tag:blogger.com,1999:blog-75217389028593457402024-03-04T20:09:31.454-08:00Kaya kie lahkaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-7521738902859345740.post-4098784851788529152015-02-12T20:13:00.008-08:002015-02-18T20:50:14.296-08:00Pesona Curug Cipendok<div class="MsoBodyTextIndent3" style="line-height: 150%; margin-left: 54pt; text-align: justify; text-indent: 18pt;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwUewGQKTSwNlN4S4JplCmrZTJTJd7kv3vKwP89kmEOPKahbaI4BffjXFheSzhqPxxH9nzaPFMbHwqIcVeUQj3qRCQAQTdgNBqFhtBkSusT83mG2bA_ag6SywgZwt8_DqzqJozhILxCpE/s1600/2014-04-15+11.52.27.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwUewGQKTSwNlN4S4JplCmrZTJTJd7kv3vKwP89kmEOPKahbaI4BffjXFheSzhqPxxH9nzaPFMbHwqIcVeUQj3qRCQAQTdgNBqFhtBkSusT83mG2bA_ag6SywgZwt8_DqzqJozhILxCpE/s1600/2014-04-15+11.52.27.jpg" height="240" width="320" /></a><br />
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<span style="line-height: 150%; text-indent: 18pt;">Curug atau air terjun yang berada di Desa Karang Tengah,
Kecamatan Cilongok , Kabupaten Banyumas ini berada di barat daya sekitar 25 km
dari purwokerto, dan berada sekitar 8 km dari jalan raya Purwokerto-Ajibarang.
Curug ini mempunyai ketinggian 90 meter dengan kedalaman 20 meter, dari area
parkir menuju curug harus jalan kaki
sekitar 1km melalui nak turun anak tangga. Curug cipendok ini merupakan bagian
dari kawasan alam lereng gunung slamet. Wisata curug cipendok dikelola oleh KBM
WBL WIL II Perum Perhutani Unit 1 Jawa Tengah, dengan luas 47 hektar. Wisata
ini harga tiket masuk sebesar</span></div>
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7000 per orang.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2La_s4dDLJ20oK2-sgs_AtbGZ2U0s9C1YTWN4JG1mD09Zv-r_sExM4kf8X63AWJIfjQiyshXnomfg5RKTvZgYc7y7bWS3ukvDKeigMqwpIU3Rs4vBWHvH9GyrB2VzJ7dkYVlNclFJdwk/s1600/2014-04-15+12.09.54.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2La_s4dDLJ20oK2-sgs_AtbGZ2U0s9C1YTWN4JG1mD09Zv-r_sExM4kf8X63AWJIfjQiyshXnomfg5RKTvZgYc7y7bWS3ukvDKeigMqwpIU3Rs4vBWHvH9GyrB2VzJ7dkYVlNclFJdwk/s1600/2014-04-15+12.09.54.jpg" height="300" width="400" /></a></div>
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<i>gambar : </i></div>
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<i>Tempat bermain anak</i></div>
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<span style="background: white; line-height: 150%; mso-bidi-font-size: 12.0pt;">Keindahan alam Curug Cipendok baru dilirik pemerintah Kabupaten
Banyumas pada tahun<span class="apple-converted-space"> </span></span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">1984<span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">dan pembukaannya secara resmi sebagai obyek wisata
baru dilaksanakan pada tanggal</span></span> 27 Februari<span class="apple-converted-space"><span style="background: white; line-height: 150%; mso-bidi-font-size: 12.0pt;"> </span></span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">1987<span class="apple-converted-space"><span style="background: white;"> </span></span><span style="background: white;">setelah
membangun sarana <i>ala</i> kadarnya,
seperti tempat peristirahan dan mushola. Usaha-usaha peningkatan pelayanan juga
masih terus dilakukan. Hal ini terbukti dengan berbagai langkah yang diambil
pemerintah dalam usaha mempromosikan lewat peta pariwisata<span class="apple-converted-space"> </span></span></span>Banyumas<span style="background: white; line-height: 150%; mso-bidi-font-size: 12.0pt;"> dan
pengadaan sarana demi saran untuk dapat menunjang kenyamanan pengunjung. Seperti
terlihat dari pembangunan tempat bermain anak, pementasan hiburan, perbaikan
jalan, penambahan obyek wisata yaitu Telaga Pucung yang berada sekitar 500
meter arah barat dari lokasi Curug, dll.</span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"><o:p></o:p></span></div>
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<span style="background: white; line-height: 150%; mso-bidi-font-size: 12.0pt;"><i>gambar :</i></span></div>
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<span style="background: white; line-height: 150%; mso-bidi-font-size: 12.0pt;"><i>tempat jajanan dan gazebo</i></span></div>
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Curug cipendok merupakan tempat wisata alam, wisata ini
mengunggulkan 4 aspek yaitu <o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKuKjGz97uUHblLtX5aA8WJ_C6FiadF6uuEqs3lANV0HQFAOdBegzq8ZrBp6MjIfTVhJF_eiGbTpOHcofSJWBWsla7PoGPRez50L2z9s0jvQHWQIEHEAWxiUJlVnkKr0lv9_6gj3AF2sA/s1600/2014-04-15+12.29.33.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKuKjGz97uUHblLtX5aA8WJ_C6FiadF6uuEqs3lANV0HQFAOdBegzq8ZrBp6MjIfTVhJF_eiGbTpOHcofSJWBWsla7PoGPRez50L2z9s0jvQHWQIEHEAWxiUJlVnkKr0lv9_6gj3AF2sA/s1600/2014-04-15+12.29.33.jpg" height="400" width="300" /></a></div>
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<!--[if !supportLists]-->1.<span style="font-size: 7pt; line-height: normal;">
</span><!--[endif]-->Konservasi (70%)<o:p></o:p></div>
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<!--[if !supportLists]-->2.<span style="font-size: 7pt; line-height: normal;">
</span><!--[endif]-->Pemberdayaan masyarakat<o:p></o:p></div>
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<!--[if !supportLists]-->3.<span style="font-size: 7pt; line-height: normal;">
</span><!--[endif]-->Edukasi dan budaya<o:p></o:p></div>
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<!--[if !supportLists]-->4.<span style="font-size: 7pt; line-height: normal;">
</span><!--[endif]-->Bisnis plan <i>eco
tourism</i><o:p></o:p></div>
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Yang artinya di wisata curug cipendok ini masih
mempertahankan ke asrian hutan alam yang tersedia, dan sebagai tempat
persediaan air didaerah sekitar. Dalam aspek pemberdayaan masyarakat pengelola
wisata menyadiakan tempat untuk masyarakat sekitar memperdagangkan dagangannya
diarea wisata. Untuk aspek edukasi budaya di tempat ini terdapat flora dan
fauna yang masih terjaga dapat dijadikan tempat pembelajaran bagi anak-anak
serta pada liburan biasa diadakan kesenian daerah Banyumas sebagai penghibur
pengunjung. Pengunjung wisata curug cipendok ini dalam 1 tahun mencapai 55.000
pengunjung<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">.</span></div>
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<i>gambar :</i></div>
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<i>tempat penginapan disekitar objek wisata</i></div>
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<i><br /></i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio_DHz0O5dpLKBxaPNy1GrKbBb8SOYCbjz0q5phuH4S2VBwOBU5xzaXzcsYy0-kuBLkg6zrxURx-hKmerxb-6EEtUkCqcfYfUSRh5rUAgxNkex9kKPGLp87K-ue_ez0WPjz3l75ezSzNg/s1600/2014-04-15+12.37.18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio_DHz0O5dpLKBxaPNy1GrKbBb8SOYCbjz0q5phuH4S2VBwOBU5xzaXzcsYy0-kuBLkg6zrxURx-hKmerxb-6EEtUkCqcfYfUSRh5rUAgxNkex9kKPGLp87K-ue_ez0WPjz3l75ezSzNg/s1600/2014-04-15+12.37.18.jpg" height="400" width="300" /></a></div>
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<i>gambar :</i></div>
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<i>pengunjung sedang menikmati curug</i></div>
<o:p></o:p>kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com2tag:blogger.com,1999:blog-7521738902859345740.post-15622222766365829252014-03-04T07:03:00.000-08:002014-03-04T07:03:16.810-08:00Sistem Tata Surya<div align="center" class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: center; text-indent: 18.0pt;">
<a href="http://inizaka.blogspot.com/2014/03/sistem-tata-surya.html"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"> </span><b style="line-height: 150%; text-indent: 18pt;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">SISTEM TATA SURYA</span></b></a></div>
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<b style="line-height: 150%; text-indent: 18pt;"><span style="font-family: "Cambria","serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto;">
<i><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Solar System
</span></i><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">atau sistem tata surya merupakan susunan benda-benda angkasa yang
terdiri dari matahari sebagai pusat yang diedari oleh planet-planet, satelit,
komet, asteroid/planetoid, komet, meteor dan benda angkasa lainnya. Luas tata
surya kita kurang lebih 109.554.026.430 miyar km², dengan bentuk orbit adalah
elips.<o:p></o:p></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Berikut ini nama-nama planet dan </span></div>
<a name='more'></a>karakteristik
masing-masing planet, yaitu sebagai berikut:<o:p></o:p><br />
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<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Merkurius<o:p></o:p></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
terdekat dengan matahari dengan jarak 0.38 S.A ( 1 Satuan Astronomis = 147 juta
km) mempunyai massa 0.05 dan diameter sebesar 4880 km. Atmosfer yang ada di
merkurius mengandung unsure Helium (He), Neon (Ne), dan Xenon (Xe), suhu
permukaan di merkurius sebesar -212˚C s/d 327˚C. Planet ini berotasi selama 59
hari dan berevolusi selama 88 hari.<o:p></o:p></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
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<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Venus<o:p></o:p></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
terdekat ke-2 dengan matahari ini berjarak 0.72 S.A. Atmosfer diplanet venus mengandung
unsur 95% karbondioksida (CO2) dengan suhu permukaan mencapai 477˚C. Planet ini
butuh waktu rotasi selama 243 hari (retrograde) dan 225 hari untuk melakukan
revolusi.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Bumi<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
yang ditempati umat manusia dan makhluk hidup lainnya ini mempunyai diameter
12760 km dan keliling 40000 km ini mempunyai jarak dengan matahari sepanjang
1,0 S.A . Atmosfer bumi mengandung unsur
Nitrogen (N2) dan Oksigen (O2), dengan suhu permukaan -88˚C s/d 58˚C.
Planet bumi membutuhkan waktu 23 jam, 56 menit, 4 detik untuk melakukan rotasi,
serta melakukan revolusi dengan periode waktu 365,25 hari. Planet bumi memiliki
satelit yaitu Bulan.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Mars<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Mars
atau yang kita kenal sebagai planet merah memiliki diameter 6600 km dan memliki
jarak dengan matahari sepanjang 1,52 S.A. Di planet mars atmosfernya mengandung
unsur karbondioksida (CO2) dengan suhu permukaan -129˚C s/d 27˚C. Periode
rotasi mars yaitu 24 jam, 37 menit dan periode revolusi selama 687 hari. Planet
ini mempunyai 2 satelit yaitu Deimos dan Phobos)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Jupiter<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
terbesar diantara planet lainnya memiliki diameter 143200 km dan berjarak
dengan matahari 5,2 S.A. Atmosfer di
Jupiter mengandung unsur Amoniak (NH3) dan metana (CH4). Suhu permukaan Jupiter
sebesar -120˚C dengan periode rotasi selama 9 jam, 50 menit serta periode
revolusi selama 11,86 tahun. Planet Jupiter mempunyai 16 satelit (Io, Europa,
Ganymede, callisto, amalthea, himalia, elara, leda…..)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Saturnus<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
unik yang memiliki cincin ini berdiameter 120000 km dan jarak dengan matahari
sepanjang 9,5 S.A. Atmosfer planet ini mengandung unsur Hidrogen (H2), dan
Mentana (CH4) dan Amoniak (NH3 bentuk salju), suhu permukaannya sebesar -180</span><!--[if gte msEquation 12]><m:oMath><i
style='mso-bidi-font-style:normal'><span style='font-size:12.0pt;mso-bidi-font-size:
11.0pt;line-height:150%;font-family:"Cambria Math","serif"'><m:r>˚</m:r></span></i></m:oMath><![endif]--><!--[if !msEquation]--><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: minor-latin; mso-text-raise: -5.5pt; position: relative; top: 5.5pt;"><!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
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<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
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<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="_x0000_i1025" type="#_x0000_t75" style='width:3.75pt;
height:16.5pt'>
<v:imagedata src="file:///C:\Users\USER\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"
o:title="" chromakey="white"/>
</v:shape><![endif]--><!--[if !vml]--><img height="22" src="file:///C:/Users/USER/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif" v:shapes="_x0000_i1025" width="5" /><!--[endif]--></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;">C.
Planet ini butuh waktu rotasi selama 10 jam, 30 menit dan periode revolusi
selama 29,5 tahun. Satelit saturnus sebanyak 17 satelit, antara lain titan,
lapetus, rhea, dione, Tethys, enceladus, mimas, hyperion, phoebe, janus, ….dll</span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-theme-font: minor-fareast; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">7.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Uranus<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
ini berdiameter 50100 km dan mempunyai jarak 19,2 S.A dengan matahari ini di
atmosfernya mengandung unsur Hidrogen (H2), dan Mentana (CH4). Suhu
permukaannya mencapai -208˚C dengan periode rotasi 15 jam, 30 menit serta
periode revolusi selama 84 tahun. Planet ini mempunyai 5 satelit yaitu ariel,
umbriel, titania, Oberon, dan Miranda).<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">8.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Neptunus<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet
ini berdiamter 49400 km dan mempunyai jarak dengan matahari sepanjang 30 S.A.
Atmosfer di neptunus mengandung unsure Amoniak (NH3) dan Metana (CH4), suhu
permukaan neptunus sebesar -223˚C. Planet ini membutuhkan waktu rotasi selama
18 jam, 15 menit dan periode revolusi selama 164,8 tahun. Satelit yang dimiliki
neptumus ada 2 yaitu triton dan Nereid. <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Satu lagi
planet terkecil yang terjauh dari matahari, namun saat ini planet tersebut
sudah tidak dapat disebut planet, planet tersebut adalah Pluto, berikut
karakteritiknya : <o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Berdiameter : 2900 km<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Jarak dengan matahari : 39,4 S.A<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Atmosfer : mengandung unsure
metana (CH4)<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"> Suhu permukaan -233˚C<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Periode rotasi 6,39 hari,
revolusi 248 tahun<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Satelit : charon<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 18.0pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Diantara
planet-planet tersebut terbagi menjadi 2 kelompok yaitu planet dalam dan planet
luar. Berikut penjelasannya :<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet dalam, adalah planet yang
lintasannya diantara bumi dna matahari, seperti merkurius dan venus.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo2; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Cambria;">-<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Planet luar, adalah planet yang
intasannya di luar lintasan bumi dan matahari, seperti mars, Jupiter, saturnus,
Uranus, neptunus, Pluto dan planet kecil lainnya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-indent: 18.0pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Demikian
uraian tentang sistem tata surya, <b><i>semoga bermanfaat</i></b> </span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Cambria; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-char-type: symbol; mso-hansi-font-family: Cambria; mso-hansi-theme-font: major-latin; mso-symbol-font-family: Wingdings;">J</span><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><o:p></o:p></span></b></div>
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<i><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="font-size: x-small;">Daftar pustaka :<o:p></o:p></span></span></i></div>
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<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="font-size: x-small;">Sriyono.
2008. <i>Buku Ajar Kosmografi. Semarang</i>
: Jurusan Geografi FIS Unnes.<o:p></o:p></span></span></div>
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<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="font-size: x-small;">Gambar :
google.com</span><o:p></o:p></span></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Semarang City, Central Java, Indonesia-6.9666667 110.41666669999995-6.9666667 110.41666669999995 -6.9666667 110.41666669999995tag:blogger.com,1999:blog-7521738902859345740.post-26972834833323971682014-03-04T06:12:00.003-08:002014-03-04T06:20:24.716-08:00Mengenal Ilmu Kosmografi<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><a href="http://inizaka.blogspot.com/2014/03/mengenal-ilmu-kosmografi.html">MENGENAL ILMU KOSMOGRAFI</a><o:p></o:p></span></b></div>
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<b><span style="font-family: "Cambria","serif"; font-size: 16.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggIsoPCIaqFmkF_2a9-FGGAK1UPelkPl-MBWdyGJVTZhjuVvXQ4-95KcGoNnHB-hMcFshICj-UjaZiZm_wTGktO0KrGJ4yY6N8e5-OZewymCJ-7azYGHJ375Emn_RRyk6Q5ck6iRJ6Cdk/s1600/andromeda_gendler_2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggIsoPCIaqFmkF_2a9-FGGAK1UPelkPl-MBWdyGJVTZhjuVvXQ4-95KcGoNnHB-hMcFshICj-UjaZiZm_wTGktO0KrGJ4yY6N8e5-OZewymCJ-7azYGHJ375Emn_RRyk6Q5ck6iRJ6Cdk/s1600/andromeda_gendler_2.jpg" height="300" width="400" /></a></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Kosmografi
mengkaji fenomena jagat raya yang menekankan pada sistem tata surya dan aspek
dinamikanya dengan gejala yang diakibatkan oleh fenomena alam dan kehidupan
dibumi. Kosmografi berasal dari kata <i>cosmos</i>
yang berarti alam semesta, dan <i>graphein</i>
yaitu tulisan. Dengan demikian kosmografi berarti ilmu yang memguraikan dan
memberikan gambaran tentang </span></div>
<div style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">alam semesta serta menjelaskan fenomena dan hukum
ya</span></div>
<a name='more'></a><div style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">ng terjadi di alam semesta. Tujuan kosmografi ini mempelajari mengenai semua
benda-benda yang ada di alam semesta ini atau angkasa. Kosmografi merupakan
bagian dari ilmu-ilmu bintang atau Astronomi.<o:p></o:p></span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Ilmu
kosmografi dan ilmu Astronomi mempunyai banyak manfaat bagi kehidupan manusia,
antara lain adalah sebagai berikut :<o:p></o:p></span></div>
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<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Sebagai
penentu kalender, waktu, musim di Bumi<o:p></o:p></span></div>
</div>
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<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Perhitungan
gerhana matahari atau bulan<o:p></o:p></span></div>
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<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">c.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Perhitungan
pasang surut air laut<o:p></o:p></span></div>
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<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">d.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Pengaturan
sistem pelayaran dan atau penerbangan<o:p></o:p></span></div>
</div>
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<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">e.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Sebagai
ilmu untuk penjelajahan ruang angkasa dan sebagainya.<o:p></o:p></span></div>
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<div style="text-align: left;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Ada
beberapa ilmuan dalam bidang Astronomi yang mencetuskan pendapat dalam bidang
kosmografi di antaranya adalah :<o:p></o:p></span></div>
</div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">a.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Ptolomaeus</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">,
seorang sarjana Mesir di Iskandaria yang menemukan teori geosentris (bumi
sebagai pusat peredaran benda-benda angkasa)<o:p></o:p></span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">b.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Nicolaus Copernicus</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">,
seorang sarjana Rusia yang mengemukakan teori Heliosentris (Matahari sebagai
pusat peredaran planet-planet)<o:p></o:p></span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">c.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Galileo Galilei</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">,
seorang sarjana Italia yang mendukung teori Heliosentris<o:p></o:p></span></div>
</div>
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<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">d.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Johanes Kepler</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">,
sarjana Jerman yang mempelajari prinsip-prinsip teori Copernicus (Heliosentris)
dengan teori mengenai hukum peredaran planet mengitari matahari (Hukum kepler
I, II ,dan III)<o:p></o:p></span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">e.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Isaac Newton</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">,
sarjana Inggris yang mengemukakan teori gaya tarik –menarik benda termasuk
benda luar angkasa<o:p></o:p></span></div>
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<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<div style="text-align: left;">
<!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;">f.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">William
Herschel</span></b><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">, orang pertama yang mengatakan bahwa beberapa
objek yang tampak dilangit pada malam hari adalah galaksi.<o:p></o:p></span></div>
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</div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-indent: 18.0pt;">
<div style="text-align: justify;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;">Dengan uraian yang ada diatas
dapat diketahui bahwa kosmografi membahas segala benda yang ada di alam semesta
dan ilmu tersebut mempunyai banyak manfaat bagi kehidupan dan ilmu pengetahuan.
<b><i>Semoga
bermanfaat </i></b></span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ascii-font-family: Cambria; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-char-type: symbol; mso-hansi-font-family: Cambria; mso-hansi-theme-font: major-latin; mso-symbol-font-family: Wingdings;">J</span><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><o:p></o:p></span></div>
</div>
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<br /></div>
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<i><span style="font-family: "Cambria","serif"; font-size: 12.0pt; line-height: 150%; mso-ascii-theme-font: major-latin; mso-bidi-font-size: 11.0pt; mso-hansi-theme-font: major-latin;"><br /></span></i></div>
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<i><span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="font-size: x-small;">Daftar pustaka :<o:p></o:p></span></span></i></div>
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<span style="font-family: "Cambria","serif"; mso-ascii-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="font-size: x-small;">Sriyono.
2008. <i>Buku Ajar Kosmografi. Semarang</i>
: Jurusan Geografi FIS Unnes.<o:p></o:p></span></span><br />
<span style="font-family: Cambria, serif; font-size: x-small; text-align: center;">gambar sumber : google.com</span></div>
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kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Semarang City, Central Java, Indonesia-6.9666667 110.41666669999995-7.2188187 110.09394319999996 -6.7145147000000005 110.73939019999995tag:blogger.com,1999:blog-7521738902859345740.post-44797454732914927202013-11-24T21:00:00.001-08:002013-11-24T21:10:36.376-08:00 <div style="text-align: center;">
<a href="http://inizaka.blogspot.com/2013/11/pengaruh-kondisi-tanah-terhadap.html"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-weight: bold;">PENGARUH KONDISI TANAH TERHADAP PERTANIAN</span></span></span></a></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><b><span style="font-size: small;">PENGERTIAN
TANAH </span></b></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Tanah: adalah lapisan permukaan bumi yang berasal dari bebatuan yang telah mengalami serangkaian pelapukan oleh gaya-gaya alam, sehingga membentuk regolit (lapisan partikel halus)</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Tanah Memiliki Fungsi Untuk</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1. Memberikan unsur hara dan sebagai media perakaran,</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">2. Menyediakan air dan sebagai tempat penampungan (reservoar) air</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">3. Menyediakan udara untuk </span></span><br />
<a name='more'></a><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">respirasi akar</span></span></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">4. Sebagai tempat bertumpunya tanaman</span></span></div>
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</span><span style="font-family: Georgia,"Times New Roman",serif;">Berikut beberapa klasifikasi tanah </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">1. Tanah Humus</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah humus adalah tanah yang sangat subur terbentuk dari lapukan daun dan
batang pohon di hutan hujan tropis yang lebat.</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">2. Tanah Pasir</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah pasir adalah tanah yang bersifat kurang baik bagi pertanian yang
terbentuk dari batuan beku serta batuan sedimen yang memiliki butir kasar dan
berkerikil.</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">3. Tanah Alluvial / Tanah Endapan </span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah aluvial adalah tanah yang dibentuk dari lumpur sungai yang mengendap
di dataran rendah yang memiliki sifat tanah yang subur dan cocok untuk lahan
pertanian.</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">4. Tanah Podzolit</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah podzolit adalah tanah subur yang umumnya berada di pegunungan dengan
curah hujan yang tinggi dan bersuhu rendah / dingin.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">5. Tanah Vulkanik / Tanah Gunung Berapi</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah vulkanis adalah tanah yang terbentuk dari lapukan materi letusan
gunung berapi yang subur mengandung zat hara yang tinggi. Jenis tanah vulkanik
dapat dijumpai di sekitar lereng gunung berapi.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">6. Tanah Laterit</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah laterit adalah tanah tidak subur yang tadinya subur dan kaya akan
unsur hara, namun unsur hara tersebut hilang karena larut dibawa oleh air hujan
yang tinggi. Contoh : Kalimantan Barat dan Lampung.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">7. Tanah Mediteran / Tanah Kapur</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah mediteran adalah tanah sifatnya tidak subur yang terbentuk dari pelapukan
batuan yang kapur. Contoh : Nusa Tenggara, Maluku, Jawa Tengah dan Jawa Timur.</span><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;">8. Tanah Gambut / Tanah Organosol</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">
</span><span style="font-family: Georgia,"Times New Roman",serif;"> Tanah organosol adalah jenis tanah yang kurang subur untuk bercocok tanam
yang merupakan hasil bentukan pelapukan tumbuhan rawa. Contoh : rawa
Kalimantan, Papua dan Sumatera.</span><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-weight: bold;"> </span></span></span>kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Semarang City, Central Java, Indonesia-6.9666667 110.41666669999995-7.2188187 110.09394319999996 -6.7145147000000005 110.73939019999995tag:blogger.com,1999:blog-7521738902859345740.post-48594964868915352872013-11-16T21:12:00.001-08:002013-11-16T21:22:40.547-08:00MINERAL BUKAN LOGAM DI KABUPATEN BANYUMAS<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_hPEaCP4mf9VvW8lttmJ7WKjHTbh22k4mDHOkghCYus0mVRAiAG2Mu3F_shW1vGrLrB0ry2jzxkxeJEYHIn6SYL3lAr_9Tyw3IE4szSXg_MDVdmqXgHtprcHkxtYLdvuGbrx2XQbOYpU/s1600/LOGO+BANYUMAS.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: xx-small;"></span></a><span style="font-family: inherit; font-size: large;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">MINERAL BUKAN LOGAM </a></span></div>
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<span style="font-family: inherit; font-size: large;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">DI KABUPATEN BANYUMAS</a></span></div>
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<span style="font-family: inherit;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">1. Batu Gamping, </a></span></div>
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<a href="http://inizaka.blogspot.com/2013/11/kabupaten-banyumas.html" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU8J7Dsf8Dkzh4di6l8JhlQS5j0UvMhS0efBm8Jl9pvuV00Y7lkcIDas8-Ug2FWblC1YNbNPscuGHInnpN-ADATDBw-Nm361C8_tX0-5w1jI8V5xotk00FVe09wT-ZNriTYhz5E-bqrJ8/s200/LOGO+BANYUMAS.png" width="193" /></a><span style="font-family: inherit;">Batu gamping yang terdapat di Kabupaten Banyumas tersebar di beberapa lokasi yaitu di Desa Sawangan dan Desa Darmakradenan di Kecamatan Ajibarang, Desa Paningkaban Kecamatan Gumelar, Desa Notog di Kecamatan Patikraja. Secara geografis, batu gamping ini terletak dangkal di permukaan bumi. Potensi adanya batu gamping di wilayah-wilayah tersebut adalah sekitar
483.192.403,53 ton di areal seluas 775 Ha, kadar penyebarannya teletak di wilayah Kabupaten Banyumas sebelah utara, tengah dan barat sedangkan di bagian selatan tidak ada dan sekarang kondisinya masih tersedia. Sekarang batu gamping tersebut sudah dimanfaatkan atau ditambang yaitu untuk untuk bahan baku bahan baku semen
Portland, semen puzoland</span><br />
<a name='more'></a><span style="font-family: inherit;">, bahan baku eternit, industri kimia sebagai bahan baku dasar pembuatan Calcium, gas CO<span style="vertical-align: sub;">2</span>, CaCo<span style="vertical-align: sub;">2</span>, CaO, CaCl<span style="vertical-align: sub;">2</span> dan
lain-lain.
