tag:blogger.com,1999:blog-37988013698731112412024-03-15T18:10:08.209-07:00KehidupanBagaimana setiap individu saling berbaur satu sama lain :)Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.comBlogger141125tag:blogger.com,1999:blog-3798801369873111241.post-42266691394197352502014-06-29T04:54:00.000-07:002014-06-29T04:54:20.023-07:00RANCANGAN UNDANG - UNDANG TSI<!--[if gte mso 9]><xml>
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" width="200" /></div>
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<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br /></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Undang – undang mengenai
masalah teknologi di Indonesia khusunya sudah ada rancangannya akna tetapi
cukup sulit untuk di terapkan, hal ini dapat merugikan beberapa pihak
dikarenakan saat ini teknologi sudah semakin canggih dan ada beberapa pelanggaran
yang dilakukan pengguna teknologi tersebut. </span></div>
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<br /></div>
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<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Salah satu contoh adalah
pencemaran nama baik yang sering dilakukan dalam media sosial bahkan efeknya
sampai ke tingkat kepolisian. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Karena media sosial sangat
mudah di akses oleh anak-anak maupun orang dewasa. Sehingga pada anak-anak
harus di awasi dengan ketat penggunaannya. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada materi kali ini saya
akan membahas masalah RUU ITE yang saya ambil dari blog seseorang mengenai RUU
ITE. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pembahasannya adalah sebagai
berikut :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><u><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">IMPLIKASI PEMBERLAKUAN RUU ITE</span></u></b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
<br />
Undang-Undang Informasi dan Transaksi Elektronik (UUITE) mengatur berbagai
perlindungan hukum atas kegiatan yang memanfaatkan internet sebagai medianya, baik
transaksi maupun pemanfaatan informasinya. Pada UUITE ini juga diatur berbagai
ancaman hukuman bagi kejahatan melalui internet. UUITE mengakomodir kebutuhan
para pelaku bisnis di internet dan masyarakat pada umumnya guna mendapatkan
kepastian hukum, dengan diakuinya bukti elektronik dan tanda tangan digital
sebagai bukti yang sah di pengadilan.<br />
<br />
Penyusunan materi UUITE tidak terlepas dari dua naskah akademis yang disusun
oleh dua institusi pendidikan yakni Unpad dan UI. Tim Unpad ditunjuk oleh
Departemen Komunikasi dan Informasi sedangkan Tim UI oleh Departemen
Perindustrian dan Perdagangan. Pada penyusunannya, Tim Unpad bekerjasama dengan
para pakar di ITB yang kemudian menamai naskah akademisnya dengan RUU
Pemanfaatan Teknologi Informasi (RUU PTI). Sedangkan Tim UI menamai naskah
akademisnya dengan RUU Transaksi Elektronik.<br />
<br />
Kedua naskah akademis tersebut pada akhirnya digabung dan disesuaikan kembali
oleh Tim yang dipimpin Prof. Ahmad M Ramli SH (atas nama pemerintah), sehingga
namanya menjadi Undang-Undang Informasi dan Transaksi Elektronik sebagaimana
disahkan oleh DPR.<br />
<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><u><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kronologis perjalanan UU ITE:</span></u></b><b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
</span></b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
Perjalanan UU ITE memerlukan waktu yang lama (5 tahun). Hal ini menyebabkan UU ITE
menjadi sangat lengkap karena RUU ITE telah melalui banyak pembahasan dari
banyak pihak. Sehingga konsultan yang disewa oleh DEPKOMINFO pun menilai bahwa
UU ITE ini terlalu ambisius karena Indonesia adalah negara satu-satunya di
dunia yang hanya mempunyai satu Cyber Law untuk mengatur begitu luasnya cakupan
masalah dunia Cyber, sementara negara lain minimal memiliki tiga Cyber Law.
Namun Bapak Cahyana sebagai pemateri malah bersyukur dengan keadaan ini.<br />
<br />
Beliau menjelaskan lebih lanjut kondisi nyata di lapangan, betapa berbelitnya
proses pengesahan suatu RUU di DPR. Sehingga bagi Indonesia lebih baik memiliki
satu Cyber law saja sehingga DEPKOMINFO lebih leluasa menindak lanjuti UU ITE
dengan membuat Peraturan Pemerintah yang masing-masing mengatur hal-hal yang
lebih detail.<br />
<br />
<b><u>Latar Belakang Indonesia Memerlukan UU ITE</u><br />
</b><br />
Latar belakang Indonesia memerlukan UU ITE karena:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Hampir semua Bank di Indonesia sudah menggunakan ICT. Rata-rata harian
nasional transaksi RTGS, kliring dan Kartu Pembayaran di Indonesia yang semakin
cepat perkembangannya setiap tahun</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sektor pariwisata cenderung menuju e-tourism ( 25% booking hotel sudah
dilakukan secara online dan prosentasenya cenderung naik tiap tahun)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Trafik internet Indonesia paling besar mengakses Situs Negatif, sementara
jumlah pengguna internet anak-anak semakin meningkat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Proses perijinan ekspor produk indonesia harus mengikuti prosedur di negera
tujuan yang lebih mengutamakan proses elektronik. Sehingga produk dari
Indonesia sering terlambat sampai di tangan konsumen negara tujuan daripada
kompetitor.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ancaman perbuatan yang dilarang (Serangan (attack), Penyusupan (intruder)
atau Penyalahgunaan (Misuse/abuse)) semakin banyak.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dampak positif dan negatif dari diberlakukannya undang-undang ITE
(Informasi dan Transaksi Elektronik). Banyak Pro dan Kontra terhadap
diberlakukannya UU ITE, tetapi menurut saya kalau UU ITE tersebut membawa
kebaikan bagi semua pihak, kenapa tidak? Pasti dari setiap perbuatan ada
positif dan negatifnya, sama halnya dengan pemberlakuan UU ITE pasti ada sisi
positif dan negatif.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><u><span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dampak Positif UU ITE</span></u></b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">UU ITE baru disahkan pada t</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">an</span><span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">g</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">ga</span><span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">l 25 </span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">M</span><span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">aret 2008 oleh Kementerian Negara Komunikasi dan
Informasi, sebenarnya rancangan ini sudah dibentuk sejak tahun 2003.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dengan UU ITE ini, para penyedia
konten akan terhindar dari pembajakan oleh pihak-pihak yang tidak bertanggung
jawab, karena sudah ada landasan hukum yang melindungi mereka. Tapi yang kita
lihat saat ini, masih banyak yang melakukan pelanggaran terhadap UU ITE
tersebut.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">UU ITE juga untuk melindungi
masyarakat dari penyalahgunaan internet, yang berimplikasi pada keberlangsungan
berbangsa dan bernegara. Dengan adanya UU ITE ini menjadi payung hukum aparat
kepolisian untuk bertindak tegas dan selektif terhadap penyalahgunaan internet
dan bukan dijadikan alat penjegalan politik dan elit tertentu atau mementingkan
segolongan orang.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">UU ITE itu juga dapat
mengantisipasi kemungkinan penyalahgunaan internet yang merugikan, memberikan
perlindungan hukum terhadap kegiatan ekonomi misalnya transaksi dagang atau
kegiatan ekonomi lainnya lewat transaksi elektronik seperti bisnis lewat
internet dapat meminimalisir adanya penyalahgunaan dan penipuan.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">UU ITE juga membuka peluang
kepada pemerintah untuk mengadakan program pemberdayaan internet. Masih banyak
daerah-daerah di Indonesia yang kurang tersentuh adanya internet.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<b><u><span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dampak Negatif UU ITE</span></u></b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selain memiliki sisi positif UU
ITE ternyata juga terdapat sisi negatifnya. yakni banyaknya orang yang terjerat
pasal pada UU ITE misalnya saja contoh kasus Prita Mulyasari yang terjerat UU
ITE pasal 27 ayat 3 tentang pencemaran nama baik yang diajukan oleh rumah sakit
OMNI Internasional secara pidana. Sebelumnya prita Mulyasari pernah kalah dalam
sidang perdatanya dan diputus bersalah kemudian menjalani penahanan di Lembaga
Pemasyarakatan Wanita Tangerang. Selain Prita Mulyasari juga ada Luna Maya yang
harus berurusan dengan UU ITE. Kasus ini berawal dari tulisan Luna Maya dalam
akun twitter yang terjerat pasal 27 ayat 3 Nomor 11 tahun 2008 tentang UU ITE.
Dalam pasal tersebut tertuliskan bahwa: Setiap orang dengan sengaja dan tanpa
hak mendistribusikan dan/ atau mentransmisikan dan/ atau membuat dapat
diaksesnya Informasi Elektronik dan /atau Dokumen Elektronik yang memiliki
muatan penghinaan dan/ atau pencemaran nama baik. Tulisan di akun twitternya
yang menyebutkan <i>“infotainment derajatnya lebih hina dari pada pelacur
dan pembunuh”</i>. Sebenarnya hal itu tidak perlu untuk ditulis dalam akun
Twitternya, karena hal tersebut terlalu berlebihan apalagi disertai dengan
pelontaran sumpah serapah yang menghina dan merendahkan profesi para pekerja
infotainment.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dari dua kasus tersebut
sebenarnya hanya hal yang<b> </b>kecil dan terlalu dibesar-besarkan,
sebagai warga negara yang berdemokrasi bebas untuk mengeluarkan pendapatnya
atau unek-uneknya. Hanya saja penempatannya saja yang salah. Menurut analisis
saya, seharusnya Prita Mulyasari menceritakan kasus atau curhatannya secara
lisan kepada temannya hanya lewat telepon saja tidak perlu lewat e-mail segala,
yang jadi masalahnya adalah menceritakan kasusnya via e-mail kepada temennya,
jika e-mail tersebut disebarkan oleh temannya di milis. Terus di milis bisa di
copy paste masukin blog, blog dibaca semua orang. Nah disitulah curhatannya
yang bersifat pribadi menjadi bersifat umum, sehingga pihak yang terkait dalam
surat tersebut merasa tersinggung kemudian pihak tersebut menggugat Prita. Jadi
kesalahan yang sekecil apapun harus berhati-hati apalagi di dunia maya.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-ansi-language: SV; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Selain itu juga tindak kejahatan
di dunia maya atau internet semakin marak dengan berbagai modus kejahatan.
Salah satu bentuknya yang wajib diwaspadai adalah pencurian data account
penting. Pelakunya sering disebut hacker dengan cara menjebak orang lain untuk
tidak sadar bersedia memberikan data account-nya.</span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 115%;">Sumber : <a href="http://atengachmadreza.blogspot.com/2014/04/pokok-pikiran-dalam-ruu-ite-dan.html">http://atengachmadreza.blogspot.com/2014/04/pokok-pikiran-dalam-ruu-ite-dan.html</a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 115%;">FITRIA PRATIWI</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 115%;">12110849</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 115%;">4 KA 21 </span></div>
<div class="MsoNormal">
<br /></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com3tag:blogger.com,1999:blog-3798801369873111241.post-28786614220118113372014-05-05T06:54:00.001-07:002014-05-05T06:54:33.711-07:00Automated testing menggunakan selenium ide dan selenium core<!--[if !mso]>
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<div align="center" class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 1; text-align: center;">
<span style="color: #444444;"><b><span style="font-family: "Georgia","serif"; font-size: 28.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-font-kerning: 18.0pt;">Automated testing menggunakan
selenium ide dan selenium core</span></b></span></div>
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<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
Apa itu automated testing? Knapa kita butuh itu?buat apa sih
gunanya?Hahaha..pertanyaan yang pertama muncul mungkin seperti itu..Ok,,
sebenernya sih knpa disebut automatis, karena test tersebut akan dilakukan
beberapa kali dan pada pengulangannya dilakukan secara otomatis.. </span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mekanismenya namanya agile test…Apa
itu agile test? Agile test disebut juga functional test yaitu software tester
berperilaku sebagai end-user dan memeriksa apakah sistemnya dapat berfungsi
dengan baik sesuai dengan requirment dari user.</span></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Semua aktifitas saat melakukan test
direkam oleh sebuah tools, dimana saat akan melakukan test ulang, bisa secara
langsung menjalankan rekaman aktivitas kita, dan tools tersebut akan mengetes
ulang secara otomatis…<br />
Tools yang digunakan adalah <a href="http://www.openqa.org/selenium-ide/">Selenium
IDE</a> dan <a href="http://http/www.openqa.org/selenium-core">Selenium Core</a></span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
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<b>Selenium IDE</b> merupakan <i>integrated tool</i> untuk <i>agile testing</i>.
Mekanismenya bekerja dengan merekam semua aktifitas <i>user</i> saat mengakses
suatu aplikasi berbasis web. Setiap aktifitas yang terekam masuk ke dalam tiga
tag, yaitu <b>Command, Target,dan Value</b>.</span></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Command, berisi apa yang akan dilakukan oleh user
pada aplikasi, misalnya clickandwait, select, open, dll.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Target, berisi tujuan dari command yang kita
dilakukan.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Value, berisi nilai yang dimasukkan dan diakses
saat kita melakukan test.</span></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">a.</span></b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <b>Berikut beberapa fitur yang ada pada Selenium IDE</b></span></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dapat merekam dan re-play hasil rekaman dengan
mudah.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><i><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Autocomplete</span></i><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> untuk Selenium <i>command</i>.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dapat dijalankan selama testing berlangsung.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><i><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Debug</span></i><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> dan <i>set breakpoint</i>.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bisa disimpan dalam file format HTML, Ruby
script, Phyton, PHP, Java, dan C#..</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Mendukung file <i>Selenium-extension.js</i>.</span></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Secara otomatis menambahkan title pada setiap
halaman.</span></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">b.</span></b><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <b>Instalas</b><br />
Selenium IDE bisa langsung didownload sebagai add-ons (plug in) <b>mozilla
firefox </b>atau browser lainnya yang mendukung <b>(bisa dicek di<a href="http://www.openqa.org/selenium">sini</a>)</b>. Selenium IDE terintegrasi
dengan <i>browser</i> dan bisa langsung digunakan dengan menuliskan <b>alamat
url</b> yang akan ditest, kemudian klik tombol <b>record</b>.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ilustrasinya seperti gambar dibawah
ini:</span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes;"><br /></span><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<img alt="" height="400" src="data:image/png;base64,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" width="331" /></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk menjalankan dan mengetes
kembali secara otomatis hanya meng-klik button play. Berikut contoh nya:</span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<img alt="" 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" /></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Apabila sukses, test akan berwarna
hijau, sedangkan apabila gagal, test akan berwarna merah.</span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Kemudian tester menjalankan sistem
selayaknya end-user, setelah selesai hasilnya bisa disimpan dalam bentuk HTML
dan beberapa format yang bisa dipilih seperti terlihat pada ilustrasi berikut:</span></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<img alt="" 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<br />
<br />
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%;">Sumber : <a href="http://divitri.wordpress.com/2008/01/03/automated-testing-menggunakan-selenium-ide-dan-selenium-core/">http://divitri.wordpress.com/2008/01/03/automated-testing-menggunakan-selenium-ide-dan-selenium-core/</a></span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%;">FITRIA PRATIWI</span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%;">12110849</span></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="color: #444444;"><span style="font-family: "Georgia","serif"; font-size: 18.0pt; line-height: 150%;">4 KA 21</span></span></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-42306194511471609852014-04-26T08:18:00.000-07:002014-04-26T08:18:56.408-07:00Pelanggaran Etika di Dunia Maya<!--[if !mso]>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5EqB18EYPvhCEU5Uxx9Fs6WGHqikn70kWY8lvEyIsUecUuQkOx17f_mysD6SWETOiwCMZKflT2QCkkuTF7QjcYC2CIHRBeWrqH8v3OwxMjz0AtkT_n6EpRPAerJ5_1gKbbkPUATJH8NW_/s1600/logo_gunadarma.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5EqB18EYPvhCEU5Uxx9Fs6WGHqikn70kWY8lvEyIsUecUuQkOx17f_mysD6SWETOiwCMZKflT2QCkkuTF7QjcYC2CIHRBeWrqH8v3OwxMjz0AtkT_n6EpRPAerJ5_1gKbbkPUATJH8NW_/s1600/logo_gunadarma.jpg" height="198" width="200" /></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: Harrington; font-size: 22.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"> </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Harrington; font-size: 22.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Harrington; font-size: 22.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">DAHLAN
JANGAN TAKUT JAWAB TUDINGAN @TrioMacan2000</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">JAKARTA,
GRESNEWS.COM</span></b><span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"> - Pengamat Hukum
Refly harun menyarankan agar Dahlan Iskan tidak takut menjawab tudingan korupsi
yang dilontarkan akun twitter @TrioMacan2000 jika posisinya benar. “Masak kita
harus khawatir dengan sebuah akun yang tidak jelas wujud pemiliknya. Kalau rakyat
lebih percaya dengan @TrioMacan2000 dibandingkan saluran-saluran resmi, saya
pikir bangsa ini bangsa yang sakit karena percaya pada spekulasi yang
dimunculkan lewat akun twitter. Tidak ada benarnya negara melawan akun twotter,”
kata Refly beberapa waktu lalu. </span></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Ia juga menyarankan, Dahlan sebagai tertuding menjawab
tudingan itu dengan fakta dan data yang jelas. “Inilah resiko dari keterbukaan
informasi, kita tidak bisa menyetop perkembangan dunia maya itu karena era
sekarang adalah <i style="mso-bidi-font-style: normal;">borderless</i>(tanpa
batas-red),” ujar Refly.</span></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Senin 30 September kemarin, dalam pertemuan dengan
Sekretaris Kabinet, Dipo Alam, empat orang pengacara @TrioMacan2000 melaporkan
dugaan korupsi yang dilakukan Dahlan kepada Dipo. Dahlan dituding terlibat
dalam sejumlah proyek pemerintahan, yaitu dugaan korupsi di PLN, penggelapan
dalam jabatan di bencana alam, dan korupsi PLTU Embalut. Keempat pengacara itu
juga mengaku telah menyerahkan data dugaan korupsi yang dilakukan Dahlan Iskan
kepada Dipo Alam. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Refly juga mengkritik Dipo terkait pertemuan itu. Dia bilang
pertemuan itu tidak memiliki dasar hukun dan syarat dengan kepentingan politik.
“Bagaimana mungkin ada orang yagn tiba-tiba mengaku sebagai kuasa hukumnya akun
twitter @TrioMacan2000? Bagaimana mem-verifikasinya dan dari mana surat kuasa
hukumnya?” katanya. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Menurut dia, sebagai peserta konvensi calon presiden Partai
Demokrat, tidak menutup kemungkinan Dahlan dan kandidat capres lainnya, rentan
terkena serangna politik oleh tim sukses calon lain. Termasuk lewat pertemuan
Dipo dengan akun @TrioMacan2000. “Sejauh ini akun anonim @TrioMacan2000 kan
tidak diketahui persis apakah orang, korporasi atau organisasim,” ujar Refly.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Refly menambahkan, keberadaan @TrioMacan2000 tidak jelas
kecuali mereka mau menampakkan diri di publik. “Yang dilakukan Dipo Alam itu
memang tidak melanggar aturan, tapi aneh dan tidak perlu. Jangan sampai karena
ada kompetisi politik internal, kemudian Dipo Alam memanfaatkan sarana-sarana
yang ada padanya untuk mengancam calon-calonnya,” tegasnya. </span></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Sebagai sekretaris kabinet, kata Refly, mestinya Dipo Alam
lebih fokus membantu Presiden. Ia mengimbau, Dipo Alam tidak ikut campur dalam
dugaan-dugaan korupsi Dahlan Iskan, yang disampaikan oleh @TrioMacan2000 dalam
kultwit-kultwitnya, karena hal tersebut sudah termasuk dalam ranah hukum, “Seharusnya
lebih fokus dalam membantu presiden, dan tidak mengurusi hal-hal yang tidak
berhubungan dengan wewenangnya,” ujarnya.</span></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">Redaktur : Muhammad Agung Royadi </span></div>
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<span style="font-family: Harrington; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Sumber
: <a href="http://www.gresnews.com/berita/politik/143021-dahlan-jangan-takut-jawab-tudingan-triomacan2000/">http://www.gresnews.com/berita/politik/143021-dahlan-jangan-takut-jawab-tudingan-triomacan2000/</a></span></div>
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<span style="font-family: Papyrus; font-size: 20.0pt;"><a href="http://muhammadanshari9.blogspot.com/2013/09/7-kasus-status-dan-komentar-facebook.html" title="7 KASUS STATUS DAN KOMENTAR FACEBOOK YANG BERUJUNG PENJARA"><span style="color: windowtext; text-decoration: none; text-underline: none;">7 KASUS
STATUS DAN KOMENTAR FACEBOOK YANG BERUJUNG PENJARA</span></a></span></h1>
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<b><span style="font-family: Papyrus; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">facebook</span></b><span style="font-family: Papyrus; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"> situs jejaring sosial yang mendunia, apalagi dalam jejaring
sosial seperti facebook menulis <b>status dan komentar </b>merupakan kegiatan
yang lumrah dilakukan bagi para pengguna <b>facebook</b>,,tapi hati-hati dengan
status ataupun komentar yang dibuat, beberapa Orang di bawah ini masuk ke dalam
<b>jeruji besi </b>setelah menulis <b>status dan komentar facebook.</b><br />
<br />
<b>1. Lelucon sarkastik</b><br />
<br />
Remaja ABG 19 tahun asal Texas, Justin Carter terpaksa harus menghuni penjara
sejak Febuari tahun ini. Sebabnya, Carter terpancing sindiran sesama maniak
game League of Legends, yang mengatakan kondisi mental dirinya.<br />
<br />
Carter pun terusik dan balik berkomentar sarkastis.<br />
<br />
"Saya pikir Ima (teman game) telah menembak taman kanak-kanak, dan memakan
jantung salah satu dari mereka," balas Carter menyinggung. Komentar itu
disertai dengan ungkapan tertawa terbahak-bahak (LOL—Laugh Out Loud).<br />
<br />
Carter dilaporkan ke polisi. Rumahnya lantas digeledah. Carter diringkus, dan
komputer yang biasa ia pakai disita.<br />
<br />
<b>2. Humor parah<br />
</b>Oktober tahun 2012, remaja asal Inggris, Matthew Woods, harus dibui tiga
bulan penjara setelah berkomentar tidak pantas tentang hilangnya dua balita
April Jones dan Madeleine McCann. <br />
<br />
Padahal, Woods hanya iseng berkomentar.<br />
<br />
"Saya bangun pagi di belakang mobil van bersama dua gadis kecil yang
cantik-cantik. Saya menemukan April di lokasi yang benar-benar kumuh, dan orang
waras mana yang mau memungut gadis malang itu?" komentarnya.<br />
<br />
Mengetahui komentar Woods, ibu kandung Woods berang. Sang ibu langsung
memperingatkannya agar menjaga mulutnya.<br />
<br />
Meski Woods telah mengaku menulis komentar itu dalam kondisi mabuk dan meminta
maaf, kemarahan publik kadung meledak tak terkendali.<br />
<br />
Publik akhirnya membawa komentar Woods itu ke meja hijau dan Woods diganjar
hukuman penjara tiga bulan.<br />
<br />
<b>3. Pancing kekerasan</b><br />
<br />
Dua remaja Jordan Blackshaw (20 tahun, kiri) dan Perry Sutcliffe-Keenan (22
tahun, kanan) dijatuhi hukuman empat tahun penjara oleh pengadilan Inggris.<br />
<br />
Gara-garanya, kedua remaja itu menciptakan suatu acara kekerasan di Facebook.
