tag:blogger.com,1999:blog-34128955705607630022024-02-07T21:14:33.212-08:00teknologi,budaya,dan sosialeverday computingAnonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.comBlogger50125tag:blogger.com,1999:blog-3412895570560763002.post-30568259016568986182014-05-29T03:06:00.002-07:002014-05-29T03:06:25.002-07:00Sanksi dan Pelanggaran Kode Etik<div dir="ltr" style="text-align: left;" trbidi="on">
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Sanksi dan Pelanggaran Kode Etik Profesi Dokter
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<b><span style="font-family: "Times New Roman","serif";">1. Pengertian Pelanggaran Kode Etik Profesi</span></b><span style="font-family: "Times New Roman","serif";"><br />
<br />
Kode etik adalah sistem norma, nilai dan aturan profesional tertulis
yang secara tegas menyatakan apa yang benar dan baik, dan apa yang tidak
benar dan tidak baik bagi profesional. Kode etik menyatakan perbuatan
apa yang benar atau salah, perbuatan apa yang harus dilakukan dan apa
yang harus dihindari dan sekaligus menjamin mutu profesi itu dimata
masyarakat.<br />
Jadi kalau pelanggaran kode etik profesi berarti pelanggaran atau
penyelewengan terhadap sistem norma, nilai dan aturan profesional
tertulis yang secara tegas menyatakan apa yang benar dan baik, dan apa
yang tidak benar dan tidak baik bagi suatu profesi dalam masyarakat.<br />
<br />
<b>2. Penyebab Pelanggaran Kode Etik Profesi</b><br />
<br />
a.Pengaruh sifat kekeluargaan<br />
Misalnya, yang melakukan pelanggaran adalah keluarga atau dekat hubungan
kekerabatannya dengan pihak yang berwenang memberikan sangsi terhadap
pelanggaran kode etik pada suatu profesi, maka ia akan cendrung untuk
tidak memberikan sangsi kepada kerabatnya yang telah melakukan
pelanggaran kode etik tersebut.<br />
<br />
b.Pengaruh jabatan<br />
Misalnya yang melaukan pelanggaran kode etik profesi itu adalah pimpinan
atau orang yang memiliki kekuasaan yang tinggi pada profesi tersebut,
maka bisa jadi orang lain yang posisi dan kedudukannya berada di bawah
orang tersebut, akan enggan untuk melaporkan kepada pihak yang berwenang
memberikan sangsi, karena kekhawatiran akan berpengaruh kepada jabatan
dan posisinya pada profesi tersebut.<br />
<br />
c.Pengaruh masih lemahnya penegakan hukum di Indonesia, sehingga
menyebabkan pelaku pelanggaran kode etik profesi tidak merasa khawatir
melakukan pelanggaran.<br />
<br />
d.Tidak berjalannya kontrol dan pengawasan dari masyarakat<br />
<br />
e.Organisasi profesi tidak dilengkapi denga sarana dan mekanisme bagi masyarakat untuk menyampaikan keluhan<br />
<br />
f.Rendahnya pengetahuan masyarakat mengenai substansi kode etik profesi,
karena buruknya pelayanan sosialisasi dari pihak profesi sendiri<br />
<br />
g.Belum terbentuknya kultur dan kesadaran dari para pengemban profesi untuk menjaga martabat luhur profesinya<br />
<br />
h.Tidak adanya kesadaran etis da moralitas diantara para pengemban profesi untuk menjaga martabat luhur profesinya.<br />
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<b><span style="font-family: "Times New Roman","serif";">3. Upaya Mencegah Pelanggaran Kode Etik Profesi</span></b><span style="font-family: "Times New Roman","serif";"><br />
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a.Klausul penundukan pada undang-undang<br />
<br />
1)Setiap undang-undang mencantumkan dengan tegas sanksi yang diancamkan
kepada pelanggarnya. Dengan demikian, menjadi pertimbangan bagi warga,
tidak ada jalan lain kecuali taat, jika terjadi pelanggaran berarti
warga yang bersangkutan bersedia dikenai sanksi yang cukup memberatkan
atau merepotkan baginya. Ketegasan sanksi undang-undang ini lalu
diproyeksikan dalam rumusan kode etik profesi yang memberlakukan sanksi
undang-undang kepada pelanggarnya.<br />
<br />
2)Dalam kode etik profesi dicantumkan ketentuan: “Pelanggar kode etik
dapat dikenai sanksi sesuai dengan ketentuan undang- undang yang berlaku
“.<br />
<br />
b.Legalisasi kode etik profesi<br />
<br />
1)Dalam rumusan kode etik dinyatakan, apabila terjadi pelanggaran,
kewajiban mana yang cukup diselesaikan oleh Dewan Kehormatan, dan
kewajiban mana yang harus diselesaikan oleh pengadilan.<br />
<br />
2)Untuk memperoleh legalisasi, ketua kelompok profesi yang bersangkutan
mengajukan permohonan kepada Ketua Pengadilan Negeri setempat agar kode
etik itu disahkan dengan akta penetapan pengadilan yang berisi perintah
penghukuman kepada setiap anggota untuk mematuhi kode etik itu.<br />
<br />
3)Jadi, kekuatan berlaku dan mengikat kode etik mirip dengan akta
perdamaian yang dibuat oleh hakim. Apabila ada yang melanggar kode etik,
maka dengan surat perintah, pengadilan memaksakan pemulihan itu.<br />
<br />
Sanksi Pelanggaran Kode Etik Profesi:<br />
<br />
a.Sanksi moral<br />
b.Sanksi dikeluarkan dari organisasi<br />
<br />
<b>4. Contoh Kasus Pelanggaran Kode Etik Profesi</b><br />
<br />
Kasus Malpraktek<br />
<br />
Contoh nyatanya adalah kasus Drs. Irwanto PhD, peneliti dari Universitas
Atmajaya, Jakarta, yang lumpuh akibat dokter salah mendiagnosis dan
kasus Fellina Azzahra (16 bulan ), bocah yang ususnya bocor setelah
dioperasi di Rumah Sakit Karya Medika, Cibitung, Bekasi. Terhadap
tindakan medical errors yang diduga malapraktik itu tidak ada
pertanggungjawaban, baik secara profesi maupun hukum.<br />
Di republik ini, kesalahan pengobatan oleh dokter tidak teratur secara
khusus, malah dalam Rancangan Undang-undang Praktik Kedokteran yang
disetujui Komisi VII DPR, Rabu (25/8) lalu, kasus malapraktik sama
sekali tidak disinggung. Dalam kasus malapraktik dokter, sebenarnya ada
dua pelanggaran profesi dan pelanggaran hukum. Namun, selama ini dalam
setiap kasus malapraktik, dokter selalu berada di pihak yang benar.
Keluhan yang secara lansung diajukan pasien selalu ditolak dan dan
dimentahkan dengan berbagai argumentasi medis dan alasan teknis.
Akibatnya, kerugian kesehatan dan material selalu melekat dalam diri
pasien, sedangkan dokter tidak sedikitpun tersentuh tanggung jawab dan
nurani kemanusiaannya. Semua ini disebabkan tidak ada payung hukum yang
bisa dijadikan dasar penyelesaian kasus itu. Undang-undang (UU)
Kesehatan nomor 23 Tahun 1992 pun tak dapat digunakan untuk menangani
pelanggaran atau kelalaian dokter. UU ini hanya di desain untuk
diperjelas lebih lanjut dengan 29 peraturan pemerintah (PP) yang hingga
kini baru terbentuk enam PP. Aturan lebih lanjut yang tidak ada itu
antara lain menyangkut standar pelayanan medis dan standar profesi.
Ketiadaan aturan itu membuat bangsa ini tidak dapat mendifinisikan mana
yang disebut malapraktik, kegagalan, kelalaian, atau kecelakaan.</span></div>
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<span style="font-family: "Times New Roman","serif";">Selama
ini masyarakat yang menggugat dokter kepengadilan karena merasa
tindakan dokter itu merugikan atau mencelakakan pasiennya, sekedar
menggunakan pasal-pasal Kitab Undang-undang Hukum Pidana (KUHP). ”Dokter
diperlakukan seakan-akan bandit menghilangkan nyawa orang di pasar.
Padahal dokter tenaga profesional, tentu saja tuntutan itu sangat lemah
dan tidak tepat,” ujar Marius Widjajarta dari Yayasan Pemberdayaan
Konsumen Kesehatan. Ada pula yang mencoba mengajukan tuntutan dengan
menggunakan UU N0 8/ 1999 tentang Perlindungan Konsumen. Namun, hasilnya
belum memuaskan rasa keadilan. ”UU belum memperhatikan itu apakah akan
diserahkan sepenuhnya kepada ikatan profesinya ataukah bisa juga dalam
batas tertentu diambil alih sebagai bagian dari proses hukum biasa,”
ungkap Ketua Mahkamah Agung Bagir Manan.<br />
Terhadap pelanggaran yang sifatnya hukum, ada pendapat apakah
pelanggaran profesi itu tidak diarahkan kepada ganti rugi saja. Apakah
harus dipidana. Itu harus ditimbang-timbang manakah yang paling cocok
bagi kepentingan korban. Mestinya, dalam menyikapi persoalan malpraktik
harus berorentasi kepada korban. Bagaimana memulihkan korban dan apa
yang dilakukan jika korban meninggal dunia. Sayang, sistem hukum
dinegeri ini pada mumnya belum memperhatikan persoalan itu. ”Walaupun
belum ada standar, tetapi praktik standar profesi sudah ada sejak
dahulu. Semisal sekolah profesi hukum atau dokter sudah mengenalkan hal
itu seperti sumpah Socrates,” ungkap Bagir Manan saat mempersoalkan
belum adanya standar pelayanan medis dan rumah sakit. Apakah esprit de
corp telah menimbulkan kesulitan menghadirkan dokter sebagai saksi ahli
dalam proses hukum malpraktik? Menurut Bagir, ini adalah tanggung jawasb
profesi sehingga kalau dipanggil pengadilan seharusnya seorang
profesional hadir. Sistem ini di Amerika Serikat disebut sebagai
subpoena, jika dipanggil untuk memberikan kesaksian tetapi mangkir tanpa
alasan sah, seseorang dapat dikenai pidana. Di Indonesia pun seharusnya
bisa dipanggil paksa. Solusi ideal terhadap persoalan malpraktik ini
tentunya memprioritaskan penanganan keluarga atau korban, penguatan
lembaga penegakan etik profesi, dan tindakan subpoena terhadap para
saksi ahli yang enggan hadir di pengadilan. Secara objektif tindakan
malpraktik terpulang kepada disiplin profesi kedokteran. Dominasi
kehendak untuk melakukan tindakan selamat-tidaknya seorang pasien yang
di tangani ada ditangan dokter.<br />
Namun malpraktik dalam profesi kedokteran agak sulit dicabut. Begitu
juga dari sisi kompetensi peradilan, mungkin hanya memperpanjang
birokrasi bila ditangani bukan oleh peradilan umum. Wacana yang terakhir
ini tak mustahil terjadi. ”Untuk membuktikan ada tidaknya malpraktik,
kasus akan dibawa ke Majelis Kehormatan Disiplin Kedokteran Indonesia
(MKDKI),” ujar Menteri Kesehatan (Menkes) Achmad Sujudi. Jika terbukti
adanya malpraktik, kasus itu bisa dilanjutkan ke perkara perdata.
