hutan tropik primer</a>
dan sekunder yang lebat, kecuali di kepulauan Tanimbar dan Aru merupakan semak
dan <a href="http://id.wikipedia.org/wiki/Sabana" title="Sabana">sabana</a>.
Gunung berapi yang tertinggi di kepulauan Maluku adalah <a href="http://id.wikipedia.org/w/index.php?title=Gunung_Binaiya&action=edit&redlink=1" title="Gunung Binaiya (halaman belum tersedia)">Gunung Binaiya</a>, setinggi
3.039 meter; sedangkan di pulau Irian pegunungan berapi aktif memlintang dari
barat ke timur pulau, gunung yang tertinggi adalah <a href="http://id.wikipedia.org/wiki/Puncak_Jaya" title="Puncak
Jaya">Puncak
Jaya</a> setinggi 5.030 meter di atas permukaan laut.</div>
<div class="MsoNormal" style="color: black;">
Pulau Irian juga merupakan pulau dengan kepadatan penduduk
yang paling jarang di Indonesia,
yaitu sekitar 2 orang per kilometer persegi. Secara geologik, kawasan Maluku
dan Irian juga termasuk sangat labil karena merupakan titik pertemuan tumbukan
ketiga lempeng kerak bumi, Lempeng Asia, Lempeng Australia dan Lempeng Pasifik. <a href="http://id.wikipedia.org/w/index.php?title=Palung_laut&action=edit&redlink=1" title="Palung laut (halaman belum tersedia)">Palung laut</a> terdalam di Indonesia
terdapat di kawasan ini, yaitu <a href="http://id.wikipedia.org/w/index.php?title=Palung_Laut_Banda&action=edit&redlink=1" title="Palung Laut Banda (halaman belum tersedia)">Palung Laut Banda</a>,
kedalaman sekitar 6.500 meter dibawah permukaan laut.</div>
<div class="MsoNormal" style="color: black;">
Saat ini secara administratif pemerintahan Kepulauan Maluku
dan Irian dibagi atas:</div>
<div class="MsoNormal" style="color: black;">
<a href="http://id.wikipedia.org/wiki/Maluku_Utara" title="Maluku
Utara">Maluku Utara</a>, <a href="http://id.wikipedia.org/wiki/Maluku" title="Maluku">Maluku</a>, <a href="http://id.wikipedia.org/wiki/Papua_Barat" title="Papua Barat">Papua Barat</a>
dan <a href="http://id.wikipedia.org/wiki/Irian_Jaya" title="Irian Jaya">Irian
Jaya</a></div>
<div class="MsoNormal" style="color: black;">
<br /></div>
<div class="MsoNormal" style="color: black;">
<span class="mw-headline"><span style="font-size: 14pt;">Iklim</span></span></div>
<div class="MsoNormal" style="color: black;">
Indonesia
mempunyai <a href="http://id.wikipedia.org/w/index.php?title=Iklim_tropik_basah&action=edit&redlink=1" title="Iklim tropik basah (halaman belum tersedia)">iklim tropik basah</a> yang
dipengaruhi oleh <a href="http://id.wikipedia.org/wiki/Angin_monsun" title="Angin monsun">angin monsun</a> barat dan monsun timur. Dari bulan
November hingga Mei, angin bertiup dari arah Utara Barat Laut membawa banyak
uap air dan hujan di kawasan Indonesia; dari Juni hingga Oktober angin bertiup
dari Selatan Tenggara kering, membawa sedikit uap air. Suhu udara di dataran
rendah Indonesia
berkisar antara 23 derajat Celsius sampai 28 derajat Celsius sepanjang tahun.</div>
<div class="MsoNormal" style="color: black;">
Namun suhu juga sangat bevariasi; dari rata-rata mendekati
40 derajat Celsius pada musim kemarau di <a href="http://id.wikipedia.org/w/index.php?title=Lembah_Palu&action=edit&redlink=1" title="Lembah Palu (halaman belum tersedia)">lembah Palu</a> - Sulawesi dan di
pulau Timor sampai di bawah 0 derajat Celsius
di <a href="http://id.wikipedia.org/wiki/Pegunungan_Jayawijaya" title="Pegunungan Jayawijaya">Pegunungan Jayawijaya</a> - Irian. Terdapat salju
abadi di puncak-puncak pegunungan di Irian: Puncak Trikora (Mt. Wilhelmina
- 4730 m) dan Puncak Jaya (Mt.