Blackshaw menciptakan acara Smash Down in Northwich Town. Sementara
Sutcliffe-Keenan, melalui akun Facebooknya menciptakan sebuah halaman The
Warrington Riots.<br />
<br />
Judul acara itu dianggap hakim sangat menakutkan dan keduanya didakwa melakukan
aksi jahat kolektif.<br />
<br />
<b>4. Tertawakan kecelakaan</b></span></div>
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September tahun lalu, Paula Asher melakukan aksi konyol. Ia dengan bangga
menuliskan status telah menabrak empat remaja dengan mobilnya dalam keadaan
terpengaruh minuman keras.<br />
<br />
Bukannya mengurusi insiden itu, ia malah melarikan diri dan bercanda melalui
Facebook.<br />
<br />
"Saya begitu bodoh, mengendarai mobil sambil mabuk dan menabrakkannya,
LOL," tulis Asher.<br />
<br />
Orang tua remaja yang ditabrak kemudian meminta hakim lokal menghapus pesan
Ahser, dan meminta perempuan itu untuk berhenti menggunakan Facebook.<br />
<br />
Asher akhirnya dijatuhi hukuman dua hari penjara karena menolak permintaan
pengadilan. Selain itu, ia juga menghadapi tuduhan pesan status Facebook-nya.<br />
<br />
Paula Asher hanya bisa membela diri dengan mengatakan, "Saya meminta maaf
pada semuanya. Saya juga meminta maaf pada hakim. Saya tidak bermaksud
menyakiti siapapun. Saya pikir menulis 'LOL' tidak akan membuat saya
dipenjara," ujarnya ketika diwawancarai oleh NBC.<br />
<b><br />
5. Lirik teroris</b></span></div>
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Siswa SMA usai 18 tahun, yang juga calon rapper, Cameron D'Ambrosio ditangkap
polisi setempat lantaran lirik video rap-nya diketahui memuat ancaman teroris.<br />
<br />
Lirik rap itu terkait dengan insiden Bom Boston yang terjadi beberapa bulan
lalu. Tapi, belakangan ia tidak jadi di penjara.<br />
<br />
Salah satu lirik dalam lagu rapnya menyebutkan, "Persetan bom Boston,
lihatlah tunggu apa yang akan saya lakukan setelah saya menjadi rapper
terkenal, saya akan mengalahkan setiap tuduhan pembunuhan yang datang kepada
saya," ujarnya.<br />
<b><br />
6. Berharap perdana menteri tewas</b></span></div>
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Kejadian ini terjadi di Bangladesh. Pegawai Departemen Informasi dan Teknologi
Universitas Jahangirnagar, Muhammad Ruhul Amin Khandaker, dijatuhi hukuman
penjara karena bercanda. Di Facebook, ia mengutarakan keinginannya agar Perdana
Menteri Bangladesh segera mati.<br />
<br />
Mulanya, Khandaker mengomentari sejumlah berita kecelakaan lalu lintas yang
fatal. Dan ia mulai berkomentar, "Kenapa itu tidak terjadi pada Perdana
Menteri Sheikh Hasina?" tulisnya.<br />
<br />
Tanpa basa-basi, postingannya itu langsung menjebloskan Khandaker ke penjara
hingga 6 bulan.<br />
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<b>7. Kecam istri</b></span></div>
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Mark Bryon harus menanggung malu untuk kali ketiga, setelah ia mengecam
perilaku mantan istrinya di Facebook. Bryon mengatakan, mantan istrinya adalah
sosok yang jahat, yang ingin menjauhkan dia dari anaknya.<br />
<br />
"Kamu adalah wanita jahat, pendendam, yang ingin merusak kehidupan
suamimu. Perilakumu itu menunjukkan kamu takut dengan suami atau pasangan dalam
rumah tangga," tulis Bryon.<br />
<br />
Setelah membacanya, mantan istri Bryon melaporkannya ke pengadilan. Akhirnya,
pengadilan memutuskan Bryon dinyatakan telah menghina dan menjatuhkan hukuman
penjara padanya selama 60 hari.<br />
<br />
Jika tak mau di penjara, Bryon diberikan pilihan untuk memposting permintaan
maaf kepada mantan istrinya selama 30 hari nonstop di halaman Facebooknya.<br />
<br />
Alternatif lain, Bryon harus membayar denda US$ 1156 setara Rp 11,56 juta untuk
tunjangan anak dan biaya pengacara mantan istrinya.<br />
<br />
Bryon memilih untuk minta maaf kepada mantan istrinya. Melalui pengacaranya, ia
hanya merasa ungkapan di Facebook hanya untuk melampiaskan amarahnya.<br />
<br />
<b>Sumber : </b></span></div>
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<b><span style="font-family: Papyrus; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b><span style="font-family: Papyrus; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"><a href="http://novanpeace.blogspot.com/2013/07/orang-yang-di-penjara-karena-komentar.html">novanpeace.blogspot.com/2013/07/orang-yang-di-penjara-karena-komentar.html</a></span></b></div>
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<b><span style="font-family: Papyrus; font-size: 18.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">FITRIA PRATIWI</span></b></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-52430374934159878142014-03-19T05:07:00.000-07:002014-03-19T05:07:22.415-07:00Etika Profesi Sebagai Sekretaris <div style="text-align: justify;">
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</span></b></div>
<div class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></b></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;">
</b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Papyrus; font-size: 18.0pt; line-height: 115%;">Etika
menjadi seorang sekretaris</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="text-align: justify; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><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: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara berbusana </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Ada beberapa hal yang harus di perhatikan seorang
sekretaris pada waktu berbusana, misalnya :</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Waktu </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Keadaan jasmani </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Iklim </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Bahan, warna,
motif pakaian</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Kosmetik</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Aksesoris</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara berbicara</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Ada beberapa hal yang harus diperhatikan pada waktu
berbicara, antara lain:</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan ceroboh </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan menyinggung
perasaan orang lain </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan memperbincangkan
masalah pribadi </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan gemar
memuji diri sendiri </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Hindari gosip </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan memotong
pembicaraan </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan membesarkan
persoalan sepele</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara mendengarkan
</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Usahakan pembicaraan orang lain didengarkan dengan
cermat (pusatkan pikiran), kemudian dis aring, dipilih dan ditarik kesimpulan
tentang pokok masalah yang dikemukakan.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara duduk</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Atur badan
sedemikian rupa agar tidak merasa pegal, lelah dan bosan </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Khusus untuk
wanita njaga agar lutut tetap berdekatan </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Menyilangkan kaki
karena capek duduk, dapat dilakukan asal memperhatikan kesopanan</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Hilangkan kebiasaan
menggetar-getarkan kaki </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan duduk
melorot ke bawah dan kepala bersandar</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> <b> </b></span></span></span><b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara berjalan </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan menyeret-nyeret
sepatu </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jaga keseimbangan
badan, usahakan berjalan tidak dibuat-buat </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Tunjukkan ekspresi
tanda percaya diri </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Menggunakan tangga
escalator waktu naik, pria terlebih dahulu, sebaliknya jika turun wanita
terlebih dahulu di susul pria </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Papyrus; mso-fareast-font-family: Papyrus;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara makan dan
minum </span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify; text-indent: -18pt;">
<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="text-align: justify;">
<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara makan :</span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Segera menyesuaikan
diri dengan situasi dan kondisi </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Pilih dan ambil
makanan sesuai dengan kebutuhan </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Sesuaikan irama
makan, tidak perlu terburu-buru dan jangan lambat</span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Hindarkan perilaku
seperti orang kelaparan atau berpura – pura kenyang</span></div>
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<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara minum :</span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Teguk air
sedikit, jangan terburu – buru </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Aduk-aduk air
jika masih panas jangan meniup-niup</span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Usahakanlah jangan
sampai tumpah </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Jangan angkat
tinggi-tinggi jari manis dan kelingking </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Tawari minum
kawan atau orang lain yang berada di dekat kita </span></div>
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<span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><img alt="*" height="16" src="file:///C:\Users\User\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif" width="15" /><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Cara memegang
gelas juga mesti diperhatikan etikanya.</span></div>
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<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">Sumber : <a href="http://viyanie.blogspot.com/2012/06/etika-seorang-sekretaris.html">http://viyanie.blogspot.com/2012/06/etika-seorang-sekretaris.html</a></span></div>
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<b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">FITRIA PRATIWI</span></b></div>
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<b><span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;">12110849</span></b></div>
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<span style="font-family: Papyrus; font-size: 14.0pt; line-height: 115%;"><b>4 KA 21 </b></span></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-68264471850399699582013-11-20T14:02:00.004-08:002013-11-20T14:02:57.576-08:00FUTURE SHOPPING<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0RuDmEQwKpeCiNqj8aIw7s2mRz0A1bKU0WXo6dkY2wQb2bAas53RHnyGzJ7wuVbKpAez1eyO-MGLTqVTD9Ab9SUjPGbi9cUXJtNCHwcAyvaxlWDHWCQKLgRXXcTa8xQeVxWQzJ_OTccx6/s1600/logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0RuDmEQwKpeCiNqj8aIw7s2mRz0A1bKU0WXo6dkY2wQb2bAas53RHnyGzJ7wuVbKpAez1eyO-MGLTqVTD9Ab9SUjPGbi9cUXJtNCHwcAyvaxlWDHWCQKLgRXXcTa8xQeVxWQzJ_OTccx6/s1600/logo.jpg" /></a></div>
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<a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%;">FUTURE SHOPPING<o:p></o:p></span></b></div>
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<b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%;"><br /></span></b></div>
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<span lang="IN" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Dalam
keadaan nyata seperti sekarang ini segala sesuatunya pasti ingin di permudah.
Setiap kehidupan manusia ada kalanya menganggap uang adalah segalanya karena
dengan uang apapun dapat diperoleh dengan mudah. Untuk itu dalam hal berbelanja
juga selalu menawarkan cara-cara supaya transaksi yang dilakukan dapat lancar
dan tidak memakan banyak waktu di karenakan orang – orang yang sibuk dengan
pekerjaannya taupun dengan hal yang lain. <o:p></o:p></span></span></div>
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<span lang="IN" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></span></div>
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<span lang="IN" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Ada
bermacam-macam cara untuk mempermudah melakukan transaksi pembayaran pada masa
ini, contoh : ATM card dan credit card. Adapula transaksi yang dilakukan dengan
mobile banking melalui handphone. Namun segala sesuatu yang telah disebutkan
tadi ada beberapa kekurangan dan kelebihan.<o:p></o:p></span></span></div>
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<span lang="IN" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;"><br /></span></span></div>
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<span lang="IN" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Future
shopping dapat diartikan sebagai bagaimana seseorang atau organisasi berbelanja
dan melakukan transaksi pembayaran dengan sangat mudah dan tidak memerlukan
banyak waktu dan dengan satu kartu tersebut dapat melakukan transaksi
bermacam-macam. Kemungkinan pada saat ini dapat di kembangkan suatu alat
pembayaran (kartu) dengan kemudahan bermacam-macam transaksi yang dapat
dilakukan tidak hanya untuk berbelanja tetapi juga untuk pembayaran tol dan
lain-lain. Biasanya didalam kartu tersebut telah disematkan chip data pemilik
kartu sehingga aoabila kartu tersebut hilang tidak dapat digunakan oleh orang
lain.<o:p></o:p></span></span></div>
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<span lang="IN" style="line-height: 150%;"><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">Berikut ini adalah contoh dari credit card :</span></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b>FITRIA PRATIWI</b></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b>12110849</b></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b>4 KA 21</b></span></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-17562777240310629842013-11-05T23:19:00.003-08:002013-11-05T23:19:40.465-08:00PEMANFAATAN TELEMATIKA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdQFpP4nOTeTK3awYKtyvq7w5GDLZSkAH1-wq2QvO9_h0JGwBVVebG1Qc-LuMYp0b7E-DRA9ekxg0ZxEFZGaoYRfYydDn8dEIrJqxc5vSIKUPDxjBSaKN-rhpeDawh2fNXUq6sRADer-WU/s1600/logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdQFpP4nOTeTK3awYKtyvq7w5GDLZSkAH1-wq2QvO9_h0JGwBVVebG1Qc-LuMYp0b7E-DRA9ekxg0ZxEFZGaoYRfYydDn8dEIrJqxc5vSIKUPDxjBSaKN-rhpeDawh2fNXUq6sRADer-WU/s1600/logo.jpg" /></a></div>
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<span style="font-family: "Times New Roman","serif";"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a><o:p></o:p></span></div>
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<span style="font-family: 'Times New Roman', serif; font-size: 20pt;"><a href="http://deviden749.wordpress.com/2013/01/16/pemanfaatan-telematika-di-bidang-perikanan/"><span style="border: none windowtext 1.0pt; color: black; mso-border-alt: none windowtext 0in; padding: 0in; text-decoration: none; text-underline: none;">Pemanfaatan Telematika
(Remote Sensing) di Bidang Perikanan</span></a><o:p></o:p></span></h2>
<div style="line-height: 18.0pt; margin-bottom: .0001pt; margin: 0in; vertical-align: baseline;">
<b><span style="border: none windowtext 1.0pt; color: #333333; mso-border-alt: none windowtext 0in; padding: 0in;">Pengantar Telematika</span></b><span style="color: #333333;"><o:p></o:p></span></div>
<div style="background-position: initial initial; background-repeat: initial initial; line-height: 18.0pt; margin-bottom: .0001pt; margin: 0in; vertical-align: baseline;">
<span style="color: #333333;">Sebelum mengenal lebih jauh apa itu<span class="apple-converted-space"> </span><em><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">remote sensing</span></em>, ada
baiknya kita mengetahui terlebih dahulu apa itu Telematika?.<br />
Telematika adalah singkatan dari Telekomunikasi dan Informatika. Istilah
telematika sering dipakai untuk beberapa macam bidang, sebagai contoh adalah:<o:p></o:p></span></div>
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<span style="color: #333333;">a)
Integrasi antara sistem telekomunikasi dan informatika yang dikenal sebagai
Teknologi Komunikasi dan Informatika atau ICT (Information and Communications
Technology). Secara lebih spesifik, ICT merupakan ilmu yang berkaitan dengan
pengiriman, penerimaan dan penyimpanan informasi dengan menggunakan peralatan
telekomunikasi.<o:p></o:p></span></div>
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<span style="color: #333333;">b)
Secara umum, istilah telematika dipakai juga untuk teknologi Sistem
Navigasi/Penempatan Global atau GPS (Global Positioning System) sebagai bagian
integral dari komputer dan teknologi komunikasi berpindah (mobile communication
technology). Secara lebih spesifik, istilah telematika dipakai untuk bidang
kendaraan dan lalulintas (road vehicles dan vehicle telematics).<o:p></o:p></span></div>
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<span style="color: #333333;">Jadi telematika itu sendiri dapat diartikan sebagai
sistem jaringan komunikasi jarak jauh dengan teknologi informasi yang lebih
mengacu kepada industri yang berhubungan dengan penggunakan komputer dalam
sistem telekomunikasi. Salah satu contoh telematika yaitu internet.<br />
Istilah<span class="apple-converted-space"> </span><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">telematika<span class="apple-converted-space"> </span></span></b>juga sering dipakai untuk
beberapa macam bidang, seperti :<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Integrasi
antara sistem telekomunikasi dan informatika yang dikenal sebagai Teknologi
Komunikasi dan Informatika atau ICT (Information and Communications
Technology). Secara lebih spesifik, ICT merupakan ilmu yang berkaitan dengan
pengiriman, penerimaan dan penyimpanan informasi dengan menggunakan peralatan
telekomunikasi.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Secara
umum, istilah<span class="apple-converted-space"> </span><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">telematika</span></b><span class="apple-converted-space"> </span>dipakai
juga untuk teknologi Sistem Navigasi/Penempatan Global atau GPS (Global
Positioning System) sebagai bagian integral dari komputer dan teknologi komunikasi
berpindah (mobile communication technology).<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Secara
lebih spesifik, istilah<span class="apple-converted-space"> </span><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">telematika</span></b><span class="apple-converted-space"> </span>dipakai
untuk bidang kendaraan dan lalulintas (road vehicles dan vehicle telematics).<o:p></o:p></span></div>
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<span style="color: #333333;">Dalam telematika, ada yang disebut sebagai<span class="apple-converted-space"> </span><i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Computer Vision.</span></i><span class="apple-converted-space"> </span>Apa itu<span class="apple-converted-space"> </span><i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Computer Vision</span></i>?
Watch and learn.<o:p></o:p></span></div>
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<span style="color: #333333;">Computer Vision adalah ilmu dan teknologi mesin yang
melihat, di mana mesin mampu mengekstrak informasi dari gambar yang diperlukan
untuk menyelesaikan tugas tertentu. Sebagai suatu disiplin<span class="apple-converted-space"> </span><u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">ilmu</span></u>, visi
komputer berkaitan dengan teori di balik sistem buatan bahwa ekstrak informasi
dari gambar. Data gambar dapat mengambil banyak bentuk, seperti urutan video,
pandangan dari beberapa kamera, atau data multi-dimensi dari scanner medis.
Sedangkan sebagai disiplin<span class="apple-converted-space"> </span><u><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">teknologi</span></u>, computer vision berusaha untuk
menerapkan teori dan model untuk pembangunan sistem computer vision.<o:p></o:p></span></div>
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<span style="color: #333333;">Computer Vision didefinisikan sebagai salah satu cabang
ilmu pengetahuan yang mempelajari bagaimana komputer dapat mengenali obyek yang
diamati. Cabang ilmu ini bersama Artificial Intelligence akan mampu
menghasilkanVisual Intelligence System. Perbedaannya adalah<span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Computer Vision lebih mempelajari bagaimana komputer dapat
mengenali obyek yang diamati.</span></i><span class="apple-converted-space"> </span>Namun
komputer grafik lebih ke arah pemanipulasian gambar (visual) secara digital.
Bentuk sederhana dari grafik komputer adalah grafik komputer 2D yang kemudian
berkembang menjadi grafik komputer 3D, pemrosesan citra, dan pengenalan pola.
Grafik komputer sering dikenal dengan istilah<span class="apple-converted-space"><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></b></span><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">visualisasi data.</span></b><o:p></o:p></span></div>
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<span style="color: #333333;">Computer Vision
adalah kombinasi antara :<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Pengolahan
Citra (Image Processing), bidang yang berhubungan dengan proses transformasi
citra/gambar (image). Proses ini bertujuan untuk mendapatkan kualitas citra
yang lebih baik.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Pengenalan
Pola (Pattern Recognition), bidang ini berhubungan dengan proses identifikasi
obyek pada citra atau interpretasi citra. Proses ini bertujuan untuk
mengekstrak informasi/pesan yang disampaikan oleh gambar/citra.<o:p></o:p></span></div>
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<span style="color: #333333;">Beberapa
aplikasi yang dihasilkan dari Computer Vision antara lain :<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Psychology,
AI<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Optical
Character Recognition<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Remote
Sensing<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Medical
Image Analysis<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo3; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">5.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Industrial
Inspection<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">6.<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt;">Robotic<o:p></o:p></span></div>
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<span style="color: #333333;">Baiklah. Setelah berbasa-basi, saatnya menuju topik
utama. Topik utama nya adalah<i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Remote Sensing</span></i><span class="apple-converted-space"> </span>dimana pembahasannya akan lebih
dipersempit ke bidang perikanan. Berikut pembahasannya.<o:p></o:p></span></div>
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<b><span style="border: none windowtext 1.0pt; color: #333333; mso-border-alt: none windowtext 0in; padding: 0in;">Teknologi Remote Sensing (Penginderaan Jauh / Inderaja) di Bidang
Perikanan</span></b><span style="color: #333333;"><o:p></o:p></span></div>
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<span style="color: #333333;">Sebagaimana
diketahui bahwa dua pertiga bagian dunia adalah lautan, begitu pula dengan
wilayah Indonesia terdiri dari 62% ( ± 3,1 juta km2) berupa laut dan daerah
pesisir. Karena negara Indonesia dilalui oleh garis khatulistiwa, mempunyai
karakteristik yang unik karena di wilayah perairan tersebut sering terjadi
interaksi antara massa air yang datang dari Samudera Hindia dan Samudera
Pasifik. Pertemuan massa air dari kedua samudera tersebut terdapat pada
daerah-daerah wilayah perairan laut Indonesia.<br />
Pengelolaan dan pemanfaatan sumberdaya perikanan di Indonesia menghadapi
beberapa kendala, contohnya antara lain kondisi masyarakat pesisir, khususnya
nelayan yang masih termarginalkan, adanya gejala overfishing di beberapa
wilayah perairan, atau adanya pencurian ikan oleh armada nelayan asing. Dan
bila dicari hubungan dari beberapa kasus tersebut tampaknya dapat ditarik
benang merah antara kemiskinan nelayan dan gejala overfishing serta pencurian
ikan, yang antara lain disebabkan kurangnya informasi atau ketidak tahuan
nelayan mengenai daerah-daerah surplus perikanan yang sifatnya sudah tentu
sangat seasonable dan conditional. Kurangnya informasi ini menyebabkan terjadinya
rutinitas penangkapan ikan pada areal yang sama, sementara di lain tempat
nelayan asing yang sudah mempunyai informasi yang handal menangkap ikan di
daerah yang surplus yang seharusnya menjadi hak nelayan lokal. Tidak bisa
dipungkiri peran iptek sangat kental sekali disini, dimana tanpa adanya
dukungan iptek yang handal akan sulit bagi nelayan untuk dapat keluar dari
lingkaran kemiskinan yang selama ini mengelilingi mereka. Oleh karena itu,
tulisan ini mencoba mengkaji dukungan teknologi yang menyangkut informasi
kepada nelayan lokal, sehingga mereka dapat mengetahui dengan pasti wilayah
perairan yang surplus ikan.<o:p></o:p></span></div>
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<span style="color: #333333;">Teknologi ini
antara lain adalah teknologi penginderaan jauh atau remote sensing, suatu
teknologi yang telah banyak digunakan negara-negara maju, seperti armada
perikanan jepang, untuk pengelola dan memanfaatkan potensi sumberdaya perikanan
mereka. Teknologi pada dasarnya memanfaatkan gejala alam, yang dengan akal
pikiran manusia dapat diterjemahkan ke dalam suatu bentuk iptek (pengetahuan),
yang digunakan semaksimal mungkin untuk kesejahteraan umat manusia, khususnya
nelayan. Adapun tujuan dari tulisan ini adalah untuk melihat kontribusi
fenomena alam pada perkembangan teknologi remote sensing (penginderaan jauh /
inderaja), serta bagaimana dukungan teknologi ini terhadap produktivitas
perikanan. Karena pada prinsipnya adanya teknologi inderaja ini diharapkan
dapat memperluas informasi perikanan kepada nelayan sehingga kesejahteraannya
kehidupannya dapat ditingkatkan.<o:p></o:p></span></div>
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<span style="color: #333333;">Dalam kaitannya
dengan teknologi inderaja, fenomena merambatnya (propagation) energi matahari
ke bumi dan reaksi dari obyek-obyek di bumi terhadap energi matahari tersebut
(obyek di bumi dapat memantulkan/reflected, memancarkan/emitted,
mengalirkan/transmitted maupun menyerap/ absorbed energi matahari yang datang
padanya), menjadi unsur utama yang harus ditelaah dan dapat membuahkan ilmu.
Selain itu, angkasa luar beserta fenomenanya, yaitu tidak adanya gaya
gravitasi, karakteristik planet-planet di alam semesta maupun perputaran bumi
pada porosnya membuat manusia menciptakan satelit yang mengorbit di angkasa
luar, sama seperti planet-planet di alam tersebut. Kemudian untuk menghubungkan
fenomena energi matahari dengan perkembangan teknologi satelit ini, manusia
menciptakan alat optik yang diletakan pada satelit dan dapat merekam energi
matahari yang dipantulkan (reflected) , diserap (absorbed) maupun di pancarkan
(emitted) oleh obyek-obyek di bumi. Sehingga terjadilah apa yang disebut dengan
teknologi inderaja optik (optical remote sensing) yang antara lain dapat
menggunakan wahana satelit sebagai sarananya atau dikenal dengan sebutan
satellite remote sensing. Fenomena yang terjadi di alam pada dasarnya mengacu
pada kaidah bahwa energi matahari yang berinteraksi dengan obyek-obyek di bumi
ini berada pada kisaran gelombang elektromagnetik tertentu (sebagaimana
dijelaskan pada Gambar 1).<o:p></o:p></span></div>
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<span style="background: white; color: #333333;">Dalam perjalanannya, sebagian dari energi ini akan
dipantulkan oleh partikel debu maupun molekul air ataupun mengalami refraksi
(scattered radiation) pada lapisan atmosfir. Sementara sebagian dapat
berinteraksi dengan bumi dan dapat dipantulkan (reflected energy), diserap
(absorbed energy), ataupun dialirkan ke lapisan lain (transmitted energy). Data
yang dipantulkan obyek di bumi (disebut sebagai nilai reflectance) ini yang
direkam oleh sensor pada satelit, dikirim ke stasiun bumi dan diterjemahkan
sebagai nilai kecerahan (brightness value) atau nilai digital (digital value)
saat disimpan pada computer compatible tape (CCT) untuk pemanfaatan lebih
lanjut (lihat Gambar 2).</span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv3PQddoszMIIWbJ6dT2PnYvYU9aAnycYLoZBauLNSX6Th-K6uHl8_4uKJNiaSQPoshjlZai1Xo2u6K-inBNk-TuEFxxY3XTyG4DhAGN4jIl0b7vQjWvnq7dQH4TVu0eTvK1K9NxmUW9IR/s1600/2.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="584" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv3PQddoszMIIWbJ6dT2PnYvYU9aAnycYLoZBauLNSX6Th-K6uHl8_4uKJNiaSQPoshjlZai1Xo2u6K-inBNk-TuEFxxY3XTyG4DhAGN4jIl0b7vQjWvnq7dQH4TVu0eTvK1K9NxmUW9IR/s640/2.PNG" width="640" /></a></div>
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<span style="background: white; color: #333333;">Energi elektromagnetik yang dipantulkan, diserap, dialirkan
maupun di pancarkan ini sifatnya sangat bervariasi tergantung pada
karakteristik obyek-obyek di permukaan bumi tersebut. Keadaan ini menunjukan
bahwa setiap obyek dibumi mempunyai spectral respond (reaksi spektral) yang
berbeda. Hal inilah yang dimanfaatkan dalam sistim inderaja melalui sistim
sensor pada satelit yang juga mempunyai spectral sensitivity (kepekaan terhadap
spektral) tertentu sebagai dasar terbentuknya data inderaja. Adapun
karakteristik spektral dari beberapa unsur-unsur utama di permukaan bumi, yaitu
tumbuhan, tanah dan air dapat dilihat pada Gambar 3.</span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ_QBOdh7K0C62Ywct6t30KwdPnZleF1GSt-pnjfFynwiuW3vr-Ul4E5TcmTCI2lbiRSjwTpciGXffwHG6h552V4xJoJ5UuQQW2WZUvG7DHefDvR-G9gVwFbpG99KXnu_rY50Hykacl1Aw/s1600/3.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ_QBOdh7K0C62Ywct6t30KwdPnZleF1GSt-pnjfFynwiuW3vr-Ul4E5TcmTCI2lbiRSjwTpciGXffwHG6h552V4xJoJ5UuQQW2WZUvG7DHefDvR-G9gVwFbpG99KXnu_rY50Hykacl1Aw/s640/3.PNG" width="640" /></a></div>
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<div class="MsoNormal" style="background-color: white; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Dengan mengacu pada fenomena alam yang menunjukan adanya
karakteristik obyek di bumi yang sangat spesifik dalam merespond energi
matahari (yang berada pada spektrum elektromagnetik), yang antara lain
ditunjukan pada gambar 3. Dapat dilihat peranan spektrum tampak mata (visible
spectrum) untuk sumberdaya kelautan, yang ditunjukan oleh kurva reflectancenya
pada tubuh air. Spektrum ini mempunyai panjang gelombang berkisar antara
0.4-0.7 um, yang terdiri dari spektrum tampak mata biru (visible blue) dengan
panjang gelombang 0.4–0.5 um, spektrum tampak mata hijau (visible green) dengan
panjang gelombang 0.5–0.6 um dan spektrum tampak mata merah (visible red)
dengan panjang gelombang 0.6–0.7 um (Jensen, 1986; Lillesand and Kiefer, 1987;
Swain and Davis, 1978).<br />
Kemampuan merambat (propagation) di dalam kolom air dari ketiga spektrum tampak
mata tersebut dan reaksi spektralnya sangatlah beragam. Gelombang tampak mata
biru (visible blue) mempunyai kemampuan rambat yang sangat tinggi, dimana
gelombang ini dapat menebus lapisan air sampai ke dalaman 100 m (Nybakken,
1992). Gelombang tampak mata hijau (visible green) mempunyai kemampuan rambat
(propagation) yang lebih pendek di dalam tubuh air dibandingkan dengan
gelombang tampak mata biru (visible blue). Sedangkan gelombang tampak mata
merah (visible red) merupakan gelombang yang terpendek dalam menebus lapisan
kolom air. Di dalam kolom air gelombang tampak mata ini akan mengalami absorsi
maupun transmisi. Dan apabila gelombang ini berinteraksi dengan materi yang
berada di dalam kolom air barulah akan terjadi refleksi yang nilainya akan
direkam oleh sensor pada satelit.</span><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-color: white; background-position: initial initial; background-repeat: initial initial; margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="border: none windowtext 1.0pt; color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-border-alt: none windowtext 0in; mso-fareast-font-family: "Times New Roman"; padding: 0in;">Adapun kaitan antara fenomena alam dari gelombang elektromagnetik
ini dengan perikanan pada prinsipnya mengacu pada pangkal dari semua bentuk
kehidupan dalam laut, yaitu aktivitas fotosintetik tumbuhan akuatik. Dimana
dengan menggunakan bantuan energi cahaya matahari, dapat mengubah
senyawa-senyawa anorganik menjadi senyawa organik yang kaya energi dan dapat
menjadi sumber makanan bagi semua organisme laut (Nybakken, 1992). Diantara
semua tumbuhan akuatik fitoplanktonlah yang mengikat sebagian besar energi
matahari, dan menjadi dasar (level pertama) terbentuknya rantai makanan dalam
ekosistem bahari, dan sangat penting keberadaannya bagi semua penghuni habitat
bahari (Nybakken, 1992; Dupouy, 1991). Pada dasarnya fitoplankton terdiri dari
alga yang berukuran mikroskopik yang berisikan pigment fotosintetik berwarna
hijau, dan biasa disebut sebagai klorofil (Dupouy, 1991). Klorofil yang
berwarna hijau inilah yang pada dasarnya menjadi sumber informasi perikanan
laut karena keterkaitannya yang erat dengan produktivitas primer perikanan,
sehingga dapat disimpulkan dimana terdapat konsentrasi klorofil yang tinggi
disitu terdapat juga konsentrasi biota atau ikan laut yang tinggi.<br />
Dalam kaitannya dengan inderaja, klorofil merupakan obyek yang mudah dianalisa
untuk memprediksi potensi perikanan laut. Karena unsur ini akan menyerap
gelombang tampak mata biru dan memantulkan gelombang tampak mata hijau secara
kuat. Sehingga ketika terjadi peningkatan kandungan klorofil, dapat dilihat
adanya peningkatan energi yang dipantulkan oleh gelombang tampak mata hijau,
dan penurunan pantulan gelombang tampak mata biru yang signifikan (Gambar
4)(Swain and Davis, 1978).</span><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglS2JfaLvS0qDElGTKjffPMaqtI3iWOjtTD9FHFvcRuN2vSlKs37kJIetWIUaw4dRLofIco-MGTzhmINUxVk7o-avnBO6O6wsVG6cQIjs1M57syGwD6x3vJ4WXEkpGtd-ZT6YlVdsY8wYT/s1600/4.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="279" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglS2JfaLvS0qDElGTKjffPMaqtI3iWOjtTD9FHFvcRuN2vSlKs37kJIetWIUaw4dRLofIco-MGTzhmINUxVk7o-avnBO6O6wsVG6cQIjs1M57syGwD6x3vJ4WXEkpGtd-ZT6YlVdsY8wYT/s320/4.PNG" width="320" /></a></div>
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<span style="background: white; color: #333333;">Contoh dari penerapan karakteristik spektrum tampak mata
(visible spectrum) untuk memprediksi produktivitas laut (marine productivities)
melalui konsentrasi klorofil salah dapat dilihat pada gambar 5. Dimana warna
hijau tampak sebagai reaksi dari spektrum tampak mata hijau yang berinteraksi
dengan Klorofil dan warna biru merupakan reaksi dari laut yang berinteraksi
dengan spektrum tampak mata biru, yang dalam penelitian ini kedua unsur
tersebut diberi warna berbeda, yaitu hitam kecoklatan untuk laut dalam, biru
untuk konsentrasi klorofil rendah dan hijau untuk konsentrasi klorofil tinggi.