Menurut Menkes, bisa saja kasus ini di bawa ke pidana jika dokter yang
menjadi saksi ahli di MKDKI menolak menilai rekannya. Namun sebelumnya
cari dulu dokter yang lain lagi. Akan tetapi, kelalaian yang terjadi
dalam kegiatan pemberian terapi yang dilakukan dokter bukan kelalaian
atau kesalahan yang bersifat organisatoris. Artinya, bukan tertuju
kepada pribadi yang berkaitan dengan disiplin. Kelalaian itu bersifat
pelayanan publik sehingga implikasinya adalah implikasi publik alias
tindakan pidana umum. ” Jadi, bukan implikasi internal yang berkonotasi
pelanggaran disiplin, ” ujar Kamri A, staf pengajar di Fakultas Hukum
Universitas Muslim Indonesia Makassar. Jika bersifat pidana, kelalaian
itu merupakan kompetensi peradilan umum. Misalnya seorang dokter yang
salah mendiagnosis seoarang pasien, lalu obat yang diberikan adalah
berdasarkan hasil diagnosis yang salah itu, maka dapat dipastikan bahwa
yang menjadi korban adalah pasien. Sesungguhnya kelalaian ini masuk
katagori tindak pidana sebagaimana diatur dalam pasal 359 KUHP. Atau
meninggalkan seorang pasien yang memerlukan pertolongan seperti diatur
dalam pasal 304 KUHP. Tindakan itu adalah malapraktik yang tentu menjadi
kompetensi peradilan umum. Kesalahan dalam praktik medis tak mungkin
dihilangkan seperti pada mesin dan komputer. ”Manusia bukan mesin dan
setiap kasus pasien tak pernah betul-betul identik,” papar ahli
Kesehatan, Prof Iwan Darmansjah.<br />
Mengutip Atul Gawande, ahli bedah, dalam complications, data statistik
kasus autopsi (bedah mayat) di Amerika Serikat yang menyebut dokter
gagal mendiagnosa 25 pasien dari infeksi fatal, 33 persen dari serangan
jantung, dan hampir dua per tiga dari kasus emboli paru. Selain itu, 40
persen penyebab kematian yang di cantumkan tidak benar. Seorang patolog,
Goerge Lundbreg, di Journal of the American Medical Association
melaporkan, keadaan ini tidak berubah sejak tahun 1938 hingga tahun
1960-1970 -1980 an. Sebab daerah kelabu dalam ilmu kedokteran sangat
besar. Profesi medik cenderung membuat kesalahan (fallible), namun hanya
sebagian kecil yang berakhir dengan cedera atau bahkan kematian pada
pasien. Medical errors dapat dibagi dalam beberapa kategori, misalnya
sekali-sekali atau sering, tidak serius dan serius (termasuk kematian),
serta dicegah atau tidak. Jenisnya juga dapat beragam, seperti kesalahan
dalam diagnostik, pengobatan, atau tindakan seperti operasi. Yang
paling mengerikan ialah bila kesalahan itu disengaja demi tambahan
imbalan. Medical errors jenis ini tergolong malapraktik sejati. Karena
itu, sistem harus bisa menjaga dan bereaksi terhadap kesalahan seperti
ini. Tentu tidak semua medical errors termasuk malapraktik dan tidak
semua medical errors harus dihukum. Kesalahan yang tidak disengaja dan
manusiawi barangkali tak perlu masuk pengadilan. Praktik kedokteran
dalam pengertian luas hakekatnya merupakan perwujudan idealisme dan
spirit pengabdian seorang dokter sebagaimana yang di ikrarkan dalam
sumpah dokter dan kode etik kedokteran Indonesia. Dalam perkembangannya,
seluruh aspek kehidupan di dunia ini mengalami perubahan paradigma,
termasuk dalam profesi kedokteran. Akibatnya, terjadi pula perubahan
orieantasi dan motivasi pengabdian pada diri sebagian dokter. Sebagai
dampak perubahan yang semakin global, individualistik, materialistik,
dan hedonistik, maka perilaku dan sikap tindak profesioanal di sebagian
kalangan dokter juga berubah. Masyarakat kemudian memandang negatif
profesi kedokteran setelah menyaksikan maraknya praktik-praktikyang
semakin jauh dari nilai-nilai luhur sumpah dokter dan kedokteran.<br />
Masyarakat (pasien), yang dalam konteks kontrak terapeutik juga disebut
konsumen, perlu dilindungi dari perilaku hedonistik dan unethical para
oknum dokter itu. Kalau tidak, kasus Irwanto, Fellina Azzahra, dan
korban lain yang mati sekalipun, cukup diselesaikan dengan minta ”maaf”
saja.</span></div>
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<span style="font-family: "Times New Roman","serif";">http://agastya17.blogspot.com/2011/04/sanksi-dan-pelanggaran-kode-etik.html </span></div>
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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-17591296009196159522014-05-29T03:04:00.000-07:002014-05-29T03:04:01.333-07:00 pelanggaran etika di bidang TI <div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title" style="text-align: center;">
pelanggaran etika di bidang TI
</h3>
Pelanggaran Etika di Bidang Teknologi Informasi<br />pengertian etika itu sendiri etika adalah :<br />• Ilmu tentang apa yang baik dan yang buruk, tentang hak dan kewajiban moral.<br />• Kumpulan asas / nilai yang berkenaan dengan akhlak<br />•
Nilai mengenai yang benar dan salah yang dianut masyarakat Dari asal
usul kata, Etika berasal dari bahasa Yunani “ethos” yang berarti adapt
istiadat / kebiasaan yang baik.<br />Teknologi Informasi (TI), atau dalam
bahasa Inggris dikenal dengan istilah Information technology (IT) adalah
istilah umum yang menjelaskan teknologi apa pun yang membantu manusia
dalam membuat, mengubah, menyimpan, mengomunikasikan dan/atau
menyebarkan informasi. TI menyatukan komputasi dan komunikasi
berkecepatan tinggi untuk data, suara, dan video. <br />Kejahatan Komputer Kejahatan yang dilakukan dengan computer sebagai basis teknologinya.<br />Virus,
spam, penyadapan, carding, Denial of Services ( DoS ) / melumpuhkan
target. biasanya orang melakukan kejahatan komputer dengan alasan:<br />• Tidak ada pedoman <br />Area “abu-abu”, sehingga tak ada panduan <br />• Perilaku dan kebiasaan individu <br />Kebiasaan yang terakumulasi tak dikoreksi<br />• Lingkungan tidak etis<br />Pengaruh dari komunitas<br />• Perilaku orang yang ditiru<br />Efek primordialisme yang kebablasan<br />cara
penanggulangan pelanggaran pada kejahatan komputer mempunyai anti
virus, memprotect setiap komputer dengan password, sering memback up isi
komputer agar lebih aman.<br />2. kejahatan dunia maya<br />kejahatan dunia
maya antara lain adalah penipuan lelang secara online, pemalsuan cek,
penipuan kartu kredit/carding, confidence fraud, penipuan identitas,
pornografi anak, dll.<br />biasanya alasan orang melakukan kejahatan dunia maya sebagai berikut : <br />• Kebutuhan individu alasan ekonomi<br />• Kebiasaan yang terakumulasi tak dikoreksi<br />• Lingkungan tidak etis Pengaruh dari komunitas<br />• Efek primordialisme yang kebablasan<br />cara menanggulangi kejahatan dunia maya:<br />- Jangan pernah berbagi “password” bahkan dengan kekasih sekalipun.<br />-Hindari membuka akun e-mail di tempat umum.<br />- Jangan membalas e-mail yang tidak jelas pengirimnya.<br />- Jangan berbagi foto lama atau foto intim dengan teman-teman online yang baru Anda kenal.<br />-
Jika Anda berencana membuat sebuah website, lakukan registrasi dengan
benar sehingga nama Anda terdaftar. Permasalahannya banyak pendaftar
yang kerap ceroboh dan memungkinkan transfer data belum diverifikasi.<br />- Lakukan penggantian “password” sesering mungkin untuk meminimalkan risiko pembajakan e-mail.<br />3. kejahatan E-commerce<br />Otomatisasi
bisnis dengan internet dan layanannya, mengubah bisnis proses yang
telah ada dari transaksi konvensional kepada yang berbasis teknologi,
melahirkan implikasi negative; bermacam kejahatan, penipuan, kerugian
karena ke-anonymouse-an tadi.<br />alasan orang melakukan kejahatan dalam bisnis internet adalah :<br />1. Faktor Politik<br />2. Faktor Ekonomi<br />3. Faktor Sosial Budaya<br />Ada beberapa aspek untuk Faktor Sosial Budaya:<br />a. Kemajuan Teknologi Informasi<br />b. Sumber Daya Manusia<br />c. Komunitas Baru<br />tips dan cara penanggulangan agar tidak terkena kajahatan e-commerse<br />1. Komputer juga perlu di-tune up<br />Seperti
tune up pada mobil, komputer juga butuh perhatian sebelum ‘bekerja’.
Lengkapi dengan aplikasi untuk proteksi, antivirus, updating terutama
pada aplikasi antivirus dan patching pada browser, OS. Patching akan
membantu pengguna mencegah infeksi malware dan serangan scam, juga untuk
menjaga agar komputer tetap bekerja dengan baik.<br />2. Belanja di situs yang sudah dikenal<br />Situs-situs
belanja yang sudah memiliki reputasi sebagai toko online, biasanya
mampu memberikan penjelasan lebih akurat terhadap barang yang dijualnya,
mengirimkan dengan aman dan tiba tepat waktu.<br />3. Waspadai tawaran harga sangat murah<br />Tawaran
sangat murah biasanya diberikan untuk barang-barang yang sedang tren.
Jika tawarannya tidak masuk akal, demi keamanan abaikan saja tawaran
tersebut. Memang, tidak semua promo menipu. Namun bijaklah dalam memilih
terutama dengan mempertimbangkan risiko dibalik janji manis yang
diberikan.<br />4. Pastikan transaksi hanya di link yang aman<br />Saat
melakukan transaksi dan pemesanan barang di website, pastikan website
tersebut menggunakan SSL (Secure Sockets Layer). Ini adalah standar
untuk keamanan transaksi online. Perhatikan tanda ‘https’ atau ’shttp’
di depan alamat web dan bukan ‘http’ saat masuk pada proses transaksi.<br />5. Pikir dahulu sebelum bertindak<br />Waspadai
tawaran yang datang lewat e-mail untuk pembelian segera, terutama jika
email tersebut email yang tidak dikehendaki atau seakan-akan dikirim
oleh kawan di situs jejaring sosial.<br />Menurut Pendapat Saya:<br />Dari
ulasan diatas maka banyak terdapat kejahatan computer di bidang TI dan
terdapat pula bagaimana cara mengatasinya, akan tetapi menurut saya
pelanggaran tersebut terjadi karena berasal dari individu itu sendiri.
Jika pelaku bertindak sesuai etika yang berlaku maka tidak akan mungkin
hal tersebut terjadi, maka saya dapat menyimpulkan terdapat beberapa
kemungkinan pelaku melakukan hal tersebut:<br />1. Keinginan untuk merusak dan menyalah gunakan hal tersebut<br />2. Kebutuhan ekonomi<br />Di
keinginan untuk merusak dan menyalah gunakan terjadi dikarenakan rasa
ingin tahu akan sesuatu. Pertama-tama mereka akan tertarik bagaimana hal
yang berhubungan dengan TI tersebut dapat terjadi, setelah mereka tahu
bagaimana dapat mengolahnya akan muncul keinginan untuk menyalah
gunakannya juga keinginan untuk merusak dikarenakan mereka merasa
tersaingi mengikuti egonya sendiri.<br />Sedangkan pada kebutuhan ekonomi,
pelanggaran tersebut dimaksudkan bukan karena keinginan sendiri tapi
dilakukan dengan terpaksa. Pelanggar yang membutuhkan uang dan ahli pada
bidang TI pasti akan melakukan tindakan sebagai berikut:<br />- Penipuan pada transaksi online dikarena pelanggar tidak perlu bertemu langsung<br />- Penjualan data informasi penting secara ilegal(hacker) <br />
Cara mengatasinya yaitu lebih baik pada penjualan online
dibuat surat perjanjian dan saling bertemu untuk menjaga hubungan
kepercayaan dan untuk hacker lebih baik menjadi hacker yang bertugas
untuk memberi tahu kelemahan suatu sistem.<br />
<br />
http://hacksign-reza.blogspot.com/2012/03/pelanggaran-etika-di-bidang-ti.html </div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-35700541589720633142014-05-29T03:00:00.000-07:002014-05-29T03:01:58.258-07:00 Etika Profesi Seorang Pengamen <div dir="ltr" style="text-align: left;" trbidi="on">
<h3 class="post-title entry-title" itemprop="name" style="text-align: center;">
Etika Profesi Seorang Pengamen
</h3>
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</div>
<div class="post-body entry-content" id="post-body-1495629120063842200" itemprop="description articleBody">
<br />
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<span style="font-family: "Times New Roman","serif";">Sebelum
kita masuk kedalam topik pembicaraan mengenai etika profesi seorang
pengamen, ada baiknya kita membahas terlebih dahulu apa yang dimaksud
dengan etika profesi:</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
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<b><span style="font-family: "Times New Roman","serif";">Etika</span></b></div>
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<span style="font-family: "Times New Roman","serif";">Kata etika profesi itu sendiri terdiri dari dua buah kata yaitu etika dan profesi</span>, <span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kata
etik (atau etika) berasal dari bahasaYunani (ethos) yang berarti
karakter, watak kesusilaan atau adat. Sebagai suatu subyek, etika akan
berkaitan dengan konsep yang dimilki oleh individu ataupun kelompok
untuk menilai apakah tindakan-tindakan yang telah dikerjakannya itu
salah atau benar, buruk atau baik. Etika akan memberikan semacam batasan
maupun standar yang akan mengatur pergaulan manusia di dalam kelompok
sosialnya. Dalam pengertiannya yang secara khusus etika merupakan bentuk
aturan (code) tertulis yang secara sistematik sengaja dibuat
berdasarkan prinsip-prinsip moral yang ada. Pada saat dibutuhkan, maka
akan dapat difungsikan sebagai alat untuk menghakimi segala macam
tindakan yang secara logika-rasional umum (common sense) dinilai
menyimpang dari kode etik. Dengan demikian etika adalah refleksi dari
apa yang disebut dengan “self control”, karena segala sesuatunya dibuat
dan diterapkan dari dan untuk kepentingan kelompok sosial (profesi) itu
sendiri.</span></div>
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<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ada dua macam etika yang harus kita pahami bersama dalam menentukan baik dan buruknya prilaku manusia :</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ETIKA
DESKRIPTIF, yaitu etika yang berusaha meneropong secara kritis dan
rasional sikap dan prilaku manusia dan apa yang dikejar oleh manusia
dalam hidup ini sebagai sesuatu yang bernilai. Etika deskriptif
memberikan fakta sebagai dasar untuk mengambil keputusan tentang prilaku
atau sikap yang mau diambil</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">ETIKA
NORMATIF, yaitu etika yang berusaha menetapkan berbagai sikap dan pola
prilaku ideal yang seharusnya dimiliki oleh manusia dalam hidup ini
sebagai sesuatu yang bernilai. Etika normatif memberi penilaian
sekaligus memberi norma sebagai dasar dan kerangka tindakan yang</span></div>
<div class="MsoNormalCxSpLast" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">akan diputuskan.</span></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<b>Profesi </b><br />
Istilah profesi telah dimengerti oleh banyak orang, bahwa suatu hal yang
berkaitan dengan bidang pekerjaan yang mana pekerjaan tersebut sangat
dipengaruhi oleh pendidikan dan keahliannya, sehingga orang yang bekerja
tetap sesuai dengan keahliannya disebut sebagai profesi. Untuk itu
perlu penguasaan teorisitematis yang mendasari praktek pelaksanaan, dan
hubungan antara teori dengan penerapannya dalam praktek dan dapat
disimpulkan juga bahwa sebuah profesi hanya dapat memperoleh kepercayaan
dari masyarakat, bilamana dalam diri para elit professional tersebut
ada kesadaran kuat untuk mengindahkan etika profesi pada saat mereka
ingin memberikan jasa keahlian profesi kepada masyarakat yang
memerlukannya. Jadi etika profesi menurut saya adalah aturan atau
kaidah-kaidah dalam berprofesi yang harus di jalankan oleh seseorang
dalam melakukan sebuah pekerjaannya, Baik pekerjaan yang berhubungan
dengan masyrakat luas maupun yang tidak.</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
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<br /></div>
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<br /></div>
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<b>Pengamen</b></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
Pengamen...!!!
mendengar kata-kata pengamen ditelinga kita pada saat ini bukan
merupakan suatu hal yang asing atau baru lagi, karena mulai dari
anak-anak, remaja, dewasa, orang tua, pria maupun wanita. Banyak sudah
yang menjalani kegiatan sehari-harinya sebagai seorang pengamen, entah
karena terpaksa atau memang dengan sengaja memilih kegiatan tersebut
atau mungkin di negeri kita tercinta ini kegiatan mengamen sudah menjadi
sebuah profesi alternative yang sangat menjanjikan untuk kedepannya.
Karena berdasarkan pengelamatan saya dari seorang teman yang melakukan
kegiatan tersebut, pendapatan sehari seorang pengamen dapat melebih
pendapatan dari seseorang karyawan yang bekerja dikantoran atau para
pekerja buruh di pabrik-pabrik. Anggap saja pendapatan mereka dalam
mengamen satu hari dapat mencapai nilai Rp. 100.000, dan mereka mengamen
dari pukul 08:00am – 07:00pm kira-kira ± sekitar 11 jam dalam sehari.
Walau lebih 3 jam dari orang yang bekerja di kantoran, itu merupakan
suatu nilai profit yang sangat tinggi bagi seorang pengamen. Karena
mereka bekerja tidak perlu berfikir keras, terikat dengan waktu,
bertanggung jawab, berpendidikan yang tinggi dan berdesak-desakan
mengantri dalam melamar pekerjaan di sebuah jobsfair, seperti kebanyakan
orang-orang yang bekerja di kantoran atau di pabrik-pabrik pada saat
ini. Mungkin karena hal itu lah kini banyak orang-orang di negeri kita
tercinta ini, terutama di kota-kota besar yang lebih memilih kegiatan
mengamen dari pada bekerja sebagai karyawan di perusahaan-perusahaan,
menjadi buruh di pabrik-pabrik, atau pegawai di instansi pemerintah.
Selain persaingan yang begitu sulit, upah yang minim serta kesempatan
bekerja yang begitu kecil dengan persaingan yang begitu besar. Maka
mereka lebih memilih berprofesi menjadi pengamen dari pada bekerja di
perusahan atau di instasi pemerintah. Namun dibalik semua itu jika kita
mendengar kata-kata pengamen maka kita pasti akan berfikir negatif
tentang pengamen tersebut. Kita pasti akan berfikir orang pemalas,
seorang anak jalanan, berandalan, pemabuk, tukang palak, tidak punya
sopan santun, dll. Karena memang kebanyakan dari pengamen yang kita
lihat dan kita temui di dalam bus kota, kereta api, lampu merah dan
tempat-tempat makan di beberapa kota di indonesia, mereka melakukan
hal-hal yang memang diluar etika dari sebuah profesi. Akan tetapi dari
beberapa pengamen yang melakukan hal-hal tersebut ada juga pengamen yang
tetap memperhatikan kaidah-kaidah atau aturan-aturan serta norma-norma
kesopanan yang berlaku di Negara kita dan kebayakan dari mereka-mereka
adalah para pengamen jalan yang tergabung dalam sebuah komunitas atau
organisasi-organisasi anak jalanan. Karena mereka juga ingin menunjukan
kepada kita semua, bahwa walau mereka anak jalanan, besar dan tumbuh di
jalanan, tidak berpendidikan yang baik. Mereka juga mampu menjadi sosok
pribadi yang baik dan mempunyai kemampuan atau talenta yang dapat
digunakan untuk mencari rezeki yang baik di jalanan. Tanpa harus
menyakiti orang lain dan membuat kegaduhan keonanran di muka umum.