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<span style="font-family: inherit;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">2. Phospat</a></span><br />
<span style="font-family: inherit;">Phospat yang terdapat di Kabupaten Banyumas tersebar di sekitar daerah Desa Sawangan dan Desa Darmakradenan di Kecamatan Ajibarang serta di kecamatan Gumelar. Secara geografis phospat ini lokasinya dangkal di permukaan bumi. Potensi yang dapat dihasilkan atau dimanfaatkan sekitar 362.900,25 ton dan kadar penyebarannya terletak di Banyumas bagian barat. Phospat sekarang sudah dimanfaatkan atau ditambang untuk bahan baku pupuk alam dan pupuk buatan. Selain itu juga dapat dimanfaatkan untuk bahan baku industri kaca, karet dan keramik.
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<span style="font-family: inherit;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">3. Kaolin</a></span><br />
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<span style="font-family: inherit;">Kaolin atau yang bisa disebut dengan Ball Clay oleh masyarakat sekitar
disebut dengan lempung putih di Kabupaten Banyumas terletak di Desa Jatisaba Kecamatan Cilongok, Desa Pakaja Kecamatan Kalibagor, Desa Paningkaban dan Desa Cihonje di Kecamatan Gumelar serta di Kecamatan Lumbir. Secara geografis kaolin ini lokasinya dangkal di permukaan bumi. Potensi sumber daya kaolin ini sekitar 2.400.000 ton di area yang seluas 2400 Ha. Kadar penyebarannya terletak di bagian barat Kabupaten Banyumas. Kaolin sekarang sudah ditambang dan digunakan untuk bahan baku industri kertas, pelapis industri keramik, untuk industri karet, pestisida dan cat.
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<span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"><span style="font-family: inherit;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">4. Lempung (Tanah Liat)</a></span></span></div>
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<span style="font-family: inherit;"><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Di </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kabupaten</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Banyumas</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">, </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tanah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">liat</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> paling </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">banyak</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">dijumpai</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">desa</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kedondong</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kecamatan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Sokaraja</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">, </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Desa</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Pekaja</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kecamatan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kalibagor</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">, </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Desa</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Tambaksogra</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kecamatan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kembaran</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">dan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Kecamatan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Banyumas</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">. </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Secara</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">geografis</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tanah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">liat</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">ini</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">terletak</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">atas</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">permukaan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">bumi</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">atau</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">dangkal</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">. </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">Potensi</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tanah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">liat</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> yang </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">ada</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">wilayah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tersebut</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">adalah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">kurang</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">lebih</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> 45.487.328,00 ton. Kadar </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">penyebarannya</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">terletak</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">di</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">wilyah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">banyumas</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">bagian</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">barat</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">, </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">utara</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">dan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tengah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">. Tanah </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">liat</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">ini</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tentu</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">saja</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">sudah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">dimanfaatkan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">oleh</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">warga</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">sekitar</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">wilayah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tersebut</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">untuk</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">bahan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">baku</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">industri</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">batu</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">bata</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">, </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">genteng</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">, </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">keramik</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">dan</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">gerabah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"> </span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">tanah</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;">.</span><span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"></span></span></div>
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<span style="text-align: justify; text-indent: 0.5in; vertical-align: baseline;"><span style="font-family: inherit;"><a href="http://inizaka.blogspot.com/2013/11/mineral-bukan-logam-di-kabupaten.html">5. Trass</a></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-FWW-iVrea-EWMXwTPWC27prUNIMans4L1mbfOE2cjIfY4q9ZNRpIm47K-0EqBM1l_E_L_WfeZ2zJsnvL-F2WcDNeuuzQRqMfHdjKQOjmxNjjJEg8E7pLAPlHhDTtpllmqxrwjnLfApk/s1600/trass.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-FWW-iVrea-EWMXwTPWC27prUNIMans4L1mbfOE2cjIfY4q9ZNRpIm47K-0EqBM1l_E_L_WfeZ2zJsnvL-F2WcDNeuuzQRqMfHdjKQOjmxNjjJEg8E7pLAPlHhDTtpllmqxrwjnLfApk/s320/trass.png" width="208" /></a><span style="font-family: inherit;">•Trass adalah batuan gunung api yang telah mengalami perubahan komposisi kimia yang disebabkan oleh pelapukan dan pengaruh kondisi air bawah tanah. Bahan galian ini berwarna putih kekuningan hingga putih kecoklatan, kompak dan padu dan agak sulit digali dengan alat sederhana.
</span><br />
<span style="font-family: inherit;"><br /></span>
<br />
<i>google.com</i><br />
<br />
•Trass merupakan salah satu sumber daya mineral Kabupaten Banyumas yang banyak terdapat di desa Kalisalak Kecamatan Kebasen, desa Winduaji Kecamatan Kedungbanteng, dan desa Karangrau di Kecamatan Banyumas serta kecamatan Lumbir. Secara geografis lokasinya dangkal di permukaan bumi. Potensi yang dihasilkan sekitar 560.000,00 ton pada areal seluas 72,703 Ha. Kadar penyebarannya adalah wilayah Banyumas bagian barat, utara dan tengah. Trass masih sedikit di manfaatkan yaitu untuk adonan batu bata dan adukan konstruksi.
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<i> sumber : di ambil dari beberapa sumber</i></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Semarang City, Central Java, Indonesia-6.9666667 110.41666669999995-7.2188187 110.09394319999996 -6.7145147000000005 110.73939019999995tag:blogger.com,1999:blog-7521738902859345740.post-64827025316211858122013-11-16T20:13:00.001-08:002013-11-16T21:21:19.663-08:00KABUPATEN BANYUMAS<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><a href="http://inizaka.blogspot.com/2013/11/kabupaten-banyumas.html">KABUPATENBANYUMAS</a><o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 115%;"><br /></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Wilayah Kabupaten Banyumas terletak di
sebelah Barat Daya & merupakan bagian dari Propinsi Jawa Tengah. Terletak
di antara garis Bujur Timur 108° 39` 17`` sampai 109° 27` 15`` & di antara
garis Lintang Selatan 7° 15` 05`` sampai 7° 37` 10`` yang berarti berada di
belahan selatan garis khatulistiwa. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Batas-batas Kabupaten Banyumas
adalah :<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebelah Utara :
Gunung Slamet, Kabupaten Tegal dan Kabupaten Pemalang. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebelah Selatan : Kabupaten Cilacap</span><br />
<a name='more'></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebelah Barat : Kabupaten Cilacap dan Kabupaten Brebes <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sebelah Timur :
Kabupaten Purbalingga, Kabupaten Kebumen dan Kabupaten<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Banjarnegara<o:p></o:p></span></div>
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<span style="font-family: 'Times New Roman', serif; line-height: 150%; text-indent: 31.5pt;"><span style="font-size: x-small;"><br /></span></span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPEyjU2xUrMc5y0srJXkMigmqa20laqtRUvosX1O5V993rbYeXug7czRB5o7Mn5-tNciiJOxisHEnxvAJDgW9i6PrL3gOHIuCMiFVM-zwSOdGrrkW3sozYgAbd66IvSLxmiviz6ugTATY/s1600/download.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPEyjU2xUrMc5y0srJXkMigmqa20laqtRUvosX1O5V993rbYeXug7czRB5o7Mn5-tNciiJOxisHEnxvAJDgW9i6PrL3gOHIuCMiFVM-zwSOdGrrkW3sozYgAbd66IvSLxmiviz6ugTATY/s200/download.jpg" width="193" /></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: 'Times New Roman', serif; font-size: 12pt; line-height: 150%;"> Luas
wilayah Kabupaten Banyumas sekitar 1.327,60 km2 atau setara dengan 132.759,56
ha, dengan keadaan wilayah antara daratan dan pegunungan dengan struktur
pegunungan terdiri dari sebagian lembah Sungai Serayu untuk tanah pertanian,
sebagian dataran tinggi untuk pemukiman & pekarangan, dan seba-gian
pegunungan untuk perkebunan dan hutan tropis terletak dilereng Gunung Slamet
sebelah selatan. Bumi & kekayaan Kabupaten Banyumas masih tergolong
potensial karena terdapat pegunungan Slamet dengan ketinggian puncak dari
permukaan air laut sekitar 3.400M & masih aktif. Keadaan cuaca & iklim
di Kabupaten Banyumas karena tergolong di belahan selatan khatulistiwa masih
memiliki iklim tropis basah. Demikian Juga karena terletak di antara lereng
pegunungan jauh dari permukaan pantai/lautan maka pengaruh angin laut tidak
begitu tampak, namun dengan adanya dataran rendah yang seimbang dengan pantai
selatan angin hampir nampak bersimpangan antara pegunungan dengan lembah dengan
tekanan rata-rata antara 1.001 mbs, dengan suhu udara berkisar antara 21,4° C -
30,9° C</span><br />
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<span style="font-family: 'Times New Roman', serif; line-height: 24px; text-indent: 31.5pt;"><span style="font-size: x-small;">Peta administrasi kabupaten Banyumas</span></span></div>
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<span style="font-family: Times New Roman, serif; font-size: x-small;"><i><br /></i></span>
<span style="font-family: Times New Roman, serif; font-size: x-small;"><i>sumber : di olah dari berbagai sumber</i></span></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Semarang City, Central Java, Indonesia-6.9666667 110.41666669999995-6.9666667 110.41666669999995 -6.9666667 110.41666669999995tag:blogger.com,1999:blog-7521738902859345740.post-17911863092520123522013-07-06T00:56:00.000-07:002013-07-06T01:06:33.178-07:00GEOMORFOLOGI : PENGERTIAN, HAKEKAT DAN KONSEP-KONSEP DASAR<!--[if gte mso 9]><xml>
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;"><a href="http://inizaka.blogspot.com/2013/07/geomorfologi-pengertian-hakekat-dan.html">GEOMORFOLOGI :
PENGERTIAN, HAKEKAT DAN </a></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 120%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;"><a href="http://inizaka.blogspot.com/2013/07/geomorfologi-pengertian-hakekat-dan.html">KONSEP-KONSEPDASAR</a></span></b></div>
<div class="MsoListParagraph" style="line-height: 120%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<a href="http://inizaka.blogspot.com/2013/07/geomorfologi-pengertian-hakekat-dan.html">1. Pengertian Dan Hakekat Geomorfologi</a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;">
<div style="text-align: center;">
<img border="0" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX33C-VJ0eb7LnOngg6are2YP5yGqR6j8yXBtUAV1CBTsGwIr99clAqMuezj1KXutkg97RebyR1eMwpX9QAsS9tB5kFYv81-ZSLbNsK_6OQaAGxMP6mDy0134GfWpzSRvIB_JXxUTXUVs/s320/land+form.jpg" width="320" /></div>
<span id="goog_1938754984"></span><span id="goog_1938754985"></span><a href="http://www.blogger.com/"></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Bentuk permukaan bumi meliputi dataran
dan dasa<span id="goog_390398798"></span><span id="goog_390398799"></span>r laut atau bagian yang timbul di atas permukaan laut, dan bagian yang
tenggelam didasar laut. Diatas dataran terdapat macam-macam bentuk lahan
seperti bukit, pegunungan, lembah, pantai, delta dan sebagainya, didasar
lautpun terdapat jurang laut (palung), gunung-gunung di dasar laut,
punggung-punggung laut dan lain-lain. Kesemua bentuk-bentuk tersebut merupakan
kajian geomorfologi.</span></div>
<br />
<div class="MsoNormal" style="line-height: 120%; text-align: justify; text-indent: 21.3pt;">
</div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;"><a href="http://inizaka.blogspot.com/2013/07/geomorfologi-pengertian-hakekat-dan.html">Geomorfologi</a> berasal dari 3 kata yunani
yaitu <i style="mso-bidi-font-style: normal;">ge </i><span style="mso-spacerun: yes;"> </span>berarti bumi, <i style="mso-bidi-font-style: normal;">morphe </i>berarti bentuk, dan <i style="mso-bidi-font-style: normal;">logos
</i>berarti ilmu. Jadi geomorfologi dapat diberi pengertian sebagai ilmu yang
mempelajari bentuk-bentuk permukaan bumi. Geomorfologi tidak hanya</span><br />
<a name='more'></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;"> mempelajari
bentuk-bentuk permukaan bumi, tetapi juga gaya dan<span style="mso-spacerun: yes;"> </span>proses-proses yang mengakibatkan
bentuk-bentuk demikian, serta perkembangan proses dari bentuk-bentuk tersebut.</span></div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Melalui kajian proses, geomorfologi
berusaha mengkaji bagimana bentukan asal tersebut terjadi dan terbentuk, sebab
bentukan alam yang kita lihat sama namun kemungkinan proses dan gaya-gaya
(kekuatan) yang membentuknya berlainan. Contoh daerah perbukitan , dapat
terbentu dari proses erosi dari kekuatan air yang mengalir ( tenaga eksogen),
tetapi dapat juga terbentuk melalui proses tektonik ( tenaga endogen ).</span></div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Dengan demikian melalui geomorfologi
kita dapat mempelajari bentuk-bentuk permukaan bumi, sekaligus menganalisa
bagaimana bentukan tersebut dapat terjadi dan bagaimana perkembangan bentukan
itu selanjutnya.</span></div>
<div class="MsoListParagraph" style="line-height: 120%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<a href="http://inizaka.blogspot.com/2013/07/geomorfologi-pengertian-hakekat-dan.html">2. Hubungan Geomorfologi Dengan Ilmu-Ilmu Lain </a></div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi merupakan cabang dari geografi yang
telah berdiri sendiri seperti oceanografi, klimatologi, dan lain-lain.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi dan
geografi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geografi adalah ilmu yang mempelajari persamaan dan
perbedaan fenomena-fenomena geosfera dengan sudut pandang kelingkungan
kewilayahan dalam konteks keruangan (Seminar IGI, 1988). Fenomena geosfer itu
terdiri dari fenomena-fenomena atmosfera, litosfera, hidrosfera, dan biosfera.
Kajian geomorfologi adalah pada fenomena litosfera, khususnya dalam hal
bentuk-bentuk permukaan dan perkembangannya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi dan
Fisiografi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Fisiografi adalah ilmu yang mempelajari
fenomena-fenomena fisik bumi yaitu : hidosfera, litosfera dan atmosfera.<span style="mso-spacerun: yes;"> </span>Dengan demikian geomorfologi itu adalah
bagian dari fisiografi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi dan
Geologi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Objek kajian geologi adalah bumi secara keseluruhan.
Termasuk didalamnya asal kejadian, struktur, komposisi, dan sejarahnya (
termasuk perkembangan kehidupan), dan proses alamiah yang membuat
perkembangannya hingga sampai pada keadaan sekarang (kartili, 1958). Dengan
demikian geomorfologi merupakan bagian dari geologi.</span></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Lebih
lanjut geomorfologi itu sendiri dapat dikelompokan dalam empat bagian besar
(H.Th. Verstappen,1983. Hal 4), yaitu :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi
statis yang lebih memusatkan pada bentuk-bentuk permukaan bumi yang nyata.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi
dinamis yang lebih memusatkan pada gaya dan proses yang menyebabkan bentuk
permukaan itu terjadi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi
genetis yang lebih memusatkan pada perkembangan relief permukaan bumi.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 120%; margin-left: 1.0cm; mso-add-space: auto; mso-list: l2 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Geomorfologi
kelingkungan memusatkan pada bentuk-bentuk ekologis bentangan alam dengan
menggunakan ukuran tertentu. </span></div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 120%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l1 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<a href="http://inizaka.blogspot.com/2013/07/geomorfologi-pengertian-hakekat-dan.html">3. Konsep-Konsep Dasar Studi Geomorfologi</a></div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Gejala morfologi ada sejak jaman romawi
dan yunani. Pada waktu itu sampai abad petengahan terdapat terori malapetaka
(Catastrophism theory). Teori ini menyatakan perubahan bumi akan berubah
apabila terjadi ciptaan baru oleh tuhan. Perubahan-berubahan ini diiringi oleh
malapetaka-malapetaka bagi manusia, misalnya : tanah longsor, banjir, letusan
gunung berapi dan lain-lain.</span></div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Pada abad 18, seorang sarjana Scotlandia
yaitu J.Mutton (1726-1797) menyusun “teori uniformitarianisme”
(uniformitarianism theory). Teori ini mengatakan bahwa gaya dan proses yang
mengubah bentuk permukaan dari dahulu hingga sekarang sebenarnya sama, yang
berbeda hanya kekuatan, kecepatan gaya dan proses tersebut. Selanjutnya
dinyatakan bahwa semua bentukan lahan dipermukaan bumi terbentu secara berlahan
tetapi secara terus menerus.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAb8OrPp5uEI66n9N5pbgLy5ALuaZB1xdgBbgnLiQ_CzrV5_nOvEi23gDsFvHrX3rK3_1HcYYDpbtoyHHao5517qppx4iAa2NmaVmdhJEpQaJk-CMs-JF68suPtOlDqbAgjfwDk3cToIM/s400/landform.jpg" width="400" /></div>
</div>
<div class="MsoNormal" style="line-height: 120%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Prinsip dasar dalam kajian geomorfologi :</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 120%; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Gaya dan proses
pembentukan bentang alam sepanjang masa adalan sama. Perbedaannya terletak pada
kekuatannya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Gaya dan proses
geomorfologi yang berbeda menghasilkan bentang alam yang berbeda juga</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Iklim sangat
mempengaruhi pembentukan bentang alam</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Tingkat
perkembangan pembentukan bentang lahan akan menghasilkan bentang alam yang
berbeda juga</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 120%; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Siklus geomorfik
yang komplek pada bentuk lahan yang ada sering dijumpai pada siklus geomorfik
yang tunggal</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 120%; mso-list: l0 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Mahluk hidup
yang berpengaruh terhadap pembentukan dan perubahan bentang alam.</span><br />
<br />
<br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">daftar pustaka : </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 120%; mso-bidi-font-size: 11.0pt;">Suharini, erni dan Abraham Palangan.2009.<i>Geomorfologi gaya, proses dan bentuk lahan.</i>Semarang : Widya karya. </span></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Semarang City, Central Java, Republic of Indonesia-6.9666667 110.41666669999995-7.2188187 110.09394319999996 -6.7145147000000005 110.73939019999995tag:blogger.com,1999:blog-7521738902859345740.post-49240669115176651492013-02-13T20:10:00.001-08:002013-02-13T20:10:27.711-08:00SISTEM PERTAMBANGAN<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="margin-left: .25in; text-align: center;">
<a href="http://inizaka.blogspot.com/2013/02/sistem-pertambangan.html"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">SISTEM PENAMBANGAN</span></b></a></div>
<div align="center" class="MsoNormal" style="margin-left: 0.25in; text-align: center;">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Tambang Bawah Tanah (Underground Mine).</span></b></div>
<div class="MsoListParagraph" style="text-align: justify; text-indent: -0.25in;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc5JqhlqYhc6WMY8Z3AMyn-AGVZhd29epJ2IHGL_V7R_xGTghSTFlI4-hF9w17URO_u0yqc-Hs3W-1LABZ30_D78Ccch1ZUSYMHet1-6D-Bp_NpU__DQaAGRIYm3RiZjyouBM2AoNnRXk/s1600/tambang+bawah+tanah+freeport.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc5JqhlqYhc6WMY8Z3AMyn-AGVZhd29epJ2IHGL_V7R_xGTghSTFlI4-hF9w17URO_u0yqc-Hs3W-1LABZ30_D78Ccch1ZUSYMHet1-6D-Bp_NpU__DQaAGRIYm3RiZjyouBM2AoNnRXk/s320/tambang+bawah+tanah+freeport.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-no-proof: yes; mso-shading-themecolor: background1;"><br /></span><span style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;"></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Tambang bawah tanah mengacu pada metode pengambilan bahan mineral
yang dilakukan dengan membuat terowongan menuju lokasi mineral
tersebut.Berbagai macam logam bisa diambil melalui metode ini seperti emas,
tembaga, seng, nikel, dan timbal.Karena letak cadangan yang umumnya berada jauh
dibawah tanah, jalan masuk perlu dibuat untuk mencapai lokasi cadangan. Jalan
masuk dapat dibedakan menjadi </span></div>
<a name='more'></a>beberapa:<br />
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Ramp, jalan masuk ini berbentuk spiral atau melingkar mulai dari
permukaan tanah menuju kedalaman yang dimaksud. Ramp biasanya digunakan untuk
jalan kendaraan atau alat-alat berat menuju dan dari bawah tanah.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Shaft, yang berupa lubang tegak (vertikal) yang digali dari
permukaan menuju cadangan mineral. Shaft ini kemudian dipasangi semacam lift
yang dapat difungsikan mengangkut orang, alat, atau bijih.</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Adit, yaitu terowongan mendatar (horisontal) yang umumnya dibuat
disisi bukit atau pegunungan menuju ke lokasi bijih.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Ada dua tahap utama dalam metode tambang bawah tanah: development
(pengembangan) dan production (produksi). Pada tahap development, semua yang
digali adalah batuan tak berharga. Tahap development termasuk pembuatan jalan
masuk dan penggalian fasilitas-fasilitas bawah tanah lain.Sedang tahap
production adalah pekerjaan menggali sumber bijih itu sendiri. Tempat bijih
digali disebut stope (lombong). Disini uang mulai bisa dihasilkan.</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 0.5in;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizE9sGx9fadYaonJwxaqwAepTwkdy5M_Kf4TYaupFl6QknCV1Ypc4ZTzCBnXkDSIM2y_ctqTh5JgIV_hDRMA8IrZnsl0I9BOSQIuG8jEjj9_5Mq0iC1yu7w5Y7AC2h3aacp4D1atfywLY/s1600/att00034-tm.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizE9sGx9fadYaonJwxaqwAepTwkdy5M_Kf4TYaupFl6QknCV1Ypc4ZTzCBnXkDSIM2y_ctqTh5JgIV_hDRMA8IrZnsl0I9BOSQIuG8jEjj9_5Mq0iC1yu7w5Y7AC2h3aacp4D1atfywLY/s320/att00034-tm.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify; text-indent: 0.5in;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-no-proof: yes; mso-shading-themecolor: background1;"><br /></span><span style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Tambang
bawah Air (Underwater Mine).</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Penambangan bawah laut adalah proses pengambilan mineral yang
relatif baru yang dilakukan di lantai samudra. Situs penambangan samudra
biasanya berada di sekitar kawasan nodul polimetalik atau celah hidrotermal
aktif dan punah pada kedalaman 1.400 - 3.700 meter di bawah permukaan laut.
Celah tersebut menciptakan deposit sulfida, yang berisikan logam mulia seperti
perak, emas,tembaga, mangan, kobalt, dan seng. Deposit tersebut ditambang
menggunakan pompa hidrolik atau sistem ember yang mengangkut bijih ke permukaan
untuk diproses. Mengenai operasi penambangan, penambangan bawah laut
memunculkan pertanyaan mengenai kerusakan lingkungan terhadap daerah sekitar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Tahap-tahap
kegiatan Penambangan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">a.
Penyelidikan Umum</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Kegiatan ini merupakan langkah awal usaha pertambangan yang
ditujukan untuk mencari dan menemukan endapan bahan galian. Kegiatan
penyelidikan umum dilakukan dengan tujuan mencari komoditas bahan galian
tertentu maupun di lokasi tertentu, artinya penyelidikan hans difokuskan pada
(tipe/jenis) bahan galian yang spesifik atau pada area yang spesifik
(wilayah/Negara)dan mempelajari keadaan geologi secara umum untuk daerah yang
bersangkutan berdasarkan data permukaan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">b.