Akan tetapi, fitoplankton atau klorofil umumnya hanya menghuni suatu lapisan
air permukaan yang tipis dimana terdapat cukup cahaya matahari, dan mempunyai
suhu yang relatif homogen. Sedangkan zat hara anorganik yang dibutuhkan
fitoplankton untuk tumbuh dan berkembang biak terletak pada zona fotik yang
terdapat jauh dari permukaan dengan suhu yang berbeda jauh (lebih dingin)
dengan suhu permukaan. Sehingga dibutuhkan suatu mekanisme untuk mengangkat
massa air yang kaya akan hara ini ke permukaan sehingga dapat bercampur dengan
massa air permukaan dan dapat dimanfaatkan oleh fitoplankton untuk tumbuh dan
berkembang (Nybakken, 1992). Dalam hal ini perpindahan massa air ke atas
(upwelling), arus-arus divergensi dan arus-arus khusus, yang menyebabkan
terjadinya fenomena front dan eddie di laut, dapat memindahkan dan mencampurkan
kedua massa air yang berbeda suhu tersebut dengan bantuan kekuatan angin.
Upwelling merupakan penaikan massa air laut dingin dan kaya nutrien ke lapisan
di atasnya (Longhurst, 1988).</span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGVpzVB_vnXzncYl7J9CUnMm8Crpjff6Mm3AwahlQ-9IEBuQ15E3PzYC5KNRzesHheynrbR_ye0Q8FJ9IWUjpXMdoiZGF4Y8uwYmyvOH6rvzstF0wIX8OL0wkDkrm6jQXxt1CFFDArzmDw/s1600/5.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGVpzVB_vnXzncYl7J9CUnMm8Crpjff6Mm3AwahlQ-9IEBuQ15E3PzYC5KNRzesHheynrbR_ye0Q8FJ9IWUjpXMdoiZGF4Y8uwYmyvOH6rvzstF0wIX8OL0wkDkrm6jQXxt1CFFDArzmDw/s400/5.PNG" width="400" /></a></div>
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<span style="background: white; color: #333333;">Front merupakan pertemuan dua massa air yang berbeda
karakteristiknya, misalnya pertemuan antara massa air laut Jawa yang agak panas
dengan massa air Samudera Hindia yang lebih dingin dan ditandai dengan gradient
suhu permukaan laut yang sangat jelas pada kedua sisi front (Hasyim dan Salma,
1998). Berikut ini merupakan gambaran dari proses terjadinya upwelling (Gambar
6).</span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQMF5UisqokXhKCIYMXH81wwSqYQZLUUP1txSvtUE0b0lJWjj5dRS7Sw6a0GZr_ubZAHZJdJxYr4v1BRRI7zfma9snkdZKJQIkDadP_Pj89KDEGsRk-wX1Si0q9hyphenhyphent__uEoVq9Zk2kYwE/s1600/6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQMF5UisqokXhKCIYMXH81wwSqYQZLUUP1txSvtUE0b0lJWjj5dRS7Sw6a0GZr_ubZAHZJdJxYr4v1BRRI7zfma9snkdZKJQIkDadP_Pj89KDEGsRk-wX1Si0q9hyphenhyphent__uEoVq9Zk2kYwE/s640/6.jpg" width="504" /></a></div>
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<span style="background: white; color: #333333;">Umumnya sebaran konsentrasi klorofil-a tinggi di perairan
pantai sebagai akibat dari tingginya suplai nutrien yang berasal dari daratan
melalui limpasan air sungai, dan sebaliknya cenderung rendah di daerah lepas
pantai. Meskipun demikian pada beberapa tempat masih ditemukan konsentrasi
klorofil-a yang cukup tinggi, meskipun jauh dari daratan. Keadaan tersebut
disebabkan oleh adanya proses sirkulasi massa air yang memungkinkan
terangkutnya sejumlah nutrien dari tempat lain, seperti yang terjadi pada daerah
upwelling. Sedangkan eddie merupakan gerakan air berpusar searah arus yang
disebabkan adanya pertemuan massa air panas dan dingin sehingga dapat tercipta
cold ring (cold eddie) dan warm ring (warm eddie) (Gambar 7) (Longhurst, 1988).
Upwelling, front dan eddie merupakan perangkap zat hara dari kedua massa air
yang berbeda suhu tersebut sehingga dapat merupakan feeding ground bagi
jenis-jenis ikan pelagis dan juga dapat menjadi penghalang bagi pergerakan
migrasi ikan karena pergerakan airnya yang sangat cepat dan bergelombang besar
(Hasyim dan Salma, 1998). Hal ini menyebabkan terjadinya peningkatan stok ikan
di ketiga tempat tersebut dan menjadi tempat yang ideal untuk penangkapan ikan
jenis pelagis. Dengan demikian suhu dapat menjadi salah satu paramater yang
dapat dimanfaatkan oleh sistim inderaja untuk menduga stok ikan, yaitu dengan
menggunakan gelombang thermal. Karena obyek di bumi, termasuk tubuh air, juga
merupakan sumber radiasi, dimana obyek yang mempunyai suhu di atas nilai
absolut 0oC akan memancarkan energi panas ke atmosfir (Lillesand and Kiefer,
1987). Energi inilah yang ditangkap oleh sensor thermal pada satelit untuk
diterjemahkan menjadi nilai digital pada citra satelit.</span><o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNrGSf1yssudwptnfi1xuQqbCdJXRTdKJ4TO5oKKmlFh3OHfga7vR4qbPlldtwfaVe_mDALG_Nki4FfVB_l_nWSi-wR0SFadDHQZbkg-koo9E3Z_b93EVp8kHB_gs1DIfDjSzj_D55RnHW/s1600/7.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNrGSf1yssudwptnfi1xuQqbCdJXRTdKJ4TO5oKKmlFh3OHfga7vR4qbPlldtwfaVe_mDALG_Nki4FfVB_l_nWSi-wR0SFadDHQZbkg-koo9E3Z_b93EVp8kHB_gs1DIfDjSzj_D55RnHW/s400/7.PNG" width="400" /></a></div>
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<span style="background: white; color: #333333;">Masalah utama yang dihadapi dalam upaya optimalisasi hasil
tangkapan kan khususnya ikan pelagis adalah sangat terbatasnya data dan
informasi mengenai kondisi oseanografi yang berkaitan erat dengan daerah
potensi penangkapan ikan. Armada penangkap ikan berangkat dari pangkalan bukan
untuk menangkap tetapi untuk mencari lokasi penangkapan sehingga selalu berada
dalam ketidakpastian tentang lokasi yang potensial untuk penangkapan ikan,
sehingga hasil tangkapannya juga menjadi tidak pasti. Oleh karena itu,
informasi mengenai daerah potensi penangkapan ikan sangat diperlukan dalam
pembangunan sektor perikanan, khususnya bagi kegiatan penangkapan ikan.
Informasi tersebut dapat diperoleh melalui kegiatan survei, eksplorasi dan
penelitian-penelitian dengan menelaah karakteristik serta variabilitas dari
parameter oseanografi. Pengamatan dan monitoring fenomena oseanografi dan
sumberdaya hayati laut memerlukan penggunaan serial data dalam selang waktu
observasi tertentu (harian, mingguan, bulanan atau tahunan). Dari citra suhu
permukaan laut (SPL) multitemporal dapat diperoleh informasi tentang pola
distribusi SPL dan upwelling atau front yang merupakan daerah potensi ikan.
Dari citra klorofil-a dapat diperoleh informasi konsentrasi fitoplankton
(mg/m3) dengan nilai yang diwakili oleh degradasi warna yang berbeda. Diagram
alir untuk analisis daerah potensi perikanan disajikan pada Gambar 8.</span><o:p></o:p></div>
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<b><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">KESIMPULAN :</span></b><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Teknologi penginderaan jauh merupakan salah satu teknologi yang
berkembang melalui penelaahan fenomena-fenomena alam dan adanya keinginan untuk
memperoleh informasi global mengenai kondisi bumi pada umumnya dan perikanan
pada khususnya. Terlebih lagi perikanan laut umumnya mencakup daerah yang luas,
remote (jauh) dan sulit diamati manusia tanpa adanya bantuan teknologi. Sehingga
dengan mempelajari fenomena alam, pada akhirnya dapat mengembangkan teknologi
satelit sebagai salah satu wahana yang dapat digunakan untuk menempatkan sensor
inderaja, sehingga dapat diperoleh informasi yang global mengenai kondisi
perikanan laut nasional maupun internasional. Teknologi ini dapat menyumbangkan
informasi secara kontinu kepada armada nelayan nasional mengenai daerah potensi
perikanan tangkap. Dengan kata lain produktivitas perikanan nasional dapat
ditingkatkan melalui perkembangkan teknologi ini.<o:p></o:p></span></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-9081553547198068792013-06-06T06:53:00.000-07:002013-06-06T06:53:13.478-07:00LAPORAN <div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; font-size: 26.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">LAPORAN</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">Definsi Laporan </span></b></div>
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wewenang dan tanggung jawab yang ada diantara mereka.</span></div>
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<span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">Sumber : <a href="http://girlycious09.wordpress.com/tag/definisi-laporan/">http://girlycious09.wordpress.com/tag/definisi-laporan/</a></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">Macam – Macam Laporan </span></b></div>
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<em><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">Macam-macam laporan
menurut bentuknya:</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"><br />
- laporan berbentuk formulir<br />
- laporan berbentuk surat<br />
- laporan berbentuk memorandum (memo)<br />
- laporan berbentuk naskah<br />
- laporan berbentuk buku</span></div>
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<span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">Sumber : <a href="http://girlycious09.wordpress.com/tag/definisi-laporan/">http://girlycious09.wordpress.com/tag/definisi-laporan/</a></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">Persyaratan Bagi Pembuat Laporan </span></b></div>
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">a. Clear</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
Kejelasan suatu laporan diperlukan baik kejelasan dalam pemakaian bahasa,
istilah, maupun kata-kata harus yang mudah dicerna, dipahami dan dimengerti
bagi si pembaca.</span><br />
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">b. Mengenai sasaran permasalahannya</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
Caranya dengan jalan menghindarkan pemakaian kata-kata yang membingungkan atau
tidak muluk-muluk, demikian juga hal dalam penyusunan kata-kata maupun kalimat
harus jelasm singkat jangan sampai melantur kemana-mana dan bertele-tele yang
membuat si pembaca laporan semakin bingung dan tidak mengerti.</span><br />
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">c. Lengkap (complete)</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
Kelengkapan tersebut menyangkut :<br />
#. Permasalahan yang dibahas harus sudah terselesaikan semua sehingga tidak
menimbulkan tanda tanya<br />
#. Pembahasan urutan permasalahan harus sesuai dengan prioritas penting
tidaknya permasalahan diselesaikan</span><br />
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">d. Tepat waktu dan cermat</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
Tepat waktu sangat diperlukan dalam penyampaian laporan kepada pihak-pihak yang
membutuhkan karena pihak yang membutuhkan laporan untuk menghadapi
masalah-masalah yang bersifat mendadak membutuhkan pembuatan laporan yang bisa
diusahakan secepat-cepatnya dibuat dan disampaikan.</span><br />
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">e. Tetap (consistent)</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
Laporan yang didukung data-data yang bersifat tetap dalam arti selalu akurat
dan tidak berubah-ubah sesuai dengan perubahan waktu dan keadaan akan membuat
suatu laporan lebih dapat dipercaya dan diterima.</span><br />
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">f. Objective dan Factual</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
Pembuatan laporan harus berdasarkan fakta-fakta yang bisa dibuktikan
kebenarannya maupun dibuat secara obyektif.</span><br />
<em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;">g. Harus ada proses timbal balik</span></em><span style="font-family: "MV Boli"; font-size: 14.0pt; mso-fareast-font-family: Gungsuh;"><br />
a. Laporan yang baik harus bisa dipahami dan dimengerti sehingga menimbulkan
gairah dan minat si pembaca<br />
b. Jika si pembaca memberikan respon berarti menunjukkan adanya proses timbal
balik yang bisa memanfaatkan secara pemberi laporan maupun si pembaca laporan</span><br />
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<span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">sumber : <a href="http://girlycious09.wordpress.com/tag/definisi-laporan/">http://girlycious09.wordpress.com/tag/definisi-laporan/</a></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; font-size: 18.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">Langkah – Langkah Pembuatan Laporan </span></b></div>
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<span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;">Laporan merupakan hal yang sangat
penting sehingga pembuatan laporan haruslah tepat, adapun ketepatan tersebut
harus melalui prosedur-prosedur yang tepat pula di mana prosedur pembuatan
laporan mencakup tujuh pokok langkah sebagai berikut :<br />
A. Pengumpulan data dan fakta<br />
Laporan yang tepat adalah laporan yang lengkap data yang dibutuhkan maupun
memuat fakta yang akurat, misalnya data dan fakta mengenai :<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Jumlah surat keputusan yang telah dikeluarkan perusahaan dalam jangka
waktu satu bulan.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Bentuk dan struktur organisasi perusahaan.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Jumlah tenaga kerja per bagian.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Rencana pemakaian anggaran finansial dan sebagainya.<br />
Agar data dan fakta tersebut nyata dan dapat dipercaya maka pengumpulannya
harus melalui cara-cara sebagai berikut :<br />
a. Melakukan observasi dan pengamatan sebelum dilakukan perencanaan penelitian
yang mantap dan matang.<br />
b. Mengadakan wawancara bagi data dan fakta yang memerlukan dukungan pendapat
yang objective.<br />
c. Melakukan penyebaran daftar pertanyaan baik dengan sistem sampel maupun
dengan sistem yang lainnya.<br />
B. Pemindahan tabulating data dan fakta<br />
Setelah melakukan pengumpulan data secara acak atau kasar mengenai observasi
atau penelitian yang dilakukan maka langkah selanjutnya adalah melakukan
pemilihan data dan fakta tersebut. Pemilihan data tersebut bisa dilakukan
dengan cara :<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Pemilihan data berdasarkan pembedaan cakupan yang diteliti yaitu data
tersebut apakah menyangkut personal perusahaan, finansial maupun pelaksanaan
rencana.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Dibeda-bedakan menurut peristiwa dan dampaknya.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Dibeda-bedakan menurut gambar, grafik maupun tabel.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Melakukan tabulating yaitu mengumpulkan data dan fakta yang sesuai
dengan cakupan bidang masing-masing menjadi suatu daftar atau tabel sehingga
tidak terjadi pengulangan kata atau kalimat, sehingga bisa memberikan analisa
yang rasional, objektif dan menunjukkan logika hubungan antara data, fakta
peristiwa dan dampaknya.<br />
C. Membuat kerangka laporan<br />
Pembuatan kerangka laporan sangat diperlukan karena dalam kerangka ini termasuk
juga didalamnya pemaparan mengenai bab-bab laporan yang dibuat ataupun inti
masalah yang dirangkum dalam suatu laporan. Pada dasarnya kerangka laporan mencakup
4 bagian pokok yaitu :<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Pertama : Pendahuluan<br />
Dengan melihat isi pendahuluan pembaca bisa mengetahui :<br />
a. Maksud dan tujuan pembuatan laporan.<br />
b. Maslah yang akan dibahas.<br />
c. Batasan masalah.<br />
d. Sistematika penulisan laporan.<br />
e. Pendekatan penyelesaian yang digunakan.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Kedua : Tubuh Laporan<br />
Dalam tubuh laporan inilah yang merupakan pembahasan maupun penyelesaian
masalah yang dikemukakan,karena :<br />
a. Di dalamnya terpapar segala data dan fakta yang telah dipisah-pisahkan
menurut kepentingan penyelesaian.<br />
b. Terdapat analisa si pelapor.<br />
c. Terdapat hasil penyelesaian masalah dan kemudian ditarik kesimpulan dan
saran dari si pelapor.<br />
Biasanya bagian tubuh laporan ini yang merupakan bagian terpanjang dari
keseluruhan laporan, oleh karenanya bagian ini biasanya terbagi-bagi lagi
menjadi beberapa bagian, misalnya terdiri dari :<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Permasalahan.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Batasan masalah.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Hipotesa.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Latar belakang teori.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Bagian (part).<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Bab-bab (chapters).<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Sub bab-sub bab (section) dan sebagainya.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Ketiga : Saran-saran<br />
Saran-saran disini sudah terangkum semua penyelesaian masalah secara tegas
tanpa memberikan alternatif-alternatif pilihan lagi. Biasanya pada laporan
survei, saran-saran tersebut dimasukkan ke dalam tiap akhir uraian pada
tiap-tiap akhir bab atau bisa juga dapat sekaligus disatukan sebagai bab
terakhir dari seluruh laporan.<br />
</span><span style="font-family: Symbol; font-size: 14.0pt; line-height: 115%; mso-ascii-font-family: "MV Boli"; mso-bidi-font-family: "MV Boli"; mso-char-type: symbol; mso-fareast-font-family: Gungsuh; mso-hansi-font-family: "MV Boli"; mso-symbol-font-family: Symbol;"><span style="mso-char-type: symbol; mso-symbol-font-family: Symbol;">§</span></span><span style="font-family: "MV Boli"; font-size: 14.0pt; line-height: 115%; mso-fareast-font-family: Gungsuh;"> Keempat : Konklusi dan Penutup<br />
Konklusi dan penutup sebagai logika dari hubungan korelasi antara data, fakta
dan analisa. Adapun konklusi ini bisa juga dijadikan kedalam satu bab dengan
bab saran-saran karena saran-saran tersebut merupakan pencerminan kesimpulan
yang jelas tanpa pemberian alternatif lagi. Sedangkan pada penutup disamping
tercermin penegasan logika juga berupa penegasan saran-saran atau harapan
penyempurnaan kegiatan-kegiatan selanjutnya serta implementasi dan follow up
dari semua ide-ide yang terpapar.</span></div>
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<span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">Sumber : <a href="http://nindiyahpuspitasari.blogspot.com/2011/04/pengertian-laporan.html">http://nindiyahpuspitasari.blogspot.com/2011/04/pengertian-laporan.html</a></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">FITRIA PRATIWI</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">12110849</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "MV Boli"; mso-fareast-font-family: Gungsuh;">3 KA 21</span></b></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-72524382276591955262013-06-06T06:43:00.003-07:002013-06-06T06:43:32.116-07:00METODE ILMIAH <!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Calligraphy"; font-size: 10.0pt; line-height: 115%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></b></div>
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<br /></div>
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Calligraphy"; font-size: 20.0pt; line-height: 115%;">METODE
ILMIAH</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Calligraphy";">Definisi Metode Ilmiah</span></b></div>
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<span style="font-family: "Lucida Calligraphy";">Metode ilmiah
atau proses ilmiah merupakan proses keilmuan untuk memperoleh pengetahuan
secara sistematis berdasarkan bukti fisis. Ilmuwan melakukan pengamatan serta
membentuk hipotesis dalam usahanya untuk menjelaskan fenomena alam. prediksi
yang dibuat berdasarkan hipotesis tersebut diuji dengan melakukan eksperimen.
Jika suatu hipotesis lolos uji berkali-kali, hipotesis tersebut dapat menjadi
suatu teori ilmiah.</span></div>
<div class="MsoNormal">
<span style="font-family: "Lucida Calligraphy";">Sumber : <a href="http://ami26chan.wordpress.com/2011/03/31/pengertian-metode-ilmiah/">http://ami26chan.wordpress.com/2011/03/31/pengertian-metode-ilmiah/</a></span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Calligraphy";">Tujuan Mempelajari Metode Ilmiah </span></b></div>
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<span lang="SV" style="font-family: "Lucida Calligraphy"; mso-ansi-language: SV;">Tujuan dari mempelajari metode ilmiah adalah mendapatkan
pengetahuan ilmiah (yang rasional, yang teruji) sehingga merupakan pengetahuan
yang dapat diandalkan.<br />
Beberapa poin dari tujuan dan manfaat seseorang atau peneliti mempelajari
metode ilmiah, yaitu :<br />
1. Mengetahui tata cara penulisan ilmiah.<br />
2. Dapat menyusun fakta yang nyata dan data tersusun secara sistematis.<br />
3. Menambah wawasan dalam menggunakan teknik yang cepat dan tepat untuk
digunakan dalam menyusun sebuah tulisan ilmiah.<br />
4. Mengetahui bahasa yang digunakan pada tulisan ilmiah yaitu bahasa baku.</span><span style="font-family: "Lucida Calligraphy";"></span></div>
<div class="MsoNormal">
<span style="font-family: "Lucida Calligraphy";">Sumber : <a href="http://nabella2326.blogspot.com/2012/06/metode-ilmiah.html">http://nabella2326.blogspot.com/2012/06/metode-ilmiah.html</a></span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Lucida Calligraphy";">Langkah – Langkah Penulisan Metode
Ilmiah </span></b></div>
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<span style="font-family: "Lucida Calligraphy";">1. Perumusan
masalah<br />
<br />
Permasalahan merupakan pertanyaan ilmiah yang harus diselesaikan. Batasi
seperlunya agar tidak terlalu luas. Dalam merumuskan masalah perlu dilakukan
langkah sebgaai berikut :<br />
<br />
a. Menentukan topik<br />
<br />
Topic adalah pokok pembicaraan dalam keseluruhan penulisan yang akan dibahas.
Berfungsi mengikat keseluruhan uraian isi.<br />
<br />
Cirri topic yang baik :<br />
<br />
* Harus menarik untuk ditulis dan dibaca<br />
<br />
* Penulis harus menguasai topic yang akan dibahas<br />
<br />
* Harus terbatas<br />
<br />
* Mengetahui referensi buku yang akan digunakan untuk membahas topic tersebut<br />
<br />
b. Menentukan tema<br />
<br />
Tema adalah amanat utama yang disampaikan penulis melalui penelitiannya.
Merupakan rumusan dari topic yang kan dijadikan landasan pembicaraan dan tujuan
yang akan dicapai melalui topic tersebut.<br />
<br />
c. Membuat kalimat pertanyaan<br />
<br />
Masalah dapat dirumuskan dalan bentuk pertanyaan dan bersifat spesifik<br />
<br />
2. Tujuan penelitian<br />
<br />
Berisi uraian tentang tujuan penelitian secara spesifik yang ingin dicapai dari
penelitian yang hendak dicapai. Tujuan penelitian harus relevan dengan rumusan
masalah.<br />
<br />
3. Sistematika penulisan<br />
<br />
Merupakan rencana penulisan yang mengandung ketentuan bagaimana kita menyusun
penelitian<br />
<br />
4. Pembentukan hipotesis<br />
<br />
Hipotesis merupakan suatu ide/dugaan sementara tentang penyelesaian masalah
yang diajukan dalam proyek ilmiah.<br />
<br />
Fungsi hipotesis :<br />
<br />
* Memperkrnalkan peneliti untuk berfikir dari awal suatu penelitian<br />
<br />
* Menentukan tahap-tahap prosedur suatu penelitian<br />
<br />
* Membantu menetapkan bentuk penyajian, analisis dan interprestasi data dalam
laporan penelitian</span></div>
<div class="MsoNormal">
<span style="font-family: "Lucida Calligraphy";">Sumber : <a href="http://denyriyadi.blogspot.com/2011/03/langkah-langkah-penyusunan-metode.html">http://denyriyadi.blogspot.com/2011/03/langkah-langkah-penyusunan-metode.html</a></span></div>
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<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; line-height: 115%;">FITRIA
PRATIWI</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; line-height: 115%;">12110849</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; line-height: 115%;">3 KA 21</span></b></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com2tag:blogger.com,1999:blog-3798801369873111241.post-73105647808344792732013-04-25T11:42:00.000-07:002013-04-25T11:46:51.054-07:00DOKTER SUTOMO<!--[if !mso]>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<br clear="ALL" style="mso-ignore: vglayout;" />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Kristen ITC"; font-size: 22.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">DOKTER SOETOMO</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Dokter Sutomo yang bernama asli
Subroto ini lahir di desa Ngepeh, Jawa Timur, 30 Juli 1888. Ketika belajar di
STOVIA (Sekolah Dokter), ia bersama rekan-rekannya, atas saran dr. Wahidin
Sudirohusodo mendirikan Budi Utomo (BU), organisasi modem pertama di Indonesia,
pada tanggal 20 Mei 1908, yang kemudian diperingati sebagai Hari Kebangkitan
Nasional. Kelahiran BU sebagai Perhimpunan nasional Indonesia, dipelopori oleh
para pemuda pelajar STOVIA (School tot Opleiding voor Indische Artsen) yaitu
Sutomo, Gunawan, Suraji dibantu oleh Suwardi Surjaningrat, Saleh, Gumbreg, dan
lain-lain. Sutomo sendiri diangkat sebagai ketuanya.<br />
Tujuan perkumpulan ini adalah kemajuan nusa dan bangsa yang harmonis dengan
jalan memajukan pengajaran, pertanian, peternakan, perdagangan, teknik dan
industri, kebudayaan, mempertinggi cita-cita kemanusiaan untuk mencapai
kehidupan bangsa yang terhormat.<br />
<br />
Kemudian kongres peresmian dan pengesahan anggaran dasar BU diadakan di
Yogyakarta 5 Okt 1908. Pengurus pertama terdiri dari: Tirtokusumo (bupati
Karanganyar) sebagai ketua; Wahidin Sudirohusodo (dokter Jawa), wakil ketua;
Dwijosewoyo dan Sosrosugondo (kedua-duanya guru Kweekschool), penulis;
Gondoatmodjo (opsir Legiun Pakualaman), bendahara; Suryodiputro (jaksa kepala
Bondowoso), Gondosubroto (jaksa kepala Surakarta), dan Tjipto Mangunkusumo
(dokter di Demak) sebagai komisaris.<br />
<br />
</span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAaf4WRR0-wdA44747H28BKF3xHZNbhOl0VQdGUVlUh1eRDbSdQ0-L5zJ-h2NNC5jxDFVpqi6NC15pPEHjw-fwAmPGKiqXTQQ0t5FlDbYUcm9ynXnscMZLAa5wRlaQCTW15v24B-_KSqaq/s1600/organisasi_budi_utomo.jpg"><span style="color: blue; font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhC7VW2LNj_u1bEXu5pa7OP9cT2WH8LTHe0-hd8vsIkalLPuB-KLgJX8wt89dC4av858fwoiavOTE2lO6mg-291Zr_Id2cQM5GJxKlfmPXbgk0NF-OI9M6hRCKiVSMoxEcO6n7scO0ZQh5y/s1600/organisasi_budi_utomo_PrinsHendrikSchoolSMAN1diWelte.jpg"><span style="color: blue; font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"><br /></span></span></a><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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Sutomo setelah lulus dari STOVIA tahun 1911, bertugas sebagai dokter, mula-mula
di Semarang, lalu pindah ke Tuban, pindah lagi ke Lubuk Pakam (Sumatera Timur)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
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membasmi wabah pes yang melanda daerah Magetan.<br />
<br />
Ia banyak memperoleh pengalaman dari seringnya berpindah tempat tugas. Antara
lain, ia semakin banyak mengetahui kesengsaraan rakyat dan secara langsung
dapat membantu mereka. Sebagai dokter, ia tidak menetapkan tarif, bahkan
adakalanya pasien dibebaskan dari pembayaran.<br />
<br />
Kemudian ia memperoleh kesempatan memperdalam pengetahuan di negeri Belanda
pada tahun 1919. Sekembalinya di tanah air, ia melihat kelemahan yang ada pada
Budi Utomo. Waktu itu sudah banyak berdiri partai politik. Karena itu, ia ikut
giat mengusahakan agar Budi Utomo bergerak di bidang politik dan keanggotaannya
terbuka buat seluruh rakyat.<br />
<br />
</span><a href="http://dreamindonesia.files.wordpress.com/2011/05/dr_soetomo2.jpg"><span style="color: blue; font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN; mso-no-proof: yes; text-decoration: none; text-underline: none;"><span style="mso-ignore: vglayout;"></span></span></a><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
Kemudian pada tahun 1924, ia mendirikan Indonesische Studie Club (ISC) yang
merupakan wadah bagi kaum terpelajar Indonesia. ISC berhasil mendirikan sekolah
tenun, bank kredit, koperasi, dan sebagainya. Pada tahun 1931 ISC berganti nama
menjadi Persatuan Bangsa Indonesia (PBI). Di bawah pimpinannya, PBI berkembang
pesat.<br />
<br />
Sementara itu, tekanan dari Pemerintah Kolonial Belanda terhadap pergerakan
nasional semakin keras. Lalu Januari 1934, dibentuk Komisi BU-PBI, yang
kemudian disetujui oleh kedua pengurus-besarnya pertengahan 1935 untuk berfusi.