Secara kasat mata kita dapat melihat perbedaan-perbedaan dari pengamen
yang mempunyai etika profesi dengan yang tidak memiliki etika profesi,
yaitu :</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
Pengamen yang memiliki etika profesi</div>
<div style="margin: 0in 0in 0.0001pt 0.5in; text-align: justify; text-indent: -9pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Sebelum mereka mengamen pastinya mereka akan memberikan salam pembuka kepada semua orang yang berada di lokasi tersebut</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Menyanyikan atau membawakan lagu-lagu yang merdu dan tidak asal-asalan</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Tidak berlebihan dalam membawakan sebuah lagu</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Tidak membuat kegaduhan</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Tidak melakukan kekerasan dan memaksa dalam meminta imbalan</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Memberikan salam penutup setelah mengamen</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
Pengamen yang tidak memiliki etika profesi</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Tidak memberikan salam pembuka</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Menyanyikan lagu asal-asalan, tidak sesuai dengan not dan intonasi lagu</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Selalu membuat kegaduhan</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Melakukan kekerasan dan memaksa dalam meminta imbalan</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify; text-indent: 27pt;">
-<span style="font-family: "Times New Roman"; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Tidak memberikan salam penutup , setelah selesai mengamen</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
Dengan
demikian, dapat disimpulkan bahwa walau banyak pengamen yang tidak
mengerti dan memperhatikan akan hal-hal dari sebuah etika profesi,
ternyata masih banyak juga pengamen yang tetap perduli terhadap etika
dari sebuah profesi dan semua itu tergantung dari individunya
masing-masing, bagaimana mereka bersikap dalam memilih serta menentukan
dirinya sendri dan kita tidak boleh menghakimi baik atau buruknya
pekerjaan dari seseorang. Karena pada dasarnya semua pekerjaan itu baik
tergantung dari mana kita melihat dan melakukannya.</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
Terima
kasih saya ucapkan untuk seorang teman yang tidak mau saya sebutkan
namanya dalam hal penulisan ini, Terima kasih untuk teman yang
tulisannya saya kutip sebagai bahan referensi penulisan ini, dan Terima
kasih juga buat semua pihak yang telah membantu saya dalam penyelesaian
penulisan ini.</div>
<div style="margin: 0in 0in 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpFirst" style="line-height: normal; margin-bottom: 0.0001pt;">
http://12puby.wordpress.com/2010/05/20/pengamen-bus-jogja-solo/</div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt;">
<b>http://acakadul.wordpress.com/2010/11/22/pengamen-jalanan-bermimpi-siapa-takut/</b></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://www.ramlantjong.com/2010/11/etika-dalam-mengamen.html">http://www.ramlantjong.com/2010/11/etika-dalam-mengamen.html</a></span></div>
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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-75608431186927708912014-01-05T06:39:00.000-08:002014-01-05T06:39:03.439-08:00Tugas 4 Pengantar Telematika (BAB 10, 11, 12) <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-fareast-font-family: "Times New Roman";">Pengertian Open
Service Gateway Initiative (OSGi) </span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Open Service Gateway Initiative
(OSGi) adalah sebuah system dan aplikasi interoperability berbasis komponen
platform yang terintegrasi. OSGi merupakan system modul dinamik untuk Java.
Teknologi OSGi adalah Universal Middleware. Teknologi OSGi menyediakan sebuah
service-oriented, lingkungan yang berbasis komponen untuk pengembang dan
menawarkan jalan standard untuk mengatur siklus hidup software. Kemampuan ini
dapat menambah nilai jangkauan dari computer dan peralatan yang menggunakan
platform Java dengan sangat hebat. Teknologi OSGi mengadopsi keuntungan dari
menambah time-to-market dan mengurangi biaya pengembangan karena teknologi OSGi
menyediakan subsistem komponen yang terintegrasi dari pre-build dan pre-tested.
Teknologi ini juga mengurangi biaya perawatan dan memberikan kesempatan
aftermarket yang baru dan unik karena jaringan dapat digunakan untuk update
secara dinamik dan mengirimkan service dan aplikasi di lapangan.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrIE-HKy9nNa145PbvDAUA89VlU9YlC_aPXh6zLRuwNp9fQOcSy3P53tN0ZOgvPOzozZPvZb5p6AobY4WsjaUTMXMRP0ED_dqK8Wuq9RjhgOOSws0-HCIhdK7WAWzwYpatTDCSi6dUjCc/s1600/untitled.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="194" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrIE-HKy9nNa145PbvDAUA89VlU9YlC_aPXh6zLRuwNp9fQOcSy3P53tN0ZOgvPOzozZPvZb5p6AobY4WsjaUTMXMRP0ED_dqK8Wuq9RjhgOOSws0-HCIhdK7WAWzwYpatTDCSi6dUjCc/s320/untitled.jpg" width="320" /></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<b>OSGi ARSITEKTUR</b><br />
OSGi adalah sebuah set spesifikasi yang mendefinisikan sebuah komponen system
dinamik untuk Java. Spesifikasi ini memungkinkan sebuah model pengembangan
dimana aplikasi (secara dinamik) terdiri dari berbagai komponen yang berbeda.
Spesifikasi OSGi memungkinkan komponen-komponennya untuk menyembunyikan
implementasinya dari komponen lainnya ketika berkomunikasi melalui services
dimana biasanya ketika hal ini berlangsung implementasi antar komponen dapat
terlihat jelas. Model yang simple ini telah jauh mencapai efek dari segala aspek
dari proses pengembangan software.<br />
Lapisan OSGi<br />
Model lapisan dari OSGi adalah sebagai berikut :<br />
<br />
</span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYpVJERhXuB_xw4UIW61CAQWblqR7Ce7gUQxZhx-12g2VnhRdGLJTpNOImwuuaAU1OgyS5oOCGT8xZ9lOmTi_dvPw9UZVcuny6LbpbT16OfJ3UP4wpyvu4_g5QBj25dZxi5zJLKd4BiIJ3/s1600-h/untitled.bmp"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-no-proof: yes; text-decoration: none; text-underline: none;"></span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br />
<br />
Definisi :<br />
a.Bundles : bundles adalah komponen OSGi yang dibuat oleh pengembang/developer.<br />
b.Services : lapisan service menghubungkan bundles dalam sebuah jalan dinamik
dengan menawarkan model publish-find-bind untuk objek Java yang lama.<br />
c.Life Cycle : API untuk menginstall, memulai, menghentikan, update dan
menguninstall bundles.<br />
d.Modules : lapisan yang menjelaskan bagaimana bundles dapat mengimport dan
mengexport kode.<br />
e.Security : Lapisan yang memegang aspek keamanan.<br />
f.Execution Environment : menjelaskan class dan method apa yang ada di
platform.<br />
<br />
<b>KEUNTUNGAN TEKNOLOGI OSGi</b><br />
Menjelaskan teknologi OSGi kepada yang belum familiar dengan teknologi ini
sangatlah sulit. Ada begitu banyak artikel yang menjelaskan teknologi OSGi
tetapi hal itu masih belum bisa dimengerti oleh user yang benar-benar awam
karena teknologi OSGi menyediakan solusi untuk permasalahan yang banyak orang
menganggap bahwa maslah itu merupakan aspek instrinsik dari Java.<br />
Permasalahan ini sebenarnya bukan masalah instrinsik dari Java dan teknologi
OSGi dapat mengatasi itu semua. Alasan utama mengapa teknologi OSGi dapat
sukses karena teknologi ini menyediakan komponen system yang benar-benar matang
yang dapat bekerja di lingkungan yang sangat banyak jumlahnya. Komponen system
yang biasa digunakan untuk membangun aplikasi yang tingkat kekompleksannya
sangat tinggi seperti IDEs (Eclipse), aplikasi server (GlassFish, IBM
Websphere, Oracle/BEA Weblogic, Jonas, JBoss), aplikasi framework (Spring,
Guice), otomatisasi industry, telepon dan banyak lainnya.<br />
Keuntungan dari teknologi OSGi antara lain adalah sebagai berikut :<br />
1.Mengurangi kompleksitas : mengembangkan dengan OSGi berarti menembangkan
bundles : salah satu komponen OSGi. Bundles adalah modul. Bundles
menyembunyikan aspek internalnya dari bundles lainnya. Hal ini berarti ada
banyak kebebasan untuk menggantinya di kemudian hari.<br />
2.Dapat digunakan kembali : model komponen OSGi sangat mudah digunakan dan
dapat digunakan dengan aplikasi pihak ketiga.<br />
3.RealWorld : OSGi framework dinamik. Hal ini berarti OSGi dapat diupdate
secara online.<br />
4.Mudah Penyebarannya : teknologi OSGi bukanlah sebuah teknologi standard. OSGi
dapat dimanage sedemikian rupa serta dapat diatur cara penginstalannya.<br />
5.Update yang dinamik : OSGi komponen bisa diupdate secara dinamik.<br />
6.Adaptif : model komponen OSGi didesain sedemikian rupa hingga diperbolehkan
untuk mengkombinasi dan mencocokan antar komponen.<br />
7.Transparan<br />
8.Banyak versinya<br />
9.Simple : OSGi API sangat simple. API OSGi hanya terdiri dari satu paket dan
berjumlah kurang dari 30 kelas.<br />
10.Ukurannya kecil<br />
11.Kinerjanya cepat<br />
12.Malas : Malas dalam software itu berarti bagus. Teknologi OSGi mempunyai
banyak mekanisme hanya ketika dibutuhkan saja.<br />
13.Aman<br />
14.Sederhana<br />
15.Tidak Mengganggu Kinerja Aplikasi Lainnya<br />
16.Berjalan dimana saja<br />
17.Digunakan secara luas<br />
18.Didukung Oleh Berbagai Perusahaan : OSGi juga didukung oleh berbagai
perusahaan seperti Oracle, IBM, Samsung, Nokia, IONA, Motorola, NTT, Siemens,
Hitachi, Deutsche Telekom, Redhat, Ericsson, dan masih banyak lagi.<br />
<br />
Jika sedang mengembangkan Java maka teknologi OSGi merupakan langkah lanjut
yang harus ditempuh karena teknologi OSGi dapat memecahkan masalah yang mungkin
tidak akan terbayangkan sebelumnya. Keuntungan menggunakan teknologi OSGi yang
begitu berguna jika kita menggunakan Java, maka sudah seharusnya teknologi OSGi
masuk berada dalam kotak peralatan kita. <br />
<br />
OSGi Specifications<br />
OSGi Service Platform Release 4<br />
OSGi Service Platform Release 4 was first released in October 2005. Version 4.1
was released in May 2007. Version 4.2 was released in September 2009. <br />
-Errata <br />
-API Javadoc <br />
-XML Schemas <br />
<br />
Sumber : <br />
http://www.osgi.org/Specifications/HomePage<br />
http://www.osgi.org/About/WhatIsOSGi </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">http://dhyanmahardika.blogspot.com/2013/01/spesifikasi-arsitektur-open-services.html </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br /></span>
<br />
<div style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">The Automotive Multimedia Interface Kolaborasi (AMIC)</span></b></div>
<div style="text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"><img class="irc_mut" height="203" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR5Ctu-Y9FnYv5vNQskxSGBhae0DsZ9tNRPLzmhlA8c8U0p6N79Zw" style="margin-top: 100px;" width="290" /> </span></b>
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Kolaborasi antar muka ototmotif multimedia adalah
sebuah organisasi yang dibentuk untuk menciptakan standarisasi dunia yang
digunakan dalam mengatur bagaimana sebuah perangkat elektronik dapat bekerja.
Contoh Komputer dan alat komunikasi kendaraan atau computer dan radio dalam
mobil. Satiap alat elektronik itu harus dapat bekerja dengan selaras sehingga
kendaraan dapat lebih handal.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Setiap perangkat elektronik yang dipasang belum
tentu cocok dengan setiap kendaraan. Perangkat elektronik atau multimedia bisa
saja mengganggu sistem keselamatan dan system-sistem lain di dalam kendaraan.
Itulah kenapa perlu dibentuk standarisasi kolaborasi antarmuka multimedia.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Automotive Multimedia Interface Collaboration
(AMI-C) sudah memiliki anggota : Fiat, Ford, General Motors, Honda, Mitsubishi,
Nissan, PSA Peugeot-Citroen, Renault. AMI-C mengembangkan dan men-standarisasi
antarmuka multimedia dan telematika otomotif yang umum untuk jaringan
komunikasi kendaraan. Dan 40 pemasok elektronik mendaftarkan diri untuk menulis
standar. Mereka berpendapat untuk menulis standar diperlukan waktu selama 2
tahun. Tapi dua tahun adalah masa di telematika. Penyelenggara elektronik,
ponsel, komputer dan peralatan video yang akan menggunakan koneksi dapat
melewati beberapa generasi dalam waktu itu.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Standar-standar akan memungkinkan sebuah pasar
plug-and-play global untuk perangkat elektronik yang akan dipasang di kendaraan
dengan kemudahan yang sama dengan melampirkan pheriperal komputer pribadi.</span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sejarah AMIC</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">The Automotive Multimedia Interface Kolaborasi
(AMIC) didirikan pada Oktober 1998 dengan tujuan untuk mengembangkan
serangkaian spesifikasi umum untuk multimedia interface ke sistem elektronik
kendaraan bermotor untuk mengakomodasi berbagai berbasis komputer perangkat
elektronik di dalam kendaraan. Inisiatif ini-yang pendiri Daimler-Chrysler,
Ford, General Motors, Renault dan Toyota – sekarang kelompok semua auto utama
pembuat, dan dengan demikian menyediakan kesempatan strategis baru untuk
mencapai suatu set umum industri mobil.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Untuk berbagai alasan, kendaraan telah tertinggal di
belakang rumah dan perangkat komputasi mobile ketika datang ke alat
produktivitas dan multimedia. Keamanan, kehandalan, biaya, dan desain waktu
memiliki semua faktor dalam produsen mobil ‘menunda penerimaan teknologi baru.
Makalah membahas otomotif standar untuk antarmuka multimedia. Organisasi
seperti Otomotif Kolaborasi Multimedia Interface (AMI-C) memiliki kesempatan
untuk menjadi kekuatan pendorong di belakang upaya standardisasi.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Depan yang berbeda, The Otomotif Multimedia
Interface Kolaborasi(AMI-C) mengumumkan di seluruh dunia cipta penugasan dari
1394 spesifikasi teknis otomotif ke Trade Association 1394 AMI-C berikut
dokumen sekarang milik 1394TA:</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">•AMI-C 3023 Power Management Specification</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">•AMI-C 3013 Power Management Architecture</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">•AMI-C 2002 1.0.2 Common Message Set Power
Management</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">•AMI-C 3034 Power Management Test Documents</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">•AMI-C 4001 Revision Physical Speci .cation.</span></div>
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</div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tujuan</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tujuan dari proyek ini ialah sebagai berikut :</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menyediakan interface standar untuk memungkinkan
pengendara mobil untuk menggunakan berbagai media, komputer dan perangkat
komunikasi – dari sistem navigasi dan hands-free telepon selular, melalui
manusia maju / mesin sistem antarmuka, termasuk pengenalan suara dan sintesis,
untuk dipersembahkan komunikasi jarak dekat ( DSRC) sistem untuk kendaraan
untuk infrastruktur komunikasi dan sistem mobil seperti airbag, pintu kunci dan
diagnostik input / output.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Memotong biaya keseluruhan informasi kendaraan dan
peralatan hiburan dengan meningkatkan ukuran pasar yang efektif dan
memperpendek waktu pengembangan – industri otomotif efektif terdiri dari banyak
pasar yang kecil karena setiap platform kendaraan sering mengandung berbagai
adat-mengembangkan komponen dan platform yang khas hanya sekitar 50.000 unit.