Eksplorasi</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Merupakan kegiatan lanjutan dari penyelidikan umum yang bertujuan
untuk mendapatkan kepastian tentang endapan bahan galian tersebut yang meliputi
bentuk, ukuran, letak kedudukan, kualitas (kadar) endapan bahan galian serta
karakteristik fisik endapan bahan galian dan batuan samping.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">c. Studi
Kelayakan</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Merupakan tahapan akhir dari rentetan penyelidikan awal yang
dilakukan sebelumnya sebagai penentu apakah kegiatan penambangan endapan bahan
galian tersebut layak dilakukan atau tidak. Dasar pertimbangan yang digunakan
meliputi pertimbangan teknis dan ekonomis dengan memperhatikan keselamatan
kerja serta kelestarian lingkungan hidup.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">d.
Persiapan penambangan</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Kegiatan ini meliputi penyiapan infrastruktur dan lahan kerja
penambangan yang antara lain meliputi pembuatan jalan, pembabatan semak/pohon,
penupasan tanah penutup, pembangunan kantor, gedung, bengkel, dll.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">e.
Penambangan</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Kegiatan penambangan yang dimaksud adalah kegiatan yang ditujukan
untuk membebaskan dan mengambil bahan galian dari dalam kulit bumi, kemudian
dibawa ke permukaan untuk dimanfaatkan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">f.
Pengolahan Bahan Galian</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Adalah kegiatan yang bertujuan untuk meningkatkan kadar atau mempertinggi
mutu bahan galian yang dihasilkan dari tambang sampai memenuhi persyaratan
untukdiperdagangkan atau sebagai bahan baku untuk industri lain.Keuntungan lain
dari kegiatan ini adalah mengurangi jumlah volume dan beratnya sehingga dapat
mengurangi ongkos pengangkutan.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">g.
Pengangkutan</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Adalah segala usaha untuk memindahkan bahan galian hasil tambang
atau pengolahan dan pemurnian dari daerah penambangan atau tempat pengolahan
dan pemurnian ke tempat pemasaran atau pemanfaatan selanjutnya dari bahan galian
tersebut.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">h.
Pemasaran</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Adalah kegiatan untuk memperdagangkan atau menjual hasil-hasil
penambangan dan pengolahan bahan galian.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">i.
Reklamasi</span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Merupakan kegiatan untuk merehabilitasi kembali lingkungan yang
telah rusak baik itu akibat penambangan atau kegiatan yang lainnya.
Rehabilitasi ini dilakukan dengan cara penanaman kembali atau penghijauan suatu
kawasan yang rusak akibat kegiatan penambangan tersebut</span><span style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;"></span></div>
<div class="MsoNormal" style="text-align: justify; text-indent: .5in;">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo2; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Tambang
Terbuka (Open Pit Mine/ Surface Mining)</span></b></div>
<div class="MsoListParagraph" style="text-indent: -0.25in;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuip9ooTM_XYb0K1bESgqBjjnT8TU3fjWEdd_xwjhkpyDLRow4Zx2J_sDFSUap9VeAgFBXLg0PJ7HUXgWZdRs3ZyHs9XEUbSK8KOgos67DB7EO33eKkAPAjWnLfoME0FoHjUJ3n-E_U5U/s1600/tambang.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuip9ooTM_XYb0K1bESgqBjjnT8TU3fjWEdd_xwjhkpyDLRow4Zx2J_sDFSUap9VeAgFBXLg0PJ7HUXgWZdRs3ZyHs9XEUbSK8KOgos67DB7EO33eKkAPAjWnLfoME0FoHjUJ3n-E_U5U/s1600/tambang.jpeg" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jyqOWWGF2F_lgPsO6Ct4yJnNqKc3swBKCJwoLjWz3GKrE-e-JEMewLVsJr-IBLfop4iD2Jex9Dbsj7bqaTwEBjxUsCIPinznFjf0DXPxmLbqlFBO6izQm-6rnSXqkFfpAS-z2cCaL8s/s1600/COAL-MINING3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-no-proof: yes;"><br /></span><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tambang terbuka
(surface mining) merupakan satu dari dua sistem penambangan yang dikenal, yaitu
Tambang terbuka dan Tambang Bawah Tanah. dimana segala kegiatan atau aktivitas
penambangan dilakukan di atas atau relatif dekat permukaan bumi dan tempat
kerja berhubungan langsung dengan dunia luar.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"><br /></span><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div style="line-height: 115%; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif";">Tambang terbuka (open pit mine) adalah bukaan yang
dibuat di permukaan tanah, bertujuan untuk mengambil bijih dan akan dibiarkan
tetap terbuka (tidak ditimbun kembali) selama pengambilan bijih masih
berlangsung.</span></div>
<div style="line-height: 115%; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif";">Untuk mencapai badan bijih yang umumnya terletak di
kedalaman, diperlukan pengupasan tanah/batuan penutup (waste rock) dalam jumlah
yang besar. Tujuan utama dari operasi penambangan adalah menambang dengan biaya
serendah mungkin sehingga dicapai keuntungan yang maksimal.</span></div>
<div style="line-height: 115%; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif";">Pemilihan berbagai parameter desain dan penjadwalan
dalam pengambilan bijih dan pengupasan batuan penutup melibatkan pertimbangan
teknik dan ekonomi yang rumit. Mesti diambil kompromi yang optimal antara
memaksimalkan perhitungan ekonomis dan adanya parameter pembatas karena faktor
geologi dan pertimbangan teknik lain.</span></div>
<div style="line-height: 115%; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif";">Dengan berkembangnya teknologi dan teknik pertambangan,
cadangan yang dulunya dinilai tidak ekonomis, sekarang dapat berubah menjadi
sumber yang layak tambang. Hal ini juga didorong oleh meningkatnya permintaan
akan bahan tambang seiring dengan peningkatan konsumsi per kapita.</span></div>
<div style="line-height: 115%; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif";">Secara umum, tambang terbuka dinilai lebih
menguntungkan dibanding metode tambang bawah tanah dalam hal recovery (mineral
yang dapat ditambang dibanding dengan banyak cadangan), grade control
(pengendalian kadar), keluwesan operasi, keselamatan, dan lingkungan kerja.</span></div>
<div style="line-height: 115%; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif";">Namun, dalam situasi dimana deposit terlalu kecil,
berbentuk tak teratur, atau terletak terlalu dalam di bawah tanah, metode
tambang bawah tanah akan lebih menguntungkan.Suatu tambang terbuka pada satu
titik mungkin saja perlu diubah menjadi tambang bawah tanah ketika batuan
penutup (waste rock) yang perlu dikupas menjadi terlalu besar. Ini biasanya
terjadi jika cadangan bijih berlanjut hingga sangat dalam.Faktor teknologi,
kondisi pasar, dan kebijakan pemerintah akhirnya juga akan turut jadi
pertimbangan dalam pemilihan metode tambang yang pas.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penambangan
pada tambang terbuka itu sendiri dilakukan dengan beberapa tahapan kerja :
pengurusan surat-surat ijin yang dibutuhkan untuk kegiatan penambangan,
pembabatan (land clearing), pengupasan lapisan tanah penutup (stripping of
overburden), penambangan (exploitation), pemuatan (loading), pengangkutan
(hauling), dan pengolahan serta pemasaran.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jyqOWWGF2F_lgPsO6Ct4yJnNqKc3swBKCJwoLjWz3GKrE-e-JEMewLVsJr-IBLfop4iD2Jex9Dbsj7bqaTwEBjxUsCIPinznFjf0DXPxmLbqlFBO6izQm-6rnSXqkFfpAS-z2cCaL8s/s1600/COAL-MINING3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jyqOWWGF2F_lgPsO6Ct4yJnNqKc3swBKCJwoLjWz3GKrE-e-JEMewLVsJr-IBLfop4iD2Jex9Dbsj7bqaTwEBjxUsCIPinznFjf0DXPxmLbqlFBO6izQm-6rnSXqkFfpAS-z2cCaL8s/s320/COAL-MINING3.jpg" width="320" /></a></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Pengelompokan Tambang Terbuka</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada prinsipnya tambang terbuka
dapat digolongkan ke dalam empat golongan :</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Open pit/Open mine/Open cut/Open cast.</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Adalah tambang
terbuka yang diterpakan pada penambangan ore (bijih). Misalnya nikel, tembaga,
dan lain-lain.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Strip Mine.</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penerapan
khusus endapan horizontal/sub-horizontal terutama untuk batubara, dapat juga
endapan garam yang mendatar. Contoh Tamabang Batubara di Tanjung Enim.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Quarry</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">AdalahTambang
terbuka yang diterapkan pada endapan mineral industri (industrial mineral).
Contoh Tambang batu pualam di Tulung Agung.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Alluvial mining</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dapat dikatakan
sebagai “placer Mining” ataupun di Australia disebut “Beach-mine” yaitu cara
penambangan untuk endapan placer atau alluvial. Contoh tambang Cassiterite di
Pulau Bangka, belitung dan sekitarnya.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Konsiderasi Pada Operasi
Penambangan</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Secara garis
besar, faktor-faktor yang berpengaruh terhadap kelangsungan kegiatan
penambangan dibagi dalam dua kategori, yaitu faktor teknis dan faktor ekonomi.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l3 level1 lfo6; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana; mso-fareast-language: IN;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kajian Secara Teknis</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Unsur unsur
teknis yang perlu mendapat perhatian dalam pelaksanaan aktifitas kegiatan kerja
sebuah proyek penambangan meliputi :</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 63.8pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kondisi Umum tempat proyek dilaksanakan</span><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kondisi Kondisi
tempat kerja yang perlu diperhatikan adalah meliputi kondisi geologi,
topografi, iklim dan sosial Budaya. Keadaan umum tersebut mutlak diperhitungkan
guna menentukan penjadwalan waktu kegiatan dan yang utama sekali menetapkan
efesiensi kerja kerja efektif dari pelaksanaan proyek tersebut.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sarana perlengkapan peralatan kerja</span><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .5in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jenis
perlengkapan dan peralatan kerja disesuaikan dengan kondisi tempat kerja,
maksud pekerjaaan, kapasitas produksi, dan efektifitas kerja yang diinginkan.
Cara pengadaanya diperhitungkan dengan umur produksi dan efektifitas kerja dan
ketersediaan modal kerja yang di miliki.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l5 level1 lfo4; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
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ini pelaksanaan kegiatan pembongkaran material dilakukan dengan peledakan.
Metode tersebut dipilih mengingat jenis materialnya memilki kekerasan yang
cukup tinggi, fraksi material yang lepas yang sasaran produksinya telah
ditentukan.</span></div>
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</span></span></span></b><b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kajian Secara Ekonomis</span></b><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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ekonomis dimaksudkan untuk mengetahui sebuah proyek penambangan memperoleh
keuntungan atau tidak. Dalam perhitungan aliran uang diperhatikan beberapa
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berat (P). dan biasanya dinyatakan dengan ($/ton) atau (Rp/ton).</span></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ongkos produksi (C), yaitu ongkos yang diperlukan
sampai mendapatkan produknya diluar ongkos stripping.</span></li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ongkos stripping of overburden (Cob).</span></li>
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cadangan sehingga menentukan bentuk akhir penambangan.</span></li>
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<div class="MsoNormal">
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kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Ajibarang 53163, Indonesia-7.408715 109.080108-7.5346795 108.9187465 -7.2827505 109.2414695tag:blogger.com,1999:blog-7521738902859345740.post-55415301903401384472013-02-13T19:38:00.004-08:002013-02-13T19:41:24.389-08:00PERTAMBANGAN<!--[if gte mso 9]><xml>
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<a href="http://inizaka.blogspot.com/2013/02/pertambangan.html"><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">PERTAMBANGAN</span></b></a></div>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; text-align: center;">
<br /></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuip9ooTM_XYb0K1bESgqBjjnT8TU3fjWEdd_xwjhkpyDLRow4Zx2J_sDFSUap9VeAgFBXLg0PJ7HUXgWZdRs3ZyHs9XEUbSK8KOgos67DB7EO33eKkAPAjWnLfoME0FoHjUJ3n-E_U5U/s1600/tambang.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuip9ooTM_XYb0K1bESgqBjjnT8TU3fjWEdd_xwjhkpyDLRow4Zx2J_sDFSUap9VeAgFBXLg0PJ7HUXgWZdRs3ZyHs9XEUbSK8KOgos67DB7EO33eKkAPAjWnLfoME0FoHjUJ3n-E_U5U/s400/tambang.jpeg" width="400" /></a></div>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; text-align: center;">
<br /></div>
<div align="center" class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;"><a href="http://inizaka.blogspot.com/2013/02/pertambangan.html">Pertambangan</a> adalah rangkaian kegiatan dalam rangka upaya
pencarian, penambangan (penggalian), pengolahan, pemanfaatan dan penjualan
bahan galian (mineral, batubara, panas bumi, migas).Paradigma baru kegiatan
industri pertambangan ialah mengacu pada konsep Pertambangan</span></div>
<a name='more'></a>yang berwawasan
Lingkungan dan berkelanjutan, yang meliputi :<br />
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Penyelidikan Umum
(prospecting)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Eksplorasi : eksplorasi
pendahuluan, eksplorasi rinci</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Studi kelayakan : teknik,
ekonomik, lingkungan (termasuk studi amdal)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Persiapan produksi
(development, construction)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Penambangan (Pembongkaran,
Pemuatan,Pengangkutan, Penimbunan)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Reklamasi dan Pengelolaan
Lingkungan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Pengolahan (mineral
dressing)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Pemurnian / metalurgi
ekstraksi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Pemasaran</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Corporate Social
Responsibility (CSR)</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Pengakhiran Tambang (Mine
Closure)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.3pt; text-align: justify; text-indent: 32.7pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;"><a href="http://inizaka.blogspot.com/2013/02/pertambangan.html">Ilmu Pertambangan</a> : ialah
cabang ilmu yang mempelajari secara teori dan praktik hal-hal yang berkaitan
dengan industri pertambangan berdasarkan prinsip praktik pertambangan yang baik
dan benar (good mining practice).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Penambangan (Exploitation).</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jyqOWWGF2F_lgPsO6Ct4yJnNqKc3swBKCJwoLjWz3GKrE-e-JEMewLVsJr-IBLfop4iD2Jex9Dbsj7bqaTwEBjxUsCIPinznFjf0DXPxmLbqlFBO6izQm-6rnSXqkFfpAS-z2cCaL8s/s1600/COAL-MINING3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8jyqOWWGF2F_lgPsO6Ct4yJnNqKc3swBKCJwoLjWz3GKrE-e-JEMewLVsJr-IBLfop4iD2Jex9Dbsj7bqaTwEBjxUsCIPinznFjf0DXPxmLbqlFBO6izQm-6rnSXqkFfpAS-z2cCaL8s/s320/COAL-MINING3.jpg" width="320" /></a></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 3.3pt; text-indent: 32.7pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Merupakan kegiatan yang dilakukan baik secara sederhana (manual)
maupun mekanis yang meliputi penggalian, pemberaian, pemuatan dan pengangkutan
bahan galian. Beberapa tahapan kegiatan penambangan secara garis besar adalah :<br />
<br />
1. Pembabatan (clearing)<br />
2. Pengupasan tanah penutup (stripping)<br />
3. Penggalian bahan galian (mining)<br />
4. Pemuatan (loading)<br />
5. Pengangkutan (hauling)<br />
6. Penumpahan (waste dump)<br />
Factor-faktor dalam pemilihan system penambangan yaitu :<br />
1. Sifat keruangan dari endapan bijih </span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Ukuran (dimensi : tinggi
atau tebal khususnya)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Bentuk (tanular,
lentikular, massif, irregular)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Posisi (miring, mendatar
atau tegak)</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 35.45pt; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span lang="IN" style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Kedalaman (nilai
rata-rata, nisbah pengupasan)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt; text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">2. Kondisi geologi dan hidrologi</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">a. Mineralogy dan petrologi (sulfida atau oksida)<br />
b. Komposisi kimia (utama, hasil samping, mineral by product)<br />
c. Struktur endapan (lipatan, patahan, intrusi, diskontinuitas)<br />
d. Bidang lemah (kekar, fracture, cleavage dalam mineral, cleat dalam batubara)<br />
e. Keseragaman, alterasi, erosi<br />
f. Air tanah dan hidrologi</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt; text-align: justify;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">3. Sifat geomekanik</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">a. Sifat elastic (kekuatan, modulus elastic, koefesien poison)<br />
b. Perilaku plastis atau viscoelastis (flow, creep)<br />
c. Keadaan tegangan (tegangan awal, induksi)<br />
d. Konsolidasi, kompaksi dan kompeten<br />
e. Sifat-sifat fisik yang lain (bobot isi, voids, porositas, permeabilitas,
lengas bebas, lengas bawaan)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">4. Konsiderasi ekonomi</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">a. Cadangan (tonnage dan kadar)<br />
b. Produksi<br />
c. Umur tambang<br />
d. Produktifitas<br />
e. Perbandingan ongkos penambangan untuk metode penambangan yang cocok</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 7.1pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">5. Factor teknologi</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.3pt;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">a. Perolehan tambang<br />
b. Dilusi (jumlah waste yang dihasilkan dengan bijih)<br />
c. Kefleksibilitas metode dengan perubahan kondisi-kondisi<br />
d. Selektifitas metode untuk bijih dan waste<br />
e. Konsentrasi/penyebaran pekerjaan</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: .5in;">
<span lang="IN" style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;">Dasar dalam pemilihan metode penambangan yaitu Stripping Ratio
(SR) yaitu berapa jumlah waste (tanah buangan baik O/B maupun batuan samping)
yang harus dibuang/disingkirkan untuk memperoleh 1 ton endapan bijih sampai
pada ultimate pit limit.</span><span style="background: white; font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-shading-themecolor: background1;"></span></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Ajibarang 53163, Indonesia-7.408715 109.080108-7.5346795 108.9187465 -7.2827505 109.2414695tag:blogger.com,1999:blog-7521738902859345740.post-58793310472099983322013-02-13T19:28:00.001-08:002013-02-13T19:28:43.096-08:00GEOGRAFI EKONOMI<!--[if gte mso 9]><xml>
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<a href="http://inizaka.blogspot.com/2013/02/geografi-ekonomi.html"><span style="font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">GEOGRAFI EKONOMI</span></a></div>
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<br /></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo7; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Pengertian Geografi<span style="mso-spacerun: yes;"> </span>dan Ekonomi</span></b></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;"><a href="http://inizaka.blogspot.com/2012/11/konsep-dan-kajian-geografi.html">Geografi </a>adalah
pengetahuan tentang persamaan dan perbedaan gejala alam dan kehidupan di muka
bumi (gejala geosfer) serta interaksi antara manusia dengan lingkungannya dalam
konteks keruangan dan kewilayahan.</span></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfG_mBAmbKFN89LIyvFqqkAk99KTyN5xbUc_qTosW5OgGWNC_zx8XNpHfG8YDUC4QphOV94ljO6qXm1z2A-jULrmfSBPV7h06ETGazXG8IP3X4HycPJPLzlFV0bgereD3Bj0U6RI9n0QM/s1600/geography.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfG_mBAmbKFN89LIyvFqqkAk99KTyN5xbUc_qTosW5OgGWNC_zx8XNpHfG8YDUC4QphOV94ljO6qXm1z2A-jULrmfSBPV7h06ETGazXG8IP3X4HycPJPLzlFV0bgereD3Bj0U6RI9n0QM/s320/geography.jpg" width="320" /></a></div>
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<div class="MsoNormal" style="text-indent: .5in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Geo Ekonomi merupakan studi
tentang variasi areal atau daerah di permukaan bumi dlm hubungannya dengan
aktivitas manusia, yakni dalam hal memproduksi, mendistribusikan dan
mengkonsumsi barang dan</span></div>
<a name='more'></a> jasa. <br />
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<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Ilmu Ekonomi adalahl ilmu
yang mempelajari cara-cara yang dilakukan manusia untuk memenuhi kebutuhan dan
keinginan yang tidak terbatas dengan menggunakan sumber daya yang terbatas.</span></div>
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<br /></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo7; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2<a href="http://inizaka.blogspot.com/2013/02/geografi-ekonomi.html">.<span style="font: 7.0pt "Times New Roman";"> </span></a></span></span></b><a href="http://inizaka.blogspot.com/2013/02/geografi-ekonomi.html"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Pengertian Geografi Ekonomi</span></b></a></div>
<div class="MsoNormal" style="text-indent: .25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Geografi Ekonomi, ilmu
yang objeknya mempelajari hubungan timbal balik antara manusia dan
lingkungannya dalam rangka memenuhi kebutuhan hidup untuk mencapai
kesejahteraan dlm hidupnya.</span></div>
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<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Untuk mencapai tujuan itu ahli geografi eko mengajukan
3 pertanyaan: (1) Di mana letak aktivitas ekonomi?, (2) Bagaimana karakteristis
aktivitas eko tsb?, (3) Fenomena lain apa yang berkaitan dengan ekonomi tsb?</span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAQXYeQKle3ZD6HZ1U19zY5ed65iOj02I_Ib56LJDzyZJwpRcwwgYGTha_7eFXbvry-fcjy8q2oXLRdxOrb0MtzDUEZ1_5vEJakKByh6NQcfLQ20NxAHAO6XKyR79f1rV4EiYORoSpExk/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAQXYeQKle3ZD6HZ1U19zY5ed65iOj02I_Ib56LJDzyZJwpRcwwgYGTha_7eFXbvry-fcjy8q2oXLRdxOrb0MtzDUEZ1_5vEJakKByh6NQcfLQ20NxAHAO6XKyR79f1rV4EiYORoSpExk/s1600/images.jpeg" /></a></div>
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<b><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Metode Geografi Ekonomi</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Empat cara (pendekatan) untuk mengkaji hub dlm Geo
Ekonomi:</span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l3 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Analisis sebab akibat (spasial)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Pemahaman
mengenai hubungan sebab untuk menjawab<span style="mso-spacerun: yes;">
</span>pertanyaan:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l6 level1 lfo2; tab-stops: list 63.8pt; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Mengapa tanaman jagung berada di daerah
itu?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l6 level1 lfo2; tab-stops: list 63.8pt; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Bagaimanakah karakteristiknya?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Sedangkan
pemahaman mengenai hub akibat memungkinkan utk menjawab:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l5 level1 lfo3; tab-stops: list 63.8pt; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Bagaimana dampak tanaman jagung terhadap
erosi tanah?</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l5 level1 lfo3; tab-stops: list 63.8pt; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Peran apa yang dapat dimainkan pertanian
jagung thd kehidupan ekonomi suatu tempat/daerah? </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; tab-stops: list 63.8pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Hubungan antara fenomena fisik dan budaya
(ekologikal)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Fenomena fisik menyangkut lingk alam,
merupakan jumlah total unsur2 fisik (tanah, air, lahan, tumbuhan, iklim, hewan,
udara, dsb).</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l0 level1 lfo4; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Budaya berarti jumlah kesel prestasi
manusia = pengetahuan, teknologi, sikap, seni, alat-alat, institusi sosial,
organisasi sosial, politik, keyakinan (agama), sistem untuk mengontrol
investasi modal dll. </span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Mencari hub di dalam suatu daerah, dan hub
antara daerah yang satu dengan lainnya (kompleks wilayah)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l2 level1 lfo5; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Menganalisis hubungan antara variabel2
ruang dg meneliti variabel2 yg melibatkan ciri2 di dlm suatu daerah dan
variabel yg menghub daerah itu dg daerah lain.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l3 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Hubungan korelasi (Asosiatif) </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 49.65pt; mso-add-space: auto; mso-list: l4 level1 lfo6; text-indent: -.25in;">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Verdana; mso-fareast-font-family: Verdana;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; line-height: 115%;">Analisis korelasi, pendekatan yg terbaru
menggunakan teknik statistik untuk melihat derajat hub antara dua atau lebih
fenomena. </span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Ajibarang 53163, Indonesia-7.408715 109.080108-7.5346795 108.9187465 -7.2827505 109.2414695tag:blogger.com,1999:blog-7521738902859345740.post-29903362260752733022012-11-09T06:44:00.003-08:002012-11-09T06:48:05.148-08:00KONDISI AIR PERMUKAAN BANYUMAS<!--[if gte mso 9]><xml>
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<span style="font-size: x-large;"><b><span style="font-family: "Book Antiqua","serif"; line-height: 115%;"><a href="http://inizaka.blogspot.com/2012/11/kondisi-air-permukaan-banyumas.html">KONDISI AIR PERMUKAAN DI KAB.BANYUMAS</a></span></b></span></div>
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<b><i><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A. Kualitas Air</span></i></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs_zCuKi9INQcuZixFpyoIaMxcrTKpXZMzSDWWVJ89ZxmbfsxCfgyYegSxDVhCzh_11aCwZ8cltIo0QH5XwESbRRL2Vc3r5MZ8rtJ6FsWYOwF9WwNxiVoYMwkuUONOzHcEiy5toLifruM/s1600/Batur_09.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs_zCuKi9INQcuZixFpyoIaMxcrTKpXZMzSDWWVJ89ZxmbfsxCfgyYegSxDVhCzh_11aCwZ8cltIo0QH5XwESbRRL2Vc3r5MZ8rtJ6FsWYOwF9WwNxiVoYMwkuUONOzHcEiy5toLifruM/s320/Batur_09.jpg" width="320" /></a></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Hasil pemantauan kualitas air pada 2 sungai
utama dikota Purwokerto yang meliputi sungai Kranji dan Banjaran menunjukan
parameter : BOD, lebih tinggi dibandingkan baku mutu (PP 82/2001) untuk kelas
II dan kelas III. Pada sungai Banjaran, kenaikan nilai BOD sejalan dengan arah
menuju hilir terutama pada</span></div>
<a name='more'></a>titik setelah melewati perkotaan, sedangkan pada
sungai Kranji semua titik pengambilan sample menghasilkan nillai BOD yang
diatas ambang batas. Hasil pemantauan tahun 2008 jika dibandingkan dengan hasil
pemantauan tahun 2007 menunjukan terjadinya penurunan kualaitas perairan sungai
tersebut. Sedangkan hasil pengukuran di Sungai Mengaji pada periode yang sama
semua parameter di bawah ambang batas. Dampak perubahan kualitas air terhadap
penduduk sekitar sungai belum tampak apabila dilihat dari derajat kesehatan
penduduk. <br />
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<b><i><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">B. Kuantitas Air/ Ketersediaan Air </span></i></b><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheV7GEE-L6Q4MaNtNKeagcSa2yQeYHkakaXoNQP5Ua_ieoMC3Q9pKbvVCTQCzDRkl6GNVBgVWjZ_MihYL9UPCHxqto8EWcMEL-MG3D0XO326NYr8bbRrgNqV2zu7YmQQbLjiX5x_LsGkk/s1600/curug-cipendok.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheV7GEE-L6Q4MaNtNKeagcSa2yQeYHkakaXoNQP5Ua_ieoMC3Q9pKbvVCTQCzDRkl6GNVBgVWjZ_MihYL9UPCHxqto8EWcMEL-MG3D0XO326NYr8bbRrgNqV2zu7YmQQbLjiX5x_LsGkk/s320/curug-cipendok.jpg" width="255" /></a><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Kebutuhan air bersih untuk manusia akan terus
meningkat sejalan dengan pertumbuhan penduduk, dengan menggunakan asumsi
kebutuhan air bersih penduduk rumah tangga (domestik) perkotaan adalah sebesar
120 liter/hari/orang, sedangkan untuk penduduk pedesaan sebesar 60
liter/orang/hari. Kebutuhan pelayanan umum diperkirakan sebesar 30% , kebutuhan
fasilitas sosial dan perkantoran sebesar 20%, kegiatan bisnis (ekonomi) sebesar
15% dan kegiatan industri sebesar 20% dari kebutuhan penduduk. Tingkat
kebocoran air sebesar 30%. Dengan pendekatan tersebut maka kebutuhan air bersih
di Kabupaten Banyumas pada tahun 2007 adalah sebesar 422.254.898 liter per hari
dan kebutuhan tersebut akan meningkat menjadi 445.311.509 liter hari pada tahun
2012 (RTRW Kabupaten Banyumas 2005-2015). Sedangkan produksi air bersih dari
PDAM Purwokerto tercatat sebesar 16.629 m3/tahun yang sebagian besar berasal
dari mata air ,pemanfaatan air tanah oleh industri, rumah sakit dan hotel
sebesar 40.262 m3/tahun.Selain kebutuhan air untuk kehidupan manusia, juga
dibutuhkan air untuk kebutuhan irigasi pertanian secara menyeluruh. Kebutuhan
air irigasi dihitung berdasarkan asumsi 1,4 liter /detik /ha maka kebutuhan air
untuk irigasi di Kabupaten Banyumas sebesar 30.332 liter/detik/hari. </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Ketersediaan air bersih baik yang berasal dari
air permukaan maupun air tanah cenderung menurun baik jumlah maupun
kualitasnya. Hal ini berkaitan dengan adanya kenyataan bahwa terjadinya
peningkatan jumlah desa rawan air bersih pada setiap musim kemarau. Selain itu,
dilihat dari perkembangan penggunaan lahan di wilayah Kabupaten Banyumas selama
kurun waktu 5 tahun terakhir, yaitu 2001 – 2006 dapat diketahui bahwa
penggunaan lahan hutan rakyat dan penggunaan lahan sawah pengairan sederhana
merupakan jenis penggunaan lahan yang banyak mengalami konversi (perubahan
penggunaan lahan) di wilayah Kabupaten Banyumas dan konsekwensinya penggunaan
lahan ini mengalami penurunan luas lahan. Air merupakan salah satu kebutuhan
dasar mahluk hidup, baik hewan, tumbuhan, mikroorganisme maupun manusia
sehingga ketersediaan air menjadi hal yang sangat penting. Selain dipergunakan
untuk kebutuhan dasar makhluk hidup air juga menjadi media yang penting untuk
industri secara umum dan kesehatan masyarakat yang secara langsung akan
mempengaruhi aspek sosial ekonomi dan budaya masyarakat setempat. </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Penggunaan lahan hutan rakyat mengalami
perubahan rata-rata 4,25% pertahun sedangkan penggunaan lahan sawah pengairan
sederhana mengalami konversi sebesar 3,95% pertahun. Perkembangan penggunaan
lahan yang terjadi di wilayah kabupaten memberikan informasi bahwa jenis
penggunaan lahan yang sering dan banyak mengalami perubahan lahan menjadi jenis
penggunaan lahan lain adalah lahan pertanian basah maupun lahan kering.