Kongres peresmian fusi dan juga merupakan kongres terakhir BU, melahirkan
Partai Indonesia Raya atau disingkat PARINDRA, berlangsung 24-26 Des 1935. Sutomo
diangkat menjadi ketua. Parindra berjuang untuk mencapai Indonesia merdeka.<br />
<br />
Selain bergerak di bidang politik dan kedokteran, dr. Sutomo juga aktif di
bidang kewartawanan. Ia bahkan memimpin beberapa buah surat kabar. Dalam usia
50 tahun, ia meninggal dunia di Surabaya pada tanggal 30 Mei 1938.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%;">Sumber
: <a href="http://kolom-biografi.blogspot.com/2011/12/biografi-dr-sutomo.html">http://kolom-biografi.blogspot.com/2011/12/biografi-dr-sutomo.html</a></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%;">FITRIA
PRATIWI</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%;">12110849</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Kristen ITC"; font-size: 14.0pt; line-height: 150%;">3
KA 21</span></b></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-41270131232866936492013-04-25T11:10:00.001-07:002013-04-25T11:10:42.691-07:00KARANGAN ILMIAH DAN NON ILMIAH <!--[if gte mso 9]><xml>
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</div>
<div class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Georgia","serif"; font-size: 20pt; line-height: 150%;">KARANGAN</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Pengertian Karangan</span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"><br />
Karangan merupakan hasil akhir dari pekerjaan merangkai kata, kalimat, dan
alinea untuk menjabarkan atau mengulas topik dan tema tertentu (Finoza,
2004:192). Menulis atau mengarang pada hakikatnya adalah menuangkan gagasan,
pendapat gagasan, perasaan keinginan, dan kemauan, serta informasi ke dalam
tulisan dan ”mengirimkannya” kepada orang lain (Syafie’ie, 1988:78).
Selanjutnya, menurut Tarigan (1986:21), menulis atau mengarang adalah proses
menggambarkan suatu bahasa sehingga pesan yang disampaikan penulis dapat
dipahami pembaca.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Sumber : <a href="http://www.sarjanaku.com/2012/09/pengertian-karangan-serta-tujuan-dan.html">http://www.sarjanaku.com/2012/09/pengertian-karangan-serta-tujuan-dan.html</a></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Macam
– macam Karangan </span></b></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Berikut ini ialah macam-macam karangan menurut
tujuannya, dan beserta pengertiannya:</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">1.
NARASI,<br />
</span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Adalah
karangan yang berisi tentang rangkaian peristiwa yang susul-menyusul sehingga
membentuk alur cerita.</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">2.
DESKRIPSI,<br />
</span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Adalah
karangan yang berisi gambaran mengenai suatu hal atau keadaan sehingga pembaca
seolah-olah melihat, merasa atau mendengarkan hal tersebut.</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">3.
EKSPOSISI,</span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"><br />
Adalah karangan yang berisi uraian atau penjelasan tentang suatu topik dengan
tujuan memberi informasi atau pengetahuan tambahan.</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">4.
ARGUMENTASI,</span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"><br />
Adalah karangan yang bertujuan membuktikan kebenaran suatu pendapat atau
kesimpulan dengan data/fakta/konsep sebagai dasar/alasan/bukti.</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">5.
PERSUASI,</span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"><br />
Adalah karangan yang bertujuan mempengaruhi emosi pembaca untuk berbuat sesuatu
sesuai keinginan penulis, atau karangan yang bersifat ajakan.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Sumber : <a href="http://nasi99.wordpress.com/2011/04/15/macam-macam-karangan-dan-pengertiannya/">http://nasi99.wordpress.com/2011/04/15/macam-macam-karangan-dan-pengertiannya/</a></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 20.0pt; line-height: 150%;">Karangan Ilmiah</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Definisi </span></b><span style="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
</span><span style="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Karangan ilmiah adalah hasil dari
suatu pemikiran seseorang yang bersifat akademis yang kemudian nanti akan
dituangkan dalam wujud tulisan. Seperti misalkan penulisan tesis, makalah
ataupun skripsi.</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
</span><span style="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br />
<b style="mso-bidi-font-weight: normal;">Sedangkan menurut beberapa pakar, karya
ilmiah adalah :</b></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; 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="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Suatu
tulisan yang diperoleh sesuai dengan sifat keilmuanya yang didasari oleh
peninjauan, penelitian dalam bidang tertentu, disusun dengan metode tertentu
dengan sistematika penulisan dengan bahasa yang santun dan isinya dapat
dipertanggung jawabkan keabsahanya (Eko Susilo, M.1995:11)</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; 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="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Karangan
ilmiah populer yang ditunjukan kepada masyarakat umum dan karya
ilmiah tinggi yang ditunjukan kepada masyarakat professional (Jones 1960).</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ciri-ciri Karangan Ilmiah </span></b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; 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="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Struktur
Sajian (pendahuluan, pokok bahasan, dan bagian penutup)<br />
Pendahuluan merupakan pengantar ke bagian inti, sedangkan inti merupakan sajian
gagasan pokok yang ingin di sampaikan yang dapat terdiri dari beberapa
bab, subtopik dan beberapa paragraph yang dimana bagian penutupnya adalah
kesimpulan pokok bahasan serta rekomendasi penulis dengan tindak lanjut gagasan
tersebut.</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; 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="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Komponen
dan substansi<br />
Komponen dan substansi karya ilmiah bervariasi sesuai dengan jenisnya, namun
semua karya ilmiah mengandung dari seluruh struktur sajian dan daftar pustaka.</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; 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="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sikap
Penulis<br />
Sikap penulis yang objektif yang dimana disampaikan dengan menggunakan gaya
bahasa impersonal dengan banyak menggunakan betuk pasif dan tanpa menggunakan
kata pengganti orang pertama dan kedua.</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 3.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo2; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; 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="background: white; font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penggunaan
Bahasa<br />
Bahasa yang digunakan adalah bahasa baku yang tercermin dari pilihan kata dan
kalimat-kalimat efektif yang tersetruktur dan baku.</span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Sumber : <a href="http://bukukotakkotak.blogspot.com/2013/01/karangan-ilmiah.html">http://bukukotakkotak.blogspot.com/2013/01/karangan-ilmiah.html</a></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Contoh
Karangan ilmiah </span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;">
<b><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Macam – macam
karangan ilmiah:</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<i><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Ada berbagai macam karangan ilmiah,
berikut diantaranya :</span></i><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Laporan penelitian. Laporan yang ditulis
berdasarkan penelitian. Misalnya laporan penelitian yang didanai oleh
Fakultas dan Universitas, laporan ekskavasi arkeologis yang dibiayai oleh
Departemen Kebudayaan, dsb.</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Skripsi. Tulisan ilmiah untuk mendapatkan gelar
akademik sarjana strata satu (Si).</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Tesis. Tulisan ilmiah untuk mendapatkan gelar
akademik strata dua (S2), yaitu Master.</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Disertasi. Tulisan ilmiah untuk mendapat gelar
akademik strata tiga (S3), yaitu Doktor.</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Surat pembaca. Surat yang berisi kritik dan
tanggapan terhadap isi suatu tulisan ilmiah.</span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Laporan kasus. Tulisan mengenai kasus-kasus yang
ada yang dilandasi dengan teori.</span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Sumber : <a href="http://mane3x.wordpress.com/2013/04/05/macam-macam-karangan-ilmiah-semi-ilmiah-dan-non-ilmiah/">http://mane3x.wordpress.com/2013/04/05/macam-macam-karangan-ilmiah-semi-ilmiah-dan-non-ilmiah/</a></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 20.0pt; line-height: 150%;">Karangan Non-Ilmiah</span></b></div>
<div style="line-height: 150%;">
<em><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Pengertian karangan non ilmiah</span></em><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">
merupakan istilah yang sudah sangat lazim diketahui orang dalam dunia tulis-menulis.
Berkaitan dengan istilah ini, ada juga sebagian ahli bahasa menyebutkan <u>karya
fiksi dan nonfiksi</u>. Terlepas dari bervariasinya penamaan tersebut, hal yang
sangat penting untuk diketahui adalah baik karya ilmiah maupun nonilmiah/fiksi
dan nonfiksi atau apa pun namanya, kedua-keduanya memiliki perbedaan yang
signifikan.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Perbedaan-perbedaan yang dimaksud dapat
dicermati dari beberapa aspek. <em><span style="font-family: "Georgia","serif";">Pertama,
</span></em>karya ilmiah harus merupakan pembahasan suatu hasil penelitian
(faktual objektif). Faktual objektif adalah adanya kesesuaian antara fakta dan
objek yang diteliti. Kesesuaian ini harus dibuktikan dengan pengamatan atau
observasi. <em><span style="font-family: "Georgia","serif";">Kedua</span></em><strong><span style="font-family: "Georgia","serif";">, </span></strong>karya ilmiah bersifat
metodis dan sistematis. Artinya, dalam pembahasan masalah digunakan metode atau
cara-cara tertentu dengan langkah-langkah yang teratur dan terkontrol melalui
proses pengidentifikasian masalah dan penentuan strategi. <em><span style="font-family: "Georgia","serif";">Ketiga</span></em><strong><span style="font-family: "Georgia","serif";">, </span></strong>dalam pembahasannya,
tulisan ilmiah menggunakan ragam bahasa ilmiah. Dengan kata lain, ia ditulis
dengan menggunakan kode etik penulisan karya ilmiah. Perbedaan-perbedaan inilah
yang dijadikan dasar para ahli bahasa dalam melakukan pengklasifikasian.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Karangan nonilmiah yang telah disebutkan di
atas, terdapat juga karangan yang berbentuk semiilmiah/ilmiah populer. Sebagian
ahli bahasa membedakan dengan tegas antara karangan semiilmiah ini dengan
karangan ilmiah dan nonilmiah. Finoza (2005:193) menyebutkan bahwa
karakteristik yang membedakan antara karangan semiilmiah, ilmiah, dan nonilmiah
adalah <em><span style="font-family: "Georgia","serif";">pada pemakaian bahasa,
struktur, dan kodifikasi karangan.</span></em> Jika dalam karangan ilmiah
digunakan bahasa yang khusus dalam di bidang ilmu tertentu, dalam karangan
semiilmiah bahasa yang terlalu teknis tersebut sedapat mungkin dihindari.
Dengan kata lain, karangan semiilmiah lebih mengutamakan pemakaian
istilah-istilah umum daripada istilah-istilah khusus. Jika diperhatikan dari
segi sistematika penulisan, karangan ilmiah menaati kaidah konvensi penulisan
dengan kodifikasi secara ketat dan sistematis, sedangkan karangan semiilmiah
agak longgar meskipun tetap sistematis. Dari segi bentuk, karangan ilmiah
memiliki pendahuluan (<em><span style="font-family: "Georgia","serif";">preliminaris)
yang </span></em>tidak selalu terdapat pada karangan semiilmiah.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Berdasarkan karakteristik karangan ilmiah,
semiilmiah, dan nonilmiah yang telah disebutkan di atas, yang tergolong dalam
karangan ilmiah adalah laporan, makalah, skripsi, tesis, disertasi; yang
tergolong karangan semiilmiah antara lain artikel, <em><span style="font-family: "Georgia","serif";">feature, </span></em>kritik, esai,
resensi; yang tergolong karangan nonilmiah adalah anekdot, dongeng, hikayat,
cerpen, cerber, novel, roman, puisi, dan naskah drama.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Karya nonilmiah sangat bervariasi topik dan cara
penyajiannya, tetapi isinya tidak didukung fakta umum. Karangan nonilmiah
ditulis berdasarkan fakta pribadi, dan umumnya bersifat subyektif. Bahasanya
bisa konkret atau abstrak, gaya bahasanya nonformal dan populer, walaupun
kadang-kadang juga formal dan teknis. Karya nonilmiah bersifat (1) emotif:
kemewahan dan cinta lebih menonjol, tidak sistematis, lebih mencari keuntungan
dan sedikit informasi, (2) persuasif: penilaian fakta tanpa bukti. Bujukan
untuk meyakinkan pembaca, mempengaruhi sikap cara berfikir pembaca dan cukup
informative, (3) deskriptif: pendapat pribadi, sebagian imajinatif dan
subjektif, dan (4) jika kritik adakalanya tanpa dukungan bukti.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"> <b style="mso-bidi-font-weight: normal;">Macam
–<span style="mso-spacerun: yes;"> </span>Macam Karangan Non-Ilmiah </b></span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Karangan non ilmiah: karangan yang tidak terikat
pada karangan baku<br />
Misal: anekdot, opini, dongeng, hikayat, cerpen, novel, roman, dan naskah
drama.</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Ciri –
Ciri Karangna Non – Ilmiah </span></b></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">ditulis berdasarkan fakta pribadi,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">fakta yang disimpulkan subyektif,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">gaya bahasa konotatif dan populer,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">tidak memuat hipotesis,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">penyajian dibarengi dengan sejarah,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">bersifat imajinatif,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">situasi didramatisir,</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">bersifat persuasif.</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo4; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">tanpa dukungan bukti</span></div>
<div style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Contoh
Karngan Non – Ilmiah </span></b></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Dongeng</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Cerpen</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Novel</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Drama</span></div>
<div style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo5; text-indent: -18.0pt;">
<span style="font-family: Symbol; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">roman.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sumber : <a href="http://genryusai.wordpress.com/2012/03/31/pengertian-karangan-ilmiahkarangan-non-ilmiah-dan-karangan-semi-ilmiah/">http://genryusai.wordpress.com/2012/03/31/pengertian-karangan-ilmiahkarangan-non-ilmiah-dan-karangan-semi-ilmiah/</a></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 20.0pt; line-height: 150%;">Perbedaan Anatara Karangan Ilmiah dan
Non-Ilmiah</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 20.0pt; line-height: 150%;">Karangan Ilmiah</span></b></div>
<div style="line-height: 150%;">
<strong><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Perbedaan</span></strong><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;"></span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Istilah karya ilmiah dan nonilmiah merupakan
istilah yang sudah sangat lazim diketahui orang dalam dunia tulis_menulis.
Berkaitan dengan istilah ini, ada juga sebagian ahli bahasa menyebutkan karya
fiksi dan nonfiksi. Terlepas dari bervariasinya penamaan tersebut, hal yang
sangat penting untuk diketahui adalah baik karya ilmiah maupun nonilmiah/fiksi
dan nonfiksi atau apa pun namanya, kedua-keduanya memiliki perbedaan yang
signifikan.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Perbedaan_perbedaan yang dimaksud dapat
dicermati dari beberapa aspek.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Pertama,karya ilmiah harus merupakan pembahasan
suatu hasil penelitian (faktual objektif). Faktual objektif adalah adanya
kesesuaian antara fakta dan objek yang diteliti. Kesesuaian ini harus
dibuktikan dengan pengamatan atau empiri.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Kedua,karya ilmiah bersifat metodis dan
sistematis. Artinya, dalam pembahasan masalah digunakan metode atau cara-cara
tertentu dengan langkah_langkah yang teratur dan terkontrol melalui proses
pengidentifikasian masalah dan penentuan strategi. Ketiga,dalam pembahasannya,
tulisan ilmiah menggunakan ragam bahasa ilmiah. Dengan kata lain, ia ditulis
dengan menggunakan kode etik penulisan karya ilmiah. Perbedaan_perbedaan inilah
yang dijadikan dasar para ahli bahasa dalam melakukan pengklasifikasian.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Selain karya ilmiah dan nonilmiah yang telah
disebutkan di atas, terdapat juga karangan yang berbentuk semi-ilmiah/ilmiah
populer. Sebagian ahli bahasa membedakan dengan tegas antara karangan
semi-ilmiah ini dengan karangan ilmiah dan nonilmiah. Finoza (2005:193)
menyebutkan bahwa karakteristik yang membedakan antara karangan semi-ilmiah,
ilmiah, dan nonilmiah adalah pada pemakaian bahasa, struktur, dan kodifikasi
karangan. Jika dalam karangan ilmiah digunakan bahasa yang khusus dalam di
bidang ilmu tertentu, dalam karangan semi-ilmiah bahasa yang terlalu teknis
tersebut sedapat mungkin dihindari. Dengan kata lain, karangan semi-ilmiah
lebih mengutamakan pemakaian istilah_istilah umum daripada istilah_istilah
khusus. Jika diperhatikan dari segi sistematika penulisan, karangan ilmiah
menaati kaidah konvensi penulisan dengan kodifikasi secara ketat dan
sistematis, sedangkan karangan semi-ilmiah agak longgar meskipun tetap
sistematis. Dari segi bentuk, karangan ilmiah memiliki pendahuluan
(preliminaris) yang tidak selalu terdapat pada karangan semi-ilmiah.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Berdasarkan karakteristik karangan ilmiah,
semi-ilmiah, dan nonilmiah yang telah disebutkan di atas, yang tergolong dalam
karangan ilmiah adalah laporan, makalah, skripsi, tesis, disertasi; yang
tergolong karangan semi-ilmiah antara lain artikel, feature,kritik, esai,
resensi; yang tergolong karangan nonilmiah adalah anekdot, dongeng, hikayat,
cerpen, cerber, novel, roman, puisi, dan naskah drama.</span></div>
<div style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Karya nonilmiah sangat bervariasi topik dan cara
penyajiannya, tetapi isinya tidak didukung fakta umum. Karangan nonilmiah
ditulis berdasarkan fakta pribadi, dan umumnya bersifat subyektif. Bahasanya
bisa konkret atau abstrak, gaya bahasanya nonformal dan populer, walaupun
kadang-kadang juga formal dan teknis. Karya nonilmiah bersifat (1) emotif:
kemewahan dan cinta lebih menonjol, tidak sistematis, lebih mencari keuntungan
dan sedikit informasi, (2) persuasif: penilaian fakta tanpa bukti. Bujukan
untuk meyakinkan pembaca, mempengaruhi sikap cara berfikir pembaca dan cukup
informative, (3) deskriptif: pendapat pribadi, sebagian imajinatif dan
subjektif, dan (4) jika kritik adakalanya tanpa dukungan bukti.</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Sumber : <a href="http://imamsetiyantoro.wordpress.com/2012/09/12/karangan-non-ilmiah/">http://imamsetiyantoro.wordpress.com/2012/09/12/karangan-non-ilmiah/</a></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">FITRIA
PRATIWI</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">12110849</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">3
KA 21</span></b></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Kesimpulan
</span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Georgia","serif"; font-size: 16.0pt; line-height: 150%;">Menurut saya karangan ilmiah
dari segi tata bahasanya lebih baku (formal) tetapi untuk karangan non – ilmiah
tidak baku, dengan katan lain karnangan ilmiah lebih bagus digunakan untuk
mengarang suatu karya ilmiah karena karnagan ilmiah membutuhkan fakta – fakta yang
cukup kuat sedangkan karangna<span style="mso-spacerun: yes;"> </span>non –
ilmiah tidak memerlukan fakta – fakta. </span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-56375363311258545582013-04-25T10:33:00.000-07:002013-04-25T10:33:13.436-07:00KOMPONEN - KOMPONEN HARDWARE <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm43aPwnAUyZC9woq7l5fkXtMQ0asp3qkj1mJU48UyLsvAk4qOTTfn-LP2PquERPbRcdzeQaNrFuGHbAN4kR9vzyQBankiiVMBqoAo12WzwJbYxkALGzo5D73heHKq3h-kb-6KyVMSavPe/s1600/1.+PC.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm43aPwnAUyZC9woq7l5fkXtMQ0asp3qkj1mJU48UyLsvAk4qOTTfn-LP2PquERPbRcdzeQaNrFuGHbAN4kR9vzyQBankiiVMBqoAo12WzwJbYxkALGzo5D73heHKq3h-kb-6KyVMSavPe/s1600/1.+PC.jpg" /></a></div>
<div style="text-align: center;">
PERSONAL COMPUTER (PC)</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-bZdbOtbw_fTER6KjtjytecAJSyZINGJe9IxAmi0yBq1DgwrzV5Cs0cwslGD4SadxoNv2jIDrxTvcZKgmKjSG9HVHGl3IPmcRtfC4B25oPUgkOnZTKAHM1OdpR0vbDu4xmrTEaM0OOhX/s1600/2.+NIC.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0-bZdbOtbw_fTER6KjtjytecAJSyZINGJe9IxAmi0yBq1DgwrzV5Cs0cwslGD4SadxoNv2jIDrxTvcZKgmKjSG9HVHGl3IPmcRtfC4B25oPUgkOnZTKAHM1OdpR0vbDu4xmrTEaM0OOhX/s1600/2.+NIC.jpg" /></a></div>
<div style="text-align: center;">
NIC </div>
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<br /></div>
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<div style="text-align: center;">
KABEL</div>
<div style="text-align: center;">
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEpzYD9V_S8ZEY8-G0VB_h8AO1ngtQtvSqgqfRKvDO0FMexoAWNdiB3DaGDgkC5x1qZw8NDO-ZKvb_u2y5tX26a1huLFbD-2icfTKoDswJZGfEPq8sCCcE0PkFD9yX2u11iP3c6_clQJGL/s1600/4.+connector.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEpzYD9V_S8ZEY8-G0VB_h8AO1ngtQtvSqgqfRKvDO0FMexoAWNdiB3DaGDgkC5x1qZw8NDO-ZKvb_u2y5tX26a1huLFbD-2icfTKoDswJZGfEPq8sCCcE0PkFD9yX2u11iP3c6_clQJGL/s1600/4.+connector.jpg" /></a></div>
<div style="text-align: center;">
CONNECTOR </div>
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<div style="text-align: center;">
<br /></div>
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<br /></div>
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<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
HUB </div>
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</div>
<div style="text-align: center;">
</div>
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</div>
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<div style="text-align: center;">
SWITCH </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
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<br /></div>
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<div style="text-align: center;">
REPEATER</div>
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</div>
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</div>
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<div style="text-align: center;">
ROUTER</div>
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</div>
<div style="text-align: center;">
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcKfo44r534aZjubOWLYzW7PwEmXaUFWe-9VgINwJtLx2E4k_sVpV_zpefj2SVp8gKgkNmo9s9TYxdDZA28Uo0Vddk559LIjwWQuDM3rjMtBAvRMcmb2NUHgqHbVYdcY4iUx5pUrvbpGUw/s1600/9.+access+point.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="313" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcKfo44r534aZjubOWLYzW7PwEmXaUFWe-9VgINwJtLx2E4k_sVpV_zpefj2SVp8gKgkNmo9s9TYxdDZA28Uo0Vddk559LIjwWQuDM3rjMtBAvRMcmb2NUHgqHbVYdcY4iUx5pUrvbpGUw/s320/9.+access+point.jpg" width="320" /></a></div>
<div style="text-align: center;">
ACCESS POINT </div>
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<br />Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-68799287133859447602013-03-28T16:56:00.001-07:002013-03-28T16:56:34.114-07:00Tanah Longsor<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-family: DaddysGirl; font-size: 22.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">FAKTOR PENYEBAB
TANAH LONGSOR<o:p></o:p></span></b></div>
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<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-family: DaddysGirl; font-size: 22.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";"><br /></span></b></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Berikut
adalah beberapa faktor yang menyebabkan terjadinya tanah longsor.</span><span class="apple-converted-space"><span style="color: #575757; font-family: "Arial","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">1.
Hujan</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Ancaman
tanah longsor biasanya dimulai pada bulan November seiring meningkatnya
intensitas hujan. Musim kering yang panjang akan menyebabkan terjadinya
penguapan air di permukaan tanah dalam jumlah besar. Muncul-lah pori-pori atau
rongga tanah, kemudian terjadi retakan dan rekahan tanah di permukaan. Pada
saat hujan, air akan menyusup ke bagian yang retak. Tanah pun dengan cepat
mengembang kembali. Pada awal musim hujan, kandungan air pada tanah menjadi
jenuh dalam waktu singkat. Hujan lebat pada awal musim dapat menimbulkan longsor
karena melalui tanah yang merekah itulah, air akan masuk dan terakumulasi di
bagian dasar lereng, sehingga menimbulkan gerakan lateral. Apabila ada
pepohonan di permukaan, pelongsoran dapat dicegah karena air akan diserap oleh
tumbuhan. Akar tumbuhan juga berfungsi sebagai pengikat tanah.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">2.
Lereng terjal</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Lereng
atau tebing yang terjal akan memperbesar gaya pendorong. Lereng yang terjal
terbentuk karena pengikisan air sungai, mata air, air laut, dan angin.
Kebanyakan sudut lereng yang menyebabkan longsor adalah 180 apabila ujung
lerengnya terjal dan bidang longsorannya mendatar.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">3.
Tanah yang kurang padat dan tebal</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Jenis
tanah yang kurang padat adalah tanah lempung atau tanah liat dengan ketebalan
lebih dari 2,5 meter dan sudut lereng > 220. Tanah jenis ini memiliki
potensi untuk terjadinya tanah longsor, terutama bila terjadi hujan. Selain
itu, jenis tanah ini sangat rentan terhadap pergerakan tanah karena menjadi
lembek jika terkena air dan pecah jika udara terlalu panas.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">4.
Batuan yang kurang kuat</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Pada
umumnya, batuan endapan gunungapi dan batuan sedimen berukuran pasir dan
campuran antara kerikil, pasir, dan lempung kurang kuat. Batuan tersebut akan
mudah menjadi tanah jika mengalami proses pelapukan dan umumnya rentan terhadap
tanah longsor apabila terdapat pada lereng yang terjal.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">5.
Jenis tata lahan</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Tanah
longsor banyak terjadi di daerah tata lahan persawahan, perladangan, dan adanya
genangan air di lereng yang terjal. Pada lahan persawahan akarnya kurang kuat
untuk mengikat butir tanah dan membuat tanah menjadi lembek dan jenuh dengan
air sehingga mudah terjadi longsor. Sedangkan untuk daerah perladangan
penyebabnya adalah karena akar pohonnya tidak dapat menembus bidang longsoran
yang dalam dan umumnya terjadi di daerah longsoran lama.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">6.
Getaran</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Getaran
yang terjadi biasanya diakibatkan oleh gempabumi, ledakan, getaran mesin, dan
getaran lalulintas kendaraan. Akibat yang ditimbulkannya adalah tanah, badan
jalan, lantai, dan dinding rumah menjadi retak.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">7.
Susut muka air danau atau bendungan</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Akibat
susutnya muka air yang cepat di danau maka gaya penahan lereng menjadi hilang,
dengan sudut kemiringan waduk 220 mudah terjadi longsoran dan penurunan tanah
yang biasanya diikuti oleh retakan.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">8.
Adanya beban tambahan</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Adanya
beban tambahan seperti beban bangunan pada lereng, dan kendaraan akan
memperbesar gaya pendorong terjadinya longsor, terutama di sekitar tikungan
jalan pada daerah lembah. Akibatnya adalah sering terjadinya penurunan tanah
dan retakan yang arahnya ke arah lembah.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">9.