Menawarkan standar terbuka dan spesifikasi untuk informasi interface dalam
kendaraan dan antara kendaraan dan dunia luar.</span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">sumber:</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><a href="http://nurpratamarekzy04.blogspot.com/2013/01/automotive-multimedia-interface.html">http://nurpratamarekzy04.blogspot.com/2013/01/automotive-multimedia-interface.html</a> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">http://yudhahusna.blogspot.com/2014/01/tugas-soft-skill-101112.html</span></div>
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</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<div style="text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;"> PROSES KOMUNITAS JAVA</span></b>
</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses Komunitas Java (<i>Java Community Process</i>/JCP)
didirikan pada tahun 1998, adalah mekanisme formal yang memungkinkan pihak yang
berkepentingan untuk mengembangkan spesifikasi teknis standar untuk teknologi
Java. Siapapun bisa menjadi Anggota JCP dengan mengisi formulir yang tersedia
di situs JCP. Keanggotaan JCP untuk organisasi dan entitas komersial
membutuhkan biaya tahunan tetapi bebas untuk individu.<br />
<br />
JCP melibatkan penggunaan Permintaan Spesifikasi Java (Java Spesification
Request / JSRs), yaitu dokumen formal yang menggambarkan spesifikasi yang
diusulkan dan teknologi untuk menambah platform Java. Ulasan publik Formal JSRs
akan muncul sebelum JSR menjadi final dan Komite Eksekutif JCP menilainya di
atasnya. Sebuah JSR akhir menyediakan implementasi referensi yang merupakan
implementasi bebas dari teknologi dalam bentuk kode sumber dan Kompatibilitas
Kit Teknologi untuk memverifikasi API spesifikasi. Sebuah JSR menggambarkan JCP
itu sendiri. Seperti tahun 2009, JSR 215 menggambarkan versi sekarang (2.7)
dari JCP.<br />
Sebagai sebuah <i>platform</i>,<br />
<br />
Java memiliki dua buah bagian penting, yaitu<br />
1. Java Virtual Machine<br />
2. Java Application Programmig (Java API).<br />
<br />
<br />
Pada saat ini teknologi java semakin berkembang, Sun Microsystem memperkenalkan
Java versi 1.2 atau lebih dikenal dengan nama Java 2 yang terdiri atas JDK dan
JRE versi 1.2. Pada Java 2 ini, java dibagi menjadi 3 kategori:<br />
<br />
</span></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Java
2 Standart Edition (J2SE)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">, Kategori ini
digunakan untuk menjalankan dan mengembangkan aplikasi-aplikasi Java pada
level PC (Personal Computer)</span></li>
</ul>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Java
2 Enterprise Edition (J2EE)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">, Kategori ini
digunakan untuk menjalankan dan mengembangkan aplikasi-aplikasi Java pada
lingkungan entriprise dengan menambahkan fungsionalitas-fungsionalitas
java semacam EJB (Enterprise Java Bean), Java CORBA, Servlet dan JSP serta
Java XML (Extensible Markup Language)</span></li>
</ul>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Java
2 Micro Edition (J2ME)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">, Kategori ini digunakan untuk
menjalankan dan mengembangkan aplikasi-aplikasi java pada handled devices
atau perangkat-perangkat semacam handphone, Palm,PDA, dan Pocket PC. J2ME
dirancang untuk dapat menjalankan program Java pada perangkat-perangkat
semacam handphone dan PDA, yang memiliki karakteristik yang berbeda dengan
sebuah komputer biasa, misalnya kecilnya jumlah memori pada handphone dan
PDA. J2ME terdiri atas komponen-komponen sebagai berikut Java Virtual
Machine (JVM) dan Java API (Application Programming Interface) serta Tools
lain untuk pengembangan aplikasi Java semacam emulator Java Phone dan
emulator Motorolla. Dalam J2ME dibagi menjadi dua bagian yang dikenal
dengan istilah <i>configuration </i>dan <i>profile</i>.</span></li>
</ul>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br />
<br />
<b>VIRTUAL MACHINE</b><br />
Virtual machine (VM) adalah suatu environment, biasanya sebuah program atau
system operasi, yang tidak ada secara fisik tetapi dijalankan dalam environment
lain. Dalam konteks ini, VM disebut “guest” sementara environment yang
menjalankannya disebut “host”. Ide dasar dari virtual machine adalah
mengabtraksi perangkat keras dari satu komputer (CPU, memori, disk, dst) ke
beberapa environment eksekusi, sehingga menciptakan illusi bahwa masing-masing
environment menjalankan komputernya [terpisah] sendiri.VM muncul karena adanya
keinginan untuk menjalankan banyak sistem operasi pada satu komputer.<br />
<br />
Teknologi virtual machine memiliki banyak kegunaan seperti memungkinkan
konsolidasi perangkat keras, memudahkan recovery sistem, dan menjalankan
perangkat lunak terdahulu. Salah satu penerapan penting dari teknologi VM
adalah integrasi lintas platform.<br />
<br />
Beberapa penerapan lainnya yang penting adalah:<br />
• Konsolidasi server.<br />
Jika beberapa server menjalankan aplikasi yang hanya memakan sedikit sumber
daya, VM dapat digunakan untuk menggabungkan aplikasi-aplikasi tersebut
sehingga berjalan pada satu server saja, walaupun aplikasi tersebut memerlukan
sistem operasi yang berbeda-beda.<br />
<br />
• Otomasi dan konsolidasi lingkungan pengembangan dan testing.<br />
Setiap VM dapat berperan sebagai lingkungan yang berbeda, ini memudahkan
pengembang sehingga tidak perlu menyediakan lingkungan tersebut secara fisik.<br />
<br />
• Menjalankan perangkat lunak terdahulu.<br />
Sistem operasi dan perangkat lunak terdahulu dapat dijalankan pada sistem yang
lebih baru.<br />
<br />
• Memudahkan recovery sistem.<br />
Solusi virtualisasi dapat dipakai untuk rencana recovery sistem yang memerlukan
portabilitas dan fleksibilitas antar platform.<br />
<br />
• Demonstrasi perangkat lunak.<br />
Dengan teknologi VM, sistem operasi yang bersih dan konfigurasinya dapat
disediakan secara cepat.<br />
<br />
<br />
<b>Teknologi VM memiliki beberapa keunggulan, antara lain:</b><br />
• Hal keamanan.<br />
VM memiliki perlindungan yang lengkap pada berbagai sistem sumber daya, yaitu
dengan meniadakan pembagian sumber daya secara langsung, sehingga tidak ada
masalah proteksi dalam VM. Sistem VM adalah kendaraan yang sempurna untuk
penelitian dan pengembangan sistem operasi. Dengan VM, jika terdapat suatu perubahan
pada satu bagian dari mesin, maka dijamin tidak akan mengubah komponen lainnya.<br />
<br />
• Memungkinkan untuk mendefinisikan suatu jaringan dari Virtual Machine (VM).<br />
Tiap-tiap bagian mengirim informasi melalui jaringan komunikasi virtual. Sekali
lagi, jaringan dimodelkan setelah komunikasi fisik jaringan diimplementasikan
pada perangkat lunak.<br />
Kekurangan Virtual Machine (VM)<br />
<br />
<br />
<b>Beberapa kesulitan utama dari konsep VM, diantaranya adalah:</b><br />
• Sistem penyimpanan.<br />
Sebagai contoh kesulitan dalam sistem penyimpanan adalah sebagai berikut:
Andaikan kita mempunyai suatu mesin yang memiliki 3 disk drive namun ingin
mendukung 7 VM. Keadaan ini jelas tidak memungkinkan bagi kita untuk dapat
mengalokasikan setiap disk drive untuk tiap VM, karena perangkat lunak untuk
mesin virtual sendiri akan membutuhkan ruang disk secara substansial untuk
menyediakan memori virtual dan spooling. Solusinya adalah dengan menyediakan
disk virtual atau yang dikenal pula dengan minidisk, dimana ukuran daya
penyimpanannya identik dengan ukuran sebenarnya. Dengan demikian, pendekatan VM
juga menyediakan sebuah antarmuka yang identik dengan perangkat keras yang
mendasari.<br />
<br />
• Pengimplementasian sulit.<br />
Meski konsep VM cukup baik, namun VM sulit diimplementasikan.<br />
<br />
<br />
<br />
<b>JAVA APPLICATION PROGRAMMING INTERFACE (JAVA API)</b><br />
Java API merupakan komponen-komponen dan kelas JAVA yang sudah jadi, yang
memiliki berbagai kemampuan. Kemampuan untuk menangani objek, string, angka,
dsb.<br />
<br />
<b>Java API terdiri dari tiga bagian utama:</b><br />
<br />
</span></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Java
Standard Edition (SE)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">, sebuah standar API untuk
merancang aplikasi desktop dan<i> applets </i>dengan bahasa
dasar yang mendukung grafis, keamanan, konektivitas basis data dan
jaringan.</span></li>
<li class="MsoNormal"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Java
Enterprose Edition (EE)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">, sebuah inisiatif
API untuk merancang aplikasi serverdengan mendukung untuk basis data.</span></li>
<li class="MsoNormal"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Java
Macro Edition (ME)</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">, sebuah API untuk merancang
aplikasi yang jalan pada alat kecil seperti telepon genggam, komputer
genggam dan pager.</span></li>
</ol>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br />
.<br />
<b>Beberapa fitur yang ditawarkan Java API yang digunakan oleh user yang
berkecimpung di dunia java : </b></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br />
1. Applet<br />
Java Applet merupakan program Java yang berjalan di atas browser. Penggunaan
applet ini akan membuat halaman HTML lebih dinamis dan menarik.<br />
<br />
2. Java Networking<br />
<br />
3. Java Database Connectivity (JDBC)<br />
JDBC API terdiri atas class dan interface yang ditulis dalam bahasa Java untuk
sebagai alat bantu bagi pembuat program (developer ) dan menyediakan sekumpulan
API untuk mengatur keamanan mengakses database seperti Oracle, MySQL,
PostgreSQL, Microsoft SQL Server. Jadi keunggulan API JDBC dapat mengakses
sumber data dan berjalan pada semua Platform yang mempunyai Java Viortual
Machine (JVM).<br />
<br />
4. Java Server Pages (JSP)<br />
JSP adalah suatu teknologi web berbasis bahasa pemrograman Java dan berjalan
pada platform Java. JSP merupakan engembangan dari Servlet serta merupakan
bagian dari teknologi Java 2 Platform, Enterprise Edition (J2EE).<br />
<br />
5. Java Card<br />
Platform yang ada pada JAVA dikembangkan oleh yang namanya Java Community
Process (JCP). JCP didirikan pada tahun 1998, merupakan suatu proses formal
yang memungkinkan pihak-pihak yang tertarik untuk terlibat dalam mengembangkan
versi dan fitur dari platform JAVA tersebut. Di dalam JCP terdapat yang namanya
Java Specification Request’s atau JSRs. JSRs adalah kumpulan dokumen formal
yang menggambarkan spesifikasi dan teknologi yang diusulkan oleh orang-orang
yang terlibat dalam JCP untuk melakukan penambahan fitur-fitur yang terdapat
pada platform JAVA tersebut.<br />
<br />
Publik formal review dari JSRs akan muncul sebelum JSRs final di putuskan oleh
komite eksekutif JCP. JSRs terakhir yang menyediakan implementasi referensi
yang merupakan implementasi teknologi dalam bentuk kode sumber dan teknologi
kompatibilitas kit untuk melakukan verifikasi terhadap Java API. Jadi dapat
dikatakan bahwa sebuah JSRs menggambarkan JCP itu sendiri.<br /> </span></div>
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<b>KESIMPULAN </b></span></div>
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Program yang JCP komunitas pengguna telah membantu dalam memberikan umpan balik
pada situs web. Banyak fitur baru dan perbaikan bug pada awalnya diusulkan atau
diidentifikasi oleh pengguna. Berbagai bug telah diperbaiki dan navigasi juga
telah diperbarui untuk mengatur informasi yang tersedia. Ini adalah langkah
inkremental lain sepanjang perjalanan untuk meningkatkan jcp.org. Dalam
bulan-bulan mendatang, sebagai masyarakat terus menyarankan perubahan dan
perangkat tambahan, upaya akan terus memperbaiki situs. Semua umpan menyimpan
program dan JCP jcp.org bergerak maju dan ke atas.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">sumber :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">http://yudhahusna.blogspot.com/2014/01/tugas-soft-skill-101112.html </span></div>
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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-64923039102134174902014-01-05T06:26:00.000-08:002014-01-05T06:28:04.511-08:00Tugas 3 Pengantar Telematika (BAB 7, 8, 9) <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif";"></span><b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;">Teknologi
yang terkait antar muka telematika</span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjMMLptnMWmtDNtMX5TawrVdQpHi35kfi4e1cAVdbf7DIBuBGIcTdt0FHqPjPeA-L36IISNPwtZpGQAIwATMfB_kasiKzk9g0mjN-BQ_lKTuITsSwEiGhLjSDuQunprNL1DI3unrFcbe9X/s1600/antarmuka.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjMMLptnMWmtDNtMX5TawrVdQpHi35kfi4e1cAVdbf7DIBuBGIcTdt0FHqPjPeA-L36IISNPwtZpGQAIwATMfB_kasiKzk9g0mjN-BQ_lKTuITsSwEiGhLjSDuQunprNL1DI3unrFcbe9X/s320/antarmuka.jpg" width="320" /></a></div>
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<span style="font-family: "Arial","sans-serif";">1.Head
Up Display System</span></div>
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<span style="font-family: "Arial","sans-serif";">Head Up Display (HUD) merupakan sebuah
tampilan transparan yang menampilkan data tanpa mengharuskan penggunanya untuk
melihat ke arah yang lain dari sudut pandang biasanya. Asal nama dari alat ini
yaitu pengguna dapat melihat informasi dengan kepala yang terangkat (head up)
dan melihat ke arah depan daripada melihat ke arah bawah bagian instrumen.
Walaupun HUD dibuat untuk kepentingan penerbangan militer (kayaknya jaman dulu
sampe sekarang teknologi itu dipakai militer dulu baru di kasih ke orang sipil,
trus kapan orang sipil bisa punya teknologi?), sekarang HUD telah digunakan
pada penerbangan sipil, kendaraang bermotor dan aplikasi lainnya.</span></div>
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2.Tangible User Interface</span></div>
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<span style="font-family: "Arial","sans-serif";">Tangible User Interface, yang
disingkat TUI, adalah antarmuka dimana seseorang dapat berinteraksi dengan
informasi digital lewat lingkungan fisik. Nama inisial Graspable User
Interface, sudah tidak lagi digunakan. Salah satu perintis TUI ialah Hiroshi
Ishii, seorang profesor di Laboratorium Media MIT yang memimpin Tangible Media
Group. Pandangan istimewanya untuk tangible UI disebut tangible bits, yaitu
memberikan bentuk fisik kepada informasi digital sehingga membuat bit dapat
dimanipulasi dan diamati secara langsung. Hmm,,ngerti gak? Pasti pusing, sama.</span></div>
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3.Computer Vision </span></div>
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<span style="font-family: "Arial","sans-serif";">Computer
Vision (komputer visi) merupakan ilmu pengetahuan dan teknologi dari mesin yang
melihat. Dalam aturan pengetahuan, komputer visi berhubungan dengan teori yang
digunakan untuk membangun sistem kecerdasan buatan yang membutuhkan informasi
dari citra (gambar). Data citranya dapat dalam berbagai bentuk, misalnya urutan
video, pandangan deri beberapa kamera, data multi dimensi yang di dapat dari
hasil pemindaian medis. Hmm,,,makin pusing deh tapi tetep dapet ilmu.</span></div>
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<span style="font-family: "Arial","sans-serif";">4.Browsing
Audio Data</span></div>
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5.Speech Recognition </span></div>
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<span style="font-family: "Arial","sans-serif";">Dikenal
juga dengan pengenal suara otomatis (automatic speech recognition) atau
pengenal suara komputer (computer speech recognition). Merupakan salah satu
fitur antarmuka telematika yang merubah suara menjadi tulisan (hebat, padahal
kalo lagi di dikte sama dosen juga kita bisa ngubah suara jadi tulisan).