Terjadinya proses penggunaan lahan pertanian menjadi penggunaan non pertanian
khususnya di wilayah perkotaan, seperti perumahan, industri, perkantoran dan
lain-lain merupakan indikasi terjadinya peralihan fungsi ruang dari peruntukkan
agraris untuk penggunaan non agraris. Proses ini merupakan proses berdasarkan
kaidah alamiah atau proses tuntutan pasar (market), karena usaha di bidang
pertanian khususnya di perkotaan menjadi kurang prospektif seiring dengan
pertumbuhan dan perkembangan pembangunan khususnya di wilayah perkotaan.
Kondisi demikian dilihat dari sisi neraca air akan sangat mengganggu, karena
luas lahan terbuka yang merupakan daerah tangkapan air menjadi berkurang,
sehingga ketersediaan air tanah menurun dan menyebabkan bangkitan banjir bagi
daerah bawahannya. Kondisi demikian diperparah dengan adanya penebangan pohon
atau alih fungsi lahan hutan untuk lahan pertanian. Kecendrungan bahaya banjir
yang semakin serius dimusim hujan dan bahaya kekeringan atau krisis air dimusim
kemarau, adalah fenomena yang pada hakekatnya merupakan ancaman besar bagi
masyarakat, baik dari sisi keselamatan, kesehatan, ekonomi maupun pembiayaan
dari Pemerintah Kabupaten Banyumas. </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Penurunan kualitas dan kuantitas air tawar
untuk air bersih dalam jangka panjang akan mengalihkan pemanfaatan air baku
dari air tanah dan mata air ke air sungai yang di Kabupaten Banyumas potensinya
cukup besar. Namun demikian kendala yang dihadapi adalah adanya pencemaran air
sungai oleh limbah, baik pertanian, limbah industri maupun limbah rumah tangga.
Pencemaran air sungai terutama terdapat di wilayah perkotaan yang meliputi
sungai Kranji, Banjaran, Pelus, Mengaji, dan Logawa. Hasil pengukuran kualitas
air di sungai tersebut menunjukkan terdapatnya pencemaran bahan organik. Dengan
adanya bahan pencemar pada badan air di sungai tersebut, maka status sungai-sungai
tersebut berada pada kondisi tercemar sedang. </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Di Pulau Jawa yang tingkat kepadatan
penduduknya tertinggi di Indonesia dan tingkat pembangunannya paling
maju,ketersediaan air diperkirakan tinggal 1,750 meter kubik per kapitaper
tahun. Bandingkan dengan standar kecukupan air sebesar 2.000 meter kubik per
tahun. Hal tersebut akan merosot sampai 1.200 meter kubik per kapita pertahun
tatkala penduduk Indonesia mencapai 280 juta pada tahun 2020, dimana 150juta di
antaranya tinggal di pulauJawa (Budiman Arif, 1999). Menurut Afandi (1994), di
Indonesia, kebutuhan air untuk keperluan domestik (rumah tangga) di pedesaan
kurang lebih 120 liter per-orang per hari. Terjadinya situasi <i>demand side
effect </i>terhadap keberadaan air akan berakibat bahwa air tidak dapat berfungsi
sebagai komoditas publik (<i>public goods</i>). Pada akhirnya air akan bergeser
fungsinya menjadi komoditas ekonomi (<i>economicgoods</i>), yang kehilangan
makna sosialnya (Sudar D. Atmanto,1999). </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Situasi tersebut di atas berakibat semakin
kritisnya kondisi hidrologis dan kelestarian konservasi air, serta semakin
tingginya tingkat pencemaran di sumber-sumber air. Semakin jeleknya fungsi
tangkapan air di sepanjang Daerah Aliran Sungai (DAS), berakibat semakin
langkanya air pada musim kemarau dan menjadi bencana banjir pada musim hujan.
Adi Sarwoko menyebutkan bahwa pada tahun 1999, dari 470 DAS di Indonesia,62 di
antaranya kritis. Degradasi DAS merupakan akibat perubahan fungsi daerah
tangkapan airdengan meningkatnya sedimentasi dan menurunnya kinerja bangunan penampung
air . </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Konservasi air mengacu pada tindakan yang
diambil supaya air dimanfaatkan secarabijaksana dan efisien, yaitu dengan
caramengurangi pemakaian berlebihan, kehilangan air,dan pemborosan. Konservasi
air terdiri atas duabagian : konservasi sumber daya air – pengelolaan yang
efisien, penyimpanan, alokasi dan penyaluran air baku di sumbernya; dan
konservasi suplai air -distribusi dengan kehilangan air minimum dan penghematan
air. Kepedulian konservasi air (KKA) adalah pemahaman tentang perlunya menggunakan
air dengan lebih bijaksana dan efisien di semua tahap,mulai dari tempat
penampungan hingga ke tempat pemakai. Dengan KKA diharapkan terjadi perubahan
sikap dan perilaku yang berhubungan dengan pengelolaan dan pemanfaatan air. </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pemborosan Air, air yang diambil dari sumber
sumber di permukaan dan air tanah untuk kegiatanmanusia banyak yang diboroskan
atau tidakdimanfaatkan dengan efisien. Keadaan makin diperburuk lagi oleh
rembesan yang menyebabkan water logging dan penggaraman sekitar dari 20% dari lahan
irigasi di dunia yang berakibat pada penurunan hasil pertanian. Akibat lain
dari pengelolaan lahan dan air yang buruk adalah erosi tanah pertanian tadah
hujan. Erosi menyebabkan penurunan produksi pertanian dan merusak sumberdaya
air dengan membawa sedimen dalam jumlah besar ke dalam aliran dan sungai;
akibatnya adalah penurunan kapasitas waduk. Banyak proses industri yang
penggunaan airnya tidak efisien dan tidak mengadakan penghematan melalui
berbagai teknik seperti misalnya daur ulang. Kehilangan air juga terjadi dalam
sistem distribusi air untuk masyarakat (PDAM), terutama ditempat-tempat yang
jalur distribusinya sudah tua dan tidak terpelihara baik. Kebocoran sampai 50%
merupakan hal biasa di negara-negara berkembang. </span></div>
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<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Terjadinya kekeringan di berbagai wilayah,
hilangnya banyak sumber mata air di wilayah perdesaan, turunnya muka air tanah,
turunnya debit air sungai maupun sumber intake pelayanan air minum, merupakan
isyarat adanya penurunan kualitas lingkungan hidup di Kabupaten Banyumas. Perlu
dilakukan langkah-langkah strategis untuk mengatasinya melalui serangkaian
penciptaan kebijakan yang menyeluruh dan komprehensif melalui kegiatan-kegiatan
yang mengarah pada upaya konservasi sumber daya alam. Kegiatan dalam mendukung
Gerakan Nasional Kemitraan Penyelamatan Air (GN-KPA) yang bertujuan
mengendalikan keseimbangan siklus hidrologi pada Daerah Aliran Sungai (DAS)
sehingga keandalan sumber-sumber air baik kuantitas maupun kualitas airnya
terkendali, melalui pemberdayaan pemerintah, dunia usaha, dan masyarakat dalam
rangka ketahanan pangan, peningkatan ekonomi, pengentasan kemiskinan dan
perlindungan ekosistem, melalui tindak nyata kemitraan pemilik kepentingan SDA,
dapat dimulai dari perencanaan, pelaksanaan dan keberlanjutan pembangunan. </span></div>
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kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com3Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-53764315256632468412012-11-09T05:53:00.002-08:002012-11-09T06:46:37.864-08:00SIKLUS HIDROLOGI<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"><span style="font-size: x-large;"><a href="http://inizaka.blogspot.com/2012/11/siklus-hidrologi.html">SIKLUS HIDROLOGI</a></span></span></span></b><br />
<b><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"><span style="font-size: x-large;"> </span><span style="font: 7.0pt "Times New Roman";"><span style="font-size: x-large;"><br /></span></span></span></b></div>
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<b><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"><span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman";">1. Pengertian Siklus Hidrologi</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
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<span lang="FR" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman";">Siklus atau daur
merupakan suatu perputaran atau lingkaran. Siklus hidrologi adalah perputaran
air dengan perubahan berbagai bentuk dan kembali pada bentuk awal. Hal ini
menunjukkan bahwa volume air di permukaan bumi sifatnya tetap. Meskipun tetap
dengan perubahan iklim dan cuaca, letak mengakibatkan volume dalam bentuk
tertentu berubah, tetapi secara keseluruhan air tetap. Siklus air secara alami
berlangsung cukup panjang dan cukup lama. Sulit untuk menghitung secara tepat
berapa lama air menjalani siklusnya, karena sangat tergantung pada kondisi
geografis, pemanfaatan oleh manusia dan sejumlah faktor lain.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkTPDi9sy685zow8huS0mXWm-MtNZPWO1JFfKNyfZUFxxPB0FxZiDpg-BMBw_ICWVEDksqfEmFKSSjetkHXTE4qq3m7IMet2fZvFIZkYDnHZJIIoyuklxKrt-KOMFFgqpLi3Cm2H_4eNc/s1600/hidfologi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkTPDi9sy685zow8huS0mXWm-MtNZPWO1JFfKNyfZUFxxPB0FxZiDpg-BMBw_ICWVEDksqfEmFKSSjetkHXTE4qq3m7IMet2fZvFIZkYDnHZJIIoyuklxKrt-KOMFFgqpLi3Cm2H_4eNc/s1600/hidfologi.jpg" width="320" /></a></div>
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<a name='more'></a><br /></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman";"> 2. Proses siklus hidrologi</span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"></span></b></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt; mso-hyphenate: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; text-align: justify; text-indent: 18.0pt;">
<span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Siklus air atau siklus hidrologi adalah </span><a href="http://id.wikipedia.org/w/index.php?title=Sirkulasi&action=edit&redlink=1" title="Sirkulasi (belum dibuat)"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">sirkulasi</span></a><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> </span><a href="http://id.wikipedia.org/wiki/Air" title="Air"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">air</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> yang tidak pernah
berhenti dari </span><a href="http://id.wikipedia.org/wiki/Atmosfer" title="Atmosfer"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">atmosfer</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> ke </span><a href="http://id.wikipedia.org/wiki/Bumi" title="Bumi"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">bumi</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> dan kembali ke </span><a href="http://id.wikipedia.org/wiki/Atmosfir" title="Atmosfir"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">atmosfer</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> melalui </span><a href="http://id.wikipedia.org/wiki/Kondensasi" title="Kondensasi"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">kondensasi</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">, </span><a href="http://id.wikipedia.org/wiki/Presipitasi" title="Presipitasi"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">presipitasi</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">, </span><a href="http://id.wikipedia.org/wiki/Evaporasi" title="Evaporasi"><span lang="FR" style="color: windowtext; font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt; text-decoration: none; text-underline: none;">evaporasi</span></a><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> dan transpirasi.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoListParagraph" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: EN-US;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">Kondensasi (pengembunan) </span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></i></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 36.0pt; mso-hyphenate: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; text-align: justify; text-indent: 17.45pt;">
<span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Ketika uap air mengembang, mendingin dan
kemudian berkondensasi, biasanya pada partikel-partikel debu kecil di udara.
Ketika kondensasi terjadi dapat berubah menjadi cair kembali atau langsung
berubah menjadi padat (es, salju, hujan batu (<i>hail</i>)). Partikel-partikel
air ini kemudian berkumpul dan membentuk awan.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoListParagraph" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: EN-US;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">Presipitasi</span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></i></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 36.0pt; mso-hyphenate: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; text-align: justify; text-indent: 17.45pt;">
<span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Presipitasi pada pembentukan hujan, salju dan
hujan batu (<i>hail</i>) yang berasal dari kumpulan awan. Awan-awan tersebut
bergerak mengelilingi dunia, yang diatur oleh arus udara. Sebagai contoh,
ketika awan-awan tersebut bergerak menuju pegunungan, awan-awan tersebut
menjadi dingin, dan kemudian segera menjadi jenuh air yang kemudian air
tersebut jatuh sebagai hujan, salju, dan hujan batu (<i>hail</i>), tergantung
pada suhu udara sekitarnya.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoListParagraph" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: EN-US;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">Evaporasi (penguapan) </span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></i></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 36.0pt; mso-hyphenate: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; text-align: justify; text-indent: 17.45pt;">
<span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Ketika air dipanaskan oleh sinar matahari,
permukaan molekul-molekul air memiliki cukup energi untuk melepaskan ikatan
molekul air tersebut dan kemudian terlepas dan mengembang sebagai uap air yang
tidak terlihat di atmosfir.</span><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"> </span><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Sekitar 95.000 mil kubik air menguap ke angkasa
setiap tahunnya. Hampir 80.000 mil kubik menguapnya dari lautan. Hanya 15.000
mil kubik berasal dari daratan, danau, sungai, dan lahan yang basah, dan yang
paling penting juga berasal dari tranpirasi oleh daun tanaman yang hidup.
Proses semuanya itu disebut Evapotranspirasi.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoListParagraph" style="margin-left: 53.45pt; mso-add-space: auto; mso-list: l3 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: EN-US;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i style="mso-bidi-font-style: normal;"><span lang="FR" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">Transpirasi (<span style="color: black;">penguapan
dari tanaman)</span> </span></i><i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></i></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 36.0pt; mso-hyphenate: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; text-align: justify; text-indent: 17.45pt;">
<span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Uap air juga dikeluarkan dari daun-daun tanaman
melalui sebuah proses yang dinamakan <i>transpirasi</i>. Setiap hari tanaman
yang tumbuh secara aktif melepaskan uap air 5 sampai 10 kali sebanyak air yang
dapat ditahan.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoNormal" style="line-height: 115%; mso-hyphenate: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; text-align: justify; text-indent: 36.0pt;">
<span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Pada perjalanan menuju bumi beberapa presipitasi dapat
berevaporasi kembali ke atas atau langsung jatuh yang kemudian diintersepsi
oleh tanaman sebelum mencapai tanah. Setelah mencapai tanah, siklus hidrologi
terus bergerak secara kontinu dalam tiga cara yang berbeda:</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt; mso-hyphenate: auto; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Symbol; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Evaporasi / transpirasi - Air yang ada di laut, di
daratan, di sungai, di tanaman, dsb. kemudian akan menguap ke angkasa
(atmosfer) dan kemudian akan menjadi awan. Pada keadaan jenuh uap air (awan)
itu akan menjadi bintik-bintik air yang selanjutnya akan turun (precipitation)
dalam bentuk hujan, salju, es.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt; mso-hyphenate: auto; mso-list: l4 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Symbol; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Infiltrasi / Perkolasi ke dalam tanah - Air bergerak
ke dalam tanah melalui celah-celah dan pori-pori tanah dan batuan menuju muka
air tanah. Air dapat bergerak akibat aksi kapiler atau air dapat bergerak
secara vertikal atau horizontal dibawah permukaan tanah hingga air tersebut
memasuki kembali sistem air permukaan.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
<div class="MsoNormal" style="line-height: 115%; margin-left: 35.45pt; mso-hyphenate: auto; mso-list: l2 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-pagination: widow-orphan; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-bidi-language: AR-SA; mso-fareast-font-family: Symbol; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="FR" style="font-family: "Book Antiqua","serif"; mso-ansi-language: FR; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;">Air Permukaan - Air bergerak diatas permukaan tanah
dekat dengan aliran utama dan danau; makin landai lahan dan makin sedikit
pori-pori tanah, maka aliran permukaan semakin besar. Aliran permukaan tanah
dapat dilihat biasanya pada daerah urban. Sungai-sungai bergabung satu sama
lain dan membentuk sungai utama yang membawa seluruh air permukaan disekitar
daerah aliran sungai menuju laut.</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US; mso-font-kerning: 0pt;"></span></div>
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kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-42411013747066399852012-11-05T07:08:00.004-08:002013-02-09T05:58:39.579-08:00Konsep Dan Kajian Geografi<!--[if gte mso 9]><xml>
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<a href="http://inizaka.blogspot.com/2012/11/konsep-dan-kajian-geografi.html"><b><span style="font-family: "Book Antiqua","serif"; font-size: 18pt; line-height: 115%;">KONSEP DANOBJEK GEOGRAFI</span></b></a></div>
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<b><i><span style="font-family: "Book Antiqua","serif"; font-size: 14pt; line-height: 115%;">A.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b><i><span style="font-family: "Book Antiqua","serif"; font-size: 14pt; line-height: 115%;">Konsep Geografi</span></i></b></div>
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<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhfW77fQz6QFbNHBkQa_vo4FLvVyvl6PNjszVsiwP0Aro4UIlahBdveu5K-iCd0cFHNTlNhLjbNYg_0Sf0O6ImblW6Rk59NNQh71l0TGHP8ayEhUBKPDnzyK3qetshn0fOSvBj8IX8JyA/s1600/konsep-geografi.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhfW77fQz6QFbNHBkQa_vo4FLvVyvl6PNjszVsiwP0Aro4UIlahBdveu5K-iCd0cFHNTlNhLjbNYg_0Sf0O6ImblW6Rk59NNQh71l0TGHP8ayEhUBKPDnzyK3qetshn0fOSvBj8IX8JyA/s200/konsep-geografi.gif" width="185" /></a></div>
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Geografi
adalah ilmu yang berusaha menemukan dan memahami persamaan serta perbedaan yang
ada dalam ruang bumi. Menurut hasil lokakarya tahun 1988 di Semarang, Geografi
adalah ilmu yang mempelajari persamaan
dan perbedaan fenomena geosfer dengan sudut pandang kewilayahan atau
lingkungan dalam konteks keruangan.</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> Gejala dalam ruang
diperhatikan secara seksama, dengan selalu meperhatikan factor alam dan factor
manusia. Keterkaitan keduanya membentuk suatu</span><br />
<a name='more'></a><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> kesatuan keruangan di kewilayahan
yang bersangkutan. Den</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">g</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">an
demikian dapat disimpulkan bahwa geografi adalah suatu ilmu yang mempelajari
pesamaan dan perbedaan fenomena geosfer antara suatu daera</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">h</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> dengan daerah lain dengan
hubungan antara manusia dengan alam sera interaksi diantara keduanya</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: 36pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Ada
10 konsep geografi yaitu :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">a.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Lokasi </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">b.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Jarak</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">c.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Keterjangkauan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">d.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Pola</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">e.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Morfologi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">f.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep
Aglomerasi(menggerombol)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">g.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Nilai Kegunaan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">h.<span style="font: 7pt "Times New Roman";"> </span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Interaksi Interdependensi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">i.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Diferensial
Area</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 92.15pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">j.<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Konsep Keterkaitan
Ruangan</span></div>
<div class="MsoNormal" style="margin-left: 92.15pt; text-align: justify;">
<b><i><span style="font-family: "Book Antiqua","serif"; font-size: 14pt; line-height: 115%;"> </span></i></b></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 2cm; text-align: justify; text-indent: -21.25pt;">
<b><i><span style="font-family: "Book Antiqua","serif"; font-size: 14pt; line-height: 115%;">B.<span style="font: 7pt "Times New Roman";"> </span></span></i></b><b><i><span style="font-family: "Book Antiqua","serif"; font-size: 14pt; line-height: 115%;">Objek Kajian Geografi</span></i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: 15.3pt;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3TtKvjhK8YYYtpbt0vkN4-a778Z-cr1lKf9T4bVn51-_Uqkvje26n8aq7OTFi9MKi24f5LVRCI03AlMMmeeeaOL_QbQGVI019BYBM3DPU0VzQBSWpKUJPa-6xrJdbKlkT6XJjfVFyTI/s1600/images+%2814%29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3TtKvjhK8YYYtpbt0vkN4-a778Z-cr1lKf9T4bVn51-_Uqkvje26n8aq7OTFi9MKi24f5LVRCI03AlMMmeeeaOL_QbQGVI019BYBM3DPU0VzQBSWpKUJPa-6xrJdbKlkT6XJjfVFyTI/s1600/images+%2814%29.jpg" /></a></div>
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Secara
sederhana objek kajian ilmu geografi dibagi menjadi dua, objek material dan
objek formal.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: -21.25pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">a)<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Objek</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Material</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Objek material yang umum dan luas
yaitu geosfer yang meliputi atmosfer, hidrosfer, litosfer, biosfer, dan
antroposfer</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">yang
kemudian dapat menimbulkan studi khusus</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: -21.25pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> <br />
1) Atmosfer,</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 70.9pt; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Atmosfer
adalah lapisan udara yang menyelubungi bumi, yang terdiri dari campuran Oksigen
(21%), Nitrogen (78%), Karbon dioksida (0,03%), Argon (hamper 1%), Helium dan
gas-gas lain(0,01), ditambah uapair yang jumlahnya berpariasi. Atmosfer terdiri
dari trofosfer, stratosfer, mesosfer, termosfer, dan ekosfer. </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 70.9pt; text-align: justify; text-indent: -21.25pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 70.9pt; text-align: justify; text-indent: -21.25pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">2)</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Litosfer</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Lithosfer, adalah
lapisan bumi paling luar, tebalnya kurang lebih 48 km, grafitasinya diantara 2,0-3,0.