Carstenz, 5030 m).</div>
<div class="MsoNormal" style="color: black;">
Ada 2 musim di Indonesia
yaitu <a href="http://id.wikipedia.org/wiki/Musim_hujan" title="Musim hujan">musim
hujan</a> dan <a href="http://id.wikipedia.org/wiki/Musim_kemarau" title="Musim kemarau">musim kemarau</a>, pada beberapa tempat dikenal <a href="http://id.wikipedia.org/wiki/Pancaroba" title="Pancaroba">musim pancaroba</a>,
yaitu musim di antara perubahan kedua musim tersebut.</div>
<div class="MsoNormal" style="color: black;">
Curah hujan di Indonesia rata-rata 1.600 milimeter setahun,
namun juga sangat bervariasi; dari lebih dari 7000 milimeter setahun sampai
sekitar 500 milimeter setahun di daerah Palu dan Timor. Daerah yang curah
hujannya rata-rata tinggi sepanjang tahun adalah Aceh, Sumatera Barat, Sumatera
Utara, Riau, Jambi, Bengkulu, sebagian Jawa barat, Kalimantan Barat, Sulawesi
Utara, Maluku Utara dan <a href="http://id.wikipedia.org/w/index.php?title=Delta_Mamberamo&action=edit&redlink=1" title="Delta Mamberamo (halaman belum tersedia)">delta Mamberamo</a> di Irian.<span style="font-size: 14pt;"></span></div>
<div style="color: black;">
Setiap 3 sampai 5 tahun sekali sering terjadi <a href="http://id.wikipedia.org/w/index.php?title=El-Nino&action=edit&redlink=1" title="El-Nino (halaman belum tersedia)">El-Nino</a> yaitu gejala penyimpangan
cuaca yang menyebabkan musim kering yang panjang dan musim hujan yang singkat.
Setelah El Nino biasanya diikuti oleh La Nina yang berakibat musim hujan yang
lebat dan lebih panjang dari biasanya. Kekuatan El Nino berbeda-beda tergantung
dari berbagai macam faktor, antara lain indeks Osilasi selatan atau <a href="http://id.wikipedia.org/w/index.php?title=Southern_Oscillation&action=edit&redlink=1" title="Southern Oscillation (halaman belum tersedia)">Southern Oscillation</a>.<br />
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<a href="http://geoenviron.blogspot.com/2011/12/anomali-cuaca-di-khatulistiwa-indonesia.html"><b><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 13.5pt;">Anomali cuaca di
Khatulistiwa (Indonesia) (Gusti Putri K.) </span></b></a><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt;"><o:p></o:p></span></b></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Dalam kondisi normal, pemanasan matahari di perairan
tropis akan menghasilkan uap air yang kemudian oleh sistem cuaca global berupa
sirkulasi kolom udara Sirkulasi Hadley akan terdistribusi ke wilayah subtropis
pada kawasan antara 30 dan 60 derajat Lintang Utara dan Selatan. Oleh Sirkulasi
Ferrel selanjutnya diteruskan ke kawasan kutub masuk ke sirkulasi polar.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Mengikuti garis edar matahari itu yang bergerak naik
turun ke utara-selatan khatulistiwa, terjadi ”sabuk hujan”. Pada Desember di
belahan bumi utara mengalami musim dingin. Sedangkan Juni berlangsung musim
panas. Kondisi sebaliknya terjadi di belahan bumi selatan.</span></b><a href="http://www.blogger.com/blogger.g?blogID=4226829512766313534" name="more"></a><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">BMKG menyebutkan, tekanan udara di belahan bumi
selatan lebih rendah dibandingkan di belahan bumi utara. Potensi tekanan rendah
diperkirakan terjadi di barat Australia. Dan, pada akhir periode tekanan rendah
akan muncul di Samudra Hindia sebelah selatan Jawa.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Angin di atas wilayah Indonesia sebelah utara
khatulistiwa umumnya dari arah utara-timur. Sedangkan di selatan khatulistiwa
dari arah barat daya-barat laut, kecepatan angin 5-45 km per jam. Hujan terjadi
di sebagian besar Indonesia dan potensi hujan lebat dapat terjadi di Indonesia
sebelah selatan khatulistiwa.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Sabuk awan</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Kondisi memanasnya suhu laut ternyata tak hanya
terjadi di wilayah Indonesia, tetapi juga di khatulistiwa di belahan bumi lain
sehingga terbentuk sabuk awan di sepanjang khatulistiwa. Kondisi ini
mengakibatkan penjalaran gelombang Rossby yang beredar di subtropis—berdampak
pada hujan salju ekstrem tertarik ke kawasan selatan. Hal inilah yang
menyebabkan entakan udara dingin atau </span></b><b><i><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">cold surge</span></i></b><b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">hingga menimbulkan hujan
lebat di Pakistan dan selatan China.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Kondisi serupa berpotensi terjadi di Indonesia jika
gelombang Rossby di Siberia tertahan oleh masa udara dari Pasifik, hingga
mengarah ke selatan. Sejak November 2006 hingga 2007, BMKG memantau
terjadinya </span></b><b><i><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">cold surge</span></i></b><b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;"> dari
Siberia.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Cuaca ekstrem di luar kawasan khatulistiwa seperti di
Australia, Amerika Serikat, Inggris, dan daratan Eropa, merupakan dampak dari
penyimpangan cuaca di wilayah Nusantara yang merupakan ’mesin cuaca dunia’,”
kata Edvin Aldrian, Kepala Pusat Perubahan Iklim dan Kualitas Udara Badan
Meteorologi, Klimatologi, dan Geofisika.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Peran perairan Nusantara, antara lain, dalam
pendistribusian uap air sehingga memengaruhi cuaca di Asia dan Australia serta
kawasan di sekitar Samudra Pasifik dan Hindia. Badan Pemantau Atmosfer dan
Kelautan Amerika Serikat (NOAA) bahkan menyebut tahun ini sebagai tahun
terpanas pada abad ini.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Faktor pemanasan laut</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Memanasnya suhu muka laut dan tidak terjadinya musim
kemarau pada tahun ini merupakan kondisi penyimpangan yang tergolong paling
ekstrem pada data pemantauan cuaca yang pernah dilakukan di Indonesia.