Istilah ‘voice recognition’ terkadang digunakan untuk menunjuk ke speech
recognition dimana sistem pengenal dilatih untuk menjadi pembicara istimewa,
seperti pada kasus perangkat lunak untuk komputer pribadi, oleh karena itu
disana terdapat aspek dari pengenal pembicara, dimana digunakan untuk mengenali
siapa orang yang berbicara, untuk mengenali lebih baik apa yang orang itu
bicarakan. Speech recognition merupakan istilah masukan yang berarti dapat
mengartikan pembicaraan siapa saja.</span></div>
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6.Speech Synthesis</span></div>
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<span style="font-family: "Arial","sans-serif";">Speech
synthesis merupakan hasil kecerdasan buatan dari pembicaraan manusia. Komputer
yang digunakan untuk tujuan ini disebut speech syhthesizer dan dapat diterapkan
pada perangkat lunak dan perangkat keras. Sebuah sistem text to speech (TTS)
merubah bahasa normal menjadi pembicaraan.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">sumber:</span><br />
<a href="http://mrndon.com/JARINGAN%20KOMPUTER/5-Jaringan%20Wireless.pdf">http://mrndon.com/JARINGAN%20KOMPUTER/5-Jaringan%20Wireless.pdf</a><br />
<a href="http://bluewarrior.wordpress.com/2009/12/10/cara-kerja-terminal/">http://bluewarrior.wordpress.com/2009/12/10/cara-kerja-terminal/</a><br />
<a href="http://id.wikipedia.org/wiki/Antarmuka">http://id.wikipedia.org/wiki/Antarmuka</a><br />
<a href="http://id.scribd.com/doc/77423870/Pengantar-Telematika-Fitur-Pada-Antar-Muka-Telematika-Softskill">http://id.scribd.com/doc/77423870/Pengantar-Telematika-Fitur-Pada-Antar-Muka-Telematika-Softskill</a><br />
<a href="http://code86.wordpress.com/2009/11/19/layanan-interface-dan-fitur-fitur-telematika/">http://code86.wordpress.com/2009/11/19/layanan-interface-dan-fitur-fitur-telematika/</a><br />
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<span style="font-family: "Arial","sans-serif";"></span><b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;">Middleware Telematika</span></b></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Dalam
dunia teknologi informasi, terminologi middleware adalah istilah umum
dalam pemrograman komputer yang digunakan untuk menyatukan, sebagai
penghubung, ataupun untuk meningkatkan fungsi dari dua buah
progaram/aplikasi yang telah ada.</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Perangkat
lunak middleware adalah perangkat lunak yang terletak diantara program
aplikasi dan pelayanan-pelayanan yang ada di sistim operasi. Adapun
fungsi dari middleware adalah:</span></span></div>
<ul style="background-color: white; border: 0px; line-height: 19.600000381469727px; list-style-type: none; margin: 0px; outline: 0px; padding: 5px 10px 5px 30px;" type="disc">
<li class="MsoNormal" style="border: 0px; line-height: 21px; list-style-type: disc; margin: 0px; outline: 0px; padding: 1px 0px; text-align: justify;"><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Menyediakan
lingkungan pemrograman aplikasi sederhana yang menyembunyikan
penggunaan secara detail pelayanan-pelayanan yang ada pada sistem
operasi .</span></span></li>
<li class="MsoNormal" style="border: 0px; line-height: 21px; list-style-type: disc; margin: 0px; outline: 0px; padding: 1px 0px; text-align: justify;"><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Menyediakan lingkungan pemrograman aplikasi yang umum yang mencakup berbagai komputer dan sistim operasi.</span></span></li>
<li class="MsoNormal" style="border: 0px; line-height: 21px; list-style-type: disc; margin: 0px; outline: 0px; padding: 1px 0px; text-align: justify;"><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Mengisi
kekurangan yang terdapat antara sistem operasi dengan aplikasi, seperti
dalam hal: networking, security, database, user interface, dan system
administration.</span></span></li>
</ul>
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<span style="font-family: Times, Times New Roman, serif;"><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Tujuan Umum Middleware Telematika</span></b><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"></span></b></span></div>
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<ol><span style="background-color: white; line-height: 19.600000381469727px;"><span style="font-family: Times, Times New Roman, serif;">
<li style="text-align: justify;">Middleware adalah S/W penghubung yang
berisi sekumpulan layanan yang memungkinkan beberapa proses dapat
berjalan pada satu atau lebih mesin untuk saling berinteraksi pada suatu
jaringan.</li>
<li style="text-align: justify;">Middleware sangat dibutuhkan untuk
bermigrasi dari aplikasi mainframe ke aplikasi client/server dan juga
untuk menyediakan komunikasi antar platform yang berbeda</li>
<li style="text-align: justify;">Middleware yang paling banyak
dipublikasikan :
Open Software Foundation’s Distributed Computing
Environment (DCE) Object Management
Group’s Common Object Request Broker Architecture (CORBA),
Microsoft’s COM/DCOM (Component Object Model)</li>
</span></span></ol>
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<span style="font-family: Times, Times New Roman, serif;"><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Lingkungan Komputasi Dari Middleware Telematika</span></b><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"></span></b></span></div>
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Suatu lingkungan di mana sistem komputer digunakan. Lingkungan
komputasi dapat dikelompokkan menjadi empat jenis yaitu :</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">1. Komputasi tradisional,</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">2. Komputasi berbasis jaringan,</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">3. Komputasi embedded,</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">4. Komputasi grid.</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">
Pada awalnya komputasi tradisional hanya meliputi penggunaan komputer
meja (desktop) untuk pemakaian pribadi di kantor atau di rumah. Namun,
seiring dengan perkembangan teknologi maka komputasi tradisional
sekarang sudah meliputi penggunaan teknologi jaringan yang diterapkan
mulai dari desktop hingga sistem genggam. Perubahan yang begitu drastis
ini membuat batas antara komputasi tradisional dan komputasi berbasis
jaringan sudah tidak jelas lagi.</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">
Lingkungan komputasi itu sendiri bisa diklasifikasikan berdasarkan cara
data dan instruksi programnya dihubungkan yang terdiri atas empat
kategori berikut ini :</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">1. Single instruction stream-single data stream (SISD) : Satu prosesor dan biasa juga disebut komputer sekuensial</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">2.
Single instruction stream-multiple data stream (SIMD) : Setiap prosesor
memiliki memori lokal dan duplikasi program yang sama sehingga
masing-masing prosesor akan mengeksekusi instruksi/program yang sama</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">3.
Multiple instruction stream-single data stream (MISD) : Data yang ada
di common memory akan dimanipulasi secara bersamaan oleh semua prosesor</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">4.
Multiple instruction stream-multiple data stream (MIMD) : Setiap
prosesor memiliki kontrol unit, memori lokal serta memori bersama
(shared memory) yang mendukung proses paralelisasi dari sisi data dan
instruksi.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Kebutuhan Middleware</span></b><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"></span></b></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Middleware
adalah software yang dirancang untuk mendukung pengembangan sistem
tersebar dengan memungkinkan aplikasi yang sebelumnya terisolasi untuk
saling berhubungan. Dengan bantuan middleware, data yang sama dapat
digunakan oleh customer service, akuntansi, pengembangan, dan manajemen
sesuai kebutuhan. Middleware dapat juga berfungsi sebagai penerjemah
informasi sehingga setiap aplikasi mendapatkan format data yang dapat
mereka proses.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Middleware
tersedia untuk berbagai platform, dengan berbagai jenis. Jenis
middleware yang umum dikembangkan saat ini dapat dikelompokkan dalam
lima kategori besar, salah satunya adalah homegrown, yang dikembangkan
khusus untuk kebutuhan internal organisasi, model RPC/ORB (Remote
Procedure Call/Object Request Broker), Pub/Sub
(Publication/Subscription), Message Queuing, dan TP (Transaction
Processing) Monitor.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
<div class="MsoNormal" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: 0.25in;">
<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Di
Linux, banyak perusahaan besar seperti IBM, BEA, dan Schlumberger yang
sedang dan sudah mengerjakan berbagai sistem middleware. Salah satu
produk middleware IBM untuk</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">platform
Linux adalah BlueDrekar™. BlueDrekar™ adalah middleware berbasis
spesifikasi Bluetooth™ untuk koneksi peralatan wireless di lingkungan
rumah dan kantor. Produk middleware ini menyediakan protocol stack dan
berbagai API (Application Programming Interfaces) yang dibutuhkan
aplikasi berbasis jaringan. Diharapkan adanya BlueDrekar™ di Linux ini
akan mempercepat pertumbuhan aplikasi dan peralatan berbasis Bluetooth™.</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Contoh
lain, BEA Tuxedo™ dari BEA System, sebuah middleware transaction
processing monitor yang juga mendukung model ORB, tersedia untuk
berbagai platform, termasuk RedHat Linux. BEA Tuxedo memungkinkan
kombinasi pengembangan aplikasi dengan model CORBA dan ATMI
(Application-to-Transaction Monitor Interface). Sebuah aplikasi yang
dibuat untuk Tuxedo dapat berjalan pada platform apapun yang ditunjang
oleh BEA tanpa perlu modifikasi</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">dalam kode aplikasinya.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Dalam
bidang kartu magnetis (smart cards), Schlumberger adalah salah satu
pengembang dan produsen CAC (Common Access Card) dan middleware CAC-nya.
Produk middleware ini yang diberi nama CACTUS (Common Access Card
Trusted User Suite), dapat berjalan di atas Linux. memberi kemampuan
koneksi pada level aplikasi ke kartu magnetis dan fungsi-fungsi
kriptografis.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
<div class="MsoNormal" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: 0.25in;">
<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">ShaoLin
Aptus adalah sebuah middleware untuk Linux, yang mengubah jaringan PC
menjadi sebuah arsitektur jaringan komputer yang bersifat 'fit client'.
Produk yang memenangkan 'IT Excellence Awards 2002' di Hong Kong ini,
mengembangkan konsep ' t h i n c l i e nt' dengan memperbolehkan
komputasi berbasis client. Shaolin Aptus membuat banyak klien dapat
menggunakan sistem operasi dan aplikasi yang tersimpan di server melalui
LAN secara transparan.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Saat
ini, hampir seluruh aplikasi terdistribusi dibangun dengan menggunakan
middleware. Masih menurut IDC, perkembangan segmen middleware terbesar
akan terjadi dalam alat yang membantu sistem manajemen bisnis. Hal ini
terjadi untuk memenuhi permintaan akan integrasi</span></span></div>
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<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">aplikasi
yang lebih baik. Linux, didukung oleh bermacam produk middleware,
memberikan pilihan sistem operasi dan middleware yang stabil, dengan
harga yang bersaing.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Contoh-contoh Middleware</span></b><b><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"></span></b></span></div>
<div class="MsoNormalCxSpMiddle" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Times, Times New Roman, serif;"><i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">1.</span></i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"> <i><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Java’s : Remote Procedure Call</span></i></span></span></div>
<div class="MsoNormalCxSpMiddle" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify;">
<span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><span style="font-family: Times, Times New Roman, serif;">Remote Procedure Calls (RPC) memungkinkan suatu bagian logika aplikasi untuk didistribusikan pada jaringan. Contoh :</span></span></div>
<div class="MsoNormalCxSpMiddle" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Times, Times New Roman, serif;"><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">· </span><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">SUN RPC, diawali dengan network file system (SUN NFS).</span></span></div>
<div class="MsoNormalCxSpMiddle" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Times, Times New Roman, serif;"><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">· </span><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">DCE RPC, sebagai dasar Microsoft’s COM.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Object Request Brokers</span></i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"> (ORBs)
memungkinkan objek untuk didistribusikan dan dishare pada jaringan yang
heterogen. Pengembangan dari model prosedural RPC, –Sistem objek
terdistribusi, seperti CORBA, DCOM, EJB, dan .NET memungkinkan proses
untuk dijalankan pada sembarang jaringan.</span></span></div>
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<span style="font-family: Times, Times New Roman, serif;"><br /></span></div>
<div class="MsoNormalCxSpMiddle" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Times, Times New Roman, serif;"><i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">2.</span></i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"> <i><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Object Management Group’s : Common, dan Object Request Broker Architecture (COBRA)</span></i></span></span></div>
<div class="MsoNormalCxSpMiddle" style="background-color: white; border: 0px; line-height: 21px; list-style-type: none; margin: 0px 0px 0in; outline: 0px; padding: 0px; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Times, Times New Roman, serif;"><i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">3.</span></i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"> <i><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Microsoft’s COM/DCOM (Companent Object Model), serta</span></i></span></span></div>
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<div style="background-color: white;">
<span style="font-family: Times, Times New Roman, serif;"><i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">4.</span></i><span style="border: 0px; line-height: 24px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"> <i><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;">Also .NET Remoting.</span></i></span></span></div>
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<span style="font-family: Times, 'Times New Roman', serif; line-height: 24px; text-indent: -0.25in;"><br /></span></div>
<div style="background-color: white;">
<span style="font-family: Times, 'Times New Roman', serif; line-height: 24px; text-indent: -0.25in;">ssumber :</span></div>
<div style="background-color: white;">
h http://freakpaper.blogspot.com/2012/11/middleware-telematika.html<br />
<b style="font-family: Times, 'Times New Roman', serif; line-height: 24px; text-indent: 0px;"><a href="http://reffliansii.blogspot.com/2012/10/middleware-telematika.html">http://reffliansii.blogspot.com/2012/10/middleware-telematika.htm</a>l</b><br />
<b style="background-color: transparent; line-height: 24px; text-indent: 0px;"><span style="font-family: Times, Times New Roman, serif;"><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><a href="http://vhinta.blogspot.com/2012/10/middleware-telematika.html" style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial;">http://vhinta.blogspot.com/2012/10/middleware-telematika.html</a></span></span></b><br />
<b style="line-height: 24px; text-indent: 0px;"><span style="font-family: Times, Times New Roman, serif;"><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"><a href="http://titi-nyunyun.blogspot.com/2012/11/middleware-telematika-manajemen-data.html" style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px; text-decoration: initial;">http://titi-nyunyun.blogspot.com/2012/11/middleware-telematika-manajemen-data.html</a></span></span></b></div>
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</div>
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</div>
<div style="background-color: white; text-align: center;">
<b style="line-height: 24px; text-indent: 0px;"><span style="font-family: Times, Times New Roman, serif;"><span style="border: 0px; list-style-type: none; margin: 0px; outline: 0px; padding: 0px;"> </span></span></b><b> MANAJEMEN DATA SISI CLIENT</b></div>
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</div>
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Manajemen Data yang terjadi pada sisi klien dapat kita
pahami pada DBMS dibawah ini.</div>
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Mobile DBMS (Embedded/Ultra tiny/Java Database)</div>
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Merupakan suatu DBMS yang terdapat pada peralatan bergerak
(mobile device). Mobile DBMS adalah versi khusus dari sebuah departemen atau
perusahaan DBMS.Ini dirancang untuk digunakan dengan remote pengguna yang
biasanya tidak terhubung ke jaringan. DBMS memungkinkan mobile akses database
lokal dan modifikasi pada laptop atau perangkat genggam, seperti PDA atau
PocketPC Palm. Selanjutnya, mobile DBMS menyediakan mekanisme untuk
sinkronisasi perubahan basis data jauh terpusat, perusahaan atau departemen
server database.</div>
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</div>
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Teknologi pada sisi Klien :</div>
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</div>
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- Kontrol
Active X</div>
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- Java
Applet</div>
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- Client-side
script (JavaScript dan VBScript)</div>
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- DHTML
(CSS / Cascading Style Sheets)</div>
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</div>
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Teknologi pada sisi Server :</div>
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- CGI</div>
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- FastCGI</div>
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- Proprietary
Web Server API (ISAPI dan NSAPI)</div>
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- Active
Server Pages (ASP)</div>
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- Java
Server Pages (JSP) dan Java Servlets</div>
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- Server-side
JavaScript</div>
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- PHP</div>
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</div>
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Berikut ini adalah penjelasan mengenai beberapa kolaborasi
arsitektur sisi client dan sisi server :</div>
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</div>
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</div>
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<b> s Single-Tier</b></div>
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</div>
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Definisi arsitektur single-tier, seperti yang ditunjukkan
pada gambar di bawah ini, adalah bahwa semua komponen produksi dari sistem
dijalankan pada komputer yang sama. Kelemahan dari jenis ini adalah keamanannya
lebih rendah dan kurangnya skalabilitas. Sebuah arsitektur skalabel dapat
dengan mudah ketika diperluas atau ditambah untuk memenuhi kebutuhan
peningkatan kinerja.</div>
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</div>
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<b>Two-tier</b></div>
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</div>
<div class="MsoNormal">
Dalam arsitektur klien / server dua lapis , antarmuka
pengguna ditempatkan di lingkungan desktop dan sistem manajemen database.