Lapisan tersebut terdiri dari dua lapisan, yaitu SiAl kepanjangan dari Si
(Silikat) dan Al (Alumenium) sedangkan SiMa kepanjangan dari SI (Silikat) dan
Ma (Maknesium). SiAl adalah lapisan bumi</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">yang palin</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">g</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> atas sedangkan SiMa adalah lapisan bumi
yang berada dibawah lapisan SiAl. </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: 36pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">3) Hidrosfer</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72pt; text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Hidrosfer adalah lapisan
air yang mengelilingi bumi yang meliputi lapisani perairan di darat maupun di
laut yang terdiri dari samudra, laut, sungai, danau, gletser, air tanah, mata
air, hujan dan air yang termsuk dalam atmosfer. </span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">4)
Biosfer</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 70.9pt; text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Biosfer adalah lapisan kulit bumi, air, dan atmosfer
yang didalamnya terdapat kehidupan organism</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">e</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">,
manusia, tumbuh-tumbuhan, binatang, dan mikroorganisme. Biosfer tebalnya hanya
beberapa mil saja yang meliputi tanah, air, dan udara.</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 49.65pt; text-align: justify;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">5)
Antroposfer</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-left: 72pt; text-align: justify; text-indent: 36pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Antroposfer adalah objek kajian geografi yang
mempelajari mengenai lapisan manusia yang merupakan ‘tema sentral’ di antara
lapisan lainnya. Tema sentral artinya diutamakan dalam kajiannya. Jadi dalam
mengkaji objek studi geografi tersebut diperlukan pengetahuan dari disiplin
ilmu lain seperti Klimatologi, Geologi, Hidrologi, dan sebagainya. Singkatnya
geografi berkaitan erat dengan ilmu-ilmu lain.</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 2cm; text-align: justify; text-indent: -21.25pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: -21.25pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">b)<span style="font: 7pt "Times New Roman";">
</span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Objek formal
Geografi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: 15.3pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">O</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">bjek
formal adalah metode atau pendekatan yang digunakan dalam mengkaji suatu
masalah. Objek formal geografi secara umum adalah region atau wilayah. Namun,
yang dinamakan objek formal geografi sebenaranya adalah cara memandang dan cara
bersikap terhadap objek material tersebut dari segi geografi yaitu segi
keruangan meliputi pola dan system proses yang terjadi didalamnya.</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">selalu ditanyakan mengapa
gejala terjadi dan mengapa hal itu terjadi di tempat atau lokasi tersebut ?
misalnya </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">s</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">ebuah
daerah yang kekurangan air. Dalam hal ini banyak dipelajari bukan saja jumlah
ataupun volume air tanah tetepi mengapa hal itu terjadi dilihat dri segi
lokasi, fisiografi, dan dan kaitannya dengan lingkunganyang lebih luas antara
lain peran manusia, kondisi iklim, geologi, geomorfologi, kondisi lingkungan,
dan lain-lain.</span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 2cm; text-align: justify; text-indent: 15.3pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Ada tiga hal pokok
dalam mempelajari objek formal dari sudut pandang keruangan yaitu :</span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 90pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">a.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Pola dari sebaran tertentu
dimuka bumi</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 90pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">b.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Keterkaitan atau hubungan
sesame antara gejala didalam ruang</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 90pt; text-align: justify; text-indent: -18pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">c.<span style="font: 7pt "Times New Roman";">
</span></span><span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Perkembangan atau
perubahan yang terjadi pad gejala tersebut didalam ruang.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 90pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 90pt; text-align: justify;">
<br /></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-35091256003747158212012-11-05T06:07:00.000-08:002012-11-06T05:56:22.710-08:00Definisi Geografi <br />
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<br />
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none; text-indent: 36.0pt;">
<a href="http://inizaka.blogspot.com/2012/11/definisi-geografi.html"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 24.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00; mso-bidi-font-size: 12.0pt;"></span></b></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 24.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00; mso-bidi-font-size: 12.0pt;"><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740">DEFINISI GEOGRAFI</a> </span></b></div>
<div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center; text-indent: 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiZhLGNAxogdQhjCMRBEBbyLawF6_7ohVdcNGOVsXhiOn6GmHImnU2GauslW-5JCS9s-QbKp2NTfLpTjwsuUEVpjbbvtoCYce5Gl_ys4279mX7B4yRFhqHRaTwj967jay6ahwU7ZUeMNQ/s1600/geography.gif.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiZhLGNAxogdQhjCMRBEBbyLawF6_7ohVdcNGOVsXhiOn6GmHImnU2GauslW-5JCS9s-QbKp2NTfLpTjwsuUEVpjbbvtoCYce5Gl_ys4279mX7B4yRFhqHRaTwj967jay6ahwU7ZUeMNQ/s320/geography.gif.png" width="307" /></a></div>
<div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center; text-indent: 36pt;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Istilah Geografi berasal dari bahasa Yunani </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC67OI00;">geo </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">yang
artinya bumi dan </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC67OI00;">graphien </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">yang artinya pencitraan. Geografi adalah ilmu
pengetahuan yang menggambarkan segala sesuatu yang ada di permukaan bumi. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Beberapa definisi Geografi yang dikemukakan para
ahli geografi, antara lain sebagai berikut.</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Bintarto
(1977)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah ilmu pengetahuan yang mencitrakan, menerangkan sifatsifat bumi,
menganalisisgejala-gejala alam, dan penduduk, serta mempelajari corak yang khas
mengenai </span><br />
<a name='more'></a><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">kehidupan dan berusaha mencari fungsi dari unsurunsur bumi dalam ruang
dan waktu. Di sini dijelaskan bahwa geografi tidak hanya mempelajari alam
(bumi) beserta gejala-gejalanya, tetapi geografi juga mempelajari manusia
beserta semua kebudayaan yang dihasilkannya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Vernor E.
Finch dan Glen Trewartha (1980)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;"><a href="http://inizaka.blogspot.com/2012/11/definisi-geografi.html">Geografi</a>
adalah deskripsi dan penjelasan yang menganalisis permukaan bumi dan
pandangannya tentang hal yang selalu berubah dan dinamis, tidak statis dan
tetap. Dari pengertian di atas Vernor & Glen menitikberatkan pada aspek
fisik yang ada di bumi yang selalu berubah dari masa ke masa.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Contoh:</span></div>
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<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">a. Perubahan cuaca maupun
iklim pada suatu tempat atau wilayah.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">b. Perubahan kesuburan
tanah akibat dari proses erosi dan pelapukan yang</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;"><span style="mso-spacerun: yes;"> </span>sangat tinggi.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Hartshorne
(1960)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah ilmu yang berkepentingan untuk memberikan deskripsi yang teliti,
beraturan, dan rasional tentang sifat variabel permukaan bumi. Dalam pandangan
Hartshorne, geografi adalah suatu ilmu yang mampu menjelaskan tentang
sifat-sifat variabel permukaan bumi secara teliti, beraturan, dan rasional. Contoh,
seorang ahli geografi setelah melakukan analisis kewilayahan mampu membagi
suatu wilayah menjadi beberapa satuan lahan yang potensial maupun lahan yang
tidak potensial. Pembagian ini didasarkan pada beberapa parameter kebumian yang
sesuai dengan syarat-syarat peruntukannya.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Yeates (1963)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah ilmu yang memerhatikan perkembangan rasional dan lokasi dari berbagai
sifat yang beraneka ragam di permukaan bumi. Dalam pandangan Yeates, geografi
adalah ilmu yang berperanan dalam perkembangan suatu lokasi yang dipengaruhi
oleh sifat-sifat yang ada di permukaan bumi dengan tidak mengenyampingkan
alasan-alasan yang rasional.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Alexander
(1958)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah studi tentang pengaruh lingkungan alam pada aktivitas manusia. Dalam
pandangan Alexander inilah mulai dibahas tentang hubungan timbal balik antara
aktivitas manusia serta pengaruhnya terhadap lingkungan alam. Contoh,
penebangan hutan yang tidak terkendali oleh manusia mengakibatkan terjadinya
kerusakan lahan dan penggundulan hutan, yang dapat menyebabkan terjadinya
bencana banjir dan tanah longsor.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Karl Ritther
(1859)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah suatu telaah mengenai bumi sebagai tempat hidup manusia. Dalam
kajiannya, studi geografi mencakup semua fenomena yang terdapat di permukaan
bumi, baik alam organik maupun alam anorganik yang terkait dengan kehidupan manusia,
termasuk aktivitas manusia juga turut dibahas. Contohnya, sungai adalah bagian
dari alam anorganik yang mempunyai kaitan langsung dengan kehidupan manusia.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Von
Ricthoffen (1905)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah studi tentang gejala dan sifat-sifat permukaan bumi serta penduduknya
yang disusun berdasarkan letaknya, dan mencoba menjelaskan hubungan timbal
balik antara gejala-gejala dan sifat tersebut.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Paul Vidal de
La Blace (1915)</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Geografi
adalah studi tentang kualitas negara-negara, di mana penentuan suatu kehidupan
tergantung bagaimana manusia mengelola alam ini.Dari definisi-definisi di atas
dapat disimpulkan bahwa pada intinya ilmu geografi terpusat pada gejala geosfer
dalam kaitan hubungan persebaran dan interaksi keruangan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0.0001pt; text-align: justify; text-indent: 36pt;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSfmi8spruBXFWlJEqLZmgebinq10BwqGB9uu_UfaKBHhYfXq6leetN0jpat8RzLPaCl1SZp4r9SQDr8CkCOHW6ofCpot0RwzHLybK6lcw-EHkl_tHzrsuVCnggXI8qIKOfkByBDWkGI4/s1600/cabang-ilmu-geografi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSfmi8spruBXFWlJEqLZmgebinq10BwqGB9uu_UfaKBHhYfXq6leetN0jpat8RzLPaCl1SZp4r9SQDr8CkCOHW6ofCpot0RwzHLybK6lcw-EHkl_tHzrsuVCnggXI8qIKOfkByBDWkGI4/s320/cabang-ilmu-geografi.jpg" width="320" /></a></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Bila kita perhatikan, terdapat suatu kesan bahwa
definisi geografi selalu mengalami perubahan sesuai dengan perkembangan dan
tingkat keluasan ilmu geografi saat definisi itu dikemukakan. Namun, jika
dicermati lebih jauh terdapat suatu kesamaan sudut pandang dari para ahli
tersebut, mereka memandang permukaan bumi sebagai lingkungan yang memengaruhi
kehidupan manusia, di mana manusia mempunyai pilihan untuk membangun atau
merusaknya. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: TTC64O00;">Persamaan pandang yang lain adalah adanya suatu
perhatian dari definisi geografi yang menelaah tentang persebaran manusia dalam
ruang dan keterkaitan manusia dengan lingkungannya. Jelaslah di sini bahwa
kajian ilmu geografi yang paling utama adalah menelaah bumi dalam konteks
hubungannya dengan kehidupan manusia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<br />
<div align="center" class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<a href="http://inizaka.blogspot.com/2012/11/jenis-jenis-tanah.html"><b><span style="font-family: "Book Antiqua","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">JENIS-JENIS TANAH</span></b></a><br />
</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah di bumi ini tersusun dari berbagai material yang berbeda-beda serta
berada di iklim yang berbeda juga, sehingga disetiap permukaan bumi susunan
tanahnya berbeda. Berikut ini adalah jenis-jenis tanah yang ada dipermukaan
bumi :</span></div>
<div class="MsoListParagraph" style="margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Vulkanik</span></i></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgxnUuiSkQ5LsnVYQjcmVxXYEQXz2TuVo8mOEZz13nps1UKTAH9TVNGR1ovqFG3sZzBBxi9SEuaayPuf8S572NKi1j0gto9bnXhieys6600iyZqc4dFNpVf5Egb8-MPTSoXgkLZMGEeZ0/s1600/vulkanik.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgxnUuiSkQ5LsnVYQjcmVxXYEQXz2TuVo8mOEZz13nps1UKTAH9TVNGR1ovqFG3sZzBBxi9SEuaayPuf8S572NKi1j0gto9bnXhieys6600iyZqc4dFNpVf5Egb8-MPTSoXgkLZMGEeZ0/s400/vulkanik.JPG" width="400" /></a></div>
</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 21.3pt;">
<br />
<span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Tanah vulkanik adalah tanah hasil dari pelapukan abu vulkanik dan abu.
Tanah vulkanik terdiri dari beberapa jenis yaitu :</span></div>
<div class="MsoListParagraph" style="margin-left: 88.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Regosol.</span><br />
<a name='more'></a></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah regosol memiliki ciri-ciri seperti berbutir kasar, berwarna kelabu
hingga kuning, dan memiliki kadar bahan organik yang rendah. Tanah regosol
banyak terdapat di Pulau Sumatra, Jawa, dan Kepulauan Nusa Tenggara. Tanah
regosol cocok untuk tanaman palawija, tembakau dan buah-buahan.</span></div>
<div class="MsoListParagraph" style="margin-left: 88.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Latosol.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah latosol bercirikan warna merah hingga kuning, kandungan bahan organik
sedang, dan bersifat asam.Tanah latosol banyak terdapat di Sumatra Utara,
Sumatra Barat, Lampung, Jawa, Bali, Minahasa, dan Papua.Tanah latosol cocok
untuk tanaman padi, palawija, kelapa, karet, kopi, kelapa sawit dan
buah-buahan.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah vulkanis adalah tanah hasil pelapukan bahan padat dan bahan
cair yang dikeluarkan gunung berapi. Tanah tersebut sangat subur.Oleh karena
itu, banyak daerah pertanian di usahakan di daerah vulkanis.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 54.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Aluvium.</span></i></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFAZhyphenhyphensQUE2S-vXNVQcQDmMJ-aqksb3gCAfGsWBROo7_cnHqMeD0Umtlr23ONcEN7KQ1MJZAJZe3aOGQr3B2jD_g3x_1KTr_vPREYxswls5587uusXlOsj8pWgjns13rsveiueKrUoDw4/s1600/aluvium.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFAZhyphenhyphensQUE2S-vXNVQcQDmMJ-aqksb3gCAfGsWBROo7_cnHqMeD0Umtlr23ONcEN7KQ1MJZAJZe3aOGQr3B2jD_g3x_1KTr_vPREYxswls5587uusXlOsj8pWgjns13rsveiueKrUoDw4/s1600/aluvium.jpg" /></a></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah aluvium adalah tanah hasil erosi yang diendapkan di daerah-daerah
dataran rendah.Tanah aluvium bercirikan warnanya kelabu dan bersifat
subur.Tanah aluvium terdapat di Sumatra sebelah timur, Jawa bagian utara,
Kalimantan sebelah barat dan selatan, serta Papua sebelah utara dan selatan.Tanah
aluvium cocok bagi tanaman padi, palawija, tembakau, tebu, kelapa dan
buah-buahan.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Organosol</span></i></b><br />
<b><i><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 150%;"> </span></i></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv_k0CtPbtNfz2AE5ddXLZJpThFhAXs5-2k8A7W1PNAQgLUp4IzeKfni9zA6-Pssw4A1QlQAdXBVRBhGKINoKF7unVNgdZM3Y2nPzaeVc9xGcPbNZwaKSiYQEbyVtZRPWKnulossEyHhA/s1600/organozol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv_k0CtPbtNfz2AE5ddXLZJpThFhAXs5-2k8A7W1PNAQgLUp4IzeKfni9zA6-Pssw4A1QlQAdXBVRBhGKINoKF7unVNgdZM3Y2nPzaeVc9xGcPbNZwaKSiYQEbyVtZRPWKnulossEyHhA/s400/organozol.jpg" width="400" /></a></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah organosol terdiri dari tanah
humus dan tanah gambut.</span></div>
<div class="MsoListParagraph" style="margin-left: 88.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Humus.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah humus adalah tanah hasil pembusukan bahan-bahan organik dan bersifat
sangat subur. Tanah humus memiliki warna kecoklatan dan banyak terdapat di
Sumatra, Jawa Barat, Kalimantan, Sulawesi, dan Papua. Tanah humus cocok untuk
tanaman kelapa, nanas dan padi.</span></div>
<div class="MsoListParagraph" style="margin-left: 88.2pt; mso-add-space: auto; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Gambut.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah gambut adalah tanah hasil pembusukan yang kurang sempurna dari
tumbuhan di daerah yang selalu tergenang air seperti rawa-rawa.Karena
kekurangan unsur hara dan peredaran udara di dalamnya tidak lancar, proses
penghancuran tanah ridak sempurna.Tanah jenid ini kurang baik untuk
pertanian.Tanah gambut terdapat di pantai timur Sumatra, Kalimantan Barat, dan
pantai selatan Papua.Tanah gambut kurang baik untuk pertanian karena selalu
tergenang air.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Laterit.</span></i></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqwg-3snxjMLZUxnF8O-eUXggbwzWwfHsLYqI5VJHQKLP5CjxNvNz-bObjizaNmuj6SU39XSWhnO3uU2-pv-ofv32LEZPBDTJvMNoVv97hJFkD95lR91T8AwRgef6NNZj_dkYPboQYw9M/s1600/laterit.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqwg-3snxjMLZUxnF8O-eUXggbwzWwfHsLYqI5VJHQKLP5CjxNvNz-bObjizaNmuj6SU39XSWhnO3uU2-pv-ofv32LEZPBDTJvMNoVv97hJFkD95lR91T8AwRgef6NNZj_dkYPboQYw9M/s400/laterit.jpg" width="400" /></a></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah laterit adalah tanah hasil pencucian atau tanah yang terjadi karena
pengaruh suhu yang tinggi dan curah hujan tinggi sehingga kekurangan unsur
hara, kurang subur, dan tandus.Berbagai mineral yang dibutuhkan tanaman larut
dan meninggalkan sisa oksidasi besi dan aluminium.Tanah laterit memiliki warna
kekuning-kuningan sampai merah.Tanah laterit banyak terdapat di Lampung, Jawa
Tengah, Jawa Barat, Kalimantan Barat, dan Sulawesi Tenggara.Tanah laterik baik
untuk kelapa dan jambu mete.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Podzol.</span></i></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHiTWKC4u10jP13HQI9eov9jOJe9yuvSGKJDXMTTd_0J10HiMa49xVg0PEw8_Xq3by-Jr9Julns7H3zBgCYkeVvNt4z7t1mVI4ag3eHY5K9xorRPmGD0R4Mm_PCPbX_TejQxw1pBLQW8M/s1600/pedzol.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHiTWKC4u10jP13HQI9eov9jOJe9yuvSGKJDXMTTd_0J10HiMa49xVg0PEw8_Xq3by-Jr9Julns7H3zBgCYkeVvNt4z7t1mVI4ag3eHY5K9xorRPmGD0R4Mm_PCPbX_TejQxw1pBLQW8M/s400/pedzol.jpg" width="400" /></a></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah podzol terbentuk karena pengaruh suhu rendah dan curah hujan yang
tinggi.Tanah podzol bercirikan kandungan unsur haranya yang sangat miskin dan
tidak subur.Warna tanah podzol mulai dari merah sampai kuning.Sifatya mudah
basah, jika kena air tanah podzol menjadi subur. Tanah podzol banyak terdapat
di daerah pegunungan tinggi di Sumatra, Jawa Barat, Kalimantan, Sulawesi,
Maluku, dan Papua. Tanah podzol baik untuk tanaman kepala dan jambu mete.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Litosol.</span></i></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah litosol adalah tanah hasil pelapukan batuan beku dan sedimen yang
masih baru terbentuk sehingga butirannya besar.Tanah litosol bercirikan
tanahnya miskin unsur hara dan mineralnya masih terikat pada butiran yang
besar. Tanah litosol banyak terdapat di Pulau Sumatra, Jawa Tengah, Jawa Timur,
Nusa Tenggara, Maluku bagian selatan, dan Papua. Tanah litosol kurang subur
sehingga hanya cocok untuk pohon-pohon besar di hutan.</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Kapur.</span></i></b><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiifPyCYgrWLkadyCvIvnFD2WxiqJb7IrZSWxvsE8gxw_BNhj6ZQoLvHGt9Gzmq_jHt323njKd8J31FPTaFQ-U1U9dPOES5rhW62vrrqX7OzFWe0CNAazq5KQFnir0w1FPUe7YwRi-g2p4/s1600/kapur.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiifPyCYgrWLkadyCvIvnFD2WxiqJb7IrZSWxvsE8gxw_BNhj6ZQoLvHGt9Gzmq_jHt323njKd8J31FPTaFQ-U1U9dPOES5rhW62vrrqX7OzFWe0CNAazq5KQFnir0w1FPUe7YwRi-g2p4/s320/kapur.JPG" width="320" /></a></div>
<b><i><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 150%;"> </span></i></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMX-HKnN5HJ2B_3oM3HZlrUGz-VluaZLj2Z-q0DnfaCLEWbeyfECaIyKCSIzdLs-Bl5l4wPVd8mQkHsYD7MpuSd3vNX1a3NAJzTWFwlhbnekC3_PmlYDBi9QYPnF1sZx589GmymkiCCPY/s1600/Tanah+Mergel..jpg" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah kapur adalah hasil dari pembentukan dari pelapukan batuan gamping.