Pengikisan/erosi</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Pengikisan
banyak dilakukan oleh air sungai ke arah tebing. Selain itu akibat penggundulan
hutan di sekitar tikungan sungai, tebing akan menjadi terjal.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">10.
Adanya material timbunan pada tebing</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Untuk
mengembangkan dan memperluas lahan pemukiman umumnya dilakukan pemotongan
tebing dan penimbunan lembah. Tanah timbunan pada lembah tersebut belum
terpadatkan sempurna seperti tanah asli yang berada di bawahnya. Sehingga
apabila hujan akan terjadi penurunan tanah yang kemudian diikuti dengan retakan
tanah.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">11.
Bekas longsoran lama</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Longsoran
lama umumnya terjadi selama dan setelah terjadi pengendapan material gunung api
pada lereng yang relatif terjal atau pada saat atau sesudah terjadi patahan
kulit bumi. Bekas longsoran lama memilki ciri:<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Adanya tebing
terjal yang panjang melengkung membentuk tapal kuda.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Umumnya
dijumpai mata air, pepohonan yang relatif tebal karena tanahnya gembur dan
subur.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Daerah badan
longsor bagian atas umumnya relatif landai.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Dijumpai
longsoran kecil terutama pada tebing lembah.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Dijumpai tebing-tebing
relatif terjal yang merupakan bekas longsoran kecil pada longsoran lama.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Dijumpai alur
lembah dan pada tebingnya dijumpai retakan dan longsoran kecil.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Longsoran lama
ini cukup luas.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">12.
Adanya bidang diskontinuitas (bidang tidak sinambung)</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang
tidak sinambung ini memiliki ciri:<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 0in; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang
perlapisan batuan<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang kontak
antara tanah penutup dengan batuan dasar<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #575757; font-family: Symbol; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang kontak
antara batuan yang retak-retak dengan batuan yang kuat.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang kontak
antara batuan yang dapat melewatkan air dengan batuan yang tidak melewatkan air
(kedap air).<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang kontak
antara tanah yang lembek dengan tanah yang padat.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Bidang-bidang
tersebut merupakan bidang lemah dan dapat berfungsi sebagai bidang luncuran
tanah longsor.<o:p></o:p></span></div>
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<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">13.
Penggundulan hutan</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Tanah
longsor umumnya banyak terjadi di daerah yang relatif gundul dimana pengikatan
air tanah sangat kurang.<o:p></o:p></span></div>
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<strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">14.
Daerah pembuangan sampah</span></strong><span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #575757; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Penggunaan
lapisan tanah yang rendah untuk pembuangan sampah dalam jumlah banyak dapat
mengakibatkan tanah longsor apalagi ditambah dengan guyuran hujan, seperti yang
terjadi di Tempat Pembuangan Akhir Sampah Leuwigajah di Cimahi. Bencana ini
menyebabkan sekitar 120 orang lebih meninggal.<o:p></o:p></span></div>
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<span style="font-family: DaddysGirl; font-size: 18.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "MV Boli"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">Sumber : </span><span style="font-family: DaddysGirl; font-size: 18.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><a href="http://www.ksdasulsel.org/dalkarhutla/248-faktor-penyebab">http://www.ksdasulsel.org/dalkarhutla/248-faktor-penyebab</a></span>Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-75045393860602825212013-03-28T16:51:00.003-07:002013-03-28T16:51:46.948-07:00Asal Mula Danau Toba<br />
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 24.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Asal Mula Danau Toba - Sumatra Utara<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 24.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";"><br /></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Pada zaman dahulu adalah seorang petani bernama
Toba yang menyendiri di sebuah lembah yang landai dan subur. Petani itu
mengerjakan sawah dan ladang untuk keperluan hidupnya.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Selain mengerjakan ladangnya, kadang-kadang
lelaki itu pergi memancing ke sungai yang berada tak jauh dari rumahnya. Setiap
kali dia memancing, mudah saja ikan didapatnya karena di sungai yang jernih itu
memang banyak sekali ikan. Ikan hasil pancingannya dia masak untuk dimakan.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsmMgKof-DUzrZtt3-bhld7rEfpj9GNw5L-Atk5il-UaV-iD2End0LQxZmsfMZnFyx5p4Q6gSmJLj8qLQdiSESjtjpeSxsFhrI9R2WMyfvPc3nZU0wsRH4jP8hfs8bjwrP0N48YSvwlPJD/s1600/toba.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsmMgKof-DUzrZtt3-bhld7rEfpj9GNw5L-Atk5il-UaV-iD2End0LQxZmsfMZnFyx5p4Q6gSmJLj8qLQdiSESjtjpeSxsFhrI9R2WMyfvPc3nZU0wsRH4jP8hfs8bjwrP0N48YSvwlPJD/s320/toba.jpg" width="320" /></a></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Pada suatu sore, setelah pulang dari ladang
lelaki itu langsung pergi ke sungai untuk memancing. Tetapi sudah cukup lama ia
memancing tak seekor iakan pun didapatnya. Kejadian yang seperti itu,tidak
pernah dialami sebelumnya. Sebab biasanya ikan di sungai itu mudah saja dia
pancing. Karena sudah terlalu lama tak ada yang memakan umpan pancingnya, dia
jadi kesal dan memutuskan untuk berhenti saja memancing. Tetapi ketika dia
hendak menarik pancingnya, tiba-tiba pancing itu disambar ikan yang langsung
menarik pancing itu jauh ketengah sungai. Hatinya yang tadi sudah kesal berubah
menjadi gembira, Karena dia tahu bahwa ikan yang menyambar pancingnya itu
adalah ikan yang besar. Setelah beberapa lama dia biarkan pancingnya ditarik ke
sana kemari, barulah pancing itu disentakkannya, dan tampaklah seekor ikan
besar tergantung dan menggelepar-gelepar di ujung tali pancingnya. Dengan cepat
ikan itu ditariknya ke darat supaya tidak lepas. Sambil tersenyum gembira mata
pancingnya dia lepas dari mulut ikan itu. Pada saat dia sedang melepaskan mata
pancing itu, ikan tersebut memandangnya dengan penuh arti. Kemudian, setelah
ikan itu diletakkannya ke satu tempat dia pun masuk ke dalam sungai untuk
mandi. Perasaannya gembira sekali karena belum pernah dia mendapat ikan sebesar
itu. Dia tersenyum sambil membayangkan betapa enaknya nanti daging ikan itu
kalau sudah dipanggang. Ketika meninggalkan sungai untuk pulang kerumahnya hari
sudah mulai senja. Setibanya di rumah, lelaki itu langsung membawa ikan besar
hasil pancingannya itu ke dapur. Ketika dia hendak menyalakan api untuk memanggang
ikan itu, ternyata kayu bakar di dapur rumahnya sudah habis. Dia segera keluar
untuk mengambil kayu bakar dari bawah kolong rumahnya. Kemudian, sambil membawa
beberapa potong kayu bakar dia naik kembali ke atas rumah dan langsung menuju
dapur.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Pada saat lelaki itu tiba di dapur, dia
terkejut sekali karena ikan besar itu sudah tidak ada lagi. Tetapi di tempat
ikan itu tadi diletakkan tampak terhampar beberapa keping uang emas. Karena
terkejut dan heran mengalami keadaan yang aneh itu, dia meninggalkan dapur dan
masuk kekamar.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Ketika lelaki itu membuka pintu kamar,
tiba-tiba darahnya tersirap karena didalam kamar itu berdiri seorang perempuan
dengan rambut yang panjang terurai. Perempuan itu sedang menyisir rambutnya
sambil berdiri menghadap cermin yang tergantung pada dinding kamar. Sesaat
kemudian perempuan itu tiba-tiba membalikkan badannya dan memandang lelaki itu
yang tegak kebingungan di mulut pintu kamar. Lelaki itu menjadi sangat
terpesona karena wajah perempuan yang berdiri dihadapannya luar biasa
cantiknya. Dia belum pernah melihat wanita secantik itu meskipun dahulu dia
sudah jauh mengembara ke berbagai negeri.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Karena hari sudah malam, perempuan itu minta
agar lampu dinyalakan. Setelah lelaki itu menyalakan lampu, dia diajak
perempuan itu menemaninya kedapur karena dia hendak memasak nasi untuk mereka.
Sambil menunggu nasi masak, diceritakan oleh perempuan itu bahwa dia adalah
penjelmaan dari ikan besar yang tadi didapat lelaki itu ketika memancing di
sungai. Kemudian dijelaskannya pula bahwa beberapa keping uang emas yang
terletak di dapur itu adalah penjelmaan sisiknya. Setelah beberapa minggu
perempuan itu menyatakan bersedia menerima lamarannya dengan syarat lelaki itu
harus bersumpah bahwa seumur hidupnya dia tidak akan pernah mengungkit asal
usul istrinya myang menjelma dari ikan. Setelah lelaki itu bersumpah demikian,
kawinlah mereka.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Setahun kemudian, mereka dikaruniai seorang
anak laki-laki yang mereka beri nama Samosir. Anak itu sngat dimanjakan ibunya
yang mengakibatkan anak itu bertabiat kurang baik dan pemalas.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Setelah cukup besar, anak itu disuruh ibunya
mengantar nasi setiap hari untuk ayahnya yang bekerja di ladang. Namun, sering
dia menolak mengerjakan tugas itu sehingga terpaksa ibunya yanng mengantarkan
nasi ke ladang.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivLFCnIKQUvp0T6T7rMEBfCWh227vJcJKk9uL1j4Ft_ZFs8TIQEmNBCuPFhKOlDb8rFE3VvoBUpUROigVbqB7h6612mJOxlZfd1-pcbkbkvQ8wr3JqGJe47wO3iwTt3AkVeKaqe6qTTSq6/s1600/samosir.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivLFCnIKQUvp0T6T7rMEBfCWh227vJcJKk9uL1j4Ft_ZFs8TIQEmNBCuPFhKOlDb8rFE3VvoBUpUROigVbqB7h6612mJOxlZfd1-pcbkbkvQ8wr3JqGJe47wO3iwTt3AkVeKaqe6qTTSq6/s400/samosir.jpg" width="400" /></a></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Suatu hari, anak itu disuruh ibunya lagi
mengantarkan nasi ke ladang untuk ayahnya. Mulanya dia menolak. Akan tetapi,
karena terus dipaksa ibunya, dengan kesl pergilah ia mengantarkan nasi itu. Di
tengah jalan, sebagian besar nasi dan lauk pauknya dia makan. Setibanya
diladang, sisa nasi itu yang hanya tinggal sedikit dia berikan kepada ayahnya.
Saat menerimanya, si ayah sudah merasa sangat lapar karena nasinya terlambat
sekali diantarkan. Oleh karena itu, maka si ayah jadi sangat marah ketika
melihat nasi yang diberikan kepadanya adalah sisa-sisa. Amarahnya makin
bertambah ketika anaknya mengaku bahwa dia yang memakan sebagian besar dari
nasinya itu. Kesabaran si ayah jadi hilang dan dia pukul anaknya sambil
mengatakan: “Anak kurang ajar. Tidak tahu diuntung. Betul-betul kau anak
keturunan perempuan yang berasal dari ikan!”<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Sambil menangis, anak itu berlari pulang
menemui ibunya di rumah. Kepada ibunya dia mengadukan bahwa dia dipukuli
ayahnya. Semua kata-kata cercaan yang diucapkan ayahnya kepadanya di ceritakan
pula. Mendengar cerita anaknya itu, si ibu sedih sekali, terutama karena
suaminya sudah melanggar sumpahnya dengan kata-kata cercaan yang dia ucapkan
kepada anaknya itu. Si ibu menyuruh anaknya agar segera pergi mendaki bukit
yang terletak tidak begitu jauh dari rumah mereka dan memanjat pohon kayu
tertinggi yang terdapat di puncak bukit itu. Tanpa bertanya lagi, si anak segera
melakukan perintah ibunya itu. Dia berlari-lari menuju ke bukit tersebut dan
mendakinya.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Ketika tampak oleh sang ibu anaknya sudah
hampir sampai ke puncak pohon kayu yang dipanjatnya di atas bukit , dia pun
berlari menuju sungai yang tidak begitu jauh letaknya dari rumah mereka itu.
Ketika dia tiba di tepi sungai itu kilat menyambar disertai bunyi guruh yang
megelegar. Sesaat kemudian dia melompat ke dalam sungai dan tiba-tiba berubah
menjadi seekor ikan besar. Pada saat yang sama, sungai itu pun banjir besar dan
turun pula hujan yang sangat lebat. Beberapa waktu kemudian, air sungai itu
sudah meluap kemana-mana dan tergenanglah lembah tempat sungai itu mengalir.
Pak Toba tak bisa menyelamatkan dirinya, ia mati tenggelam oleh genangan air.
Lama-kelamaan, genangan air itu semakin luas dan berubah menjadi danau yang
sangat besar yang di kemudian hari dinamakan orang Danau Toba. Sedang Pulau
kecil di tengah-tengahnya diberi nama Pulau Samosir.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">SUMBER : </span><a href="http://www.bali-directory.com/education/folks-tale/AsalMulaDanauToba.asp">http://www.bali-directory.com/education/folks-tale/AsalMulaDanauToba.asp</a></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com0tag:blogger.com,1999:blog-3798801369873111241.post-19326742318864787602013-03-28T16:46:00.001-07:002013-03-28T16:46:48.952-07:00Jenis Anggrek Yang Di Lindungi<br />
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 24pt;"><a href="http://alamendah.org/2010/09/06/jenis-jenis-spesies-anggrek-langka-yang-dilindungi/" title="Permalink ke Jenis-jenis Spesies Anggrek Langka yang Dilindungi"><span style="border: none windowtext 1.0pt; color: black; mso-border-alt: none windowtext 0in; padding: 0in;">Jenis-jenis Spesies Anggrek Langka yang Dilindungi</span></a><o:p></o:p></span></h2>
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<strong><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Jenis-jenis Spesies anggrek
langka yang dilindungi di Indonesia</span></strong><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">. Terdapat 29 spesies
anggrek langka yang dilindungi di Indonesia berdasarkan<span class="apple-converted-space"> </span><a href="http://alamendah.wordpress.com/peraturan-hukum/peraturan-pemerintah/pp-no-8-tahun-1999/" title="PP No. 7 Tahun 1999"><span style="border: none windowtext 1.0pt; color: #743399; mso-border-alt: none windowtext 0in; padding: 0in;">Peraturan Pemerintah No. 7
Tahun 1999</span></a><span class="apple-converted-space"> </span>tentang
Pengawetan Tumbuhan dan Satwa.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">Indonesia merupakan
negara dengan tingkat kekayaan plasma nutfah anggrek terbesar kedua setelah
Brasil. Dari sekitar 26.000 spesies anggrek di seluruh dunia, sekitar 5.000
hingga 6.000 jenis diantaranya terdapat di Indonesia. Dan tidak sedikit
diantaran macam spesies anggrek itu yang merpakan jenis-jenis anggrek endemik
Indonesia.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6axyoDVXnWF36QN6TpxmxdGLz1pUfiw3s211qJUIQQxoGXG_Z1iGWEZ8P6Ms9Rtg9NGSpQyg0CdmfABRJq6WQOZO8Dy-K1LwS9xf6lwZBXwhyphenhyphenwzgq62u16KZaMC72PLnnHx2JaU-iBIVr/s1600/kebutan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6axyoDVXnWF36QN6TpxmxdGLz1pUfiw3s211qJUIQQxoGXG_Z1iGWEZ8P6Ms9Rtg9NGSpQyg0CdmfABRJq6WQOZO8Dy-K1LwS9xf6lwZBXwhyphenhyphenwzgq62u16KZaMC72PLnnHx2JaU-iBIVr/s1600/kebutan.jpg" /></a></div>
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<span style="color: #777777; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: Arial;">Anggrek kebutan (Ascocentrum
miniatum) yang dilindungi di Indonesia<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">Bahkan hingga kini, jumlah spesies anggrek di Indonesia semakin
bertambah dengan terus ditemukannya spesies-spesies baru. Awal 2010 silam, LIPI
menemukan beberapa jenis spesies anggrek baru di Kalimantan. Spesies itu antara
lain<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Dendrobium kelamense D.Metusala, P.O Byrne dan
J.J.Wood</span></em>. sebagaimana telah dipublikasikan di jurnal internasional<span class="apple-converted-space"> </span><em><span style="border: 1pt none windowtext; padding: 0in;">Malesian
Orchid Journal</span></em><span class="apple-converted-space"> </span>edisi
Maret 2010.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">Namun kekayaan plasma nutfah anggrek di Indonesia semakin hari
semakin terancam. Banyak spesies anggrek yang semakin langka bahkan disinyalir
punah di Indonesia. Semakin langkanya, bahkan musnah beberapa jenis anggrek
diakibatkan oleh malaknya pembalakan liar,<span class="apple-converted-space"> </span><a href="http://alamendah.wordpress.com/2009/09/15/ulang-tahun-kebakaran-hutan/" title="Kebakaran Hutan"><span style="border: none windowtext 1.0pt; color: #743399; mso-border-alt: none windowtext 0in; padding: 0in;">kebakaran hutan</span></a><span class="apple-converted-space"> </span>dan aksi perburuan oleh para penggemar
anggrek yang tidak memperhatikan aspek pelestarian di alam aslinya.<o:p></o:p></span></div>
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<strong><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">Daftar anggrek langka yang dilindungi</span></strong><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">.
Berikut adalah daftar ke-29 jenis anggrek langka yang dilindungi di Indonesia.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Ascocentrum miniatum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek kebutan)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Coelogyne pandurata</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(<a href="http://alamendah.wordpress.com/2010/01/21/anggrek-hitam-liar-makin-kelam/" title="Anggrek hitam"><span style="border: none windowtext 1.0pt; color: #743399; mso-border-alt: none windowtext 0in; padding: 0in;">Anggrek hitam</span></a>)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Corybas fornicatus</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek koribas)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Cymbidium hartinahianum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(<a href="http://alamendah.wordpress.com/2009/09/13/anggrek-hartinah-anggrek-tien-soeharto/" title="Anggrek hartinah"><span style="border: none windowtext 1.0pt; color: #743399; mso-border-alt: none windowtext 0in; padding: 0in;">Anggrek hartinah</span></a>)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Dendrobium catinecloesum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek karawai)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Dendrobium d’albertisii</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek albert)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Dendrobium lasianthera</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek stuberi)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Dendrobium macrophyllum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek jamrud)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Dendrobium ostrinoglossum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek karawai)<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Dendrobium phalaenopsis</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek larat)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Grammatophyllum papuanum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek raksasa Irian)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Grammatophyllum speciosum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(<a href="http://alamendah.wordpress.com/2010/07/18/anggrek-tebu-grammatophyllum-speciosum-anggrek-terbesar/" title="Anggrek tebu"><span style="border: none windowtext 1.0pt; color: #743399; mso-border-alt: none windowtext 0in; padding: 0in;">Anggrek tebu</span></a>)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Macodes petola</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek ki aksara)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Paphiopedilum chamberlainianum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek kasut kumis)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Paphiopedilum glaucophyllum</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek kasut berbulu)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Paphiopedilum praestans</span></em><span class="apple-converted-space"><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;"> </span></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek kasut pita)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Paraphalaenopsis denevei</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek bulan bintang)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Paraphalaenopsis laycockii</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek bulan Kaliman Tengah)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Paraphalaenopsis serpentilingua</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek bulan Kaliman Barat)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Phalaenopsis amboinensis</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek bulan Ambon)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Phalaenopsis gigantea</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek bulan raksasa)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Phalaenopsis sumatrana</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek bulan Sumatera)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Phalaenopsis violacose</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek kelip)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Renanthera matutina</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek jingga)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Spathoglottis zurea</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Anggrek sendok)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Vanda celebica</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Vanda mungil Minahasa)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Vanda hookeriana</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Vanda pensil)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Vanda pumila</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Vanda mini)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 18.0pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-indent: -.25in; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 18.0pt; mso-fareast-font-family: Wingdings;">§<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><!--[endif]--><em><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-border-alt: none windowtext 0in; padding: 0in;">Vanda sumatrana</span></em><span class="apple-converted-space"><i><span style="border: none windowtext 1.0pt; color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> </span></i></span><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">(Vanda Sumatera)<o:p></o:p></span></div>
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<span style="color: #777777; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; mso-bidi-font-family: Arial;">Anggrek bulan bintang
(Paraphalaenopsis denevii)<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt;">Daftar jenis anggrek yang langka
dan dilindungi di Indonesia seharusnya lebih panjang dari sekedar 29 spesies
saja. Namun, semoga dengan daftar ini kita makin tergerak untuk ikut
melestarikan kekayaan keanekaragaman hayati yang kita punya. Jangan
spesies-spesies anggrek itu punah. Apalagi punah sebelum sempat kita kenal.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Sumber : </span><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;"><a href="http://alamendah.org/2010/09/06/jenis-jenis-spesies-anggrek-langka-yang-dilindungi/">http://alamendah.org/2010/09/06/jenis-jenis-spesies-anggrek-langka-yang-dilindungi/</a></span><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";"><o:p></o:p></span></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-46910094196944028482013-03-28T16:38:00.003-07:002013-03-28T16:38:59.409-07:00Manfaat Habbatussauda<br />
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";"> tanaman habbatussauda</span></div>
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<b><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 24.0pt; line-height: 150%;">MANFAAT
HABBATUSAUDA<o:p></o:p></span></b></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatussauda
(<em>Nigella Sativa</em>) atau
disebut juga dengan Jintan Hitam saat ini semakin dikenal oleh masyarakat
sebagai obat yang mujarab. Semangat kembali ke obat herbal dan menjauh dari
obat-obat kimia yang terbukti banyak memberikan efek samping maupun
ketergantungan membuat orang-orang semakin akrab dengan Herbal yang satu ini.
Ciri herbal adalah alami, tanpa efek samping, menjadikan tubuh sebagai subjek
untuk melawan penyakit, sehingga efektif digunakan sebagai pencegahan datangnya
penyakit.<o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatussauda juga merupakan obat yang dianjurkan
oleh Nabi. Berikut ini ada sebuah hadist mengenai Habbatussauda.<o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Hendaklah
kalian mengkonsumsi habbatussauda karena di dalamnya terdapat obat yang
menyembuhkan segala macam penyakit kecuali kematian (HR. Al-Bukhori dan Muslim
: Shohih Bukhori, no. 5688; Fathul Baari, X/143; dan Muslim, no. 2215)<o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatus sauda telah digunakan di banyak negara Timur
Tengah untuk pengobatan alami selama lebih dari 2000 tahun. Saat ini berbagai
akademisi dan universitas di banyak negara telah banyak melakukan penelitian
mengenai habbatussauda. Hasilnya menunjukan bahwa Habbatussauda merupkan obat
yang menakjubkan. </span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">habbatussauda setelah diolah dan di kemas</span></h2>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Berikut ini merupakan khasiat-khasiat Habatussauda:<o:p></o:p></span></div>
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<span id="more-68"></span><strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">1. Menguatkan sistem
Imun</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatus sauda mampu meningkatkan jumlah sel-sel T
yang baik untuk meningkatkan sel-sel pembunuh alami. Prof. G. Reimuller,
Direktur Institut Imunologi dari Universitas Munich mengakui bahwa ekstrak
habbatus sauda berkhasiat meningkatkan sistem kekebalan tubuh dan dapat
digunakan sebagi<em>bioregulator</em>.
Dengan demikian habbatus sauda dapat dijadikan obat bagi penyakit yang
menyerang kekebalan tubuh seperti</span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Kanker</span></strong><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">dan</span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">AIDS</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">2. Anti tumor</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Pada kongres kanker internasional di New Delhi,
minyak habbatus sauda diperkenalkan ilmuwan dari laboratorium Kanker dan
Imunologi, California Selatan. Habbatus sauda dapat merangsang sumsum tulang
dan sel-sel kekebalan. Senyawa yang terkandung di dalamnya dapat menghancurkan
selsel tumor dan meningkatkan antibodi.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">3. Anti alergi</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<em><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Histamin</span></em><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">adalah
sebuah zat yang dilepaskan oleh jaringan tubuh yang memberikan reaksi alergi
seperti pada asma. Dari minyak habbatus sauda dapat diisolasi ditymoquinone.
Senyawa pada minyak yang volatil (mudah menguap) ini disebut<em>nigellone</em>. Pemberian minyak ini
berdampak positif terhadap penderita asma. Penelitian yang dilakukan Nirmal
Chakravaty MD tahun 1993 membuktikan bahwa kristal dari nigellone memberikan
efek supressive. Kristak-kristal ini dapat menghambat protekinase C, sebuah zat
yang memicu pelepasan histamin. Penelitian lain membuktikan hal serupa. Ahli
imunologi dari Universitas Munich Dr. Med Peter Schleincher melakukan pengujian
terhadap 600 orang yang menderita alergi. Hasilnya cukup meyakinkan, 70% yang
menderita alergi terhadap serbuk, jerawat dan asma sembuh setelah diberi minyak
nigella (Habbatus sauda). Dalam prakteknya, Dr. Schleincher memberikan resep
habbatus sauda kepada pasien penderita influenza.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">4. Meningkatkan Konsentrasi dan daya
ingat</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatussauda memiliki kandungan asam linoleat (omega
6) dan asam linolenat (omega 3) yang mampu meberikan nutrisi bagi sel otak.