Biasanya dalam sebuah server, yang lebih kuat merupakan mesin yang menyediakan
layanan bagi banyak klien. Pengolahan informasi dibagi antara sistem user
interface lingkungan dan lingkungan server manajemen database.</div>
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</div>
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<b>Three-tier</b></div>
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</div>
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Arsitektur Three-Tier diperkenalkan untuk mengatasi
kelemahan dari arsitektur two-tier. Di tiga tingkatan arsitektur, sebuah
middleware digunakan diantara sistem user interface lingkungan klien dan server
manajemen database lingkungan. Middleware ini diimplementasikan dalam berbagai
cara seperti pengolahan transaksi monitor, pesan server atau aplikasi server.</div>
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</div>
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<b>Three tier dengan server pesan</b></div>
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</div>
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P ada arsitektur ini, pesan akan diproses dan diprioritaskan.
Header pesan memiliki prioritas yang mencakup informasi, alamat dan nomor
identifikasi. Server pesan dihubungkan ke relasional DBMS dan sumber data
lainnya. Sistem pesan alternatif untuk infrastruktur nirkabel.</div>
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</div>
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<b>Three tier dengan aplikasi server</b></div>
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</div>
<div class="MsoNormal">
Arsitektur ini memungkinkan server untuk menjalankan sebuah
aplikasi pada server lain tidak terdapat di sistem user interface lingkungan
klien. Aplikasi dalam arsitektur ini lebih terukur dan biaya instalasinya murah
pada satu server.</div>
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s </div>
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</div>
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s sumber : <a href="http://anidotnet.blogspot.com/2011/12/arsitektur-dari-sisi-server-admin-dan.html">http://anidotnet.blogspot.com/2011/12/arsitektur-dari-sisi-server-admin-dan.html</a> </div>
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</div>
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</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com1tag:blogger.com,1999:blog-3412895570560763002.post-50681765536620004812013-11-16T03:42:00.000-08:002013-11-16T03:42:50.082-08:00Tugas 2 Pengantar Telematika (BAB 4, 5, 6) <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Teknologi</b></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Jaringan
wireless/nirkabel adalah teknologi jaringan yang memanfaatkan gelombang
elektromagnetik melalui udara sebagai media untuk mengirimkan informasi dari
pengirim ke penerima. Teknologi ini muncul sebagai jawaban atas keterbatasan
jaringan wireline. Mobilitas manusia </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">yang
tinggi dan informasi yang selalu dekat menjadi faktor pendorong utama
berkembangnya teknogi ini. Beberapa teknologi wireless yang telah dikembangkan
antara lain : WiFi, Bluetooth, WiMAX, VSAT, Infrared.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal">
<b><span style="font-family: "Arial","sans-serif";">Cara Kerja Terminal</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, sans-serif;">Biasanya data ditampilkan pada komputer pada jarak jauh atau dekat yang disebut
dengan terminal. Fungsi dasarnya adalah untuk berhubungan dengan komputer host.
Terminal juga dikenali dengan beberapa istilah, seperti: CRT – Cathode Ray
Tube, VDT -Video Display Terminal atau display station.</span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";"><br />Terminal dibagi atas 3 jenis, yaitu :<br />
<br />
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Terminal
dungu (dumb), yaitu terminal yang berfungsi hanya berupaya menghantar setiap
karakter yang dikirimkan ke host dan menampilkan apa saja yang dikirim oleh
host.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Terminal
‘smart’ , yaitu terminal yang berfungsi menghantarkan informasi tambahan selain
apa yang dikirim oleh pemakai seperti kode tertentu untuk menghindari kesalahan
data yang terjadi.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif;">Terminal
pintar (intelligent), yaitu terminal yang dapat diprogramkan untuk membuat
fungsi-fungsi tambahan seperti kontrol terhadap penyimpanan ke storage dan
menampilkan lay-out data dari host dengan lebih bagus.</span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Pada
saat terminal/client/terminal/client melakukan proses booting, garis besar
proses yang dijalankan adalah:</span></div>
<div class="MsoNormal">
</div>
<ul>
<li><span style="font-family: Arial, sans-serif;">Mencari
alamat ip dari dhcp server.</span></li>
<li><span style="font-family: Arial, sans-serif;">Mengambil
kernel dari tftp server.</span></li>
<li><span style="font-family: Arial, sans-serif;">Menjalankan
sistem file root dari nfs server.</span></li>
<li><span style="font-family: Arial, sans-serif;">Mengambil
program X-server ke dalam memory dan mulai menjalankannya.</span></li>
<li><span style="font-family: Arial, sans-serif;">Melakukan
hubungan dengan xdm server dan user login ke dalam xdm server.</span></li>
</ul>
<div>
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;">Fitur
pada antar muka telematika</span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Dalam
penggunaan umum, sebuah antarmuka atau interface adalah
sebuah titik, wilayah, atau permukaan di mana dua zat atau benda berbeda
bertemu; dia juga digunakan secara metafora untuk perbatasan antara benda. Kata
interface kadangkala (biasanya dalam bidang teknik) disingkat menjadi
"i/f".</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Bentuk
kerja dari interface berarti menghubungkan dua atau lebih benda pada
suatu titik atau batasan yang terbagi, atau untuk menyiapkan kedua benda untuk
tujuan tersebut.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif";">Interface telematika</span></b><span style="font-family: "Arial","sans-serif";"> adalah atribut sensor dari pertemuan
sistem jaringan komunikasi dan teknologi informasi yang berhubungan dengan
pengoperasian oleh pengguna. Ada 6 Fitur pada antarmuka pengguna telematika:</span></div>
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</div>
<ul>
<li><span style="font-family: Arial, sans-serif;">head
up display system</span></li>
<li><span style="font-family: Arial, sans-serif;">tangible
user interface</span></li>
<li><span style="font-family: Arial, sans-serif;">computer
vision</span></li>
<li><span style="font-family: Arial, sans-serif;">browsing
audio data</span></li>
<li><span style="font-family: Arial, sans-serif;">speech
recognition</span></li>
<li><span style="font-family: Arial, sans-serif;">speechsynthesis</span></li>
</ul>
<div>
<span style="font-family: Arial, sans-serif;"><br /></span></div>
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;">Teknologi
yang terkait antar muka telematika</span></b></div>
<div>
<div class="MsoNormal">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjMMLptnMWmtDNtMX5TawrVdQpHi35kfi4e1cAVdbf7DIBuBGIcTdt0FHqPjPeA-L36IISNPwtZpGQAIwATMfB_kasiKzk9g0mjN-BQ_lKTuITsSwEiGhLjSDuQunprNL1DI3unrFcbe9X/s1600/antarmuka.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjMMLptnMWmtDNtMX5TawrVdQpHi35kfi4e1cAVdbf7DIBuBGIcTdt0FHqPjPeA-L36IISNPwtZpGQAIwATMfB_kasiKzk9g0mjN-BQ_lKTuITsSwEiGhLjSDuQunprNL1DI3unrFcbe9X/s320/antarmuka.jpg" width="320" /></a></div>
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<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">1.Head
Up Display System</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Head Up Display (HUD) merupakan sebuah
tampilan transparan yang menampilkan data tanpa mengharuskan penggunanya untuk
melihat ke arah yang lain dari sudut pandang biasanya. Asal nama dari alat ini
yaitu pengguna dapat melihat informasi dengan kepala yang terangkat (head up)
dan melihat ke arah depan daripada melihat ke arah bawah bagian instrumen.
Walaupun HUD dibuat untuk kepentingan penerbangan militer (kayaknya jaman dulu
sampe sekarang teknologi itu dipakai militer dulu baru di kasih ke orang sipil,
trus kapan orang sipil bisa punya teknologi?), sekarang HUD telah digunakan
pada penerbangan sipil, kendaraang bermotor dan aplikasi lainnya.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br />
2.Tangible User Interface</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Tangible User Interface, yang
disingkat TUI, adalah antarmuka dimana seseorang dapat berinteraksi dengan
informasi digital lewat lingkungan fisik. Nama inisial Graspable User
Interface, sudah tidak lagi digunakan. Salah satu perintis TUI ialah Hiroshi
Ishii, seorang profesor di Laboratorium Media MIT yang memimpin Tangible Media
Group. Pandangan istimewanya untuk tangible UI disebut tangible bits, yaitu
memberikan bentuk fisik kepada informasi digital sehingga membuat bit dapat
dimanipulasi dan diamati secara langsung. Hmm,,ngerti gak? Pasti pusing, sama.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br />
3.Computer Vision </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Computer
Vision (komputer visi) merupakan ilmu pengetahuan dan teknologi dari mesin yang
melihat. Dalam aturan pengetahuan, komputer visi berhubungan dengan teori yang
digunakan untuk membangun sistem kecerdasan buatan yang membutuhkan informasi
dari citra (gambar). Data citranya dapat dalam berbagai bentuk, misalnya urutan
video, pandangan deri beberapa kamera, data multi dimensi yang di dapat dari
hasil pemindaian medis. Hmm,,,makin pusing deh tapi tetep dapet ilmu.</span></div>
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<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Arial","sans-serif";">4.Browsing
Audio Data</span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span style="font-family: "Arial","sans-serif";"><br />
5.Speech Recognition </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Dikenal
juga dengan pengenal suara otomatis (automatic speech recognition) atau
pengenal suara komputer (computer speech recognition). Merupakan salah satu
fitur antarmuka telematika yang merubah suara menjadi tulisan (hebat, padahal
kalo lagi di dikte sama dosen juga kita bisa ngubah suara jadi tulisan).
Istilah ‘voice recognition’ terkadang digunakan untuk menunjuk ke speech
recognition dimana sistem pengenal dilatih untuk menjadi pembicara istimewa,
seperti pada kasus perangkat lunak untuk komputer pribadi, oleh karena itu
disana terdapat aspek dari pengenal pembicara, dimana digunakan untuk mengenali
siapa orang yang berbicara, untuk mengenali lebih baik apa yang orang itu
bicarakan. Speech recognition merupakan istilah masukan yang berarti dapat
mengartikan pembicaraan siapa saja.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">
6.Speech Synthesis</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Speech
synthesis merupakan hasil kecerdasan buatan dari pembicaraan manusia. Komputer
yang digunakan untuk tujuan ini disebut speech syhthesizer dan dapat diterapkan
pada perangkat lunak dan perangkat keras. Sebuah sistem text to speech (TTS)
merubah bahasa normal menjadi pembicaraan.</span></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div>
</div>
<span style="font-family: Arial, Helvetica, sans-serif;">sumber:</span><br />
<a href="http://mrndon.com/JARINGAN%20KOMPUTER/5-Jaringan%20Wireless.pdf">http://mrndon.com/JARINGAN%20KOMPUTER/5-Jaringan%20Wireless.pdf</a><br />
<a href="http://bluewarrior.wordpress.com/2009/12/10/cara-kerja-terminal/">http://bluewarrior.wordpress.com/2009/12/10/cara-kerja-terminal/</a><br />
<a href="http://id.wikipedia.org/wiki/Antarmuka">http://id.wikipedia.org/wiki/Antarmuka</a><br />
<a href="http://id.scribd.com/doc/77423870/Pengantar-Telematika-Fitur-Pada-Antar-Muka-Telematika-Softskill">http://id.scribd.com/doc/77423870/Pengantar-Telematika-Fitur-Pada-Antar-Muka-Telematika-Softskill</a><br />
<a href="http://code86.wordpress.com/2009/11/19/layanan-interface-dan-fitur-fitur-telematika/">http://code86.wordpress.com/2009/11/19/layanan-interface-dan-fitur-fitur-telematika/</a></div>
<div>
<span style="font-family: Arial, sans-serif;"><br /></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-67316324663750269082013-11-16T03:34:00.000-08:002013-11-16T03:34:07.080-08:00Tugas 1 Pengantar Telematika (BAB 1, 2, 3)<div dir="ltr" style="text-align: left;" trbidi="on">
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;">PENGERTIAN
TELEMATIKA</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgouKtjx78WWfO5CezGeOG8Pej5Fc5hc-MaNUyuAvRxijGYnfFdHMHJPgs-B_d9N_YgoYPyWbOeY-kiXtTrcDlAekddSn1u514elCyl3WsY1uI8eMgmDz5skwLnKf2qyaMTkLy0GzJOsXM/s1600/telematika.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgouKtjx78WWfO5CezGeOG8Pej5Fc5hc-MaNUyuAvRxijGYnfFdHMHJPgs-B_d9N_YgoYPyWbOeY-kiXtTrcDlAekddSn1u514elCyl3WsY1uI8eMgmDz5skwLnKf2qyaMTkLy0GzJOsXM/s320/telematika.jpg" width="320" /></a></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></b></div>
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</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Telematika berasal
dari bahasa perancis
“Telematique” yang merujuk
pada bertemunya sistem jaringan
komunikasi dengan teknologi
informasi. Teknologi Informasi merujuk pada sarana prasarana,
sistem dan metode untuk perolehan, pengiriman, penerimaan, pengolahan, penafsiran,
penyimpanan,
pengorganisasian, dan penggunaan
data yang bermakna. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Para praktisi
menyatakan bahwa “Telematics“
adalah singkatan dari “Telecommunication” and “informatics” sebagai
wujud dari perpaduan
konsep Computing and Communication. Istilah
Telematics juga dikenal sebagai
“the new hybrid
technology” yang lahir karena perkembangan teknologi digital. Perkembangan
ini memicu perkembangan teknologi
telekomunikasi dan informatika
menjadi semakin terpadu
(konvergensi). Semula media masih
belum menjadi bagian
integral dari isu
konvergensi teknologi informasi komunikasi pada saat itu. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Belakangan
baru disadari bahwa penggunaan sistem komputer dan sistem komunikasi ternyata juga
menghindarkan media komunikasi
baru. Lebih jauh
lagi istilah Telematika kemudian merujuk
pada perkembangan konvergensi
antara telekomunikasi, media
dan informatika yang semula masing-masing berkembang secara terpisah. Konvergensi Telematika
kemudian dipahami sebagai
sistem elektronik berbasiskan teknologi digital atau “The Net”.