Tanah kapur terdiri dari dua jenis yaitu :</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">-
Mediteran.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah mediteran adalah tanah hasil pembentukan batu kapur keras dan batuan
sedimen.Tanah mediteran memiliki warna merah samapai coklat.Tanah mediteran
banyak terdapat di Jawa Tengah, Jawa Timur, Sulawesi Tengah, Sulawesi Tenggara,
dan Nusa Tenggara.Tanah mediteran walaupun kurang subur namun cocok untuk tanaman
palawija, tembakau, jati dan jambu mete.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">-
Renzina.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah renzina adalah tanah hasil pelapukan batuan kapur di daerah yang
memiliki curah hujan yang tinggi.Tanah renzina memiliki warna hitam dan miskin
unsur hara. Tanah renzina banyak terdapat di daerah bergamping seperti di
Gunung Kidul, Yogyakarta.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Pasir.</span></i></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnieCQD5DhK1Jm7vwE2LOqGQ7EFpO3NzQfPwRk44e7ZIGvDZt2woh6PYhobWHKNVg0e4Rqbm-t2LlAS4MYOgC66wx34cz3eCFTxZ7mCts9qB6uZ3tI5vvgyuUjGdqeO-P7SR3cZleFjJw/s1600/tanah-pasir1.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnieCQD5DhK1Jm7vwE2LOqGQ7EFpO3NzQfPwRk44e7ZIGvDZt2woh6PYhobWHKNVg0e4Rqbm-t2LlAS4MYOgC66wx34cz3eCFTxZ7mCts9qB6uZ3tI5vvgyuUjGdqeO-P7SR3cZleFjJw/s400/tanah-pasir1.gif" width="400" /></a></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 14.7pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah pasir adalah tanah hasil
pelapukan batuan beku dan sedimen, dan tidak berstruktur.Tanah pasir kurang
baik untuk daerah pertanian karena sedikit mengandung bahan organik.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Mergel.</span></i></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMX-HKnN5HJ2B_3oM3HZlrUGz-VluaZLj2Z-q0DnfaCLEWbeyfECaIyKCSIzdLs-Bl5l4wPVd8mQkHsYD7MpuSd3vNX1a3NAJzTWFwlhbnekC3_PmlYDBi9QYPnF1sZx589GmymkiCCPY/s1600/Tanah+Mergel..jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMX-HKnN5HJ2B_3oM3HZlrUGz-VluaZLj2Z-q0DnfaCLEWbeyfECaIyKCSIzdLs-Bl5l4wPVd8mQkHsYD7MpuSd3vNX1a3NAJzTWFwlhbnekC3_PmlYDBi9QYPnF1sZx589GmymkiCCPY/s1600/Tanah+Mergel..jpg" /></a></div>
</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah mergel adalah tanah yang terjadi dari campuran batuan pasir, kapur
dan tanah liat.Pembentukan tanah mergel dipengaruhi oleh hujan yang tidak
merata sepanjang tahun.Taah mergel subur dan banyak terdapat di releng pegunungan
dan dataran rendah.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Padas</span></i></b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHDXdR_NcSFxSRU_21X9EjhlUnhmBYYuKLYEeRqOWeGWirwho6WIm7gPhv3C6xV5LSgHBSQhtM5vc8zJ2BBSnnYFljdOvRrnyjW74NDUaBvXH22vUZ-WwGLiXPIP6LA5X_-OiG8wwaRBc/s1600/TungkuPadas161110.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHDXdR_NcSFxSRU_21X9EjhlUnhmBYYuKLYEeRqOWeGWirwho6WIm7gPhv3C6xV5LSgHBSQhtM5vc8zJ2BBSnnYFljdOvRrnyjW74NDUaBvXH22vUZ-WwGLiXPIP6LA5X_-OiG8wwaRBc/s320/TungkuPadas161110.jpg" width="320" /></a></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 14.7pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah padas adalah tanah yang amat
padat karena mineral di dalamnya telah dikeluarkan oleh air yang terdapat di
lapisan tanah di sebelah atasnya.</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Endapan.</span></i></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlHq7lCOO8kHa_Iz4uU0rybIx70rFMvnbBIowbrIGsfOEPYajluu7GH_w2kYgE-Ys9mZ60gUD6C-cCWYjtnCfIoRYEfy9ZudQwLAShWxkogZf-OjbBH7V4TnasPT-LGNtiz2uarEwodcY/s1600/endapan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlHq7lCOO8kHa_Iz4uU0rybIx70rFMvnbBIowbrIGsfOEPYajluu7GH_w2kYgE-Ys9mZ60gUD6C-cCWYjtnCfIoRYEfy9ZudQwLAShWxkogZf-OjbBH7V4TnasPT-LGNtiz2uarEwodcY/s320/endapan.jpg" width="320" /></a></div>
</div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah endapan adalah tanah yang terjadi karena pengendapan batuan induk
yang telah mengalami proses pelarutan dan pada umumnya merupakan tanah yang
subur.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l2 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Terrarosa.</span></i></b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRweICL5X-hzava_PDBlS_FsZoKnhjrX0zR56Mp_sDav-GXyahtK1BX5KPj7MV72aXlninvrnjW14miueFL3PWr3kYqq1TDEDWvsG_i1y4iy-XH_l_gIXhKc5R-hfVbTPVy4tjKT4_7nw/s1600/Terra_Rossa_Soil_profile.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRweICL5X-hzava_PDBlS_FsZoKnhjrX0zR56Mp_sDav-GXyahtK1BX5KPj7MV72aXlninvrnjW14miueFL3PWr3kYqq1TDEDWvsG_i1y4iy-XH_l_gIXhKc5R-hfVbTPVy4tjKT4_7nw/s320/Terra_Rossa_Soil_profile.jpg" width="320" /></a></div>
</div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 14.7pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah terrarosa adalah tanah yang
terbentuk dari batuan kapur.Tanah ini terdapat di dasar dolina-dolina dan
merupakan tanah pertanian yang subur di daerah batu kapur.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dilihat dari segi kesuburannya,
tanah dibedakan atas tanah muda, tua dan tanah mati.</span></div>
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</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Muda.</span></div>
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gembur yang butirannya tidak teralu besar. Tanah ini banyak dijumpai di lereng
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Tua.</span></div>
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sering dipakai untuk berbagai jenis usaha pertanian dan perkebunan, sehingga
bunga tanahnya atau kandungan zat makanan seperti unsur hara menjadi
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<span style="font-family: Symbol; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol; mso-fareast-language: IN;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tanah Mati.</span></div>
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kehilangan zat makanan. Dengan keadaan tanah yang dibiarkan ditumbuhi
alang-alang maka tanahnya akan menjadi padat dan kritis, sehingga tanahnya
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kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com3tag:blogger.com,1999:blog-7521738902859345740.post-24446910193564028012012-11-01T09:07:00.000-07:002012-11-06T06:02:09.020-08:00PETA<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<a href="http://inizaka.blogspot.com/2012/11/peta.html"><span style="font-family: "Book Antiqua","serif"; font-size: x-large;"><b>PETA</b></span></a></div>
<div class="MsoListParagraph" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-bidi-font-size: 12.0pt;">PENGERTIAN PETA</span></i></b></div>
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<br /></div>
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<span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;"><a href="http://inizaka.blogspot.com/2012/11/peta.html">Peta</a> merupakan alat untuk melakukan komunikasi antara
pembuat peta dan pengguna peta, sehingga peta dituntut untuk dapat menyajikan
fungsi dan informasi dari obyek yang digambarkan secara optimal.</span></div>
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<span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta merupakan gambaran permukaan bumi yang
diperkecil, dituangkan dalam selembar kertas atau media lain dalam bentuk dua
dimensional.</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="text-indent: 18.0pt;">
<span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta merupakan representasi atau gambaran unsur-unsur
atau kenampakan abstrak yang dipilih dari permukaan bumi atau yang ada
kaitannya dengan permukaan bumi atau benda-benda angkasa, dan umumnya
digambarkan pada suatu bidang </span></div>
<a name='more'></a>datar dan diperkecil atau diskalakan.<br />
<div class="MsoNormal" style="text-indent: 18pt;">
<span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;"> </span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Book Antiqua","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 12.0pt;">MACAM MACAM PETA</span></i></b></div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">BERDA</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">S</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">ARKAN ISI</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV;">Peta
umum (atlas peta geografi, peta topografi)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV;">Peta
khusus (tematik) (Peta curah hujan, peta kemiringan lereng, peta kepadatan
penduduk, peta daerah rawan bencana, dll)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="FI" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FI;">Peta
navigasi (chart) (peta route jalan, navigasi laut, peta perjalanan, peta
penerbangan)</span><span lang="FI" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">PETA BERDASARKAN SKALA</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo3; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta skala sangat besar : > 1 : 10.000</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo3; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta skala besar : 1 : 100.000 – 1 : 10.000</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo3; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta skala sedang : 1 : 100.000 – 1 : <span style="mso-spacerun: yes;"> </span>1.000.000</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo3; tab-stops: list 72.0pt; text-indent: -18.0pt;">
<span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta skala kecil : > 1 : 1.000.000</span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">
</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">PETA BERDASARKAN KEGUNAAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
pendidikan </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
ilmu pengetahuan </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
turis </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
navigasi </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Aplikasi
teknik</span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">PETA BERDASARKAN PEMBUATAN</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Terestrial/lapangan
</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Interpretasi
data penginderaan jauh</span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">PETA BERDASARKAN TUJUAN DAN FUNGSI</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
masukan</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;"><span style="mso-spacerun: yes;"> </span>Peta keluaran</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">PETA
BERDASARKAN HIRARKINYA</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
topografi (umum)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
tematik (khusus)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
dasar (basic map)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Peta
turunan </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">PETA
RUPABUMI</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Dokumen
Negara</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Menggambarkan
sumberdaya</span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IT" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT;">Informasi
kenampakan permukaan bumi secara detil</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV;"><span style="mso-spacerun: yes;"> </span>Bersifat baku (hanya isinya) tidak untuk
desain dan tata letak</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">e.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Berdasarkan
interpretasi data penginderaan jauh</span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">PETA TEMATIK</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="IT" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IT;">Penyajian
informasi data secara kualitatif dan kuantitatif (symbol)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-GB;">Dasar
pembuatan dari peta rupabumi </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l0 level2 lfo2; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: SV;">Bersifat
tidak baku (disesuaikan dengan tujuan)</span><span lang="SV" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;"> </span><span style="height: 383px; margin-left: 11px; margin-top: 29px; mso-ignore: vglayout; position: absolute; width: 613px; z-index: -1;"></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">Contoh peta rupa bumi :</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUTve0UKvdpC6Gv-4-arq-je99jnGlkIT3C_rn0k-HD87_LRmbANBGOWmHiPA3M0ZZnYIWleYTLdAFCTuY6IUeL2Y0YuaouahH4_TNfh51Qgai3zuBUr4-MiiYxuU0veSBOIfK630_hYg/s1600/ajibarang.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="450" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUTve0UKvdpC6Gv-4-arq-je99jnGlkIT3C_rn0k-HD87_LRmbANBGOWmHiPA3M0ZZnYIWleYTLdAFCTuY6IUeL2Y0YuaouahH4_TNfh51Qgai3zuBUr4-MiiYxuU0veSBOIfK630_hYg/s640/ajibarang.jpg" width="640" /></a></div>
<div class="MsoNormal">
<br /></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com2tag:blogger.com,1999:blog-7521738902859345740.post-42809229321219670852012-11-01T07:04:00.001-07:002012-11-06T06:04:51.537-08:00KLASIFIKASI IKLIM MENURUT PARA AHLI<!--[if !mso]>
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<span style="font-size: x-large;"><a href="http://inizaka.blogspot.com/2012/11/klasifikasi-iklim-menurut-para-ahli.html"><b>KLASIFIKASI IKLIM MENURUT PARA AHLI</b></a></span></div>
<div style="margin-left: 21.3pt; mso-list: l10 level1 lfo11; text-indent: -18.0pt;">
<span style="font-size: 18.0pt;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-size: 18.0pt;">Klasifikasi Iklim Köppen</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 18.0pt;"> </span></b></div>
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</div>
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<a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"> </a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-family: "Book Antiqua","serif";">Klasifikasi ini adalah salah satu
sistem klasifikasi iklim yang paling banyak digunakan secara luas. Sistem ini
dikembangkan oleh Wladimir koppen, seorang ahli iklim Jerman, sekitar tahun
1884 (dengan beberapa perubahan oleh Köppen, tahun 1918 dan 1936). Kemudian,
seorang ahli iklim Jerman yang bernama Rudolf Geiger bekerjasama dengan Köppen
untuk mengubah sistem klasifikasi, sehingga sistem ini kadang-kadang disebut
sebagai <span style="mso-bidi-font-weight: bold;">sistem klasifikasi
Köppen–Geiger</span>. </span><br />
<div class="" style="clear: both; text-align: center;">
</div>
<a name='more'></a></div>
<div style="line-height: 115%; text-align: justify; text-indent: 18.0pt;">
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<span lang="IN" style="font-family: "Book Antiqua","serif"; mso-ansi-language: IN;">Pembagian
ini disusun berdasarkan temperatur, curah hujan, vegetasi, dan jenis tanah (<i>soil
distribution</i>). Sistem klasifikasi iklim Koppen disusun dengan memakai kode
huruf -huruf besar dan kecil. Untuk menentukan pembagian atas golongan dengan
satu huruf, lalu sub-golongan dengan dua huruf. Seterusnya di buat sub-divisi
untuk mengadakan perbedaan atau variasi berdasarakan temperatur unsur cuaca
lainnya dengan simbol (kode) <i>tiga </i>huruf. Ada lima golongan iklim yang
pokok, yaitu sebagai berikut:</span><span style="font-family: "Book Antiqua","serif";"></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-add-space: auto; mso-list: l2 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">KELOMPOK A: Iklim tropis/megatermal</span></div>
<div class="MsoListParagraphCxSpLast" style="mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: 36.0pt;">
<div class="" style="clear: both; text-align: center;">
</div>
<span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">Iklim tropis</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
berkarakter temperatur tinggi (pada permukaan laut atau ketinggian rendah) —
dua belas bulan memiliki temperatur rata-rata 18 °C (64.4 °F) atau
lebih tinggi. Terbagi menjadi:</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Iklim </span><span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">hutan hujan</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"> tropis</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
(<i>Af</i>)</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">Iklim monsum<span style="mso-spacerun: yes;">
</span>tropis</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";"> (<i>Am</i>)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l3 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 10.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">Iklim basah dan kering atau sabana</span><span style="font-family: "Book Antiqua","serif";"> </span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;"><span style="mso-spacerun: yes;"> </span>tropis</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";">
(<i>Aw)</i></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Cirinya adalah
sebagai berikut:<br />
<span style="mso-spacerun: yes;"> </span>suhu rata-rata bulanan tidak kurang dari
18°C,<br />
• suhu rata-rata tahunan 20°C-25°C,<br />
• curah hujan rata-rata lebih dari 70 cm/tahun, dan<br />
• tumbuhan yang tumbuh beraneka ragam.</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<h3 style="line-height: 115%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span class="mw-headline"><span style="font-family: Wingdings; font-size: 12.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";">
</span></span></span></span><span class="mw-headline"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;">KELOMPOK B: Iklim kering (gersang
dan semigersang)</span></span></h3>
<h3 style="line-height: 115%; margin-left: 18.0pt; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; font-weight: normal; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-weight: bold;">Sepanjang
tahun, rata-rata penguapan lebih besar dari curah hujan. Tidak terdapat surplus
air. Dalam zona iklim ini tidak terdapat sumber sungai yang permanen.</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;"></span></h3>
<h3 style="line-height: 115%; margin-left: 18.0pt; text-indent: 18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;">Dengan ciri sebagai berikut:<br />
• Terdapat di daerah gurun dan daerah semiarid (steppa);<br />
• Curah hujan terendah kurang dari 25,4/tahun, dan penguapan besar;<span class="mw-headline"></span></span></h3>
<h3 style="line-height: 115%;">
<span class="mw-headline"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; font-weight: normal; line-height: 115%; mso-bidi-font-weight: bold;"> </span></span></h3>
<div class="MsoListParagraph" style="mso-add-space: auto; mso-list: l1 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">KELOMPOK C: Iklim sedang/mesotermal</span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman";">Bulan terdingin
mempunyai temperatur rata-rata di bawah 18<sup>0</sup>C, tetapi di atas-3<sup>0</sup>C.
Paling sedikit satu bulan mempunyai temperatur rata-rata di atas 10<sup>0</sup>C.
Pada iklim terdapat musim panas dan musim dingin</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="" style="clear: both; text-align: center;">
</div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">Iklim Mediterania</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
(<i>Csa</i>, <i>Csb</i>)</span></li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">Iklim subtropis</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> (<i>Cfa</i>, <i>Cwa</i>)</span></li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">Iklim sedang maritim atau iklim laut</span><span style="font-family: "Book Antiqua","serif";"> </span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>(<i>Cfb</i>, <i>Cwb</i>)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="mso-list: l9 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Iklim subarktik maritim</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> atau <span style="mso-bidi-font-weight: bold;">iklim laut subkutub</span> (<i>Cfc</i>)</span></li>
</ul>
<div class="MsoListParagraph" style="mso-add-space: auto; mso-list: l1 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Kelompok D</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">: Iklim benua/mikrotermal</span></div>
<div class="MsoNormal" style="margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: 18.0pt;">
<span lang="IN" style="font-family: "Book Antiqua","serif"; mso-ansi-language: IN; mso-bidi-font-family: "Times New Roman";">Bulan terdingin memiliki temperatur rata-rata di bawah
-3C. Temperatur rata-rata bulan terpanas di atas 10<sup>0</sup> yang berbatasan
kira-kira sama derngan ishoterm 10<sup>0</sup>, yakni batas pohon paling utara</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l8 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">Iklim benua musim panas</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
(<i>Dfa</i>, <i>Dwa</i>, <i>Dsa</i>)</span></li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">iklim benua musim panas hangat atau hemiboreal</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";">
(<i>Dfb</i>, <i>Dwb</i>, <i>Dsb</i>)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">Iklim subarktik kontinental atau boreal (taiga) </span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>(<i>Dfc</i>, <i>Dwc</i>, <i>Dsc</i>)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold;">iklim subarktik kontinental dengan musim dingin ekstrem</span><span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";">
(<i>Dfd</i>, <i>Dwd</i>)</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></li>
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<div class="MsoListParagraph" style="mso-add-space: auto; mso-list: l1 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3; text-indent: -18.0pt;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">Ø<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">KELOMPOK E: Iklim Kutub</span></div>
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<span lang="IN" style="font-family: "Book Antiqua","serif"; mso-ansi-language: IN;">Temperatur rata-rata bulan terpanas di bawah 10<sup>0</sup>C
dan tidak terdapat musim panas.</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul type="disc">
<li class="MsoNormal" style="mso-list: l8 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Iklim </span><span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">tundra</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">
(<i>ET</i>)</span></li>
<li class="MsoNormal" style="mso-list: l8 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: windowtext; font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; text-decoration: none; text-underline: none;">Iklim kutub es</span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> (<i>EF</i>)</span></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLVmT_BbWm54Xnwc2Q5gP1ki9q6VDmWBxSRHBfY5uonqYUXm_Eb37gJGy3M1wt3Xo4YGuj3V4Twe7j_tPtNxx2ZwA72L-evniebyCQdEN2BkhEnP0pG7k3M5IG0-qlaISLvDNGiueRbb0/s1600/World_Koppen_Map.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLVmT_BbWm54Xnwc2Q5gP1ki9q6VDmWBxSRHBfY5uonqYUXm_Eb37gJGy3M1wt3Xo4YGuj3V4Twe7j_tPtNxx2ZwA72L-evniebyCQdEN2BkhEnP0pG7k3M5IG0-qlaISLvDNGiueRbb0/s320/World_Koppen_Map.png" width="320" /></a></div>
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<a href="http://id.wikipedia.org/wiki/Berkas:World_Koppen_Map.png"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><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";">Peta iklim
Köppen–Geiger</span></div>
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<tbody>
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<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #0000FE; border: none windowtext 1.0pt; color: #0000fe; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_hutan_hujan_tropis&action=edit&redlink=1" title="Iklim hutan hujan tropis (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Af</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #0077FF; border: none windowtext 1.0pt; color: #0077ff; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_monsun_tropis&action=edit&redlink=1" title="Iklim monsun tropis (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Am</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #46A9FA; border: none windowtext 1.0pt; color: #46a9fa; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_basah_dan_kering_atau_sabana_tropis&action=edit&redlink=1" title="Iklim basah dan kering atau sabana tropis (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Aw</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #FE0000; border: none windowtext 1.0pt; color: #fe0000; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_gurun&action=edit&redlink=1" title="Iklim gurun (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">BWh</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #FE9695; border: none windowtext 1.0pt; color: #fe9695; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_gurun&action=edit&redlink=1" title="Iklim gurun (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">BWk</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #F5A301; border: none windowtext 1.0pt; color: #f5a301; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_stepa&action=edit&redlink=1" title="Iklim stepa (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">BSh</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #FFDB63; border: none windowtext 1.0pt; color: #ffdb63; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_stepa&action=edit&redlink=1" title="Iklim stepa (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">BSk</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: yellow; border: none windowtext 1.0pt; color: yellow; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_Mediterania" title="Iklim Mediterania"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Csa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #C6C700; border: none windowtext 1.0pt; color: #c6c700; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_Mediterania" title="Iklim Mediterania"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Csb</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #96FF96; border: none windowtext 1.0pt; color: #96ff96; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_subtropis" title="Iklim subtropis"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Cwa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #63C764; border: none windowtext 1.0pt; color: #63c764; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_laut" title="Iklim laut"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Cwb</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #C6FF4E; border: none windowtext 1.0pt; color: #c6ff4e; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_subtropis" title="Iklim subtropis"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Cfa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #66FF33; border: none windowtext 1.0pt; color: #66ff33; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_laut" title="Iklim laut"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Cfb</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #33C701; border: none windowtext 1.0pt; color: #33c701; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_laut" title="Iklim laut"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Cfc</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #FF00FE; border: none windowtext 1.0pt; color: #ff00fe; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Continental_Mediterranean_climate&action=edit&redlink=1" title="Continental Mediterranean climate (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dsa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #C600C7; border: none windowtext 1.0pt; color: #c600c7; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Continental_Mediterranean_climate&action=edit&redlink=1" title="Continental Mediterranean climate (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dsb</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #963295; border: none windowtext 1.0pt; color: #963295; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Continental_Mediterranean_climate&action=edit&redlink=1" title="Continental Mediterranean climate (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dsc</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #966495; border: none windowtext 1.0pt; color: #966495; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Continental_climate&action=edit&redlink=1" title="Continental climate (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dsd</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #ABB1FF; border: none windowtext 1.0pt; color: #abb1ff; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_benua_musim_panas&action=edit&redlink=1" title="Iklim benua musim panas (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dwa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #5A77DB; border: none windowtext 1.0pt; color: #5a77db; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_benua_musim_panas&action=edit&redlink=1" title="Iklim benua musim panas (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dwb</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #4C51B5; border: none windowtext 1.0pt; color: #4c51b5; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_subarktik&action=edit&redlink=1" title="Iklim subarktik (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dwc</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #320087; border: none windowtext 1.0pt; color: #320087; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_subarktik&action=edit&redlink=1" title="Iklim subarktik (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dwd</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: aqua; border: none windowtext 1.0pt; color: cyan; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_benua_musim_panas&action=edit&redlink=1" title="Iklim benua musim panas (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dfa</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #38C7FF; border: none windowtext 1.0pt; color: #38c7ff; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_benua_musim_panas&action=edit&redlink=1" title="Iklim benua musim panas (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dfb</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #007E7D; border: none windowtext 1.0pt; color: #007e7d; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_subarktik&action=edit&redlink=1" title="Iklim subarktik (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dfc</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #00455E; border: none windowtext 1.0pt; color: #00455e; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_subarktik&action=edit&redlink=1" title="Iklim subarktik (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Dfd</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<td style="padding: .75pt .75pt .75pt .75pt; width: 3.75pt;" valign="top" width="5"><br /></td>
<td style="padding: .75pt .75pt .75pt .75pt;" valign="top"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="background: #B2B2B2; border: none windowtext 1.0pt; color: #b2b2b2; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/w/index.php?title=Iklim_tundra&action=edit&redlink=1" title="Iklim tundra (halaman belum tersedia)"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">ET</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span><span style="background: #686868; border: none windowtext 1.0pt; color: #686868; font-family: "Times New Roman","serif"; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; padding: 0cm;">██</span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"> </span><a href="http://id.wikipedia.org/wiki/Iklim_kutub_es" title="Iklim kutub es"><span style="color: blue; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">EF</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 21.3pt; mso-add-space: auto; mso-list: l10 level1 lfo11; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Klasifikasi
Iklim Menurut Mohr</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman";">Klasifikasi Mohr didasarkan pada hubungan antara penguapan
dan besarnya curah hujan, dari hubungan ini didapatkan tiga jenis pembagian
bulan dalam kurun waktu satu tahun dimana keadaan yang disebut bulan basah
apabila curah hujan >100 mm per bulan, bulan lembab bila curah hujan bulan
berkisar antara 100 – 60 mm dan bulan kering bila curah hujan < 60 mm per
bulan </span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; mso-bidi-font-family: "Times New Roman";">Mohr membagi iklim berdasarkan curah
hujan yang sampai ke permukaan bumi, </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">yaitu menjadi tiga golongan sebagai
berikut:</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 style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bulan
kering (BK), yaitu jumlah rata-rata curah hujan dalam bulan tersebut kurang
dari 60 mm.</span></div>
<ol start="2" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bulan
sedang (BS, yaitu jumlah rata-rata curah hujan dalam bulan tersebut
berkisar antara 60 – 90 mm.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bulan
basah (BB), yaitu jumlah rata-rata curah hujan dalam bulan tersebut 100 mm
ke atas.</span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 21.3pt; mso-add-space: auto; mso-list: l10 level1 lfo11; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Klasifikasi
Iklim Menurut </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt;">Schmidt-Ferguson</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br />
<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">Sistem
iklim ini sangat terkenal di Indonesia. Menurut Irianto, dkk (2000) penyusunan
peta iklim menurut klasifikasi Schmidt-Ferguson lebih banyak digunakan untuk
iklim hutan. Pengklasifikasian iklim menurut Schmidt-Ferguson ini didasarkan
pada nisbah bulan basah dan bulan kering seperti kriteria bulan basah dan bulan
kering klsifikasi iklim Mohr. Pencarian rata-rata bulan kering atau bulan basah
(X) dalam klasifikasian iklim Schmidt-Ferguson dilakukan dengan membandingkan
jumlah/frekwensi bulan kering atau bulan basah selama tahun pengamatan ( åf )
dengan banyaknya tahun pengamatan (n). </span></div>
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<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%;">Schmidt-Fergoson
membagi tipe-tipe iklim dan jenis vegetasi yang tumbuh di tipe iklim tersebut
adalah sebagai berikut; tipe iklim A (sangat basah) jenis vegetasinya adalah
hutan hujan tropis, tipe iklim B (basah) jenis vegetasinya adalah hutan hujan
tropis, tipe iklim C (agak basah) jenis vegetasinya adalah hutan dengan jenis
tanaman yang mampu menggugurkan daunnya dimusim kemarau, tipe iklim D (sedang)
jenis vegetasi adalah hutan musim, tipe iklim E (agak kering) jenis vegetasinya
hutan savana, tipe iklim F (kering) jenis vegetasinya hutan savana, tipe iklim
G (sangat kering) jenis vegetasinya padang ilalang dan tipe iklim H (ekstrim
kering) jenis vegetasinya adalah padang ilalang (Syamsulbahri, 1987).</span><span style="font-size: 12.0pt; line-height: 115%;"> </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDPZ6GSX6f3dgYDFIBT-SKovfEb88St5q7r63D8uoZFS4bzbi0cdBqhruQYZmnWBJHRFwK-224NxygfHp2mths-yPRp0y_B5E7GJ1c62vWwjJjyQMPB67FSrmfwl6bUs0Jqu0Pe3d9veU/s1600/tipe+iklim.jpg"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><br /></span></span></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd-z_b9f69bRVHr6mTLWxuLqpJwbNdNbdsRUqsAZz_6Hs9wg0SnaE2fBizOx_KxbdxRKhtSpYEdpf7Ul9SiIPJuWPiIL2cABjYY3KNX8sx7i86Hvxgtoqfq1skTgPY4Ou1VmMPC0Capg8/s1600/tipe+iklim.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="105" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjd-z_b9f69bRVHr6mTLWxuLqpJwbNdNbdsRUqsAZz_6Hs9wg0SnaE2fBizOx_KxbdxRKhtSpYEdpf7Ul9SiIPJuWPiIL2cABjYY3KNX8sx7i86Hvxgtoqfq1skTgPY4Ou1VmMPC0Capg8/s400/tipe+iklim.jpg" width="400" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Table
Klasifikasi Iklim Menurut Schmidt-Ferguson</span></div>
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<div class="MsoListParagraph" style="line-height: 150%; margin-left: 21.3pt; mso-add-space: auto; mso-list: l10 level1 lfo11; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sistem Klasifikasi Oldeman</span></b></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Klasifikasi iklim
yang dilakukan oleh Oldeman didasarkan kepada jumlah kebutuhan air oleh
tanaman, terutama pada tanaman padi. Penyusunan tipe iklimnya berdasarkan
jumlah bulan basah yang berlansung secara berturut-turut.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 21.3pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Oldeman membagi lima
zona iklim dan lima sub zona iklim. Zona iklim merupakan pembagian dari
banyaknya jumlah bulan basah berturut-turut yang terjadi dalam setahun.