Nutrisi ini berguna untuk meningkatkan kecerdasan serta daya ingat. Habbatus
sauda juga dapat membantu memperbaiki peredaran darah ke otak.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">5. Meningkatkan bioaktivitas hormon</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Salah satu kandungan habbatus sauda adalah</span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><em><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">sterol</span></em><span class="apple-converted-space"><i><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></i></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">yang
berperan aktif pada sintesis dan bioaktivitas hormon. Hormon merupakan zat
aktif yang dihasilkan oleh kelenjar endokrin yang masuk dalam peredaran darah.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">6. Menetralkan racun</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatus sauda mengandung</span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><em><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">saponin</span></em><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">yang
dapat menetralkan dan membersihkan racun dalam tubuh. Racun dapat mengganggu
metabolisme dan mengurangi fungsi organ penting seperti hati, paruparu dan
otak. Keracunan dapat menimbulkan gejala berupa diare, pusing, gangguan
pernafasan dan daya konsentrasi yang menurun. Dengan rajin mengkonsumsi
habbatussauda, gejala-gejala ini dapat dikurangi.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">7. Mengatasi gangguan tidur dan stress</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<em><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Saponin</span></em><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">yang
terdapat di dalam habbatus sauda memiliki fungsi seperti<em>kortikosteroid</em></span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">yang
dapat mempengaruhi metabolisme karbohidrat, protein dan lemak serta
mempengaruhi fungsi jantung, ginjal, otot tubuh dan syaraf. Saponin berfungsi
untuk mempertahankan diri dari perubahan lingkungan, gangguan tidur dan dapat
menghilangkan stress.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">8. Memperbaiki saluran pencernaan dan
sebagai anti bakteri</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatus sauda mengandung</span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><em><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">minyak
atsiri</span></em><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">dan</span><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><em><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">volatil</span></em><span class="apple-converted-space"><span style="color: #4c4c4c; font-family: "Verdana","sans-serif"; font-size: 18.0pt; line-height: 150%;"> </span></span><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">yang
bermanfaat untuk memperbaiki pencernaan. Secara tradisional minyak atsiri
digunakan untuk obat diare. Tahun 1992, jurnal Farmasi Pakistan memuat hasil
penelitian yang membuktikan bahwa minyak volatil dari habbtaussauda lebih mampu
membunuh strainbakteri V Colera dan E Coli dibandingkan dengan antibiotik
seperti Ampicillin dan Tetraciclin.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">9. Melancarkan ASI</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Kombinasi asam lemak tidak jenuh dan struktur
hormonal yang terdapat dalam minyak habbatus sauda dapat melancarkan air susu
ibu. Penelitian mengenai ini dipublikasikan dalam literatur penelitian di
Universitas Potchestroom tahun 1989.<o:p></o:p></span></div>
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<strong><span style="color: #2e3192; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">10. Nutrisi bagi manusia</span></strong><span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">Habbatus sauda kaya dengan kandungan nutrisi, bagi
lansia dapat menjaga daya tahan tubuh dan revitalitas otak agar tidak cepat
pikun. Habbatus sauda juga mengandung 15 macam asam amino termasuk di dalamnya
9 asam amino essensial. Asam amio essensial tidak dapat diproduksi oleh tubuh
dalam jumlah yang cukup sehingga perlu adanya suplemen yang dapat mencukupinya
seperti habbatussauda.<o:p></o:p></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><br /></span></div>
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<span style="color: #4c4c4c; font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;">SUMBER
: </span><span style="font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><a href="http://unikapik.blogdetik.com/2012/01/03/10-manfaat-habbatussauda-jintan-hitam/">http://unikapik.blogdetik.com/2012/01/03/10-manfaat-habbatussauda-jintan-hitam/</a><span style="color: #4c4c4c;"><o:p></o:p></span></span></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-68342908836054811122013-03-28T16:31:00.002-07:002013-03-28T16:31:47.060-07:00Manfaat Buah Kurma<br />
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<b><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 26.0pt; line-height: 150%;">MANFAAT BUAH KURMA<o:p></o:p></span></b></div>
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Kurma tak hanya nikmat dijadikan menu berbuka puasa, selain merupakan sunah
nabi berbuka puasa dengan kurma, ternyata kurma mengandung banyak manfaat dan
khasiat yang baik bagi kesehatan lho. Seperti saat ini, kita agak jarang
menemukan buah kurma dipasaran namun di supermarket buah kurma tetap tersedia
meski bukan bulan puasa.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Mungkin di sebagian
pasar juga ada yang menjual buah kurma, semoga di dekat rumah anda ada ya pohon
kurma eh buah korma deh.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Manfaat dan Khasiat
buah Kurma :<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">1. Tamr (kurma kering) berfungsi
untuk menguatkan sel-sel usus dan dapat membantu melancarkan saluran kencing
karena mengandung serabut-serabut yang bertugas mengontrol laju gerak usus dan
menguatkan rahim terutama ketika melahirkan.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Penelitian yang terbaru menyatakan bahwa buah ruthab (kurma basah)
mempunyai pengaruh mengontrol laju gerak rahim dan menambah masa systolenya
(kontraksi jantung ketika darah dipompa ke pembuluh nadi). Bahkan Allah
Subhanahu wa Ta’ala memerintahkan Maryam binti Imran untuk memakan buah kurma
ketika akan melahirkan, dikarenakan buah kurma mengenyangkan juga membuat
gerakan kontraksi rahim bertambah teratur, sehingga Maryam dengan mudah
melahirkan anaknya. Allah Subhanahu wa Ta’ala berfirman. “<b><i>Dan
goyangkanlah pangkal pohon kurma itu kearahmu, niscaya pohon itu akan
menggugurkan buah kurma yang masak kepadamu, maka makan, minum dan bersenang
hatilah kamu. Jika kamu melihat seorang manusia, maka katakanlah, ‘Sesungguhnya
aku telah bernadzar berpuasa untuk Rabb Yang Maha Pemurah, maka aku tidak akan
berbicara dengan seorang manusia pun pada hari ini</i></b>” [Maryam : 25-26]<o:p></o:p></span></div>
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<b><span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Al-Hafizh Ibnu Katsir</span></b><span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;"> rahimahullah
membawakan perkataan ‘Amr bin Maimun di dalam tafsirnya : “<b><i>Tidak ada
sesuatu yang lebih baik bagi perempuan nifas kecuali kurma kering dan kurma
basah</i></b>”<o:p></o:p></span></div>
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<b><i><u><span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Dokter Muhammad An-Nasimi </span></u></i></b><span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">dalam kitabnya, Ath-Thibb An-Nabawy wal Ilmil Hadits (II/293-294)
mengatakan, “<b><i>Hikmah dari ayat yang mulia ini secara kedokteran adalah,
perempuan hamil yang akan melahirkan itu sangat membutuhkan minuman dan makanan
yang kaya akan unsur gula, hal ini karena banyaknya kontraksi otot-otot rahim
ketika akan mengeluarkan bayi, terlebih lagi apabila hal itu membutuhkan waktu
yang lama. Kandungan gula dan vitamin B1 sangat membantu untuk mengontrol laju
gerak rahim dan menambah masa sistolenya (kontraksi jantung ketika darah
dippompa ke pembuluh nadi). Dan kedua unsur itu banyak terkandung dalam ruthab
(kurma basah). Kandungan gula dalam ruthab sangat mudah untuk dicerna dengan
cepat oleh tubuh</i></b>”<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Buah kurma matang sangat kaya dengan unsur Kalsium dan besi. Oleh
karena itu, sangat dianjurkan bagi perempuan yang sedang hamil dan yang akan
melahirkan, bahkan Allah Subhanahu wa Ta’ala memerintahkan kepada Maryam
Al-Adzra (perawan) untuk memakannya ketika sedang nifas (setelah melahirkan).
Kadar besi dan Kalsium yang dikandung buah kurma matang sangat mencukupi dan
penting sekali dalam proses pembentukan air susu ibu. Kadar zat besi dan
Kalsium yang dikandung buah kurma dapat menggantikan tenaga ibu yang terkuras
saat melahirkan atau menyusui. Zat besi dan Kalsium merpuakan dua unsur efektif
dan penting bagi pertumbuhan bayi. Alasannya , dua unsur ini merupakan unsur
yang paling berpengaruh dalam pembentukan darah dan tulang sumsum.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">2. Ruthab (kurma basah) mencegah
terjadi pendarahan bagi perempuan-perempuan ketika melahirkan dan mempercepat
proses pengembalian posisi rahim seperti sedia kala sebelum waktu hamil yang
berikutnya. Hal ini karena dalam kurma segar terkandung hormon yang menyerupai
hormon oxytocine yang dapat membantu proses kalahiran.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Hormon oxytocine adalah hormon yang salah satu fungsinya membantu
ketika wanita atau pun hewan betina melahirkan dan menyusui.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">3. Memudahkan persalinan dan
membantu keselamatan sang ibu dan bayinya.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">4. Menenangkan Sel-Sel Saraf. Buah
kurma, baik tamr maupun ruthab dapat menenangkan sel-sel saraf melalui
pengaruhnya terhadap kelenjar gondok. Oleh karena itu, para dokter menganjurkan
untuk memberikan beberapa buah kurma di pagi hari kepada anak-anak dan orang
yang lanjut usia, agar kondisi kejiwaannya lebih baik.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">5. Buah kurma yang direbus dapat
memperlancar saluran kencing.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">6. Buah kurma Ajwah dapat
digunakan sebagai alat ruqyah dan mencegah dari ganguan jin.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">7. Kurma sangat dianjurkan sebagai
hidangan untuk berbuka puasa. Ada hal yang sudah ditetapkan dalam bidang
kedokteran bahwa gula dan air merupakan zat yang pertama kali dibutuhkan orang
berpuasa setelah melalui masa menahan makan dan minum. Berkurangnya glukosa
(zat gula) pada tubuh dapat mengakibatkan penyempitan dada dan gangguan pada
tulang-tulang. Dilain pihak, berkurangnya air dapat melemahkan dan mengurangi
daya tahan tubuh. Hal ini berbeda dengan orang berpuasa yang langsung mengisi
perutnya dengan makanan dan minuman ketika berbuka. Padahal ia membutuhkan tiga
jam atau lebih agar pencernaannya dapat menyerap zat gula tersebut. Oleh karena
itu, orang yang menyantap makanan dan minuman ketika berbuka puasa tetap dapat
merasakan fenomena kelemahan dan gangguan-ganguan jasmani akibat kekurang zat
gula dan air.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">8. Buah kurma dapat mencegah
stroke<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">9. Buah kurma kaya dengan zat
garam mineral yang menetralisasi asam, seperti Kalsium dan Potasium. Buah kurma
adalah makanan terbaik untuk menetralisasi zat asam yang ada pada perut karena
meninggalkan sisa yang mampu menetralisasi asam setelah dikunyah dan dicerna
yang timbul akibat mengkonsumsi protein seperti ikan dan telur.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">10. Buah kurma mengandung vitamin
A yang baik dimana ia dapat memelihara kelembaban dan kejelian mata, menguatkan
penglihatan, pertumbuhan tulang, metabolisme lemak, kekebalan terhadap infeksi,
kesehatan kulit serta menenangkan sel-sel saraf.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">11. Kurma adalah buah, makanan,
obat, minuman sekaligus gula-gula.<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Subhanallah. Indahnya
Berislam dengan benar, Betapa Rahman dan Rahimnya Allah, dan sebagai bukti
Rahmatan lil ‘alaminn, Siapa saja yang memakan buah kurma tanpa pandang bulu
akan mendapatkan khasiat yang sama, dan bagi seorang muslim memakan Kurma dan
diniatkan ibadah kepada ALLAH Swt diseertai niat mencontoh Rasulullah SAW maka
selain sehat tentunya berpahala. Allahu ‘alam<o:p></o:p></span></div>
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<span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;">Sumber : </span><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;"><a href="http://kesehatan.kompasiana.com/alternatif/2012/07/30/manfaat-dan-khasiat-buah-kurma-untuk-kesehatan-481011.html">http://kesehatan.kompasiana.com/alternatif/2012/07/30/manfaat-dan-khasiat-buah-kurma-untuk-kesehatan-481011.html</a></span><span style="font-family: 'Tekton Pro Cond', sans-serif; font-size: 18pt; line-height: 150%;"><o:p></o:p></span></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-67595628936932952452013-03-28T16:25:00.000-07:002013-03-28T16:25:04.908-07:00Penghapusan KRL Ekonomi<br />
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<strong><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 24.0pt; line-height: 150%; mso-bidi-font-family: Arial;">PENGHAPUSAN KRL EKONOMI<o:p></o:p></span></strong></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjkHAQ4iDiw9yAfTj0X2RsrbJsf11AvX9PPTy0OM5qyaFJWd-SsLdmo-GBclqlgvrxWFTZA-uOHUHyzlL4h5SqTz50wq151XTBO25lZil22ddJQDe0iKQD_VDweNjuphW-Zx4-w7SaeAtE/s1600/krl.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="125" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjkHAQ4iDiw9yAfTj0X2RsrbJsf11AvX9PPTy0OM5qyaFJWd-SsLdmo-GBclqlgvrxWFTZA-uOHUHyzlL4h5SqTz50wq151XTBO25lZil22ddJQDe0iKQD_VDweNjuphW-Zx4-w7SaeAtE/s200/krl.jpg" width="200" /></a></div>
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<strong><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">JAKARTA, KOMPAS.com </span></strong><span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">— Rencana PT KAI akan menghapus
Kereta Rel Listrik (KRL) Ekonomi per April 2013 ditunda hingga Juni 2013.
Langkah ini diambil karena PT KAI akan menunggu mekanisme subsidi yang baru
pada Juni mendatang.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Direktur
Jenderal Perkeretaapian, Tunjung Inderawan, mengatakan bahwa subsidi itu
nantinya akan berbentuk<span class="apple-converted-space"> </span><em>e-ticketing</em>,
yang sampai sekarang masih diatur mekanisme subsidinya.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><br /></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Selain
itu, pengunduran penghapusan KRL ekonomi hingga Juni karena PT KAI masih
menunggu 180 unit gerbong kereta yang dipesan dari Jepang tiba.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">"Sampai
Juni, KRL non<em>-</em>AC akan tetap beroperasi. Begitu<span class="apple-converted-space"> </span><em>e-ticketing</em><span class="apple-converted-space"> </span>siap, akan diganti jadi AC
semua," ujarnya di Gedung Kementerian Perhubungan, Rabu (27/3/2013).<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Kartu-kartu<span class="apple-converted-space"> </span><em>e-ticketing</em><span class="apple-converted-space"> </span>yang rencananya mulai bisa digunakan
pada Juni 2013 ini terdapat dua jenis, ada kartu yang bersubsidi, ada yang
tidak. Saat ini PT KAI masih menunggu mekanisme subsidi tersebut.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;"><br /></span></div>
<div style="background-color: white; background-position: initial initial; background-repeat: initial initial; line-height: 150%;">
<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">Tujuan
penggantian KRL Ekonomi menjadi AC menurut Tunjung adalah demi menjaga keselamatan
dan untuk peningkatan pelayanan. Tunjung berharap, Juni mendatang pihaknya
sudah bisa menyediakan rangkaian KRL AC yang baru dan akan menghapus sembilan
rangkaian KRL Ekonomi yang saat ini beroperasi di Jabodetabek.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: Arial;">"Jadi
bukan dihapus, tapi diganti dengan KRL AC. Nantinya pengguna KRL Ekonomi bisa
naik KRL AC, kan ada subsidinya," kata Tunjung.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";"><br /></span></div>
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<span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Sumber: </span><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;"><a href="http://megapolitan.kompas.com/read/2013/03/27/19082311/Penghapusan.KRL.Ekonomi.Ditunda">http://megapolitan.kompas.com/read/2013/03/27/19082311/Penghapusan.KRL.Ekonomi.Ditunda</a></span><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";"><o:p></o:p></span></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-72067538064315182722013-03-28T16:18:00.001-07:002013-03-28T16:18:52.650-07:00PUTRI YANG SEMPURNA<br />
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<span style="color: #8cb631; font-family: "Tekton Pro Cond","sans-serif"; font-size: 24.0pt; line-height: 150%;">Putri yang Sempurna<o:p></o:p></span></h2>
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<span style="color: #8cb631; font-family: "Tekton Pro Cond","sans-serif";"><a href="http://www.ceritakecil.com/penulis-dan-pengarang-cerita/Hans-Christian-Andersen-1"><span style="color: #ec4d00; text-decoration: none; text-underline: none;">Hans Christian
Andersen</span></a><o:p></o:p></span></h3>
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<br /></div>
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<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Dahulu kala, ada seorang pangeran
yang menginginkan seorang Putri Raja, tetapi Putri tersebut haruslah sempurna.
Dia kemudian melakukan perjalanan mengelilingin dunia hanya untuk mencari putri
tersebut, tetapi dia selalu menemukan bahwa ada sesuatu yang tidak sempurna
pada setiap Putri Raja yang ditemuinya. Dia menemukan banyak Putri Raja, tapi
tak ada yang benar-benar dianggap sempurna oleh Pangeran itu. Dengan putus asa
akhirnya dia pulang kembali ke istananya dan merasa sangat sedih karena tidak
menemukan apa yang dicarinya.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Suatu malam, terjadi hujan badai
yang sangat keras; dimana kilat dan guntur beserta hujan turun dengan deras
sekali; malam itu sungguh menakutkan.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Ditengah-tengah badai tiba-tiba
seseorang mengetuk pintu istana, dan ayah Pangeran yang menjadi Raja waktu itu,
sendiri keluar membuka pintu untuk tamu tersebut.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Seorang Putri yang sangat cantik
berdiri di luar pintu, kedinginan dan basah kuyup karena badai pada malam itu.
Air mengalir dari rambut dan pakaiannya yang masih basah; mengalir turun ke
kaki dan sepatunya. Putri tersebut mengaku bahwa dia adalah Putri yang
sempurna.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">"Kita akan segera mengetahui
apakah yang dikatakan oleh Putri tersebut benar atau tidak," pikir sang
Ratu, tetapi dia tidak berkata apa-apa. Dia masuk ke dalam kamar tidur,
mengeluarkan seprei yang mengalas tempat tidur yang akan dipakai oleh sang
Putri dan menaruh sebutir kacang polong di atas tempat tidur itu. Kemudian dia
mengambil dua puluh kasur dan meletakkannya di atas sebutir kacang tersebut. Malam
itu sang Putri tidur di atas ranjang tersebut. Di pagi hari, mereka menanyakan
apakah sang Putri tidur nyenyak di malam itu.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">"Oh saya sangat susah
tidur!" kata sang Putri, "Saya sangat sulit untuk memejamkan mata
sepanjang malam! Saya tidak tahu apa yang ada pada ranjang itu, saya merasa
berbaring di atas sesuatu yang kasar, dan seluruh tubuh saya pegal-pegal dan
memar di pagi ini, sungguh menakutkan!"<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Raja dan Ratu langsung tahu bahwa
sang Putri ini pastilah putri yang benar-benar sempurna, karena hanya putri
yang sempurna dapat merasakan sebutir kacang yang ditempatkan di bawah dua
puluh kasur an dilapisi dengan dua puluh selimut. Hanya putri yang benar-benar
sempurna mempunyai kulit yang begitu halus.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Pangeran kemudian mengambilnya
sebagai istri, dan sekarang dia telah menemukan putri yang selama ini
dicarinya.<o:p></o:p></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;"><br /></span></div>
<div style="background: white; line-height: 150%; margin-bottom: .0001pt; margin: 0in; text-align: justify;">
<span style="color: #272727; font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;">Sumber : </span><span style="font-family: "Tekton Pro Cond","sans-serif"; font-size: 18.0pt; line-height: 150%;"><a href="http://www.ceritakecil.com/cerita-dan-dongeng/Putri-yang-Sempurna-18">http://www.ceritakecil.com/cerita-dan-dongeng/Putri-yang-Sempurna-18</a></span></div>
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<br /></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-56037647603402303992013-03-28T16:15:00.005-07:002013-03-28T16:15:40.283-07:00DONGENG BINATAN<br />
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<span style="font-family: DaddysGirl; font-size: 28pt;"><span style="color: black;"><a href="http://ceritafabel.blogspot.com/2008/12/cerita-tentang-dua-angsa-undan-dan.html">Cerita tentang Dua Angsa Undan dan Seekor Kura-Kura</a></span><o:p></o:p></span></h3>
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<span style="font-family: DaddysGirl; font-size: 28pt;"><br /></span></h3>
</div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; overflow: visible; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;"><b>oleh G.L. Chandiramani</b><o:p></o:p></span></div>
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<span style="font-family: DaddysGirl; font-size: 18pt; line-height: 115%;">Dahulu
kala, di suatu danau di kota Magdha, hidup seekor kura-kura. Dua ekor angsa
undan juga hidup di dekat sana. Mereka bertiga adalah teman yang sangat akrab.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Pada suatu hari, beberapa nelayan tiba di sana dan berkata, “Kita
akan datang ke sini besok pagi dan menangkap ikan dan kura-kura.”<o:p></o:p></span></div>
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<span style="font-family: DaddysGirl; font-size: 18pt;"><br /></span></div>
<div style="background: white; line-height: 15.75pt; margin-bottom: .0001pt; margin: 0in; overflow: visible; text-align: justify;">
<a href="http://cicykasih.files.wordpress.com/2008/07/211.jpg"><span style="color: #004387; font-family: DaddysGirl; font-size: 18.0pt; mso-no-proof: yes; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shapetype id="_x0000_t75"
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<span style="font-family: DaddysGirl; font-size: 18pt; line-height: 115%;">Pada
waktu kura-kura mendengarnya, dia berkata kepada angsa-angsa undan, ” Apakah
kalian dengar apa yang dikatakan nelayan-nelayan tadi. Apa yang akan kita
lakukan sekarang?’<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Kami akan melakukan apa yang terbaik”. “Saya sudah pernah
melewati waktu yang sangat mengerikan dahulu”, kata kura-kura. “Jadi bisakah
engkau membantu saya pergi hari ini ke danau yang lain?”<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Tapi itu tidak aman untuk kamu dengan merangkak ke danau yang
lain”, kata angsa-angsa undan.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Baik, kamu bisa mengangkat saya ke sana dengan menumpang dua di
antara kamu” jawab kura-kura sambil merasa bahagia sekali dengan dirinya
sendiri.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; mso-line-height-alt: 15.75pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Bagaimana kita bisa melakukannya?” Tanya angsa-angsa undan.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; mso-line-height-alt: 15.75pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Masing-masing bisa memegang ujung kayu di paruhmu sementara saya
memegang kayu tengahnya di mulutku. Kemudian jika kamu terbang, saya bisa ikut
dengan kamu”, kata kura-kura.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; mso-line-height-alt: 15.75pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Rencana yang bagus sekali”, kata angsa-angsa undan. “Tapi ini
juga sangat berbahaya karena kalau kamu membuka mulutmu untuk bicara, kamu akan
terjatuh.”<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Apakah kamu mengira saya begitu bodoh?” Tanya kura-kura.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Kemudian pada waktu angsa-angsa undan itu terbang sambil
mengangkat temannya si kura-kura di kayu, mereka terlihat oleh beberapa orang
penggembala sapi yang berada di bawah.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Karena terkejut, para penggembala itu berkata, “Sesuatu yang aneh,
lihatlah! Angsa-angsa undan sedang membawa kura-kura ke suatu tempat.”<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; overflow: visible; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Wah, kalau kura-kura itu jatuh kita akan
memanggangnya”, kata salah satu gembala sapi.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; mso-line-height-alt: 15.75pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">“Saya akan memotong dia menjadi bagian-bagian kecil dan
memakannya” kata yang lain.<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Mendengar kata-kata yang begitu kasar dari para gembala sapi,
kura-kura lupa di mana dia sedang berada kemudian berteriak dengan marah, “Kamu
akan makan abu.”<o:p></o:p></span></div>
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<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Pada saat dia membuka mulutnya, ia kehilangan genggamannya dan dia
pun jatuh terpelanting ke tanah dan langsung disambar oleh gembala sapi
kemudian dibunuh.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; mso-line-height-alt: 15.75pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Angsa-angsa undan dengan sedih melihat kehancuran teman mereka (si
kura-kura) dan dengan putus asa mengharap bahwa dia seharusnya mendengar
nasihat mereka untuk tidak membuka mulutnya.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; mso-line-height-alt: 15.75pt; text-align: justify;">
<br /></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;">Oleh karenanya, nasehat yang baik itu tidaklah ternilai harganya.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0in; mso-line-height-alt: 15.75pt; text-align: justify;">
<span style="font-family: DaddysGirl; font-size: 18pt;"><br /></span></div>
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<span style="font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%; mso-bidi-font-family: "MV Boli";">Sumber :
</span><span style="font-family: DaddysGirl; font-size: 18.0pt; line-height: 150%;"><a href="http://ceritafabel.blogspot.com/">http://ceritafabel.blogspot.com/</a></span><span style="font-family: "MV Boli"; font-size: 16.0pt; line-height: 150%;"><o:p></o:p></span></div>
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<br /></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-37018461461059277372013-03-28T16:08:00.002-07:002013-03-28T16:08:57.300-07:00SEJARAH TELEVISI<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAPi89vz62OYWBM7_-nOhXhb0kuipHX13QlQDgzb13XnfUNLTPdBqtbYa5niUuLDugnxPshMmBcb_XzQFgqqP8b4HmhedBBK43tGaoGf6I2apbrDI_N3N_URLQAZ3hxVetJGCjmwLnf9wZ/s1600/logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAPi89vz62OYWBM7_-nOhXhb0kuipHX13QlQDgzb13XnfUNLTPdBqtbYa5niUuLDugnxPshMmBcb_XzQFgqqP8b4HmhedBBK43tGaoGf6I2apbrDI_N3N_URLQAZ3hxVetJGCjmwLnf9wZ/s1600/logo.jpg" /></a></div>
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<span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a><o:p></o:p></span></div>
<br />
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<b><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 150%;"><br /></span></b></div>
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<b><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 150%;">SEJARAH TELEVISI<o:p></o:p></span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span style="font-family: "MV Boli"; font-size: 20.0pt; line-height: 150%;"><br /></span></b></div>
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<i><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-font-kerning: 18.0pt;"><a href="http://adhiekloperer.blogspot.com/2012/02/sejarah-penemuan-televisi-di-dunia.html"><span style="color: #333333; text-decoration: none; text-underline: none;">Sejarah Penemuan
Televisi di Dunia</span></a><o:p></o:p></span></i></div>
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1dXk_KWiPZCTdz3UmaHMUx-2qA6OJIjVhuJYxsbz61US-crsgeaHz-axHUywgwsKcsPsc3lqnlVXj2UspuzyEA6-yp4H9XvvC35CI4VAQ39LT78zP0ExfjUAsCbTi40Nt_0oftS2wvgzF/s1600/televisi.jpg"><span style="color: #89bd5e; text-decoration: none; text-underline: none;"><!--[if gte vml 1]><v:shapetype
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";"><a href="http://adhiekloperer.blogspot.com/2012/02/sejarah-penemuan-televisi-di-dunia.html" target="_blank"><b><span style="color: #89bd5e; text-decoration: none; text-underline: none;">Sejarah Penemuan Televisi di Dunia</span></b></a> - Televisi adalah
sebuah temuan massal. Kenapa demikian?..karena merupakan perpaduan dari
beberapa hasil penemuan sebelumnya yang di terus kembangkan dari tahun ke
tahun. Televisi berasal dari kata tele=jauh dan vision=tampak.Jadi televisi
berarti tampak atau dapat melihat dari jarak jauh. penemuan televisi melibatkan
banyak pihak namun tidak dapat dipisahkan dari penemu dasar tentang Gelombang
Elektromagnet yaitu <b>Joseph Henry dan Michael Faraday(1831).</b><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgHjUnSdV71nyfsIJugX5QzjXxARVrHvkvJJbKyhPonXTYLbcBJ0kOSI_ltpWWpZ127DOtdiwK3UK9DdGrDFcxUEVyd0wjYIYfsTCpXe33kaHELQzlQx2LNakLWaTvNGxOZSjnsLbzBnQ7/s1600/tv.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgHjUnSdV71nyfsIJugX5QzjXxARVrHvkvJJbKyhPonXTYLbcBJ0kOSI_ltpWWpZ127DOtdiwK3UK9DdGrDFcxUEVyd0wjYIYfsTCpXe33kaHELQzlQx2LNakLWaTvNGxOZSjnsLbzBnQ7/s400/tv.jpg" width="400" /></a></div>
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<b><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span></b></div>
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">Berikut para penemu yang terlibat dalam
penemuan massal tersebut baik perorangan maupun badan usaha:<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1876 – George Carey
menciptakan selenium camera yang digambarkan dapat membuat seseorang melihat
gelombang listrik. Belakangan, Eugen Goldstein menyebut tembakan gelombang
sinar dalam tabung hampa itu dinamakan sebagai sinar katoda.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1884 – Paul Nipkov,
Ilmuwan Jerman, berhasil mengirim gambar elektronik menggunakan kepingan logam
yang disebut teleskop elektrik dengan resolusi 18 garis.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1888 – Freidrich
Reinitzeer, ahli botani Austria, menemukan cairan kristal (liquid crystals),
yang kelak menjadi bahan baku pembuatan LCD. Namun LCD baru dikembangkan
sebagai layar 60 tahun kemudian.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1897 – Tabung Sinar
Katoda (CRT) pertama diciptakan ilmuwan Jerman, Karl Ferdinand Braun. Ia membuat
CRT dengan layar berpendar bila terkena sinar. Inilah yang menjadi dassar
televisi layar tabung.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1900 – Istilah
Televisi pertama kali dikemukakan Constatin Perskyl dari Rusia pada acara
International Congress of Electricity yang pertama dalam Pameran Teknologi
Dunia di Paris.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1907 – Campbell
Swinton dan Boris Rosing dalam percobaan terpisah menggunakan sinar katoda
untuk mengirim gambar.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1927 – Philo T
Farnsworth ilmuwan asal Utah, Amerika Serikat mengembangkan televisi modern
pertama saat berusia 21 tahun. Gagasannya tentang image dissector tube menjadi
dasar kerja televisi.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1929 – Vladimir
Zworykin dari Rusia menyempurnakan tabung katoda yang dinamakan kinescope.