Pemantauan kondisi kelautan dan cuaca di Indonesia yang dilakukan Badan
Meteorologi, Klimatologi, dan Geofisika (BMKG) menunjukkan memanasnya suhu muka
laut yang luas di wilayah perairan Indonesia telah terlihat sejak Juli tahun
2009 dan bertahan hingga kini.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Menghangatnya suhu muka laut di perairan Indonesia
mulai terpantau pertengahan tahun lalu, meski ketika itu terjadi El Nino dalam
skala moderat. ”Ketika anomali cuaca ini muncul, suhu muka laut di timur
Indonesia biasanya mendingin. Namun yang terjadi sebaliknya,” ujar Edvin, yang
sebelumnya adalah peneliti cuaca di Badan Pengkajian dan Penerapan Teknologi
(BPPT).</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Suhu permukaan laut di atas normal ini berlangsung hingga
masuk periode musim kemarau tahun ini. Suhu laut yang hangat pada Mei lalu
ditunjang oleh munculnya fenomena La Nina di Samudra Pasifik yang diikuti
terjadinya Dipole Mode di Samudra Hindia. Kedua fenomena ini mengakibatkan
suplai massa udara dari dua samudra itu ke wilayah Indonesia. Berdasarkan data
curah hujan yang tinggi sepanjang periode kemarau tahun ini, tidak tampak pola
musim kemarau.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Menghangatnya perairan Indonesia akan menyebabkan
terbentuknya uap air, lalu menjadi awan dan guyuran hujan di wilayah Nusantara.
Apabila berlangsung lama, fenomena ini akan berpengaruh pada kawasan sekitar
Indonesia hingga ke lingkup global. Kondisi suhu laut yang hangat, menimbulkan
tekanan udara rendah di wilayah Indonesia, hal ini juga menyebabkan massa udara
dari subtropis yang bertekanan tinggi masuk ke wilayah tropis yang bertekanan
rendah.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Penyimpangan cuaca yang telah berlangsung hampir
setahun ini telah berdampak luas ke daerah di luar khatulistiwa Indonesia,
berupa kurangnya hujan di daratan Asia Tenggara, seperti Vietnam dan Thailand,
serta menimbulkan suhu dingin yang ekstrem di kawasan subtropis.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Perubahan iklim</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Tingginya suhu muka laut yang mengakibatkan musim
hujan berkepanjangan—tanpa kemarau—di Indonesia pada tahun ini diperkirakan
merupakan dampak dari pemanasan global—yaitu fenomena meningkatnya suhu bumi
disebabkan akumulasi gas rumah kaca di atmosfer yang bersifat menahan energi
panas matahari di permukaan bumi.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Berbagai dampak negatif pun muncul, seperti melelehnya
es di kutub, merebaknya penyakit parasit, dan meningkatkan keasaman air laut.