Sedangkan sub zona iklim merupakan banyaknya jumlah bulan kering berturut-turut
dalam setahun. Pemberian nama Zone iklim berdasarkan huruf yaitu </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Oldeman membagi iklim menjadi 5 tipe iklim yaitu :</span></div>
<ul type="disc">
<li class="MsoNormal" style="margin-bottom: 12.0pt; mso-list: l7 level1 lfo7; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Iklim
A. Iklim yang memiliki bulan basah lebih dari 9 kali berturut-turut</span></li>
<li class="MsoNormal" style="margin-bottom: 12.0pt; mso-list: l7 level1 lfo7; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Iklim
B. Iklim yang memiliki bulan basah 7-9 kali berturut-turut</span></li>
<li class="MsoNormal" style="margin-bottom: 12.0pt; mso-list: l7 level1 lfo7; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Iklim
C. Iklim yang memiliki bulan basah 5-6 kali berturut-turut</span></li>
<li class="MsoNormal" style="mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Iklim
D. Iklim yang memiliki bulan basah 3-4 kali berturut-turut </span></li>
</ul>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Berdasarkan urutan bulan basah dan kering dengan
ketententuan tertentu diurutkan sebagai berikut:</span></div>
<ol start="1" type="a">
<li class="MsoNormal" style="mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bulan
basah bila curah hujan lebih dari 200 mm</span></li>
<li class="MsoNormal" style="mso-list: l6 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bulan
lembab bila curah hujan 100 – 200 mm</span></li>
</ol>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: 12.0pt; mso-add-space: auto; mso-list: l6 level1 lfo8; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Bulan
kering bila curah hujan kurang dari 100 mm </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 12.0pt; margin-left: 70.9pt; mso-add-space: auto; mso-list: l11 level1 lfo12; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">:
Jika terdapat lebih dari 9 bulan basah berurutan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 12.0pt; margin-left: 70.9pt; mso-add-space: auto; mso-list: l11 level1 lfo12; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">:
Jika terdapat 7 – 9 bulan basah berurutan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 12.0pt; margin-left: 70.9pt; mso-add-space: auto; mso-list: l11 level1 lfo12; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">:
Jika terdapat 5 – 6 bulan basah berurutan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 12.0pt; margin-left: 70.9pt; mso-add-space: auto; mso-list: l11 level1 lfo12; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">D.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">:
Jika terdapat 3 – 4 bulan basah berurutan</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 12.0pt; margin-left: 70.9pt; mso-add-space: auto; mso-list: l11 level1 lfo12; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Book Antiqua"; mso-fareast-font-family: "Book Antiqua";"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">:
Jika terdapat kurang dari 3 bulan basah berurutan</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Pada dasarnya
Kriteria bulan basah dan bulan kering yang dipakai Oldeman berbeda dengan yang
digunakan oleh Koppen atau pun Schmidt – Ferguson Bulan basah yang digunakan
Oldeman adalah </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";">sebagai
berikut: Bulan basah apabila curah hujan lebih dari 200 mm. Bulan lembab
apabila curah hujannya 100 - 200 mm. Bulan kering apabila curah hujannya kurang
dari 100 mm</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-left: 21.3pt; mso-add-space: auto; mso-list: l10 level1 lfo11; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">E.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 18.0pt; mso-fareast-font-family: "Times New Roman";">Klasifikasi Iklim Yunghunh<a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" name="lima"></a> </span></b><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><br />
<a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><span style="font-family: "Book Antiqua","serif"; font-size: 12pt; line-height: 115%;">Pembagian iklim didasarkan pada ketinggian tempat yang
ditandai dengan jenisvegetasi, zone iklimnya adalah terbagi lima zone:</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes;"></span><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVJKUmwbIf2KHoWoDwCrpbbWx4E2aHB78nDUn6ABAkCPo0nvWqnzNNTdwjX0ZIlqLfGvcCBvjPrBEN__stuuTLAwF6eT1Tc0ByCd3K57Pf0tY3s7dos7usZkCLRvHwp7FGaUQPSpRZYk/s1600/hal_12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuVJKUmwbIf2KHoWoDwCrpbbWx4E2aHB78nDUn6ABAkCPo0nvWqnzNNTdwjX0ZIlqLfGvcCBvjPrBEN__stuuTLAwF6eT1Tc0ByCd3K57Pf0tY3s7dos7usZkCLRvHwp7FGaUQPSpRZYk/s320/hal_12.jpg" width="320" /></a></div>
<span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Gambar : Iklim Yunghunh</span></div>
<ol start="1" type="a">
<li class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; mso-list: l5 level1 lfo9; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Zone iklim
panas.Ketinggian 0 – 700 m, suhu rata-rata tahunan lebih 22 C ( padi,
jagung, tebu dan kelapa).</span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; mso-list: l5 level1 lfo9; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Zone iklim
sedang.Ketinggian 700-1500m, suhu rata-rata tahunan antara 15 – 22 C (
kopi, the, kina dan karet). </span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; mso-list: l5 level1 lfo9; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Zone iklim
sejuk.Ketinggian.1500 – 2500, suhu rata-rata tahunan 11 C – 15 C (cocok
tanaman holtikultura). </span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt; mso-list: l5 level1 lfo9; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Zone iklim
dingin.Ketinggian 2500 – 400m, dengan suhu rata-rata tahunan 11 C (zone
ini tumbuhan yang ada berupa lumut). </span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo9; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Book Antiqua","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">Zone iklim salju
tropis. Ketinggian lebih dari 400m dari permukaan laut, di daerah ini
tidak terdapat tumbuhan. </span></li>
</ol>
<table align="left" border="0" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 6.75pt; margin-right: 6.75pt; mso-border-insideh: none; mso-border-insidev: none; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-anchor-horizontal: page; mso-table-anchor-vertical: margin; mso-table-left: 128.75pt; mso-table-lspace: 9.0pt; mso-table-rspace: 9.0pt; mso-table-top: 43.5pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;">
<td style="padding: 0cm 5.4pt 0cm 5.4pt;" valign="top"><br /></td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com1tag:blogger.com,1999:blog-7521738902859345740.post-76070224957291460012012-06-10T06:44:00.000-07:002012-06-10T07:26:59.547-07:00<br />
<div id="info" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<span class="kumpif0"></span><br />
<h1>
<a href="http://dhezak.blogspot.com/2012/06/mengenal-susu-dan-manfaatnya-dalam-menu.html">Mengenal Susu dan Manfaatnya</a></h1>
<div class="spc">
<img alt="" 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" /></div>
<br />
Dalam menu sehat dikenal istilah <b>"empat sehat lima sempurna"</b>. Penyempurna ini adalah <b>susu</b>.
Istilah ini tidak berlebihan karena minuman putih bersih ini memiliki
kandungan nutrisi yang lengkap dibandingkan minuman lainnya sehingga
susu memiliki<br />
<a name='more'></a> banyak khasiat yang sangat bermanfaat bagi tubuh.<br />
<br />
Susu biasanya dikenal sebagai minuman penguat tulang dan gigi karena kandungan <b>kalsium</b> yang dimilikinya. Tetapi, sebenarnya ada banyak kandungan nutrisi yang ada, misalnya <b>fosfor</b>, <b>zinc</b>, <b>vitamin A</b>, <b>vitamin D</b>, <b><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" title="vitamin B12">vitamin B<sub>12</sub></a></b>, <b>vitamin B<sub>2</sub></b>, <b>asam amino</b> dan <b>asam pantotenat</b>. Tentu kandungan nutrisi ini bermanfaat untuk menunjang kesehatan tubuh Anda.<br />
<br />
<h2>
Manfaat Susu</h2>
Karena memiliki kandungan nutrisi tersebut, maka susu memiliki manfaat yang tidak sedikit, diantaranya:<br />
<div style="display: inline-block; padding: 0 10px 0 10px; width: 500px;">
<ul>
<li>Mencegah osteoporosis
dan menjaga tulang tetap kuat. Bagi anak-anak, susu berfungsi untuk
pertumbuhan tulang yang membuat anak menjadi bertambah tinggi.</li>
<li>Menurunkan tekanan darah.</li>
<li>Mencegah kerusakan gigi
dan menjaga kesehatan mulut. Susu mampu mengurangi keasaman mulut,
merangsang air liur, mengurangi plak dan mencegah gigi berlubang.</li>
<li>Menetralisir racun seperti logam atau timah yang mungkin terkandung dalam makanan.</li>
<li>Mencegah terjadinya kanker kolon atau kanker usus.</li>
<li>Mencegah diabetes tipe 2.</li>
<li>Mempercantik kulit, membuatnya lebih bersinar.</li>
<li>Membantu agar lebih cepat tidur. Hal ini karena kandungan susu akan merangsang hormon <b><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" title="melatonin">melatonin</a></b> yang akan membuat tubuh mengantuk. </li>
</ul>
</div>
<a 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" 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" /></a><br />
<h2>
Jenis Susu</h2>
Jenis-jenis
susu yang tersedia di pasaran juga bermacam-macam. Ada istilah-istilah
yang dikatakan sebagai zat yang terkandung dalam susu yang mungkin belum
Anda ketahui. Beberapa istilah tersebut yaitu:<br />
<div style="display: inline-block; padding: 0 10px 0 10px; width: 500px;">
<ul>
<li><h3>
<i>Full cream</i></h3>
Mengandung 4% lemak dan umumnya banyak mengandung vitamin A dan vitamin D.</li>
<li><h3>
<i>Low fat</i></h3>
Susu rendah lemak, karena kandungan lemaknya hanya setengah dari susu <i>full cream</i>.</li>
<li><h3>
<i>Skim</i></h3>
Susu yang kandungan lemaknya lebih sedikit lagi, kurang dari 1%.</li>
<li><h3>
Susu evaporasi</h3>
Yaitu susu yang telah diupkan sebagian airnya sehingga menjadi kental.
Mirip dengan susu kental manis, tetepi susu jenis ini rasanya tawar.</li>
<li><h3>
Susu pasteur</h3>
Susu yang melalui proses pasteurisais (dipanaskan) 65° sampai 80° C
selama 15 detik untuk membunuh bakteri patogen yang dapat menyebabkan
penyakit.</li>
<li><h3>
<i>Flavoured</i></h3>
Sebenarnya susu <i>full cream</i> atau <i>low fat</i>
yang ditambahkan rasa tertentu untuk variasi. Misalnya susu coklat,
strawberry, pisang, dan rasa lainnya. Umumnya memiliki kandungan gula yang lebih banyak karena penambahan rasa ini.</li>
<li><h3>
<i>Calcium enriched</i></h3>
Susu yang ditambah dengan kandungan kalsium dan kandungan lemaknya telah dikurangi.</li>
<li><h3>
UHT</h3>
Merupakan singkatan dari <i>Ultra-High Temperature-Treated</i>.
Susu jenis ini adalah susu yang dipanaskan dalam suhu tinggi (140° C)
selama 2 detik yang kemudian langsung dimasukkan dalam karton kedap
udara. Susu ini dapat disimpan untuk waktu yang lama.</li>
<li><h3>
CLA</h3>
Susu ini bermanfaat bagi orang yang ingin merampingkan tubuh. Kepanjangan dari CLA adalah <i>Conjugated Linoleic Acid</i> yang akan membantu dalam pembentukan otot dan mempercepat pembakaran lemak.</li>
</ul>
</div>
<br />
<h2>
Mengapa Minum Susu?</h2>
Walaupun
memiliki banyak manfaat, tetapi banyak orang yang enggan minum susu.
Ini terlihat dari minimnya konsumsi susu masyarakat Indonesia per
tahunnya. Salah satu alasan yang sering dikemukan adalah mahalnya harga
susu. Untuk harga susu, sebenarnya ada banyak susu yang harganya telah
disesuaikan. Dan mengingat banyak nutrisi yang dikandungnya, maka yang
diperlukan adalah menanamkan kesadaran akan manfaat susu agar masyarakat
dapat mengkonsumsi dan tidak menganggapnya sebagai barang mahal.<br />
Alasan
lainnya adalah tidak suka minum susu karena membuat mual atau sakit
perut sehabis minum susu. Bila Anda merasa sakit perut setelah minum
susu, berarti Anda menderita <b>intoleransi laktosa</b>.
Penyebabnya karena kurangnya produksi laktase dalam tubuh. Laktase
adalah enzim yang dihasilkan usus kecil yang berfungsi memecah laktosa
yang terkandung dalam susu agar dapat diserap oleh tubuh. Tetapi bagi
penderita intoleransi laktosa, proses pemecahan laktosa tidak
berlangsung sempurna sehingga laktosa yang tidak tercena akan masuk
dalam usus besar dan dicerna oleh bakteri yang ada di dalamnya sehingga
menyebabkan perut kembung, berisi banyak gas, dan diare.<br />
Sebagai solusi dari perasaan mual atau sakit perut, Anda dapat mengganti susu dengan produk olahan susu seperti keju, <a href="http://dhezak.blogspot.com/2012/06/mengenal-si-susu-fermentasi-yoghurt.html" title="yoghurt">yoghurt</a>,
es krim, susu evaporasi atau susu kedelai yang tidak mengandung
laktosa. Beberapa produsen susu juga telah membuat susu tanpa laktosa
yang dapat dikonsumsi oleh pendeita "intoleransi laktosa".<br />
Bila
Anda hendak mengkonsumsi susu, sebaiknya Anda tidak menggunakan susu
kental manis karena susu jenis ini kandungan nutrisinya lebih rendah
akibat proses pembuatannya juga banyak mengandung lemak dan gula yang
kurang baik untuk tubuh. Konsumsi susu yang dianjurkan adalah 3 porsi
setiap hari. Satu porsi yang dimaksud adalah 250 ml susu yang setara
dengan 35 gram keju atau 200 gram yoghurt atau 200 gram es krim. Jadi,
tidak ada alasan bagi Anda untuk tidak minum susu bukan?</div>
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</div>kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-11867241886013100852012-06-10T02:29:00.000-07:002012-06-10T03:22:32.156-07:00<div id="jd">
<h1>
<a href="http://dhezak.blogspot.com/2012/06/dibalik-khasiat-jus-ternyata-ada-aturan.html">Mengenal si Susu Fermentasi Yoghurt</a></h1>
</div>
<div id="kr">
<img alt="Mengenal si Susu Fermentasi Yoghurt" border="0" height="300" src="http://kuliner.i.kumpulan.info/frozen-yoghurt-froyo.jpg" width="400" /><br />
<div id="conttool">
<div id="picdesc">
<span style="font-size: x-small;">Frozen yoghurt atau froyo telah menjadi populer belakangan ini karena rasa dan teksturnya yang lembut.</span></div>
<b></b></div>
</div>
<div class="spc">
</div>
Berbagai gerai produk makanan atau minuman yang menjual <b><a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/58-yoghurt-untuk-kesehatan.html" title="yoghurt">yoghurt</a></b> dalam bentuk es atau biasa disebut dengan <b><i>frozen yogurt</i></b> atau <b>froyo</b>
kini bukan lagi hal yang langka di berbagai mal atau pusat
perbelanjaan. Dengan berbagai merk gerai, yoghurt sudah menjadi bagian
dari cemilan yang digemari. Yoghurt merupakan cemilan yang menyehatkan.
Selain itu<br />
<a name='more'></a> rasanya yang cenderung asam memberikan sensasi rasa bagi
penikmatnya. Karena populernya yoghurt, rasanya tidak ada salahnya bila
kita mengenal lebih dalam tentang si cemilan asam ini.<br />
<h2>
<span id="jenis-yoghurt"> </span></h2>
<h2>
<span id="jenis-yoghurt">Jenis Yoghurt</span></h2>
Saat ingin membeli <b><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" title="yoghurt">yoghurt</a></b>,
Anda mungkin bingung memilih jenis yoghurt yang ada. Pada umumnya,
berdasarkan teksturnya, yoghurt terbagi dalam beberapa jenis, yaitu:<br />
<div style="display: inline-block; padding: 0 10px 0 10px; width: 500px;">
<ul>
<li><h3>
Set Yoghurt</h3>
Merupakan yoghurt dengan tekstur sangat kental. Umumnya merupakan <i>plain yoghurt</i> yaitu yoghurt tanpa penambahan gula, rasa, atau aroma. Warnanya putih dan terasa sangat asam.</li>
<li><h3>
Stir Yoghurt</h3>
Teksturnya lebih encer dibanfingkan set yoghurt tetapi masih terasa
kental mirip dengan ice cream. Stir yoghurt sudah mengalami penambahan
pemanis, perasa atau buah-buahan pelengkap. Untuk menikmatinya, Anda
membutuhkan sendok.</li>
<li><h3>
Drink yoghurt</h3>
Yogurt bentuk ini dapat langsung diminum. Bentuknya cair sama seperti susu cair.</li>
</ul>
</div>
Perbedaan
jenis ini terjadi karena perbedaan bahan baku dan proses pembuatan.
Jadi tidak berarti yoghurt kental lebih baik dibandingkan yoghurt cair.<br />
<br />
<h2>
<span id="fermentasi-yoghurt">Proses Fermentasi Yoghurt</span></h2>
Yoghurt berasal <b><a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" title="susu">susu</a></b>
yang kemudian ditambahkan dengan bakteri yang akan membentuk asam
laktat. Bakteri yang biasa digunakan dalam proses pembuatan yogurt
adalah bakteri <i>Bifidobacterium sp.</i>, <i>Lactobacillus sp.</i> atau bakteri <i>Streptococcus thermophilus</i> dan <i>Lactobacillus bulgaricus</i>.<br />
Bakteri-bakteri
ini yang akan memicu proses fermentasi dari susu, mengubah laktosa pada
susu menjadi asam laktat. Efek lain dari proses fermentasi adalah
pecahnya protein pada susu yang menyebabkan susu menjadi kental. Hasil
akhirnya susu akan terasa asam dan kental, inilah bentuk yoghurt dasar
yang telah jadi.<br />
<br />
<h2>
<span id="cara-pembuatan">Cara Membuat Yoghurt</span></h2>
Bagi
Anda yang menggemari yoghurt atau ingin merasakan khasiat yoghurt, Anda
dapat pula membuatnya sendiri di rumah. Bahan dasar yang diperlukan
adalah susu cair, susu bubuk, gula pasir dan yoghurt tawar yang
berfungsi sebagai bibit.<br />
Masukkan susu cair dalam panci,
dicampur dengan susu bubuk dan gula pasir. Panaskan diatas kompor dengan
api kecil sampai mencapai suhu 75 – 80 derajat Celsius. Diamkan selama
15 menit kemudian angkat dan biarkan sampai mencapi suhu 35 derajat
Celcius. Bila ingin menghasilkan yoghurt rendah lemak, maka gunakan susu
rendah lemak dalam pembuatannya. <br />
Kemudian masukkan yoghurt
tawar (yoghurt tanpa penambah rasa, tanpa gula, tanpa penambah aroma)
atau atau bibit yoghurt yang dijual di pasaran dan aduk rata. Pastikan
bahwa yoghurt telah mencapai suhu 35 derajat Celcius sebelum
memasukkannya agar bakteri pada bibit atau starter ini tidak mati. Tutup
rapat panci agar susu mengalami proses fermentasi. Biarkan selama 24
jam.<br />
Setelah terbentuk yoghurt, Anda dapat menambahkan
buah-buahan yang dengan gula. Atau tambahkan sirup atau gula bila
yoghurt terasa kurang manis.<br />
<br />
<h2>
<span id="penyimpanan">Penyimpanan Yoghurt</span></h2>
Setelah
yoghurt terbentuk, cara terbaik penyimpanannya adalah dengan menaruhnya
dalam lemari es. Simpan dalam suhu 4-7 derajat Celcius. Sebaiknya
yoghurt diletakkan dalam wadah yang tertutup rapat.<br />
<br />
<h2>
<span id="froyo">Frozen Yoghurt (Froyo)</span></h2>
Yoghurt dapat pula diolah menjadi bentuk seperti <i>ice cream</i>. Bentuk inilah yang dikenal sebagai <b><i>frozen yoghurt</i></b> atau sering disebut <b>froyo</b>
yang gerainya marak muncul di berbagai pusat perbelanjaan. Khasiat
froyo sama dengan yoghurt pada umumnya. Froyo lebih banyak dinikmati
karena disantap dalam kondisi dingin dan mirip dengan saat menikmati <i>ice cream</i>.<br />
Untuk menghasilkan bentuk <i>frozen yoghurt</i>, diperlukan mesin khusus seperti mesin yang diperlukan untuk membuat <i>ice cream</i>.<br />
<br />
<h2>
<span id="manfaat">Manfaat Yoghurt</span></h2>
Yoghurt terutama bermanfaat bagi para penderita intoleransi laktosa <i>(lactose intolerance)</i> karena dalam bentuk yoghurt, susu menjadi lebih mudah dicerna karena sudah mengalami pemecahan laktosa.<br />
Bagi <b><a href="http://kumpulan.info/sehat.html" title="kesehatan">kesehatan</a></b>, yoghurt bermanfaat untuk:<br />
<div style="display: inline-block; padding: 0 10px 0 10px; width: 500px;">
<ul>
<li>Meningkatkan daya tahan tubuh sehingga tidak mudah sakit</li>
<li>Menurunkan kadar <b><a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/83-tips-mengontrol-kolestrol.html" title="kolesterol">kolesterol</a></b> jahat (LDL)</li>
<li>Menyembuhkan radang sendi</li>
</ul>
</div>
Manfaat lainnya dapat dilihat pada artikel <b><a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/58-yoghurt-untuk-kesehatan.html" title="yoghurt">Yoghurt untuk Kesehatan</a></b>.<br />
Selain yoghurt, Anda dapat pula mencoba <b><a href="http://kumpulan.info/kuliner/artikel-kuliner/35-artikel/233-nikmati-kefir-rasakan-manfaat.html" title="kefir">kefir</a></b> yang juga berasal dari susu. Selain <i>frozen yoghurt</i> atau <b>froyo</b>, kini Anda juga bisa menikmati <i>frozen kefir</i>. Produk olahan susu ini juga nikmat dan sehat untuk diminum. Baik <b>yoghurt</b> maupun <b>kefir</b> saat ini telah menjadi minuman yang digemari dan patut untuk dicoba.kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-85382224881691386452012-06-10T02:13:00.001-07:002012-06-10T03:23:49.974-07:00<h1>
<a href="http://dhezak.blogspot.com/2012/06/dibalik-khasiat-jus-ternyata-ada-aturan.html">Minum Jus ada Aturannya!</a></h1>
<div id="kr" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
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<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
<img alt="Minum Jus ada Aturannya!" border="0" height="300" src="http://kesehatan.i.kumpulan.info/jus-buah.jpg" width="400" /></div>
</div>
<div id="conttool">
<div id="picdesc">
<span style="font-size: xx-small;"><span style="font-size: x-small;">Dibalik khasiat jus, ternyata ada aturan yang harus diikuti saat meminum jus</span>.</span></div>
<b></b></div>
</div>
<br />
<div class="spc">
<div id="jd">
<h1>
<span style="font-size: small;">
Jus<span style="font-weight: normal;">
buah merupakan salah satu cara memenuhi kebutuhan vitamin dan mineral
yang bermanfaat meningkatkan kekebalan tubuh dari penyakit. Tetapi,
jangan salah mengolahnya agar tubuh mendapatkan manfaat yang maksimal.
Ternyata, minum jus ada aturannya agar jus bernilai maksimal bagi
kesehatan tubuh.</span></span></h1>
</div>
</div>
<br />
Minum <b>jus</b> membantu kita memperoleh manfaat dari buah dengan cara yang praktis. Kita dapat memperoleh khasiat dari berbagai <b><a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/109-konsumsi-buah-kesehatan-gizi-nutrisi.html" title="buah">buah</a></b>
tanpa harus memakannya satu per satu. Tubuh juga lebih mudah menyerap
nutrisi yang ada pada jus. Sehingga, jus menjadi <br />
<a name='more'></a>minuman yang sehat dan
praktis.<br />
<br />
<span id="aturan"></span><br />
<h2>
<span id="aturan">
Aturan Penting saat Minum Jus</span></h2>
<span id="aturan">
</span> Pengolahan
jus yang tidak benar, waktu yang tidak tepat atau cara pandang yang
salah terhadap jus membuat nilai jus berkurang bagi tubuh. Agar minuman
segar ini tidak sia-sia, beberapa aturan dalam minum jus antara lain:<br />
<div style="display: inline-block; padding: 0 10px 0 10px; width: 500px;">
<ul>
<li><h3>
Jus asam bukan untuk pagi hari</h3>
Senang membuka hari Anda dengan minum jus di pagi hari? Memang, pagi
hari adalah waktu yang paling tepat untuk minum jus, karena jus buah
mengandung banyak air dan serat yang akan bermanfaat untuk melancarkan
pencernaan. Agar tidak sakit perut, hindari buah-buahan asam untuk jus
di pagi hari. Pisang, pepaya, apel atau wortel bisa menjadi pilihan buah yang tepat untuk jus di pagi hari.</li>
<li><h3>
Jus bukan pengganti makanan</h3>
Saat sedang diet atau untuk kesehatan, boleh saja mengganti makan malam Anda dengan segelas jus. Tetapi, bukan berarti sarapan
dan makan siang juga hanya dengan minum jus dengan maksud menurunkan
berat badan. Kebutuhan nutrisi tetap harus dipenuhi dari makanan lain.
Buah-buahan tidak akan dapat memenuhi kebutuhan 1.800 kkal, jumlah
minimum kalori yang harus dipenuhi dalam sehari. Akibatnya, kekebalan
tubuh akan melemah.<br /><br /> Walau berat badan mungkin dapat turun dengan drastis tetapi akan cepat naik saat makan dengan pola yang semula. Karena minum <b>jus</b> tidak mengurangi lemak, hanya mengurangi air dalam tubuh.</li>
<li><h3>
Jus bukan pengganti buah</h3>
<img alt="Minum jus" border="0" class="logopicr" src="http://kumpulan.info/images/stories/kesehatan/minum-jus.jpg" title="Minum jus" />Terus-menerus
mengkonsumsi jus, tanpa mengkonsumsi buah secara langsung tidak baik.