Dalam perkembangannya istilah “media” dalam Telematika berkembang menjadi
wacana “multimedia”. Hal
ini sedikit membingungkan
masyarakat, karena istilah “multimedia” semula hanya merujuk pada
kemampuan sistem komputer untuk mengolah informasi dalam berbagai medium.
Adalah suatu ambigus jika istilah Telematika dipahami sebagai
akronim Telekomunikasi, Multimedia dan Informatika (http://law.ui.ac.ic/lama/telematika/index.htm).
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Menurut instruksi
presiden RI no.6
tahun 2001 tentang
kerangka kebijakan perkembangan dan
pendayagunaan telematika di Indonesia
didapat pengertian telematika sebagai berikut
: “……. Telekomunikasi, media
dan informatika atau
disingkat sebagai teknologi telematika…”. (http://www.indonesia.go.id/id/produk_uu/isi/inpres2001/ip%206-2001%20lamp.html).
Alfin Toffler berpendapat
bahwa teknologi telekomunikasi dan
informatika, kini populer dengan
nama telematika (Yuliar,2007). Menurut
Yusuf Hadi Miarso
(2007) telematika merupakan sinergi
teknologi telekomunikasi dan
informatika untuk keperluan pemrosesan data
dengan sistem binary
(digital). Telekomunikasi adalah
sistem hubungan jarak jauh
yang terjalin melalui
saluran kabel dan
nirkabel (gelombang suara, elektromagnetik, dan
cahaya). Sedangkan informatika adalah pengelolaan
data yang bermakna dengan
sistem binary (digital).
Istilah Teknologi dan
Komunikasi (ICT = Information
and Communication Technology)
yang lebih dikenal
sekarang ini bermaksud memperluas pengertian telematika. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Jadi,
dapat disimpulkan bahwa Telematika merupakan
konvergensi antara teknologi Telekomunikasi , Media dan Informatika yang
digunakan untuk keperluan pemrosesan data dengan sistem binary / digital.</span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif";">SEJARAH PERKEMBANGAN
TELEMATIKA DI INDONESIA</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Peristiwa
proklamasi 1945 membawa perubahan yang bagi masyarakat Indonesia, dan sekaligus menempatkannya pada
situasi krisis jati
diri. Krisis ini
terjadi karena Indonesia sebagai sebuah
negara belum memiliki
perangkat sosial, hukum,
dan tradisi yang
mapan. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Situasi
itu menjadi ‘bahan bakar’ bagi upaya-upaya
pembangunan karakter bangsa di tahun 50-an dan
60-an. Di awal
70-an, ketika kepemimpinan soeharto, orientasi
pembangunan bangsa digeser ke arah ekonomi, sementara proses – proses yang dirintis sejak tahun 50-an belum
mencapai tingkat kematangan. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Dalam latar
belakang sosial demikianlah
telekomunikasi dan informasi,
mulai dari radio, telegrap, dan
telepon, televisi, satelit telekomunikasi, hingga ke internet dan perangkat multimedia tampil
dan berkembang di
Indonesia. Perkembangan telematika
penulis dibagi menjadi 2 masa
yaitu masa sebelum atau pra satelit dan masa satelit. </span></div>
<div class="MsoNormal" style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b>Trend Ke Depan Telematika</b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Teknologi
makin ke depan semakin pesat terutama dalam hal performa, dalam contoh
kecil pada saat jaman dahulu terdapat PC dengan berbagai macam jenis
hingga sekarang ini dengan penggunaan leptop sebagai mini PC membuat
perkembangan teknologi berkembang.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif;">Tidak lain hal nya dalam
bidang telekomunikasi, tersedianya fitur NFC semakin menambah daftar
jaringan nirkabel dalam telekomunikasi. pada saat itu hanya terdapat
teknologi infra red dan bluetooth oleh karena itu perkembangan ke
depannya untuk teknologi sepertinya akan berjalan lebih baik lagi dengan
teknolpogi yang lebih canggih dan easy to use (mudah digunakan) oleh
semua kalangan. mungkin itu pendapat dari saya tentang trend telematika.</span><br />
<span style="font-family: Arial, sans-serif;"><br /></span>
<span style="font-family: Arial, sans-serif;"><br /></span>
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<span style="font-size: 14.0pt; line-height: 115%;"><b>Arsitektur Telematika</b></span></div>
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<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">Klien-server
atau client-server merupakan sebuah paradigma dalam teknologi informasi
yang merujuk kepada cara untuk mendistribusikan aplikasi ke dalam dua
pihak: pihak klien dan pihak server.</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">Dalam
model klien/server, sebuah aplikasi dibagi menjadi dua bagian yang
terpisah, tapi masih merupakan sebuah kesatuan yakni komponen klien dan
komponen server. Komponen klien juga sering disebut sebagai front-end,
sementara komponen server disebut sebagai back-end. Komponen klien dari
aplikasi tersebut dijalankan dalam sebuah workstation dan menerima
masukan data dari pengguna. Komponen klien tersebut akan menyiapkan data
yang dimasukkan oleh pengguna dengan menggunakan teknologi pemrosesan
tertentu dan mengirimkannya kepada komponen server yang dijalankan di
atas mesin server, umumnya dalam bentuk request terhadap beberapa
layanan yang dimiliki oleh server. Komponen server akan menerima request
dari klien, dan langsung memprosesnya dan mengembalikan hasil
pemrosesan tersebut kepada klien. Klien pun menerima informasi hasil
pemrosesan data yang dilakukan server dan menampilkannya kepada
pengguna, dengan menggunakan aplikasi yang berinteraksi dengan pengguna.</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;"><br /></span></span>
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;"><b>Arsitektur sisi klien</b></span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">Ada beberapa karakteristik dari sisi klien pada umunya sudah kita ketahui, yaitu :</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">1. Pihak klien selalu memulai permintaan/permohonan ke pihak server</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">2. Setelah mengirim permintaan, kemudian klien akan menunggu balasan atau jawaban atas permintaannya dari server</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">3. Menerima balasan dari server atas permintaannya</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">4. Biasanya klien akan terhubung ke sejumlah kecil dari server pada satu waktu</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">5. Biasanya berinteraksi langsung dengan end-user (pengguna akhir) dengan menggunakan user interface (antarmuka pengguna)</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">6. Khusus jenis klien mencakup web browser, email klien dan online chat klien</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;"><br /></span></span>
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;"><b>Arsitektur Sisi Server</b></span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">Sama dengan sisi klien (client side), sisi server (side server) juga memiliki karakteristik seperti di bawah ini :</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">1. Sebagai penyedia layanan, sisi server akan selalu menunggu permintaan dari sisi klien</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">2. Sesuai dengan tugasnya, melayani dan menjawab permintaan data yang diminta oleh klien</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">3. Sebuah server dapat berkomunikasi dengan server lain untuk melayani permintaan klien</span></span><br />
<span style="font-family: Arial, sans-serif;"><span style="line-height: 19.1875px;">4.
Jenis server khusus mencakup web server, FTP server, database server,
email server, file server, print server. Mayoritas dari web layanan
tersebut juga merupakan jenis server.</span></span><br />
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<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 14.0pt; line-height: 115%;"><b>Layanan Telematika</b></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 14.0pt; line-height: 115%;"><b><br /></b></span></div>
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<span style="font-size: 14.0pt; line-height: 115%;"><b><br /></b></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Telematika memiliki beberapa layanan, yaitu :</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">1. Layanan Informasi / Information Service</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Layanan
telematika ini menggabungkan sistem komunikasi dan kendaraan bergerak
seperti mobil untuk memberika informasi secara langsung. Contohnya
adalah Navigation assistant (real-time traffic information).</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">2. Layanan Telematika dalam Bidang Keamanan</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Layana ini
memberikan fasilitas untuk memantau dan memberikan informasi bila ada
sesuatu yang berjalan tidak seharusnya. Layanan ini dapat mengurangi
tingkat kejahatan seperti penjurian. Contohnya adalah Emergency rescue
with 911, Car location tracing (thief-proof).</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">3. Layanan Context-Aware dan Event-base / Context-Aware Service</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Context
awareness adalah kemampuan sebuah sistem untuk memahami pengguna,
network, lingkungan dan dengan demikian melakukan adaptasi yan dinamis
sesuai kebutuhan. Contohnya Vehicle Diagnostic Service, Car Insurance
based on driving statistic.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span>
<span style="font-family: Arial, Helvetica, sans-serif;">4. Layanan Perbaikan Sumber / Resource Discovery Service / RDS</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;">Layanan untuk
menemukan utilitas yang diperlukan. RDS juga berfungsi untuk
pengindeksan lokasi layanan utilitas untuk mempercepat kecepatan
penemuan. Contohnya adalah Yellow pages service.</span></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, sans-serif;">sumber:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="color: #0000ee; font-family: Arial, sans-serif;"><u>http://id.wikipedia.org/wiki/Klien-server</u></span><br />
<span style="color: #0000ee; font-family: Arial, sans-serif;"><u>http://avanza250.wordpress.com/2012/11/23/arsitektur-sisi-client-dan-sisi-server/</u></span><br />
<span style="color: #0000ee; font-family: Arial, sans-serif;"><u>http://siraith.files.wordpress.com/2011/02/sejarah-telematika.pdf</u></span><br />
<span style="color: #0000ee; font-family: Arial, sans-serif;"><u>http://habib1010.wordpress.com/2012/11/06/layanan-telematika/</u></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-76112862744638816592013-11-04T19:51:00.000-08:002013-11-13T06:24:35.073-08:00PENGANTAR TELEMATIKA<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
1. What : apa yang dimaksud dengan telematika ?</div>
<div style="text-align: justify;">
<br /></div>
Telematika merupakan adopsi dari bahasa Prancis yang sebenarnya
adalah “TELEMATIQUE” yang kurang lebih dapat diartikan sebagai
bertemunya sistem jaringan komunikasi dengan teknologi informasi.<br />
<br />
Para praktisi mengatakan bahwa TELEMATICS merupakan perpaduan dari
dua kata yaitu dari “TELECOMMUNICATION and INFORMATICS” yang merupakan
perpaduan konsep Computing and Communication. Istilah telematika juga
dikenal sebagai “the new hybrid technology” karena lahir dari
perkembangan teknologi digital. Dalam wikipedia disebutkan bahwa
Telematics juga sering disebut dengan ICT (Information and
Communications Technology).<br />
<b><i>http://id.wikipedia.org/wiki/Telematika </i></b><br />
<br />
2. Who : siapa yang menggunakan telematika ?<br />
<br />
siapapun dapat menggunakannya, mulai dari anak-anak, remaja sampai dewasa.<br />
<br />
3. Why : kenapa telematika diperlukan/digunakan ?<br />
<br />
seiring dengan perkembangan zaman dimana kebutuhan mendapatkan informasi yang cepat, akurat dan <i>up</i><i> </i><i>to</i><i> </i><i>date</i> meningkat, karenanya, kebutuhan penggunaan telematika tidak dapat dipungkiri lagi. misal :<br />
* pada bidang transportasi, penggunaan telematika dapat memberikan
informasi jalur tercepat dan termudah dalam berkendara juga dapat
melacak keberadaan suatu kendaraan (penggunaan GPS).<br />
* pada bidang pemerintahan, penggunaan telematika dapat mendukung
kegiatan pemerintah dalam memberikan pelayanan prima (misalkan :
e_goverment) dan lain sebagainya.<br />
sekian penjelasan singkat mengenai telematika : What, Who, When,
Where, dan Why. yang telah saya coba rangkum agar mudah dipahami. untuk
kurang lebihnya bisa <b><i>http://azul-jellyfish.blogspot.com/2012/10/telematika-what-who-when-where-why.html</i></b><br />
<br />
4. Where : dimana telematika digunakan ?<br />
<br />
telematika digunakan pada barang-barang elektonik seperi handphone,
komputer,. Beberapa dari barang elektonik tersebut ada yang perlu
menggunakan jaringan nirkabel, satelit, dan internet. <br />
<b><i>http://azul-jellyfish.blogspot.com/2012/10/telematika-what-who-when-where-why.html</i></b><br />
<br />
5. When : Kapan telematika diperlukan/digunakan ?<br />
<br />
setiap waktu, karena kebutuhan akan informasi yang selalu berubah-ubah dan up to date setiap waktunya <br />
<br />
5. Why : kenapa telematika diperlukan/digunakan ?<br />
<br />
seiring dengan perkembangan zaman dimana kebutuhan mendapatkan informasi yang cepat, akurat dan <i>up</i><i> </i><i>to</i><i> </i><i>date</i> meningkat, karenanya, kebutuhan penggunaan telematika tidak dapat dipungkiri lagi. misal :<br />
* pada bidang transportasi, penggunaan telematika dapat memberikan
informasi jalur tercepat dan termudah dalam berkendara juga dapat
melacak keberadaan suatu kendaraan (penggunaan GPS).<br />
* pada bidang pemerintahan, penggunaan telematika dapat mendukung
kegiatan pemerintah dalam memberikan pelayanan prima (misalkan :
e_goverment) dan lain sebagainya.<br />
<br />
CONTOH TELEMATIKA<br />
<br />
<div align="justify">
<span style="font-size: small;"><span style="font-family: georgia;"><b>Jenis Video Conference</b><br />Jenis video conference berdasarkan hubungan diantara pemakainya dapat dibagi menjadi tiga bagian :<br />1.
Real Time Colaboration Multiparty Conferencing, merupakan sarana
hubungan konferensi yang seketika dengan resolusi yang baik dan
interaktif.<br />2. Active Participation Users, hubungan yang terjadi
diantara pemakai dengan jaringan komputer atau basis data, merupakan
konferensi yang seketika dengan resolusi yang baik dan interaktif.<br />3. Passive Participation Users, keikutsertaan pemakai bersifat pasif dan memerlukan hubungan yang seketika dan interaktif.</span></span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-size: small;"><span style="font-family: georgia;"><span style="font-family: georgia;"></span></span></span></div>
<div align="justify">
<span style="font-size: small;"><b>Computer Vision</b>Computer
Vision berkaitan dengan teori untuk membangun sistem buatan yang
memperoleh informasi dari gambar. Data gambar dapat mengambil banyak
bentuk, seperti urutan video, dilihat dari beberapa kamera, atau
multi-dimensi data dari scanner medis.</span></div>
<div align="justify">
<span style="font-size: small;">Contoh aplikasi visi komputer mencakup sistem untuk :</span></div>
<div align="justify">
<span style="font-size: small;"><br />1. Pengendalian proses misalnya sebuah robot industri atau kendaraan otonom.<br />2. Mendeteksi peristiwa misalnya, untuk pengawasan visual atau orang menghitung.<br />3. Mengorganisir informasi misalnya, untuk pengindeksan database foto dan gambar.<br />4. Modeling benda atau lingkungan misalnya, industri inspeksi, analisis gambar medis.<br />5. Interaksi misalnya sebagai input ke perangkat untuk interaksi manusia komputer.<br />Sub-domain
computer vision termasuk adegan rekonstruksi, event detektion,
pelacakan video, pengenalan obyek, learning, pengindeksan, gerak
estimasi, dan gambar restorasi. </span></div>
<div align="justify">
<br /></div>
<div align="justify">
<span style="font-size: small;"><span style="font-family: georgia;"></span></span></div>
<div align="justify">
<span style="font-size: small;"><b>Tangible User Interface </b><br />Tangible
User Interface merupakan sebuah antarmuka pengguna dimana orang
berinteraksi dengan informasi digital melalui lingkungan fisik.