Perubahan iklim ini ditandai dengan perubahan pola curah hujan, terjadinya
cuaca ekstrem berupa munculnya gelombang udara panas, peningkatan frekuensi
hujan lebat hingga menimbulkan banjir di satu tempat dan kekeringan di tempat
lain.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Pola turunnya hujan juga tidak merata di seluruh
daerah. Akibat pemanasan global, hujan akan banyak terjadi di wilayah dekat
garis ekuator. Menurut penelitian BMKG bekerja sama dengan Badan Meteorologi
Jepang, 15 tahun lagi Jawa akan kurang hujan, urai Sri Woro yang juga Kepala
WMO (World Meteorological Organization) Regional V.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Pemanasan global</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Penyimpangan cuaca hingga iklim yang terlihat kian
nyata ini merupakan dampak dari pemanasan global akibat pelepasan gas-gas rumah
kaca ke atmosfer yang telah berlangsung semakin intensif sejak setengah abad
terakhir.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Kondisi ini telah mengakibatkan akumulasi energi di
atmosfer dan mengganggu arus udara di atmosfer pada ketinggian 900 meter hingga
4.500 meter. Akumulasi energi di atmosfer yang di atas normal menyebabkan daya
tarik siklon tropis di sekitar wilayah khatulistiwa (di perairan selatan
Filipina dan utara Australia) lebih kuat dan jauh, sehingga mengakibatkan badai
yang terbentuk berekor lebih panjang.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Gelombang Rossby</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Pemanasan suhu laut yang berlangsung lama di Indonesia
hingga kini belum diketahui penyebabnya. Namun, diyakini telah berpengaruh bagi
cuaca global, yaitu suhu dingin yang ekstrem di wilayah subtropis dan lintang
tinggi.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Sementara itu, pakar astrofisika dan astronomi dari
Lembaga Penerbangan dan Antariksa Nasional (Lapan), Thomas Djamaluddin,
berpendapat, kondisi cuaca itu menurut studi pendahuluan yang dilakukannya
merupakan indikasi dari pengaruh Matahari yang minimum, yang nyaris tidak
menunjukkan adanya bintik Matahari atau </span></b><b><i><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">sun spot</span></i></b><b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;"> dalam beberapa
tahun terakhir.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Pendinginan ekstrem yang menjalar di kawasan subtropis
dan lintang tinggi, kata Edvin Aldrian (Kepala Pusat Perubahan Iklim dan
Kualitas Udara Badan Meteorologi, Klimatologi, dan Geofisika), merupakan
gangguan cuaca yang disebut Gelombang Rossby, yang terus bergerak dalam periode
10 hingga 15 hari. Polanya hampir mirip dengan Madden Julian Oscillation (MJO)
di kawasan tropis, termasuk Indonesia, tetapi periode MJO berlangsung 50
harian.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Melihat pola pergerakan Gelombang Rossby, yaitu mulai
dari Chicago, New York, London, dan kini telah sampai daratan Eropa Barat,
serta menimbulkan dampak suhu yang sangat dingin, diperkirakan gelombang ini
akan terus bergerak ke Siberia, Rusia, dan dapat menimbulkan hujan salju yang
ekstrem.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">"Apabila Siberia mengalami cuaca buruk atau </span></b><b><i><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">blocking</span></i></b><b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">, ada kemungkinan akan
muncul entakan udara yang membawa uap air dalam jumlah besar, lalu menjalar ke
selatan hingga ke wilayah Indonesia," paparnya. “Daerah yang dilewati
seperti Guangzhou dan Hongkong akan mengalami penurunan tekanan udara yang
drastis seperti kejadian tahun 2005 dan 2007”.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Langkah antisipatif</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt;">Pemanasan global atau perubahan iklim lebih lanjut
akan mengacaukan pola tanam dan meningkatkan pertumbuhan hama tanaman hingga
menggagalkan panen. Selain petani, para nelayan pun akan terpukul akibat
gangguan cuaca itu. Mereka tidak dapat melaut karena gelombang laut yang
tinggi.</span></b><span style="font-size: 10pt;"><o:p></o:p></span></div>
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<b><span style="font-family: "Trebuchet MS","sans-serif"; font-size: 10pt; line-height: 115%;">Untuk
mendukung komitmen pemerintah dalam menurunkan emisi karbon dioksida (CO) sebesar
26 persen pada tahun 2020, BMKG mengusulkan penambahan dua Stasiun GAW (Global
Atmosphere Watch) di Sulawesi Tengah dan Papua untuk meningkatkan observasi CO
di Indonesia. Ini memerlukan dukungan seluruh sumber daya yang ada, seperti
anggaran, kemauan politis pemerintah, dan kemampuan sumber daya manusia</span></b><br />
</div>WARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0tag:blogger.com,1999:blog-4226829512766313534.post-58590172301145098012012-01-20T23:59:00.000-08:002012-02-11T19:53:23.656-08:00Welcome(by:Talitha Vivian A.)Selamat Datang di Blog kami<br />
Blog ini menyadiakan informasi menarik yang pantas untuk dikunjungi<br />
untuk menambah wawasan pengetahuan ......<br />
Dijamin bisa nambah wawasan ....<br />
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<br />
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Makacihh dah ngunjungin Blog kami nie...dahhhWARGIFhttp://www.blogger.com/profile/00431008558636857247noreply@blogger.com0