Ini dapat meningkatkan berat badan. Perlunya tetap mengkonsumsi buah
segar bermanfaat bagi lambung, karena pada saat proses mengunyah,
lambung akan bekerja dan membakar kira-kira 20 kkal. Jadi, tetaplah
konsumsi buah segar, tidak seluruhnya dapat diganti dengan jus.</li>
<li><h3>
Jus diminum beserta ampasnya</h3>
Jika Anda membuat jus dengan menggunakan <b>juicer</b>,
ampasnya akan terpisah. Walau mungkin terasa tidak enak, jangan buang
ampas buah yang telah terpisah. Jika menggunakan blender, jangan saring
untuk mendapatkan airnya saja, biarkan ampas tetap tercampur dan
diminum. Pada ampas buah terdapat serat dan vitamin, yang paling umum
adalah <a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/80-kandungan-vitamin-c-buah.html" title="vitamin C">vitamin C</a>. Hal ini sangat bermanfaat bagi tubuh.</li>
<li><h3>
Jus jangan disimpan dalam waktu lama</h3>
Jus yang telah dibuat sebaiknya segera diminum. Membuat jus yang baru
kemudian diminum pada siang atau sore hari menurunkan manfaat dari jus.
Vitamin yang ada dapat dirusak oleh oksigen dan ultraviolet yang ada di
sekitar kita. Jika tidak bisa mengkonsumsi jus secara langsung, dapat
dilakukan dengan cara membuat jus sedingin mungkin, kemudian disimpan
dalam termos alumunium yang tertutup rapat. Kondisi dingin dan
perlindungan dari cahaya membantu mempertahankan vitamin yang ada pada
jus selama 4 jam.</li>
<li><h3>
Jus tidak selalu rendah kalori</h3>
Tidak berarti semua buah rendah kalori dan akan membantu diet Anda. Buah seperti <a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/119-avokad-buah-serbaguna-kaya-manfaat.html" title="alpukat">alpukat</a>,
nangka dan durian adalah buah-buahan dengan kalori tinggi, yaitu
sekitar 200 kkal. Jika ingin jus dengan kalori rendah, dapat memilih
buah jeruk, apel, melon, semangka atau pir yang kandungan kalorinya
sekitar 80 kkal. Jika berat badan berlebih, sebaiknya pilih jus buah
dengan kalori rendah.</li>
<li><h3>
Jus tidak selalu harus buah</h3>
Sayur-sayuran dapat dibuat menjadi jus. Rasa pahit pada sayur dapat
diatasi dengan mengkombinasikan sayuran dengan buah, sehingga rasanya
lebih segar.<br /><br /> Tidak hanya sayur, jus dapat merupakan kombinasi
dari buah dan rempah-rempah. Misalnya, dengan menambahkan jahe yang
dapat menghangatkan tubuh juga menambah daya tahan tubuh. Dapat juga
tambahkan sedikit <a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/387-kayu-manis-cinnamon.html" title="kayu manis">kayu manis</a> pada jus Anda.</li>
<li><h3>
Jus menggunakan buah-buahan segar</h3>
Agar mendapatkan khasiat yang maksimal, gunakan buah atau sayuran segar
yang masih dalam kondisi segar. Jangan karena melihat buah atau sayur
mulai layu, lalu karena sayang akhirnya dibuat jus. Ini akan membuat
kualitas jus berkurang.</li>
<li><h3>
Jus dengan berbagai variasi</h3>
Jangan hanya membuat jus dari buah yang itu-itu saja. Misalnya, karena
menyukai buah jeruk, setiap hari jus yang diminum hanya jus jeruk. Ganti
dengan buah lain yang memiliki kandungan vitamin dan mineral yang
berbeda agar tubuh memperoleh manfaat. Mengkombinasikan berbagai buah
dalam satu gelas jus merupakan cara praktis agar tubuh memperoleh
beberapa manfaat dalam satu kali teguk. Campuran jeruk dan apel, pisang
dan apel, wortel dan tomat atau apel dan anggur merupakan kombinasi yang
dapat dicoba karena memberi beberapa manfaat sekaligus.</li>
<li><h3>
Jus dengan tambahan gula, madu atau susu</h3>
Untuk menambah kenikmatan jus, biasanya ditambahkan gula, madu atau
susu. Ada beberapa aturan jika ingin menambahkan jus Anda dengan salah
satu pasangannya ini. Perhatikan banyaknya <a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/180-makan-gula-secara-seimbang.html" title="gula">gula</a> atau madu yang akan digunakan atau pilihan <a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/131-mengenal-susu-dan-manfaat.html" title="susu">susu</a>.<br /><br />
Jika ingin menambahkan dengan gula, coba ingat-ingat dahulu sudah
berapa banyak gula yang Anda konsumsi hari ini. Idealnya, tubuh hanya
boleh menerima 50 gr gula per hari. Satu sendok teh gula, beratnya
sekitar 4 gram. Jika dari pagi Anda sudah menikmati ice cream, kue, cake
atau teh manis, sesuaikan gula yang akan ditambahkan dalam jus agar
tidak kelebihan konsumsi gula.<br /><br /> Madu merupakan pemanis alami yang
mengandung karbohidrat, protein, asam amino, vitamin dan mineral.
Tetapi, kandungan kalori dari madu lebih besar daripada gula. Satu
sendok madu memiliki kalori 64 kkal. Maka, jika ingin menambahkan madu,
sebaiknya hanya dalam porsi kecil, terlebih rasa madu yang lebih manis
dari gula.<br /><br /> Menambahkan jus dengan susu membuat jus mendapat
tambahan protein, kalsium dan lemak dari susu. Yang harus diperhatikan
adalah jenis susu yang akan ditambahkan. Jika tidak ada masalah dengan
berat badan, dapat menggunakan susu full cream. Kebalikannya, adalah
menggunakan susu low fat jika ingin menjaga berat badan dan agar lemak
tidak berlebih.</li>
</ul>
</div>
<br />
<span id="pilihan"></span><br />
<h2>
<span id="pilihan">
Pilih Jus yang Tepat</span></h2>
<span id="pilihan">
</span> Mengkonsumsi
jus dapat menjadi salah satu solusi untuk mengatasi masalah kesehatan
yang Anda hadapi. Pilih buah sesuai kebutuhan tubuh atau untuk membantu
mengurangi masalah kesehatan Anda. Misalnya, untuk menurunkan <a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/174-mengatasi-tekanan-darah-tinggi-atau-hipertensi.html" title="tekanan darah tinggi">tekanan darah tinggi</a>
atau mengencerkan dahak dapat membuat jus belimbing. Jus tomat untuk
membantu mengontrol gula dalam tubuh. Sedangkan campuran mentimun dan
wortel untuk mengatasi keluhan rematik.<br />
Dengan mengikuti aturan yang benar saat minum <b><a href="http://kumpulan.info/sehat/artikel-kesehatan/48-artikel-kesehatan/396-aturan-minum-jus-buah.html" title="jus">jus</a></b>, minuman sehat ini akan semakin terasa manfaatnya bagi tubuh.kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com1Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-30791643426968845982012-06-07T02:44:00.000-07:002012-06-10T03:40:00.560-07:00MITOS TERJADINYA GERHANA BULAN MAKNA DAN PERSEPSI<h3 style="font-family: Arial,Helvetica,sans-serif;">
<a href="http://dhezak.blogspot.com/2012/06/mitos-terjadinya-gerhana-bulan-makna.html"><span style="font-size: large;"><b>MITOS TERJADINYA GERHANA BULAN MAKNA DAN PERSEPSI Arti Gerhana Bulan Dari Berbagai Negara</b></span></a></h3>
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<a href="http://www.blogger.com/blogger.g?blogID=7521738902859345740" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="150" 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" 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<b>Gerhana bulan</b> terjadi saat sebagian atau keseluruhan penampang <a href="http://id.wikipedia.org/wiki/Bulan" title="Bulan">bulan</a> tertutup oleh bayangan <a href="http://id.wikipedia.org/wiki/Bumi" title="Bumi">bumi</a>. Itu terjadi bila bumi berada di antara <a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari">matahari</a> dan bulan pada satu garis lurus yang sama, sehingga sinar Matahari tidak dapat mencapai bulan karena terhalangi oleh <br />
<a name='more'></a>bumi.</div>
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Dengan penjelasan lain, gerhana bulan muncul bila bulan sedang beroposisi dengan <a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari">matahari</a>. Tetapi karena kemiringan bidang <a href="http://id.wikipedia.org/wiki/Orbit" title="Orbit">orbit</a> bulan terhadap bidang <a href="http://id.wikipedia.org/wiki/Ekliptika" title="Ekliptika">ekliptika</a>, maka tidak setiap <a href="http://id.wikipedia.org/wiki/Oposisi" title="Oposisi">oposisi</a>
bulan dengan Matahari akan mengakibatkan terjadinya gerhana bulan.
Perpotongan bidang orbit bulan dengan bidang ekliptika akan memunculkan 2
buah titik potong yang disebut <i>node</i>, yaitu titik di mana bulan memotong bidang ekliptika. Gerhana bulan ini akan terjadi saat bulan beroposisi pada <i>node</i>
tersebut. Bulan membutuhkan waktu 29,53 hari untuk bergerak dari satu
titik oposisi ke titik oposisi lainnya. Maka seharusnya, jika terjadi
gerhana bulan, akan diikuti dengan <a class="mw-redirect" href="http://id.wikipedia.org/wiki/Gerhana_Matahari" title="Gerhana Matahari">gerhana Matahari</a> karena kedua <i>node</i> tersebut terletak pada garis yang menghubungkan antara Matahari dengan bumi.</div>
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Sebenarnya, pada peristiwa gerhana bulan, seringkali bulan masih
dapat terlihat. Ini dikarenakan masih adanya sinar Matahari yang
dibelokkan ke arah bulan oleh <a href="http://id.wikipedia.org/wiki/Atmosfer" title="Atmosfer">atmosfer</a> bumi. Dan kebanyakan sinar yang dibelokkan ini memiliki <a href="http://id.wikipedia.org/wiki/Spektrum" title="Spektrum">spektrum</a>
cahaya merah. Itulah sebabnya pada saat gerhana bulan, bulan akan
tampak berwarna gelap, bisa berwarna merah tembaga, jingga, ataupun
coklat.</div>
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Gerhana bulan dapat diamati dengan <a href="http://id.wikipedia.org/wiki/Mata" title="Mata">mata</a> telanjang dan tidak berbahaya sama sekali.</div>
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Ketika gerhana bulan sedang berlangsung, umat <a href="http://id.wikipedia.org/wiki/Islam" title="Islam">Islam</a> yang melihat atau mengetahui gerhana tersebut disunnahkan untuk melakukan <a class="new" href="http://id.wikipedia.org/w/index.php?title=Salat_gerhana&action=edit&redlink=1" title="Salat gerhana (halaman belum tersedia)">salat gerhana bulan</a> (<a href="http://id.wikipedia.org/wiki/Salat" title="Salat">salat</a> khusuf).</div>
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Berikut ini mitos atau arti gerhana bulan dari berbagai negara : </div>
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CHINA, Kebudayaan kuno China meyakini bahwa gerhana bulan terjadi karena
seekor naga raksasa murka dan memangsa bulan. Fenomena ini mereka sebut
” CHIH ” yang artinya memangsa. Untuk mengusir naga, mereka membuat
keributan dengan cara membunyikan petasan agar sang naga pergi. Hingga
kini, meski sudah tidak diyakini lagi, guna melestarikan kebudayaan,
pembunyian petasan saat gerhana kadangkala masih diadakan<br />
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JEPANG , Orang Jepang Jadul menganggap bahwa saat terjadi gerhana para
dewa menebarkan racun hitam pekat ke dunia, karena itu mereka
selanjutnya berbondong-bondong menutupi sumur-sumur mereka dengan benda
apa saja hingga gerhana bulan berakhir<br />
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PRANCIS , Diceritakan bahwa Raja Louis akhirnya meninggal dalam histeria
dan ketakutan yang amat sangat menyadari suatu malam dunia begitu gelap
tanpa bulan pada tahun 840. Menurutnya setan sebentar lagi turun
kedunia.</div>
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" /></a></div>
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<br />
JAMAICA, Suatu kali Colombus terdampar di Jamaica karena kerusakan kapal
yang cukup parah sehingga membutuhkan perbaikan yang akan memakan waktu
lama. Untuk memenuhi kebutuhan makan minum, Colombus menggunakan ilmu
pengetahuannya tentang gerhana untuk membohongi penduduk pribumi. Dia
katakan bahwa para dewa akan marah jika para pribumi tidak memberi para
awak kapal makan minum selama proses perbaikan kapal. Semula penduduk
tak percaya, namun ketika bulan benar-benar lenyap total, mereka menjadi
ketakutan dan esok harinya mulai secara sukarela melayani colombus dkk
dalam hal makan minum<br />
<br />
JAWA -INDONESIA, mungkin kita sudah banyak yang tahu bahwa penduduk jawa
dahulu saat gerhana tiba berbondong-bondong menyembunyikan balita
mereka di dalam tempayan, kolong tempat tidur dan tempat aman lain demi
menghindarkan bocah-bocah itu dari shang Batara Kala, raksasa dalam
cerita pewayangan. Sementara itu kaum laki-laki beranjak memukul
kentongan beramai ramai untuk mengusir sang kala sesegera mungkin.</div>kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0tag:blogger.com,1999:blog-7521738902859345740.post-7410683909836269582012-06-06T19:09:00.000-07:002012-06-10T05:04:20.868-07:00<h3 class="post-title entry-title">
<span style="font-size: small;">
<a href="http://dhezak.blogspot.com/2012/06/tips-agar-mimpi-indah-saat-tidur-malam.html">Tips Agar Mimpi Indah Saat Tidur Malam</a></span></h3>
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" /><br /> </span></div>
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<span style="font-size: small;">Mimpi terdiri dari berbagai ide, emosi, sensasi atau gambar yang
terjadi tanpa sengaja dalam pikiran saat orang tidur. Tentu saja hampir
semua orang lebih menyukai mimpi indah saat tidur. Ada beberapa cara
yang bisa dilakukan agar Anda mendapat </span><br />
<a name='more'></a><span style="font-size: small;">mimpi indah.<br />
<br />
Sepanjang tidur malamterjadi dua siklus tidur, yaitu tidur rapid eye
movement (REM) dan tidur non-REM. Siklus ini bergantian setiap 90 menit
dan mimpi terjadi selama fase tidur REM.<br />
<br />
Mimpi buruk biasanya akan terjadi karena refleksi dari hal-hal yang
menegangkan seperti obat, kejadian atau gambar visual menakutkan yang
Anda amati sebelum tidur. Karena mimpi buruk dapat mempengaruhi
kualitas tidur, penting untuk berlatih untuk mendapatkan mimpi indah
saat tidur.<br />
<br />
Berikut beberapa cara yang bisa dilakukan agar mendapatkan mimpi indah di malam hari, seperti dilansir Livestrong:<br />
<b><br />
1. Jangan menonton film horor di malam hari</b><br />
Hindari menonton film atau membaca buku menakutkan sebelum tidur. Anda
dapat membawa perasaan takut ke dalam tidur, yang dapat mengakibatkan
mimpi buruk, menurut KidsHealth.org.<br />
<b><br />
2. Hindari minum obat stimulan sebelum tidur</b><br />
Hindari menggunakan obat atau stimulan lain yang dapat mempengaruhi
tidur, termasuk alkohol, nikotin, kafein, obat tekanan darah dan
antidepresan, menurut Scientific American.<br />
<br />
Obat atau stimulan yang diminum sebelum tidur awalnya dapat
mempengaruhi fase tidur REM dan membuat Anda masuk ke tahap tidur yang
lebih dalam. Namun setelah Anda berhenti minum obat-obatan tersebut,
Anda akan mengalami tidur REM lebih dalam, yang dapat mengakibatkan
mimpi buruk, menurut National Sleep Foundation.<br />
<b><br />
3. Rileks sebelum tidur</b><br />
Lakukan sesuatu yang rileks sebelum tidur, karena stres dapat
menyebabkan mimpi buruk. Yang terbaik adalah melakukan kegiatan yang
membantu Anda merasa lebih nyaman, seperti berendam di bak mandi,
membaca buku, mendengarkan musik atau bermeditasi untuk bersantai.<br />
<b><br />
4. Buat kamar senyaman mungkin</b><br />
Buatlah kamar tidur sebagai tempat yang hanya dilakukan untuk tidur dan
keintiman. Buatlah kamar tidur senyaman dan menenangkan mungkin,
seperti memilih kasur nyaman dengan warna tirai dan suhu pada ruangan
yang nyaman. Dengan memastikan bahwa Anda hanya fokus pada tidur dan
relaksasi di kamar tidur, Anda mungkin mengalami mimpi yang lebih baik.</span></div>
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<span style="font-size: small;"><span style="font-size: x-small;">sumber : http://terselubung.blogspot.com/2012/06/tips-agar-mimpi-indah-saat-tidur-malam.html </span></span></div>kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0Semarang, Indonesia-6.9666667 110.4166667-7.0927582000000005 110.2587382 -6.8405752 110.57459519999999tag:blogger.com,1999:blog-7521738902859345740.post-91969164263121084972012-06-06T08:23:00.000-07:002012-06-10T08:00:22.420-07:0010 fakta tentang mimpi<div class="post-header">
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<a href="http://dhezak.blogspot.com/2012/06/10-fakta-tentang-mimpi-mimpi-adalah.html"><img height="296" id="imgb" src="http://t3.gstatic.com/images?q=tbn:fYxrKF10db8_bM" width="296" /></a></div>
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<span style="font-size: 100%;">Mimpi
adalah komunikasi antara tubuh, pikiran dan jiwa kita. Tau gak
sebenernya sepanjang waktu kita bermimpi meski saat kita lagi bangun,
cuma proses itu berlangsung di alam bawah sadar kita.</span></div>
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<span style="font-size: 100%;"><b>Berikut ini beberapa fakta menarik mengenai mimpi:</b></span><br />
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<span style="font-size: 100%;"><b>Orang Buta Jg Bermimpi</b></span></div>
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Orang yg terlahir buta dalam mimpinya memang tidak melihat “gambar-2”
tapi mereka bermimpi tentang suara, sentuhan dan emosi yg mereka
rasakan. Memang sulit bagi orang normal untuk bisa memahami, tapi
“keinginan” tubuh untuk tidur dan bermimpi sedemikian kuatnya sehingga
bisa mengatasi segala macam hambatan fisik manusia.</span></div>
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<span style="font-size: 100%;"><b>Kamu Akan Lupa 90% Dari Mimpimu</b></span></div>
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Sekitar 5 menit setelah kamu terbangun kamu akan segera melupakan 50%
dari mimpimu, 10 menit kemudian 90% “jalan cerita” mimpimu akan
terlupakan.<br />
Penulis puisi terkenal Samuel Taylor Coleridge pada suatu waktu
terbangun setelah mendapatkan mimpi yg indah, dia lalu segera
menuliskannya di kertas untuk menggambarkan mimpinya tadi, setelah
menulis 54 baris tiba-2 ada orang yg datang kerumahnya. Setelah urusan
dg orang itu selesai Samuel bermaksud menyelesaikan puisinya tadi, tapi
dia tdk berhasil mengingat lagi mimpinya. Puisinya itu tidak pernah
selesai. Puisi yg tidak pernah terselesaikan itu berjudul “Kubla Khan”
dan menjadi salah satu puisi paling terkenal di Inggris. Robert Louis
Stevenson ( penulis buku Doctor Jeckyll and Mr. Hyde ) dan Mary
Shelley’s Frankenstein mendapatkan ide dari mimpi yg mereka alami.</span></div>
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<span style="font-size: 100%;"><b>Semua Orang Bermimpi</b></span></div>
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Semua orang bermimpi ( kecuali pada beberapa kasus penyakit jiwa parah )
tapi laki-2 dan perempuan mimpinya beda dan beda pula reaksi fisiknya.
Cowo cenderung bermimpi tentang cowo lain sedangkan cewe mimpinya
cenderung berimbang mimpiin soal cowo atau cewe lain.</span></div>
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<span style="font-size: 100%;"><b>Mimpi Mencegah Gangguan Emosi.</b></span></div>
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Pada penelitian mengenai tidur baru-2 ini, percobaan pada orang yg
dibangunkan pada awal mimpi tapi tetap diperbolehkan tidur 8 jam sehari,
setelah 3 hari menjadi kehilangan konsentrasi, gampang marah,
halusinasi dan tanda-2 gangguan emosi lainnya. Jadi kamu jangan sering-2
begadang ngaskus dari malem subuh bisa sakit jiwa lama-2 lo entar</span></div>
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<span style="font-size: 100%;"><b>Rangsangan Dari Luar Mempengaruhi Mimpi Kita</b></span></div>
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Disebut “Dream Incorporation” dan kamu pasti udah pernah mengalami ini.
Pernah mimpi gini, kita rasanya haus bgt trus kita minum sebotol air
tapi bentar kemudian rasanya udah haus lagi… minum lagi… haus lagi
begitu terus berulang dan akhirnya saat kita bangun kita baru sadar kalo
kita emang lagi kehausan. Contoh yg lain adalah saat kita mimpi kebelet
pipis</span></div>
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<span style="font-size: 100%;"><b>Saat Bermimpi Tubuhmu Akan Lumpuh</b></span></div>
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Hal ini terjadi untuk mencegah supaya tubuh kita gak bergerak-gerak
mengikuti “alur cerita” mimpi kita. Banyangin aja kalo lo mimpi dikejar
massa, kalo kaki lo gk lumpuh bisa-2 lu lari ke luar rumah dan dikirain
maling beneran ama satpam. Ada hormon yg dihasilkan saat kita tidur yg
membuat saraf mengirimkan pesan ke tulang belakang menyebabkan tubuh
kita menjadi rileks dan lama-2 lumpuh.</span></div>
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<span style="font-size: 100%;"><b>Kita Hanya Memimpikan Apa Yg Kita Ketahui</b><br />
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<span style="font-size: 100%;">Seringkali
kita bermimpi berada di tempat yg asing dan ketemu dengan orang-orang
yg gk kita kenal. Tapi sebenernya otak kita tidak asal menciptakan itu,
sebenernya semua itu itu udah pernah kita liat cuma kita sendiri gak
mampu untuk mengingatnya lagi.Mungkin kamu pernah mimpi dikejar-kejar
orang asing pakai golok yg mau bunuh kita tapi mungkin aja itu dalam
kehidupan nyata orang itu adalah temen bokap kamu yang ketemu di mall
waktu kamu masih umur 5 tahun ! Sepanjang hidup kita udah pernah melihat
ratusan ribu wajah dan tempat, para ahli percaya kalo memori otak kita
punya kemampuan yang luar biasa untuk merekam itu semua, jadi otak gk
akan pernah kehabisan “aktor dan setting” yg akan direplay dalam mimpi
kita!</span></div>
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<span style="font-size: 100%;"><b>Mimpi Itu Tidak Seperti Apa Yang Terlihat</b><br />
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<span style="font-size: 100%;">Apa
yg kita lihat dalam mimpi sebenernya merupakan simbolisasi dari hal
lain. Otak kita tu kreatif bgt saat kita tidur, dia akan menggali
database memori kita sedemikan dalamnya sampai sering kita sendiri
takjub dengan mimpi aneh kita ( padahal semuanya sumbernya ya dari semua
yg udah pernah kita alami sebelumnya). Bagaikan puisi mimpi itu
merupakan penggambaran simbolisasi yg sangat dalam. Itulah sebab mengapa
banyak orang yg tertarik dengan buku tafsir mimpi</span></div>
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<span style="font-size: 100%;"><b>Tidak Semua Orang Mimpinya Berwarna.</b><br />
Menurut penelitian 12% orang normal mimpinya selalu hitam-putih lainnya mimpinya bisa full color (kaya tipi aja).</span></div>
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<span style="font-size: 100%;"><b>Kita juga cenderung mengalami mimpi dengan “tema” yg sama, yaitu:</b></span></div>
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<li><span style="font-size: 100%;">Mimpi di sekolah,</span></li>
<li><span style="font-size: 100%;">Mimpi dikejar-kejar (ceritanya jadi maling )</span></li>
<li><span style="font-size: 100%;">Mimpi lari dalam gerak lambat ato lari tapi gak maju-2 ( padahal ada kereta api mau lewat ) Mimpi basah (mimpi paling seru )</span></li>
<li><span style="font-size: 100%;">Mimpi datang telat (biasanya kalo musim ujian heheh)</span></li>
<li><span style="font-size: 100%;">Mimpi bisa terbang</span></li>
<li><span style="font-size: 100%;">Mimpi jatuh, mimpi gigi copot, mimpi gagal lulus ujian, mimpi kecelakaan, dan</span></li>
<li><span style="font-size: 100%;">Mimpi ketemu orang yg udah mati</span></li>
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<span style="font-size: 100%;"><b>Tambahan Info Lagi:</b></span></div>
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<li><span style="font-size: 100%;"> Saat kamu ngorok kamu tidak sedang bermimpi.</span></li>
<li><span style="font-size: 100%;">Kalo kamu terbangun pada saat fase
tidur mencapai tahap REM (Randon Eye Movement), seringkali mimpi kita
akan terasa lebih nyata daripada kalo kita bangun setelah tidur pulas
semalaman.</span></li>
<li><span style="font-size: 100%;">Bayi tidak bermimpi mengenai dirinya
sampai sekitar umur 3 tahun. Tapi sejak umur 3 sampai 8 tahun mereka
akan mendapatkan mimpi buruk yg jauh lebih sering daripada orang dewasa.
Itu jadi jawaban dari kenapa anak kecil sering menangis sesaat setelah
terbangun dr tidurnya.</span></li>
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<span style="font-family: arial; font-size: 78%;">Sumber: http://www.resep.web.id/</span>kaya kie lahhttp://www.blogger.com/profile/16171573821406960687noreply@blogger.com0