Temuannya mengembangkan teknologi yang dimiliki CRT.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1940 – Peter Goldmark
menciptakan televisi warna dengan resolusi mencapai 343 garis.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1958 – Sebuah karya
tulis ilmiah pertama tentang LCD sebagai tampilan dikemukakan Dr. Glenn Brown.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1964 – Prototipe sel
tunggal display Televisi Plasma pertamakali diciptakan Donald Bitzer dan Gene
Slottow. Langkah ini dilanjutkan Larry Weber.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 11.25pt; margin-right: 0in; margin-top: 0in; mso-line-height-alt: 15.6pt; mso-list: l0 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<!--[if !supportLists]--><span style="color: #333333; font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 16.0pt; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1967 – James Fergason
menemukan teknik twisted nematic, layar LCD yang lebih praktis.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1968 – Layar LCD
pertama kali diperkenalkan lembaga RCA yang dipimpin George Heilmeier.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1975 – Larry Weber
dari Universitas Illionis mulai merancang layar plasma berwarna.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1979 – Para Ilmuwan
dari perusahaan Kodak berhasil menciptakan tampilan jenis baru organic light
emitting diode (OLED). Sejak itu, mereka terus mengembangkan jenis televisi
OLED. Sementara itu, Walter Spear dan Peter Le Comber membuat display warna LCD
dari bahan thin film transfer yang ringan.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1981 – Stasiun
televisi Jepang, NHK, mendemonstrasikan teknologi HDTV dengan resolusi mencapai
1.125 garis.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1987 – Kodak
mematenkan temuan OLED sebagai peralatan display pertama kali.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1995 – Setelah puluhan
tahun melakukan penelitian, akhirnya proyek layar plasma Larry Weber selesai.
Ia berhasil menciptakan layar plasma yang lebih stabil dan cemerlang. Larry
Weber kemudian megadakan riset dengan investasi senilai 26 juta dolar Amerika
Serikat dari perusahaan Matsushita.<o:p></o:p></span></div>
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</span></span><!--[endif]--><span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">Dekade 2000- Masing
masing jenis teknologi layar semakin disempurnakan. Baik LCD, Plasma maupun CRT
terus mengeluarkan produk terakhir yang lebih sempurna dari sebelumnya.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">penemuan televisi mampu mengubah peradapan
dunia dalam segala bidang dan sisi kehidupan.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxPU838Pif87toOLZUY2szU7-rgSwXxNM5Z9oZj_os6cT0hQ29IYIk2ReJlVkt74NKVadWVGQuQwc42SAPRJvMv_XeZ3ytNH8UF6IEUwoSBswfHCoHU70T5XXj3Fb7fnA4M_B_f6251JaZ/s1600/tv2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxPU838Pif87toOLZUY2szU7-rgSwXxNM5Z9oZj_os6cT0hQ29IYIk2ReJlVkt74NKVadWVGQuQwc42SAPRJvMv_XeZ3ytNH8UF6IEUwoSBswfHCoHU70T5XXj3Fb7fnA4M_B_f6251JaZ/s1600/tv2.jpg" /></a></div>
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b>ada 2 jenis televisi yaitu</b>:<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">1. Televisi analog<br />
Televisi analog mengkodekan informasi gambar dengan memvariasikan voltase
dan/atau frekuensi dari sinyal. Seluruh sistem sebelum Televisi digital dapat
dimasukan ke analog.<br />
2. Televisi digital<br />
Televisi digital adalah jenis televisi yang menggunakan modulasi digital dan
sistem kompresi untuk menyiarkan sinyal video, audio, dan data ke pesawat
televisi. <o:p></o:p></span></div>
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<br /></div>
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<span style="color: #333333; font-family: "MV Boli"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman";">Sumber : </span><a href="http://adhiekloperer.blogspot.com/2012/02/sejarah-penemuan-televisi-di-dunia.html">http://adhiekloperer.blogspot.com/2012/02/sejarah-penemuan-televisi-di-dunia.html</a></div>
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<span style="font-family: "MV Boli"; font-size: 12.0pt;">FITRIA PRATIWI<o:p></o:p></span></div>
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<span style="font-family: "MV Boli"; font-size: 12.0pt;">12110849<o:p></o:p></span></div>
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<span style="font-family: "MV Boli"; font-size: 12.0pt;">3 KA 21</span><span style="color: #333333; font-family: "MV Boli"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-20729451474140911422013-03-28T15:59:00.001-07:002013-03-28T15:59:11.749-07:00CARA MEMBUAT LILIN HIAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFnyKH2uPWp2lzy54qZqUKIGT3D14Y6OJZFFZgSMhpuR2OvDEKzADrlhV2fViCbrzgPTHDhwggz0gz7gLXRe3xC3rGIbxZgQx4gqaFdS3NzGi7o7r7OVwXg8P11rDYmPBsWLc-S0s-29ag/s1600/logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFnyKH2uPWp2lzy54qZqUKIGT3D14Y6OJZFFZgSMhpuR2OvDEKzADrlhV2fViCbrzgPTHDhwggz0gz7gLXRe3xC3rGIbxZgQx4gqaFdS3NzGi7o7r7OVwXg8P11rDYmPBsWLc-S0s-29ag/s1600/logo.jpg" /></a></div>
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<span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a><o:p></o:p></span></div>
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<b><span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 22.0pt; line-height: 150%;">CARA PEMBUATAN LILIN HIAS<o:p></o:p></span></b></div>
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<b><span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 22.0pt; line-height: 150%;"><br /></span></b></div>
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<b><span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">1.1</span></b><b><span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span></b><b><span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">Bahan-bahan<o:p></o:p></span></b></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">Sebelum membuat
kita harus tahu bahan bakunya.”paraffin wax adalah bahan baku utama,”untuk
membuat lilin berbusa seperti salju dan ice cream,harus ditambah dengan bahan
STA.sedangkan untuk membuat lilin cetak seperti boneka atau bunga mesti di
tambahkan candle wax.”kalau ingin membuat motif marmer atau retak,pakai gliter
wax 100 persen.nah untuk membuat lilin bening,harus memakai bahan polimer TC
dan paraffin liquid,”bahan – bahan itu bisa di dapatkan di toko-toko
bahan-bahan kimia.<o:p></o:p></span></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgre_4QB3SFhITtolUr_K1Py91BnjRD2yC2EVr1-rzOiwJgsS2MIuTY-9KRnbhV0bbVQjFVJeczaQQoL4tUdk8WZh79W5-ffphjyDaCrXzEf1c-F22q5Fm2I_BN_Mu5rUNsGCWBbSo5_oFk/s1600/lilin1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgre_4QB3SFhITtolUr_K1Py91BnjRD2yC2EVr1-rzOiwJgsS2MIuTY-9KRnbhV0bbVQjFVJeczaQQoL4tUdk8WZh79W5-ffphjyDaCrXzEf1c-F22q5Fm2I_BN_Mu5rUNsGCWBbSo5_oFk/s400/lilin1.jpg" width="375" /></a></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">1.2</span><span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"> </span><span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";">Cara membuat lilin hias<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> Kalau
ingin mencairkan lilin,letakkan bahan-bahan tersebut pada suatu wadah dan bakar
hingga semua mencair dan berwarna bening.”api jangan terlalu besar dan jangan
ditinggal-tinggal karna bahan – bahan tersebut cepat mencair.”<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> Pemberian
warna dilakukan ketika bahan lilin mencair.dan harus berani soalnya,warna lilin
hias ketika mencair lebih tua dari pada ketika beku.<o:p></o:p></span></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> Lilin
juga bisa diberi farfum,pemberian farfum dilakukan paling akhir pada saat
cairan lilin akan dituang kedalam cetakan farfumnya juga harus yang khusus buat
lilin yaitu tahan panas dan tahan lama,untuk sumbu sebaiknya memakai bahan
katun 100 persen.supaya sumbu tahan lama. Sebelum di pakai celupkan kedalam
cairan lilin sampai kotoran berupa busa keluar.”ambil dan tarik sampai sumbunya
kaku.untuk membuat toping ke ice cream,panaskan paraffin wax dan STA sampai
meleleh semua,diamkan sampai ada lapisan putih diatasnya.lalu kocok seperti
mengocok putih telur sampai setengah membeku.<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: right;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg9vmKWn-lRaQ0EcOa2pbeloj9xnOPXcSX1OvX5H7S2pz-o3lWcBKW2b-B92xlDrLyXOeS1135tCAlzlx8eOox-VKfjbEaToIb9pYYuRRWMtYXhGXGUGBV9CxrMSTsu1v4XDvQqpibLb9o/s1600/lilin.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg9vmKWn-lRaQ0EcOa2pbeloj9xnOPXcSX1OvX5H7S2pz-o3lWcBKW2b-B92xlDrLyXOeS1135tCAlzlx8eOox-VKfjbEaToIb9pYYuRRWMtYXhGXGUGBV9CxrMSTsu1v4XDvQqpibLb9o/s400/lilin.jpg" width="400" /></a></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
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<span style="color: #222222; font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: Arial; mso-fareast-font-family: "Times New Roman";"> Membuat
lilin yang berbentuk marmer atau retak tidak kalah mudah,panaskan gliter wax
sampai ada bintik-bintik seperti jarum pada permukaannya,lalu pasang
sumbunya.”setelah membeku ,motif marmer atau retak akan kliatan.<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt; line-height: 150%;">Sumber:
<a href="http://usahalilinhias.blogspot.com/2012/06/cara-membuat-lilin-hias.html">http://usahalilinhias.blogspot.com/2012/06/cara-membuat-lilin-hias.html</a><o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt;">FITRIA
PRATIWI<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt;">12110849<o:p></o:p></span></div>
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<span style="font-family: "Tekton Pro Ext","sans-serif"; font-size: 16.0pt;">3 KA 21<o:p></o:p></span></div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com5tag:blogger.com,1999:blog-3798801369873111241.post-49847155224922455392013-03-28T15:35:00.004-07:002013-03-28T15:35:50.980-07:00PENALARAN<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a><o:p></o:p></span></div>
<br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 24.0pt; line-height: 150%;">PENALARAN<o:p></o:p></span></b></div>
<br />
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<br /></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Penalaran</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Penalaran
(reasoning, jalan pikiran) adalah suatu proses berpikir yang berusaha
menghubung-hubungkan fakta-fakta atau evidensi-evidensi yang diketahui menuju
kepada suatu kesimpulan. Bila kita bandingkan argumentasi dengan sebuah
bangunan, maka fakta, evidensi, dan sebagainya dapat disamakan dengan batu
bata, batu kali, semen, dsb. Sedangkan proses penalaran itu sendiri dapat
disamakan dengan bagan atau arsitektur untuk membangun gedung tersebut.
Penalaran merupakan sebuah proses berpikir untuk mencapai suatu kesimpulan yang
logis.</span></div>
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Penalaran bukan saja dapat dilakukan dengan mempergunakan</span><span style="font-family: 'Times New Roman', serif; font-size: 14pt; line-height: 150%;"> fakta-fakta yang
masih berbentuk polos, tetapi dapat juga dilakukan dengan mempergunakan
fakta-fakta yang telah dirumuskan dalam kalimat-kalimat yang berbentuk pendapat
atau kesimpulan. Kalimat-kalimat semacam ini, dalam hubungan dengan proses
berpikir tadi disebut proposisi. Proposisi dapat kita batasi sebagai pernyataan
yang dapat dibuktikan kebenarannya atau dapat ditolak karena kesalahan yang
terkandung di dalamnya. Sebuah pernyataan dapat dibenarkan bila terdapat
bahan-bahan atau fakta-fakta untuk membuktikannya. Sebaliknya sebuah pernyataan
atau proposisi dapat disangkal atau ditolak bila terdapat fakta-fakta yang
menentangnya.</span></div>
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Proposisi selalu berbentuk kalimat, tetapi tidak semua kalimat adalah
proposisi. Hanya kalimat deklaratif yang dapat mengandung proposisi, karena
hanya kaliamat semacam itulah yang dapat dibuktikan atau disangkal
kebenarannya. Kalimat-kalimat tanya, perintah, harapan, dan keinginan
(desideratif) tidak pernah mengandung proposisi.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">I.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> <b>Argumentasi</b><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Menurut
Buku ‘Argumentasi dan Narasi’ karya Gorys Keraf, Argumentasi adalah suatu
bentuk retorika yang berusaha untuk mempengaruhi sikap dan pendapat orang lain,
agar mereka itu percaya dan akhirnya bertindak sesuai dengan apa yang
diinginkan oleh penulis atau pembicara. Melalui argumentasi penulis berusaha
merangkaikan fakta-fakta sedemikian rupa, sehingga ia mampu menunjukkan apakah
suatu pendapat atau suatu hal tertentu itu benar atau tidak.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">misalnya
topik ‘perguruan tinggi’. Melalui argumentasi, penulis menyatakan pendiriannya
agar diadakan perubahan dan perbaikan, atau bagaimana seharusnya kebijaksanaan
pendidikan di perguruan tinggi. Agar para pembaca dapat diyakinkan mengenai
maksudnya itu, penulis harus mengemukakan pula bukti-bukti untuk memperkuat pendirian
atau pendapatnya itu.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dasar
sebuah tulisan yang bersifat argumentatif adalah berpikir kritis dan logis.
Untuk itu, penulis harus bertolak dari fakta-fakta atau evidensi-evidensi yang
ada. Disamping memerlukan penjelasan, argumentasi memerlukan juga keyakinan
dengan perantaraan fakta-fakta itu. Oleh sebab itu, penulis harus meneliti
apakah semua fakta yang akan dipergunakan itu benar, dan harus meneliti pula
bagaimana relevansi kualitasnya dengan maksudnya.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pada
hakikatnya, evidensi adalah semua fakta yang ada, semua kesaksian, semua
informasi, atau autoritas, dan sebagainya yang dihubung-hubungkan untuk
membuktikan suatu kebenaran. Dalam argumentasi, seorang penulis boleh
mengandalkan argumentasinya pada pernyataan saja, bila ia menganggap pembaca sudah
mengetahui fakta-faktanya, serta memahami sepenuhnya kesimpulan-kesimpulan yang
diturunkan daripadanya. Evidensi itu berbentuk data atau informasi, yaitu bahan
keterangan yang diperoleh dari suatu sumber tertentu, biasanya berupa
statistik, dan keterangan-keterangan yang dikumpulkan atau diberikan oleh
orang-orang kepada seseorang, semuanya dimasukkan dalam pengertian data (apa
yang diberikan) dan informasi (bahan keterangan).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Penalaran merupakan sebuah proses berpikir untuk mencapai
suatu kesimpulan yang logis. Penalaran bukan saja dapat dilakukan dengan
mempergunakan fakta-fakta yang masih berbentuk polos, tetapi dapat juga
dilakukan dengan mempergunakan fakta-fakta yang telah dirumuskan dalam
kalimat-kalimat yang berbentuk <i>pendapat</i> atau <i>kesimpulan</i>. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sebagai contoh:<o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Semua manusia akan mati pada suatu waktu.</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Beberapa orang Indonesia memiliki kekayaan yang
berlimpah-limpah.</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Kota Bandung hancur dalam Perang Dunia Kedua karena bom
atom.</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Semua gajah telah punah tahun 1980.</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Keempat
kalimat tersebut merupakan proposisi; kedua kalimat yang pertama dapat
dibuktikan kebenarannya, dan kedua kalimat terakhir ditolak karena fakta-fakta
yang ada menentang kebenarannya. Namun, keempat kalimat tersebut tetap
merupakan proposisi.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Proposisi
selalu berbentuk kalimat, tetapi tidak semua kalimat adalah proposisi. Hanya
kalimat deklaratif yang dapat mengandung proposisi, karena hanya kalimat
semacam itulah yang dapat dibuktikan atau disangkal kebenarannya.
Kalimat-kalimat tanya, perintah, harapan, dan keinginan (desideratif) tidak
pernah mengandung proposisi.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Inferensi berasal dari kata Latin <i>inferre</i> yang
berarti menarik kesimpulan. Implikasi juga berasal dari bahasa Latin yaitu dari
kata <i>implicare</i>yang berarti melibat atau merangkum. Dalam logika,
juga dalam bidang ilmiah lainnya, inferensi adalah kesimpulan yang diturunkan
dari apa yang ada atau dari fakta-fakta yang ada. Sedangkan implikasi adalah
rangkuman, yaitu sesuatu dianggap ada karena sudah dirangkum dalam fakta atau
evidensi itu sendiri.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Untuk
membuktikan suatu kebenaran, argumentasi mempergunakan prinsip-prinsip logika
sebagai telah dikemukakan diatas. Logika merupakan suatu cabang ilmu yang
berusaha menurunkan kesimpulan-kesimpulan melalui kaidah-kaidah formal yang
absah (valid).<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Istilah
benar dan salah pertama-tama dipergunakan dalam argumentasi. Sebaliknya, untuk
logika dipergunakan istilah absah (valid) dan tak absah (invalid). Bila semua
bentuk formal yang diperlukan untuk menurunkan suatu kesimpulan dipenuhi, maka
silogisme dinyatakan absah. Bila silogisme itu absah, maka dengan sendirinya
kesimpulan yang diperoleh juga bersifat absah. Dalam argumentasi, yang
dijadikan persoalan adalah apakah semua proposisi bersama konklusinya itu benar
atau tidak. Sebagai contoh:<o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Premis Mayor</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> : Semua mahasiswa adalah pejuang.<o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Premis Minor</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> : Ali adalah seorang mahasiswa.<o:p></o:p></span></div>
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<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Konklusi</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> :
Sebab itu, Ali adalah seorang pejuang.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dari
segi formal, silogisme diatas bersifat absah. Namun sebagai argumen, silogisme
itu tidak meyakinkan, karena proposi mayornya salah atau diragukan kebenarannya.
Akan tetapi, jika kita menerima proposisi mayornya, maka kesimpulannya bersifat
absah. Oleh sebab itu, penulis harus yakin bahwa semua premis mengandung
kebenaran, sehingga ia dapat mempengaruhi sikap pembaca. Untuk membuktikan
sesuatu, silogisme bukan saja harus mengandung sebuah struktur yang absah
tetapi proposisinya juga harus mengandung pernyataan-pernyataan yang benar
mengenai dunia kita ini. Logika memusatkan perhatiannya pada proses berpikir,
sedangkan retorika memusatkan perhatiannya pada isi, pada kebenaran yang nyata
yang ada di alam.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dasar yang harus diperhatikan
sebagai titik tolak argumentasi adalah:<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Penulis
harus mengetahui serba sedikit tentang subyek yang akan dikemukakannya,
sekurang-kurangnya mengenai prinsip-prinsip ilmiahnya. Dengan demikian, penulis
dapat memperdalam masalah dengan penelitian, observasi, dan autoritas untuk
memperkuat data dan informasi yang telah diperolehnya.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Penulis
harus bersedia mempertimbangkan pandangan-pandangan atau pendapat-pendapat yang
bertentangan dengan pendapatnya sendiri. Dengan tujuan untuk mengetahui apakah
diantara fakta-fakta yang diajukan lawan ada yang dapat dipergunakannya,
sehingga justru akan memperlemah pendapat lawan.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3. Penulis
harus berusaha untuk mengemukakan pokok persoalannya dengan jelas, harus
menjelaskan mengapa ia harus memilih topik tersebut. Sementara itu pula, ia
harus mengemukakan konsep-konsep dan istilah-istilah yang tepat.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4. Penulis
harus menyelidiki persyaratan mana yang masih diperlukan bagi tujuan-tujuan
lain yang tercakup dalam persoalan yang dibahas, dan sampai dimana kebenaran
dari pernyataan yang telah dirumuskannya itu.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">5. Dari
semua maksud dan tujuan yang terkandung dalam persoalan itu, maksud mana yang
lebih memuaskan penulis untuk menyampaikan masalahnya.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Untuk
membatasi persoalan dan menetapkan titik ketidaksesuaian, maka sasaran yang
harus ditetapkan untuk diamankan oleh setiap penulis argumentasi adalah:<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Argumentasi
harus mengandung kebenaran untuk mengubah sikap dan keyakinan orang mengenai
topik yang akan diargumentasikan<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Penulis
harus berusaha untuk menghindari setiap istilah yang dapat menimbulkan
prasangka tertentu.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3. Sering
timbul ketidaksepakatan dalam istilah-istilah. Sedangkan tujuan argumenasi
adalah menghilangkan ketidaksepakatan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4. Pengarang
harus menetapkan secara tepat titik ketidaksepakatan yang akan
diargumentasikan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Langkah-langkah penulis sebelum
mengemukakan argument, diantaranya:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Proses
pengumpulan bahan-bahan yang diperlukan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Rencana
penyusunan yang baik atau terarah.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Argumentasi harus terdiri dari, <i>pendahuluan</i> adalah
tidak lain dari pada menarik perhatian pembaca, memusatkan perhatian pembaca
kepada argumen-argumen yang akan disampaikan, serta menunjukkan dasar-dasar
mengapa argumentasi itu harus dikemukakan dalam kesempatan tersebut. Karena
sebuah argumentasi harus memancarkan kebenaran atau sebuah tenaga yang kuat
untuk mempengaruhi sikap pembaca, maka tidak boleh ada hal-hal yang
kontroversial dimasukkan ke dalam pendahuluan. Penulis harus berusaha untuk
menyegarkan kembali ingatan pembaca tentang latar belakang dan seluk-beluknya
sebelum memasuki argumentasi itu sendiri. Untuk menetapkan apa dan berapa
banyak bahan yang diperlukan dalam bagian pendahuluan, maka penulis
mempertimbangkan beberapa segi, yaitu<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.
Penulis harus menegaskan mengapa persoalan itu dibicarakan pada saat ini.
Bila dianggap waktunya tepat untuk mengemukakan persoalan itu, serta dapat
dihubungkan dengan peristiwa-peristiwa lainnya yang mendapat perhatian saat
ini, maka fakta-faktanya merupakan suatu titik tolak yang sangat baik.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.
Penulis harus menjelaskan latar belakang historis yang mempunyai hubungan
langsung dengan persoalan yang akan diargumentasikan, sehingga dengan demikian
pembaca dapat memperoleh pengertian dasar mengenai hal tersebut.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.
Pendahuluan harus harus jelas dibedakan persoalan-persoalan yang
menyangkut selera dan persoalan-persoalan yang membawa ke konklusi yang
obyektif.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">
Tubuh argumen</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">,
pengarang harus terus-menerus menempatkan dirinya di pihak pembaca, misalnya
dengan menanyakan: apakah evidensi itu dapat diterima bila ia berada di tempat
pembaca, apakah evidensi itu sungguh-sungguh mempunyai pertalian dengan pokok persoalan,
apakah tidak ada cara lain yang lebih baik, dan sebagainya. Perlu ditegaskan,
pengungkapan evidensi itu harus merupakan suatu proses yang selektif, dengan
menampilkan bahan-bahan yang terbaik saja serta menolak evidensi-evidensi yang
kurang baik.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">
Kesimpulan dan ringkasan</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">.
Dengan tidak mempersoalkan topik mana yang dikemukakan dalam argumentasi,
penulis harus menjaga agar konklusi yang disimpulkannya tetap memelihara
tujuan, dan menyegarkan kembali ingatan pembaca tentang apa yang telah dicapai,
dan kenapa konklusi-konklusi itu diterima sebagai sesuatu yang logis. Dalam
tulisan-tulisan biasa, dimana tidak boleh dibuat kesimpulan-kesimpulan, maka
dapat dibuat ringkasan dari pokok-pokok yang penting sesuai dengan urutan
argumen-argumen dalam tubuh karangan itu.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">II.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> <b>Deskripsi</b><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Deskripsi
merupakan pemaparan atau penggambaran dengan kata-kata suatu benda, tempat,
suasana, atau keadaan. Seorang penulis deskripsi mengharapkan pembacanya,
melalui tulisannya, dapat ‘melihat’ apa yang dilihatnya, dapat ‘mendengar’ apa
yang didengarnya, ‘mencium bau’ yang diciumnya, ‘mencicipi’ apa yang
dimakannya, ‘merasakan’ apa yang dirasakannya, serta sampai pada ‘kesimpulan’
yang sama dengannya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Jika
dituliskan dengan baik,artinya jika penulisnya mempunyai pengamatan yang tajam
dengan semua alat-alat inderanya, kemudian menuliskannya dengan kata-kata yang
tepat, deskripsi ini dapat merupakan tulang punggung penulisan yang ‘hidup’ dan
‘menawan’.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Ada
berbagai cara menuliskan deskripsi, dan perbedaan-perbedaan ini timbul karena
pada dasarnya tidak ada dua orang manusia yang mempunyai pengamatan yang sama,
dan lagi pula tujuan pengamatan itu pun berbeda-beda pula. Bentuk deskripsi ada
dua macam, yaitu:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Deskripsi Ekspositori<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Deskripsi
ekspositori adalah yang sangat logis, yang isinya biasanya merupakan daftar
rincian, semuanya, atau yang menurut penulisnya hal yang penting-penting saja,
yang disusun menurut system dan urutan-urutan logis obyek yang diamati itu.
Sebagai contoh, mendeskripsikan rangkaian kereta api, maka urutan-urutan
logisnya agaknya pastilah dari depan, lokomotifnya, ke belakang,
gerbong-gerbong yang mengekori lokomotif tadi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Deskripsi Impresionistis<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Deskripsi
impresionistis atau deskripsi stimulatif, adalah untuk menggambarkan impresi
penulisnya, atau untuk menstimulir pembacanya. Bentuk deskripsi ini lebih
menekankan impresi atau kesan penulisnya ketika melakukan observasi atau ketika
menuliskan impresi tersebut. Urutan-urutan yang dipakai dalam deskripsi
impresionis adalah menurut kuat-lemahnya kesan penulis terhadap bagian-bagian
obyek itu. Misalnya, seseorang yang mendiskripsikan kamar asrama tempat
temannya tinggal, dan bermaksud menonjolkan kejorokan yang dilihatnya di sana,
agaknya akan mulai dengan bau yang diciuminya. Ini adalah yang paling alamiah,
rangsangan bau jauh lebih besar pengaruhnya terhadap manusia dibandingkan
dengan rangsangan penglihatan atau pendengaran.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">III.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> <b>Narasi</b><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
bisa berisi fakta, bisa pula fiksi atau rekaan, yang direka-reka atau
dikhayalkan oleh pengarangnya saja. Yang berisi fakta adalah biografi (riwayat
hidup seseorang), otobiografi (riwayat hidup seseorang yang ditulisnya
sendiri), kisah-kisah sejati seperti “Pengalaman yang Tidak Terlupakan”, “Kisah
Sejati”, dan lainnya yang banyak ditemukan di dalam media massa. Yang berisi
rekaan atau fiksi adalah novel, cerita pendek, cerita bersambung, dan cerita
bergambar.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Di
dalam sebuah narasi, bisa terdapat sebuah alur saja, bisa pula lebih. Bisa pula
terdapat sebuah alur utama dan beberapa buah alur tambahan atau sub-plot.
Narasi yang tidak sempurna merupakan narasi yang tanpa konflik. Namun dalam
kisah perjalanan, tekanan biasanya diberikan pada deskripsi atau penggambaran
segala sesuatu yang diamati selama perjalanan itu, atau eksposisi yang
menyingkapkan hal-hal yang selama ini tidak diketahui oleh orang, atau menjawab
pertanyaan ‘Mengapa?’ dan ‘Bagaimana?’<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Alur
itu memiliki latar waktu dan latar tempat. Untuk mempertajam suatu kejadian,
maka diperlukan beberapa latar lainnya seperti latar sosial, latar budaya,
latar ekonomi, latar politik pemerintahan, dan berbagai latar lainnya. Warna
lokal yang tajam menggambarkan bukan saja waktu dan tempat terjadinya
peristiwa, tetapi juga sosial budaya serta semua hal-hal yang dibicarakan,
sehingga cerita yang sama tidak bisa terjadi di tempat lain atau pada waktu
yang lain.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dalam Bahasa Inggris, istilah <i>Point of View</i>,
dalam kaitannya dengan narasi, bukan saja berarti ‘sudut pandang’, tetapi lebih
dalam dari itu, karena menyangkut struktur dramatikal sebuah narasi. Ini
menyangkut siapa yang ‘bercerita’ di dalam narasi itu, dan ini sangat
mempengaruhi struktur cerita. Oleh karena itu, <i>Point of View</i> di
dalam buku Menulis Secara Populer, diterjemahkan dengan ‘posisi narator’.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Dalam
sebuah narasi tentulah ada yang bercerita, yang menceritakan kepada pembaca apa
saja yang terjadi. Pada satu ujung kita melihat ada cerita yang memakai ‘aku’
atau ‘saya’ sebagai tokoh utama dalam cerita itu. Dengan sendirinya apa yang
kita dapatkan dari cerita itu adalah apa-apa yang dilihat, didengar, serta
dialami oleh ‘aku’ itu. Narasi seperti itu sering disebut sebagai narasi dengan
posisi ‘orang pertama’ atau ‘Aku-an’.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Pada ujung lain kita temukan cerita yang naratornya tidak
kelihatan, tetapi dia mengetahui semua peristiwa, semua perasaan, dan pikiran
semua tokoh di dalam cerita tersebut. Cerita seperti ini selalu memakai bentuk
orang ketiga, yaitu ‘dia’. Posisi narator disini adalah seperti yang
serba tahu, yang <i>omniscient</i>, istilah inggrisnya. dan narasi seperti
ini sering disebut sebagai narasi ‘Dia-an’.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Berdasarkan pada buku yang berjudul ‘Argumentasi dan Narasi’
karya Gorys Keraf, pengertian narasi mencakup dua unsur dasar yaitu <i>perbuatan</i>atau <i>tindakan</i> yang
terjadi dalam suatu <i>rangkaian waktu.</i> Apa yang telah terjadi
tidak lain dari pada tindak-tanduk yang dilakukan oleh orang-orang atau
tokoh-tokoh dalam suatu rangkaian waktu. Narasi mengisahkan suatu kehidupan
yang dinamis dalam suatu rangkaian waktu.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
dibatasi sebagai suatu bentuk wacana yang sasaran utamanya adalah tindak-tanduk
yang dijalin dan dirangkaikan menjadi sebuah peristiwa yang terjadi dalam suatu
kesatuan waktu. Atau dapat juga, narasi adalah suatu bentuk wacana yang
berusaha menggambarkan dengan sejelas-jelasnya kepada pembaca suatu peristiwa
yang telah terjadi. Ada narasi yang hanya bertujuan untuk memberi informasi
kepada para pembaca, agar pengetahuannya bertambaha luas, yaitu<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">
narasi ekspositoris</span></i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">.
Disamping itu juga ada narasi yang disusun dan disajikan sekian macam, sehingga
mampu menimbulkan daya khayal para pembaca. Ia berusaha menyampaikan sebuah
makna kepada para pembaca melalui daya khayal yang dimilikinya, narasi semacam
ini disebut<i>narasi sugestif</i>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Narasi Ekspositoris<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
ekspositoris bertujuan untuk menggugah pikiran para pembaca untuk mengetahui
apa yang dikisahkan. Sasaran utamanya adalah rasio, yaitu berupa perluasan
pengetahuan para pembaca sesudah membaca kisah tersebut.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
ekspositoris yang bersifat generalisasi adalah narasi yang menyampaikan suatu
proses yang umum, yang dapat dilakukan siapa saja, dan dapat pula dilakukan
secara berulang-ulang. Misalnya suatu wacana naratif yang menceritakan bagaiman
seorang menyiapkan nasi goreng, bagaimana membangun sebuah kapal dengan
mempergunakan bahan fero-semen, dan sebagainya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
yang bersifat khusus adalah narasi yang berusaha menceritakan suatu peristiwa
yang khas, yang hanya terjadi satu kali dan yang tidak dapat diulang kembali,
karena merupakan kejadian pada suatu waktu tertentu saja. Misalnya narasi
mengenai pengalaman seseorang yang pertama kali masuk sebuah perguruan tinggi,
pengalaman seorang pertama kali mengarungi samudera luas, pengalaman seorang
gadis yang pertama kali menerima curahan kasih dari seorang pria idamannya.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Narasi Sugestif<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
sugestif merupakan suatu rangkaian peristiwa yang disajikan sekian macam
sehingga merangsang daya khayal para pembaca. Pembaca menarik suatu makna baru
di luar apa yang diungkapkan secara eksplisit, yaitu sesuatu yang tersurat
mengenai obyek atau subyek yang bergerak dan bertindak, sedangkan makna yang
baru adalah sesuatu yang tersirat.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Perbedaan
pokok antara narasi ekspositoris dan narasi sugestif adalah:<o:p></o:p></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0in 0in 0in 0in; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid #333333 1.0pt; mso-border-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 198.75pt;" valign="bottom" width="265">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
Ekspositoris<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid #333333 1.0pt; mso-border-alt: solid #333333 .75pt; mso-border-left-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 220.5pt;" valign="bottom" width="294">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Narasi
Sugestif<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid #333333 1.0pt; mso-border-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 198.75pt;" valign="bottom" width="265">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Memperluas
pengetahuan.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #333333 1.0pt; border-left: none; border-right: solid #333333 1.0pt; border-top: none; mso-border-alt: solid #333333 .75pt; mso-border-left-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 220.5pt;" valign="bottom" width="294">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1. Menyampaikan
suatu makna atau suatu amanat yang tersirat.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid #333333 1.0pt; mso-border-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 198.75pt;" valign="bottom" width="265">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Menyampaikan
informasi mengenai suatu kejadian.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #333333 1.0pt; border-left: none; border-right: solid #333333 1.0pt; border-top: none; mso-border-alt: solid #333333 .75pt; mso-border-left-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 220.5pt;" valign="bottom" width="294">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2. Menimbulkan
daya khayal.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid #333333 1.0pt; mso-border-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 198.75pt;" valign="bottom" width="265">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3. Didasarkan
pada penalaran untuk mencapai kesepakatan rasional.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #333333 1.0pt; border-left: none; border-right: solid #333333 1.0pt; border-top: none; mso-border-alt: solid #333333 .75pt; mso-border-left-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 220.5pt;" valign="bottom" width="294">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3. Penalaran
hanya berfungsi sebagai alat untuk menyampaikan makna, sehingga jika perlu
penalaran dapat dilanggar.<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid #333333 1.0pt; mso-border-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 198.75pt;" valign="bottom" width="265">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4. Bahasanya
lebih condong ke bahasa informatif dengan titik berat pada penggunaan
kata-kata denotative.<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid #333333 1.0pt; border-left: none; border-right: solid #333333 1.0pt; border-top: none; mso-border-alt: solid #333333 .75pt; mso-border-left-alt: solid #333333 .75pt; mso-border-top-alt: solid #333333 .75pt; padding: 12.0pt 12.0pt 12.0pt 12.0pt; width: 220.5pt;" valign="bottom" width="294">
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4. Bahasanya
lebih condong ke bahasa figuratif dengan menitikberatkan penggunaan kata-kata
konotatif.<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">IV.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"> <b>Eksposisi</b><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Eksposisi itu adalah menyingkapkan. Sesuatu yang
disingkapkan itu adalah sesuatu yang selama ini tertutup, terlindungi, atau
tersembunyi, yaitu buah pikiran atau ide, perasaan atatu pendapat penulisnya,
untuk diketahui orang lain. Di dalam eksposisi, sesuatu yang akan diungkapkan
ini disebut thesis. (Ini kira-kira sama dengan apa yang disebut dengan ‘tema’
ketika kita membicarakan narasi). Jika kita ‘gambarkan’ ragangan, kerangka,
atau yang biasa disebut di dalam Bahasa Inggris <i>outline</i>, eksposisi
itu adalah:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">a. Tesis<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">b. 1.
Kelas I (pembuktian pertama)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.
Kelas II (pembuktian kedua)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.
Kelas III (pembuktian ketiga)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4.
dst. (Kelas/pembuktian berikutnya)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">c. Kesimpulan<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">a. Tesis<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Tesis
adalah inti sebuah eksposisi. Misalkan, kita ingin menyingkapkan buah pikiran
kita, misalnya bahwa ‘seharusnya merokok dilarang di negeri ini. Dengan
sendirinya, itulah tesis. Tesis ini dapat diungkapkan dalam sebuah kalimat yang
utuh: “… seharusnya merokok dilarang di Indonesia”. Namun, tesis ini dapat pula
hanya disiratkan dengan berbagai cara di dalam sebuah paragraf, sehingga tidak
diungkapkan dalam sebuah kalimat atau penggal kalimat.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">b. Kelas-kelas<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 11.25pt; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Uraian
yang mendukung atau membuktikan kebenaran tesis ini disebut kelas-kelas. Di
dalam sebuah eksposisi yang baik biasanya ada beerapa kelas. Jika penulisnya
ingin mengajukan tiga pembuktian, yaitu tiga argumentasi untuk mendukung
tesisnya, maka dikatakan bahwa eksposisi itu mempunyai tiga kelas. Masing-masing
kelas biasanya dituangkan ke dalam sebuah paragraf yang terpisah. Dengan
demikian, maka ada eksposisi dengan empat kelas, lima kelas, dan seterusnya.<o:p></o:p></span></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">PROPOSISI<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">adalah “pernyataan
dalam bentuk kalimat yang memiliki arti penuh, serta mempunyai nilai benar atau
salah, dan tidak boleh kedua-duanya”.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Maksud kedua-duanya ini
adalah dalam suatu kalimat proposisi standar tidak boleh mengandung 2
pernyataan benar dan salah sekaligus.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Rumus ketentuannya :<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Q + S
+ K + P<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Keterangan :<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Q : Pembilang / Jumlah<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">(ex: sebuah, sesuatu,
beberapa, semua, sebagian, salah satu, bilangan satu s.d. tak terhingga)<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Q boleh tidak ditulis,
jika S (subjek) merupakan nama dan subjek yang pembilang nya sudah jelas berapa
jumlahnya :<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">a. Nama (Pram, Endah,
Ken, Missell, dll)<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">b. Singkatan (PBB, IMF,
NATO, RCTI, ITC, NASA, dll)<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">c. Institusi (DPRD,
Presiden RI, Menteri Keuangan RI, Trans TV, Bank Mega, Alfamart, Sampurna,
Garuda Airways, dll)<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">S : Subjek adalah
sebuah kata atau rangkaian beberapa kata untuk diterangkan atau kalimat yang
dapat berdiri sendiri (tidak menggantung).<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">K : Kopula, ada 5 macam
: Adalah, ialah, yaitu, itu, merupakan.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">P : Kata benda (tidak
boleh kata sifat, kata keterangan, kata kerja).<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Contoh :<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">1. Gedung MPR terletak
500 meter dari jembatan Semanggi.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Jawaban :<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">1. Cari P (kata
bendanya dulu) : Gedung MPR atau Jembatan Semanggi,<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">2. Pasang K (kopula)
yang cocok : adalah<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">3. Bentuk S (subjek)
yang relevan : (lihat contoh)<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">4. Cari bentuk Q – nya
yang sesuai.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Benar :<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Sebuah + gedung yang
terletak 500 meter dari jembatan Semanggi + adalah + gedung MPR.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Salah<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">500 meter + dari
jembatan Semanggi + adalah + gedung MPR.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">FITRIA PRATIWI</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">12110849</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">3 KA 21</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Sumber : <a href="http://andriksupriadi.wordpress.com/2010/04/01/pengertian-proposisi/">http://andriksupriadi.wordpress.com/2010/04/01/pengertian-proposisi/</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Sumber :</span></b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Keraf Gorys, <i>Argumentasi dan Narasi</i>. Jakarta:
Penerbit PT Gramedia, 1989.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Keraf Gorys, <i>Deskripsi dan Eksposisi</i>. Jakarta:
Penerbit PT Gramedia, 1989<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><a href="http://hitamart.wordpress.com/2012/03/25/bab-penalaran-argumentasi-dan-narasi-karangan-gorys-keraf/">http://hitamart.wordpress.com/2012/03/25/bab-penalaran-argumentasi-dan-narasi-karangan-gorys-keraf/</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; vertical-align: baseline;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<br />
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-80654545619148067312013-03-28T15:21:00.002-07:002013-03-28T15:21:58.937-07:00DEDUKTIF<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><a href="http://www.gunadarma.ac.id/">www.gunadarma.ac.id</a><o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 150%;">Pengertian Deduktif dari berbagai
sumber<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: 150%;"><br /></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Menurut Wikipedia, metode deduktif
adalah metode berpikir yang menerapkan hal-hal yang umum terlebih dahulu untuk
seterusnya dihubungkan dalam bagian-bagiannya yang khusus.<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%;">2.
Menurut Gorys Keraf dalam buku “Argumentasi dan Narasi”, suatu proses berpikir
(penalaran yang bertolak dari sesuatu proposisi yang sudah ada, menuju kepada
suatu proposisi baru yang berbentuk kesimpulan.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Silogisme Kategorial<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adalah
suatu bentuk penalaran yang mengubungkan dua proposisi (pernyataan) yang
berlainan untuk menurunkan suatu kesimpulan atau inferensi yang merupakan
proposisi yang ketiga. Dibatasi sebagai suatu argumen deduktif yang mengandung
sutu rangkaian yang terdiri dari tiga proposisi kategorial.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh :<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Semua
butuh adalah manusia pekerja.<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%;">semua
tukan batu adalah buruh.<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%;">Jadi,
semua tukang batu adalah pekerja.<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%;">Dalam
rangkaian silogisme kategorial, hanya terdapat tiga term dan setiap term muncul
dalam dua proposisi.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Silogisme Hipotesis<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adalah
semacam pola penalaran deduktif yang
mengandung hipotesis. Dinamakan
demikian karena dalam proposisi ini memiliki premis mayor dan premis
minor. Premis mayor mngandung pernyataan yang bersifat hipotesis.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Premis
mayor : Jika turun hujan, maka panen akan gagal.<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%;">Premis
minor: Hujan tidak turun.<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%;">Konklusi
: Sebab itu panen akan gagal.<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%;">Dalam
kenyataannya, jika kita menglami persoalan tersebut, maka kita dalam menggnakan
pola penalaran di atas.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Silogisme Alternatif<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adalah
proposisi mayornya merupakan sebuah proposisiyang mengandung
kemungkinan-kemungkinan atau pilihan-pilihan. Sebaliknya, proposisi minornya
adalah proposisi kategorial yang menerima atau menolak salah satu
alternatifnya,<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Premis
Mayor : Ayah ada di kantor atau di rumah.<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%;">Pemis
Minor : Ayah ada di kantor.<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%;">Konklusi
: Sebab itu, Ayah tidak ada di rumah.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Entimem<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adalah
'simpanan atau ingatan' dalam bahasa Yunani. Dalam tulisan-tulisan bentuk
inilah dipergunakan, dan bukan bentuk yang formal seperti silogisme.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Premis
mayor : Siapa saja yang dipilih
mengikuti pertandingan Thomas Cup adalah Seorang pemain kawakan.<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%;">Premis
minor : Rudy Hartono terpilih untuk
mengikuti pertandingan Thomas Cup.<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%;">Konklusi : Sebab itu Rudy Hartono adalah
seorang pemain (bulu tangkis) kawakan.<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%;">Sumber
: <a href="http://dhiasitsme.wordpress.com/2012/10/14/penalaran-deduktif/">http://dhiasitsme.wordpress.com/2012/10/14/penalaran-deduktif/</a><o:p></o:p></span></div>
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FITRIA PRATIWI</div>
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12110849</div>
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3 KA 21</div>
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Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-91770891686273604392013-03-28T15:14:00.003-07:002013-03-28T15:22:10.990-07:00INDUKTIF<br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; line-height: 150%;">INDUKTIF<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">PENALARAN INDUKTIF<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Penalaran
induktif adalah proses penalaran untuk menarik kesimpulan berupa prinsip atau
sikap yang berlaku umum berdasarkan atas fakta-fakta yang bersifat khusus,
prosesnya disebut induksi. Atau secara singkat dapat kita katakan sebagai
penarikan kesimpulan dari sesuatu yang sifatnya khusus menjadi yang sifatnya
umum. Penalaran induktif sendiri dapat kita bedakan lagi menjadi generalisasi,
analogi, dan sebab-akibat (kausal).<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1. Generalisasi<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Generalisasi adalah proses penalaran
berdasarkan pengamatan atas sejumlah gejala dengan sifat-sifat tertentu
mengenai semua atau sebagian dari gejala serupa itu. Menurut Gorys Keraf dalam
buku Argumentasi dan Narasi, Generalisasi adalah suatu proses penalaran yang
bertolak dari sejumlah fenomena individual untuk menurunkan suatu inferensi
yang bersifat umum yang mencakup fenomena tadi. (Gorys Keraf, 1994:43).<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">-
Andi adalah anak kelas 3ka01 dan dia rajin.<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%;">-
Dina juga anak kelas 3ka01, dan dia rajin.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Jadi
disimpulkan bahwa anak kelas 3ka01 adalah anak yang rajin.<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%;">Dari
segi kuantitas fenomena yang menjadi dasar penyimpulan, generalisasi dapat
dibedakan menjadi dua, yaitu:<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%;">1.
Generalisasi sempurna : dimana seluruh fenomena yang menjadi dasar penyimpulan
diselidiki.<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%;">2.
Generalisasi tidak sempurna : dimana sebagian fenomena sejenis yang menjadi
dasar penyimpulan belum diselidiki.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dari
segi bentuk, generalisasi dibedakan menjadi dua, yaitu:<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1. Loncatan Induktif<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Generalisasi ini bertolak dari beberapa fakta
yang dianggap sudah mewakili seluruh persoalan yang diajukan, namun fakta yang
digunakan belum mencerminkan seluruh fenomena yang ada.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Shela
suka membaca buku. Krisna juga suka membaca buku. Linda suka menulis puisi.
Sinta suka mengarang cerita. Jadi, dapat disimpulkan bahwa anak kelas 3ka01
suka literatur.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2. Tanpa Loncatan Induktif<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Bila fakta-fakta yang diberikan cukup banyak
dan meyakinkan, sehingga tidak terdapat peluang untuk menyerang kembali.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pak
Adam menyukai seni pahat. Istrinya, Bu Tati, menyukai seni tari . Putri mereka,
Tania, menyukai seni lukis. Adik Tania menyukai origami. Jadi, dapat dikatakan
bahwa keluarga Pak Adam menyukai seni.<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2. Analogi<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Analogi adalah penarikan kesimpulan tentang
kebenaran suatu gejala berdasarkan pengamatan terhadap sejumlah gejala khusus
yang bersamaan. Tujuan dari analogi adalah untuk meramalkan kesamaan,
menyingkap kekeliruan, dan menyusun klasifikasi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">a. Analogi Induktif<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Analogi yang disusun berdasarkan persamaan
prinsipal yang ada pada dua fenomena, kemudian menarik kesimpulan bahwa yang
ada pada peristiwa pertama juga ada pada peristiwa kedua.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:
1. Nita adalah anak Pak Rosidi, dia anak yang baik dan jujur.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> 2. Edo adalah anak Pak Rosidi, dia anak yang
baik dan jujur.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> 3. Ade adalah anak Pak Rosidi.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Konklusi : Ade anak Pak Rosidi adalah anak
yang baik dan jujur.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Konklusi
yang ada lebih luas dari premis-premis yang ada. Dua anak Pak Rosidi anak yang
baik dan jujur, namun tidak menjamin bahwa anak yang ketiga juga anak yang baik
dan jujur.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">b. Analogi Deklaratif<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Analogi yang menjelaskan atau menegaskan
sesuatu yang belum dikenal atau masih samar dengan sesuatu yang dikenal. Atau
dapat kita katakan, membandingkan dua hal yang berbeda dengan sebuah
perumpamaan yang serupa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ilmu
pengetahuan dibangun oleh fakta-fakta sebagaimana sebuah rumah dibangun oleh
batu-batu. Tapi tidak semua kumpulan fakta adalah ilmu, sebagaimana tidak semua
kumpulan batu adalah rumah.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">c.
Analogi Logis<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Kesimpulan dari analogi logis tidak dapat
dikonfirmasi atau disangkal oleh bukti-bukti empiris.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh :<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">a.
"Hanya perempuanlah yang mengandung dan melahirkan anak". Kalimat
tersebut tidak sama dengan "semua perempuan mengandung dan melahirkan
anak".<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">b.
"Hanya orang bijaksana yang menyukai puisi". Kalimat tersebut sama
maknanya dengan "semua orang bijaksana menyukai puisi".<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3. Kausal<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Kausalitas adalah penarikan kesimpulan yang
didasarkan atas hubungan ketergantungan antar kalimat yang mengindikasikan
adanya hubungan sebab-akibat atau akibat-sebab.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">a) Kausalitas Sebab-Akibat<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Pola penalaran ini diawali dengan penjelasan
sebab-sebab suatu peristiwa terlebih dulu, setelah itu memaparkan akibat-akibat
yang ditimbulkan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contoh:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kemarin
malam Ade kurang tidur. Pagi ini ia mengikuti pelajaran olah raga. Sorenya ia
mengikuti pembinaan basket. Ketika perjalanan pulang dari sekolah, ia
kehujanan. Akibatnya, keesokan harinya Ade jatuh sakit.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">b)
Kausalitas Akibat-Sebab<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Contoh :<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Pagi ini Mirna tidak mau keluar dari kamarnya.
Adiknya, Krisna, tidak mau memakan sarapannya. Ayah juga lesu. Semua terjadi
karena Ibu marah-marah kemarin malam.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sumber
: <a href="http://nita-afrilia.blogspot.com/2011/02/penalaran-induktif.html">http://nita-afrilia.blogspot.com/2011/02/penalaran-induktif.html</a><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
FITRIA PRATIWI</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
12110849</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
3 KA 21</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1tag:blogger.com,1999:blog-3798801369873111241.post-17597554733577088572013-03-20T07:37:00.000-07:002013-03-20T07:37:16.759-07:00TYPE JARINGAN <!--[if !mso]>
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tersendiri dan terus meneurs selama hubungan berlangsung :</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">circuit establishment</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">data transfer</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: Georgia; mso-fareast-font-family: Georgia; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">circuit termination</span></div>
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<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jaringan circuit switching digunakan untuk hubungan
yang bersifat :</span></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Real time-spech (ex : telpon)</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Real time-data very high bit transmitted</span></li>
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<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh :</span></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jaringan Telepon</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">ISDN (Integrated Services Digital Networks)</span></li>
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<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Sumber : </span><a href="http://adysuryadi.wordpress.com/circuit-switching-dan-packet-switching/"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">http://adysuryadi.wordpress.com/circuit-switching-dan-packet-switching/</span></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sebuah
metode yang digunakan untuk memindahkan data dalam jaringan internet. Dalam
packet switching, seluruh paket data yang dikirim dari sebuah node akan dipecah
menjadi beberapa bagian. Setiap bagian memiliki keterangan mengenai asal dan
tujuan dari paket data tersebut. Hal ini memungkinkan sejumlah besar
potongan-potongan data dari berbagai sumber dikirimkan secara bersamaan melalui
saluran yang sama, untuk kemudian diurutkan dan diarahkan ke rute yang berbeda
melalui router.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Packet
Switching tidak mempergunakan kapasitas transmisi yang melewati jaringan. Data
dikirim keluar dengan menggunakan rangkaian potongan-potongan kecil secara
berurutan yang disebut <i>paket</i>. Masing-masing paket melewati jaringan dari
satu titik ke titik lain dari sumber ke tujuan Pada setiap titik seluruh paket
diterima, disimpan dengan cepat dan ditransmisikan ke titik berikutnya.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Fungsi utama</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> dari
jaringan <b><span style="mso-bidi-font-style: italic;">packet-switched </span></b>adalah
menerima paket dari stasiun pengirim untuk diteruskan ke stasiun penerima.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penggunaan
packet switching mempunyai keuntungan dibandingkan dengan penggunaan circuit
switching antara lain:</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Efisiensi jalur lebih besar karena
hubungan antar node dapat menggunakan jalur yang dipakai bersama secara dinamis
tergantung banyaknya paket yang dikirim.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l0 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: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Bisa mengatasi permasalahan <i>data
rate </i>yang berbeda antara dua jenis jaringan yang berbeda data rate-nya.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l0 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: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Saat beban lalu lintas meningkat,
pada model <i>circuit switching</i>, beberapa pesan yang akan ditransfer
dikenai pemblokiran. Transmisi baru dapat dilakukan apabila beban lalu lintas
mulai menurun. Sedangkan pada model <i>packet switching</i>, paket tetap bisa
dikirimkan, tetapi akan lambat sampai ke tujuan (delivery delay meningkat).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l0 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: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pengiriman dapat dilakukan
berdasarkan prioritas data. Jadi dalam suatu antrian paket yang akan dikirim,
sebuah paket dapat diberi prioritas lebih tinggi untuk dikirim dibanding paket
yang lain. Dalam hal ini, prioritas yang lebih tinggi akan mempunyai delivery
delay yang lebih kecil dibandingkan paket dengan prioritas yang lebih rendah.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b style="mso-bidi-font-weight: normal;"><i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Penggunaan Paket Switching </span></i></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">:</span></b></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<b style="mso-bidi-font-weight: normal;"><i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Contoh- contoh applikasi packet
switching :</span></i></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">TCP/IP protokol adalah jaringan
dengan teknologi “packet switching” yang berasal dari proyek DARPA (development
of Defense Advanced Research Project Agency) di tahun 1970-an yang dikenal
dengan nama ARPANET.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Jaringan ATM adalah jaringan
Packet-switching karena konsep ATM mirip dengan konsep yang digunakan
packet-switching yaitu transfer informasi dilakukan dalam format sel (informasi
yang akan dikirim dibagi menjadipotongan-potongan dengan ukuran tertentu) yang
sifatnya connection-oriented artinya sebelum transfer informasi dilakukan harus
dibangun hubungan terlebih dahulu atau definisikan sebagai protokol yang
berfungsi sebagai interface (baca: antarmuka) untuk menghubungkan komputer
dengan komputer lainnya, membuat tiap komputer yang terintegrasi di dalamnya
dapat bercakapcakap atau bertukar informasi dengan kecepatan tinggi(sampai
dengan 155Mbps).</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">GPRS adalah teknologi packet
Switching data pada GSM. Teknologi yang dikenal sebagai generasi 2.5 ini,
merupakan pengembangan dari teknologi Circuit Switching pada</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36.0pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">GSM. Berbeda dengan teknologi
Circuit Switching, pada GPRS koneksi ke jaringan hanya dilakukan pada saat
mengirimkan data. Data tersebut dikirim sekaligus dalam satu ´paket´, sehingga
lebih efisien dibanding koneksi permanen pada teknologi circuit-switching.
Sehingga biaya yang dibebankan pun, jauh lebih murah. Selain itu kecepatan
transmisi datanya jauh lebih cepat, yaitu sampai 115 Kilobyte per second(Kbps).
Padahal, sebelumnya kemampuan transmisi data pada GSM hanya 9,56 Kbps.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: 36pt; text-indent: -18pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Sumber : </span><a href="http://adysuryadi.wordpress.com/circuit-switching-dan-packet-switching/"><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">http://adysuryadi.wordpress.com/circuit-switching-dan-packet-switching/</span></a><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 14pt;"> 6. LOCAL NETWORK</span></b></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 14pt;">7. PACKET RADIO NETWORK</span></b></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 14pt;"> FITRIA PRATIWI</span></b></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 14pt;">12110849</span></b></div>
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<b><span style="font-family: "Georgia","serif"; font-size: 14pt;">3 KA 21</span></b></div>
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<span style="font-family: "Georgia","serif"; font-size: 14pt;"> </span><span style="font-family: "Georgia","serif"; font-size: 14.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="font-family: "Georgia","serif"; font-size: 14pt; line-height: 115%;"> </span></div>
Fitria Pratiwihttp://www.blogger.com/profile/01079444455736680702noreply@blogger.com1