Pelopornya adalah Hiroshi Ishii, seorang profesor di MIT Media
Laboratory.</span></div>
<div align="justify">
<span style="font-size: small;">Karakteristik :<br />1. Representasi fisik digabungkan untuk mendasari komputasi informasi digital.<br />2. Representasi fisik mewujudkan mekanisme kontrol interaktif.<br />3. Representasi fisik perseptual digabungkan untuk secara aktif ditengahi representasi digital.<br />4. Keadaan fisik terlihat “mewujudkan aspek kunci dari negara digital dari sebuah sistem. </span></div>
<div align="justify">
<span style="font-size: small;"><br /></span></div>
<br />
<div align="justify">
<span style="font-size: small;"><span style="font-family: georgia;"><span style="font-family: georgia;"><br /></span></span></span></div>
<span style="font-size: small;"><span style="font-family: georgia;"><span style="font-family: georgia;">
</span> </span></span><br />
<span style="font-size: small;"><span style="font-family: georgia;"></span></span><br />
<div align="justify">
</div>
<span style="font-size: small;"><span style="font-family: georgia;">
</span></span></div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0South East Asia-6.3152985383300333 109.3359375-37.181163038330034 68.0273435 24.550565961669967 150.6445315tag:blogger.com,1999:blog-3412895570560763002.post-47441825844811987592013-06-24T00:32:00.000-07:002013-06-24T00:32:24.562-07:00Surat Menyurat <div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Arti<span style="mso-spacerun: yes;"> </span>dan fungsi surat</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Surat</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;"> adalah sarana <span style="text-decoration: none;">komunikas<span style="color: black;">i</span></span> untuk menyampaikan informasi tertulis oleh suatu
pihak kepada pihak lain. Fungsinya mencakup lima hal: sarana pemberitahuan,
permintaan, buah pikiran, dan gagasan; alat bukti tertulis; alat pengingat;
bukti historis; dan pedoman kerja.<sup id="cite_ref-1"><span style="text-decoration: none;">[1]</span></sup>
Pada umumnya, dibutuhkan <span style="text-decoration: none;">perangko</span> dan <span style="text-decoration: none;">amplop</span>
sebagai alat ganti bayar jasa pengiriman. Semakin jauh tujuan pengiriman surat
maka nilai yang tercantum di perangko harus semakin besar juga.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%;">Syarat syarat surat
yang baik</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Surat
resmi atau surat dinas merupakan surat yang dibuat secara resmi oleh seseorang,
perusahaan, atau lembaga untuk kepentingan dinas. Tiga hal penting yang perlu
diperhatikan agar surat tersebut menjadi surat yang baik adalah sebagai berikut
:</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1.
Surat harus disusun dengan teknis penyusunan surat yang benar, yaitu :</span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">penyusunan letak bagian-bagian
surat,</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">pengetikan yang benar, jelas,
bersih, dan rapi,</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">pemakaian kertas yang sesuai
ukuran : kuarto 21 x 29 cm, jenis : HVS untuk lembar asli (sebaiknya
kertas onion) dan kertas, tembus, (doorslag) untuk tembusan, warna:
putih HVS untuk lembar asli, kuning untuk kertas tembus perbal, biru muda
untuk kertas tembus untuk tembusan intern, dan merah muda HVS untuk surat
rahasia.</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2. Isi
surat harus dinyatakan secara ringkas, jelas, dan eksplisit. Dengan cara ini
penerima surat akan memahami isi surat dengan tepat dan tidak ragu-ragu, dan
pengirim surat mendapatkan jawaban secara tepat, seperti yang dikehendaki.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3.
Bahasa yang digunakan hendaklah bahasa yang benar dan baku sesuai dengan kaidah
bahasa Indonesia. Bahasa surat resmi haruslah logis, wajar, hemat, cermat,
sopan, dan menarik. Selain ketiga hal di atas, syarat lain yang harus dipenuhi
dalam menyusun surat yang baik ialah :</span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">memahami kedudukan masalah yang
dikemukakan;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">memahami peraturan-peraturan
yang terkait dengan masalah itu;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">mengetahui posisi dan bidang
tugasnya;</span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">hal-hal yang terkait dengan
ketatausahaan.</span></li>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kriteria Surat Yang Baik : </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Di
buat dalam bentuk yang menarik</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Di
buat dengan bahasa yang mudah di mengerti, tidak bertele - tele dan
menggunakan bahasa yang baik dan benar</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Menghindari
penggunaan kata dan kalimat yang dapat menyinggung pihak penerima</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Langsung
kepada pokok masalah</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Menggunakan
bahasa yang sopan dan menarik.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
</ol>
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">bagian-bagian surat</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">a. Kepala surat ( kop ).<br />
b. Nomor surat ( nomor verbal ).<br />
c. Tanggal, bulan, tahun surat.<br />
d. Lampiran.<br />
e. Hal atau perihal.<br />
f. Alamat surat ( alamat dalam ).<br />
g. Salam pembuka ( salutasi ).<br />
h. Isi surat ( tubuh surat ).<br />
i. Salam penutup.<br />
j. Nama organisasi / perusahaan.<br />
k. Nama terang dan tanda tangan penanggung jawab surat.<br />
l. Tembusan.<br />
m. Inisial / kaki surat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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<a href="http://www.blogger.com/null" name="4701600534505520121"></a><b><span style="font-family: "Times New Roman","serif"; font-size: 16pt;"><span style="text-decoration: none;">Contoh Surat Untuk Ibu</span></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><b><span style="text-decoration: none;">Contoh Surat Untuk Ibu</span></b> sangat tepat
sekali jika anda berikan pada hari peringatan ibu sedunia sebagai salah satu
simbol untuk membutktikan bahwa kasih sayang anda terhadap orang yang telah melahirkan
begitu besar. namun seberapapun besarnya kasih sayang yang anda miliki saya
rasa tidak akan mampu melebihi rasa kasih sayang yang ibu berikan buat anda.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
</span><i>Kerutan di wajahnya, melambangkan kegigihan<br />
Untuk mengarungi hidup bersama keluarganya<br />
Dan aku mengerti akan…..<br />
Desahan logat lengan tangannya yang menjadi saksi<br />
Tak terhitung apa yang telah kau lakukan demiku<br />
Kau menangis saat ku terluka dalam sembilu<br />
Kau memanjat doa saat ku lelap dalam tidurku<br />
Duhai bunda yang indah irama santunnya<br />
Ijinkan ku basuh kakimu yang terpecah itu<br />
Agar aku bisa merasakan betapa hebatnya<br />
Pengorbananmu untukku….<br />
Doaku untukmu adalah penjuru doa dalam hidupku<br />
Rasa terima kasihku padamu adalah jalan lurusku untuk berbakti padamu<br />
Dan setiap air mata yang terjatuh untukku<br />
Adalah denyut nadiku yang selalu berdetak untuk menjagamu<br />
Terima kasih bundaku yang ayu<br />
Kau bagaikan sinar yang sempurna<br />
Kau bagai lilin yang terpancar rata<br />
Kau bagai ajimat yang tersemat di dada<br />
Kelak, kehidupanku di dunia dan di alam sana<br />
Menjadi abadi dan harum, seharum tubuhmu<br />
Yang penuh pahala dan bunga….</i></div>
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<i> sumber:</i></div>
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<i><a href="http://tropus1.blogspot.com/2012/12/contoh-surat-untuk-ibu.html">http://tropus1.blogspot.com/2012/12/contoh-surat-untuk-ibu.html</a></i><br />
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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-66775303775391994242013-05-20T04:45:00.002-07:002013-05-20T04:45:41.113-07:00Tugas Bahasa Indonesia 2 (Laporan Ilmiah) <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: small;"><b>Nama : Aryo Satrio Nugroho</b></span><br />
<span style="font-size: small;"><b>Kelas : 3ka28</b></span><br />
<span style="font-size: small;"><b>NPM : 11110162</b></span><br />
<br />
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<span style="font-size: small;"><b> LAPORAN ILMIAH<br /></b><span style="font-size: small;"><br /></span></span><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span>Laporan ialah suatu wahana penyampaian berita, informasi, pengetahuan, atau gagasan dari seseorang kepada orang lain. Laporan ini dapat berbentuk lisan dan dapat berbentuk tulisan. Laporan yang disampaikan secara tertulis merupakan suatu karangan. Jika laporan ini berisi serangkaian hasil pemikiran yang diperoleh dari hasil penelitian, pengamatan ataupun peninjauan, maka laporan ini termasuk jenis karangan ilmiah. Dengan kata lain, laporan ilmiah ialah sejenis karangan ilmiah yang mengupas masalah ilmu pengetahuan dan teknologi yang sengaja disusun untuk disampaikan kepada orang-orang tertentu dan dalam kesempatan tertentu.</span></span><br /><span style="font-size: small;"><span>Laporan Ilmiah adalah laporan yang disusun melalui tahapan berdasarkan teori tertentu dan menggunakan metode ilmiah yang sudah disepakati oleh para ilmuwan (E.Zaenal Arifin,1993).</span></span><br /><span style="font-size: small;"><span>Dan menurut Nafron Hasjim & Amran Tasai (1992) Karangan ilmiah adalah tulisan yang mengandung kebenaran secara obyektif karena didukung oleh data yang benar dan disajikan dengan penalaran serta analisis yang berdasarkan metode ilmiah.</span></span><br /><span style="font-size: small;"><span>Laporan ilmiah adalah bentuk tulisan ilmiah yang disusun berdasarkan data setelah penulis melakukan percobaan, peninjauan, pengamatan, atau membaca artikel ilmiah.</span></span><br /><span style="font-size: small;"><span></span></span><br /><span style="font-size: small;"><span>Berikut ini adalah beberapa hal yang harus diperhatikan tentang laporan ilmiah.</span></span><br /><span style="font-size: small;"><span>1. Kegiatan menulis laporan ilmiah merupakan kegiatan utama terakhir dari suatu</span></span><br /><span style="font-size: small;"><span>kegiatan ilmiah.</span></span><br /><span style="font-size: small;"><span>2. Laporan ilmiah mengemukakan permasalahan yang ditulis secara benar, jelas, terperinci, dan ringkas.</span></span><br /><span style="font-size: small;"><span>3. Laporan ilmiah merupakan media yang baik untuk berkomunikasi di lingkungan akademisi atau sesama ilmuwan.</span></span><br /><span style="font-size: small;"><span>4. Laporan ilmiah merupakan suatu dokumen tentang kegiatan ilmiah dalam memecahkan masalah secara jujur, jelas, dan tepat tentang prosedur, alat, hasil temuan, serta implikasinya.</span></span><br /><span style="font-size: small;"><span>5. Laporan ilmiah dapat digunakan sebagai acuan bagi ilmuwan lain sehingga syarat-syarat tulisan ilmiah berlaku juga untuk laporan.</span></span><br /><span style="font-size: small;"><span>6. Laporan ilmiah, umumnya, mempunyai garis besar isi (outline) yang berbeda-beda, bergantung dari bidang yang dikaji dan pembaca laporan tersebut. Namun, umumnya, isi laporan terdiri atas tiga bagian, yaitu pendahuluan, isi, dan penutup.</span></span><br /><span style="font-size: small;"><span></span></span><br /><span style="font-size: small;"><span>Suatu karya dapat dikatakan ilmiah jika memenuhi syarat sebagai berikut :</span></span><br /><span style="font-size: small;"><span>1. Penulisannya berdasarkan hasil penelitian, disertai pemecahannya</span></span><br /><span style="font-size: small;"><span>2. Pembahasan masalah yang dikemukakan harus obyektif sesuai realita/ fakta</span></span><br /><span style="font-size: small;"><span>3. Tulisan harus lengkap dan jelas sesuai dengan kaidah bahasa, Pedoman Umum</span></span><br /><span style="font-size: small;"><span>4. Ejaan Bahasa Indonesia Yang Disempurnakan (EYD), serta Pedoman Umum Pembentukan Istilah (PUPI)</span></span><br /><span style="font-size: small;"><span>5. Tulisan disusun dengan metode tertentu</span></span><br /><span style="font-size: small;"><span>6. Tulisan disusun menurut sistem tertentu</span></span><br /><span style="font-size: small;"><span>7. Bahasanya harus lengkap, terperinci, teratur, ringkas, tepat, dan cermat sehingga tidak terbuka kemungkinan adanya ambiguitas, ketaksaan, maupun kerancuan.</span></span><br /><span style="font-size: small;"><span></span></span><br /><span style="font-size: small;"><span>Jenis Laporan Ilmiah</span></span><br /><span style="font-size: small;"><span>a. Laporan Lengkap (Monograf).</span></span><br /><span style="font-size: small;"><span>1) Menjelaskan proses penelitian secara menyeluruh.</span></span><br /><span style="font-size: small;"><span>2) Teknik penyajian sesuai dengan aturan (kesepakatan) golongan profesi dalam bidang ilmu yang bersangkutan.</span></span><br /><span style="font-size: small;"><span>3) Menjelaskan hal-hal yang sebenarnya yang terjadi pada setiap tingkat analisis.</span></span><br /><span style="font-size: small;"><span>4) Menjelaskan (juga) kegagalan yang dialami,di samping keberhasilan yang dicapai.</span></span><br /><span style="font-size: small;"><span>5) Organisasi laporan harus disusun secara sistamatis (misalnya :judul bab,subbab dan seterusnya,haruslah padat dan jelas).</span></span><br /><span style="font-size: small;"><span></span></span><br /><span style="font-size: small;"><span>b. Artikel Ilmiah</span></span><br /><span style="font-size: small;"><span>1) Artikel ilmiah biasanya merupakan perasan dari laporan lengkap.</span></span><br /><span style="font-size: small;"><span>2) Isi artikel ilmiah harus difokuskan kepada masalah penelitian tunggal yang obyektif.</span></span><br /><span style="font-size: small;"><span>3) Artikel ilmiah merupakan pemantapan informasi tentang materi-materi yang terdapat dalam laporan lengkap.</span></span><br /><span style="font-size: small;"><span></span></span><br /><span style="font-size: small;"><span>c. Laporan Ringkas</span></span><br /><span style="font-size: small;"><span>Laporan ringkas adalah penulisan kembali isi laporan atau artikel dalam bentuk yang lebih mudah dimengerti dengan bahasa yang tidak terlalu teknis (untuk konsumsi masyarakat umum).</span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span>Macam-macam Laporan Ilmiah<br /><br />Ada 3 macam laporan ilmiah, yakni :<br /><br />a. Laporan Lengkap (Monograf).<br />1) Menjelaskan proses penelitian secara menyeluruh.<br />2) Teknik penyajian sesuai dengan aturan (kesepakatan) golongan profesi dalam bidang ilmu yang bersangkutan.<br />3) Menjelaskan hal-hal yang sebenarnya yang terjadi pada setiap tingkat analisis.<br />4) Menjelaskan (juga) kegagalan yang dialami,di samping keberhasilan yang dicapai.<br />5) Organisasi laporan harus disusun secara sistamatis (misalnya :judul bab,subbab dan seterusnya,haruslah padat dan jelas).<br /><br />b. Artikel Ilmiah<br />1) Artikel ilmiah biasanya merupakan perasan dari laporan lengkap.<br />2) Isi artikel ilmiah harus difokuskan kepada masalah penelitian tunggal yang obyektif.<br />3) Artikel ilmiah merupakan pemantapan informasi tentang materi-materi yang terdapat dalam laporan lengkap.<br /><br />c. Laporan Ringkas<br />Laporan ringkas adalah penulisan kembali isi laporan atau artikel dalam bentuk yang lebih mudah dimengerti dengan bahasa yang tidak terlalu teknis (untuk konsumsi masyarakat umum).<br /><br />Fungsi Laporan Ilmiah<br /><br />Laporan ilmiah memiliki fungsi sebagai berikut:<br /><br /> Laporan penelitian mengkomunikasikan kepada pembaca seperangkat data dan ide spesifik. Ide spesifik. Spesifik tersebut disampaikan secara jelas dan cukup rinci agar dapat dievaluasi.<br /> Laporan Ilmiah harus dilihat sebagai sumbangan dalam khasanah ilmu pengetahuan.<br /> Laporan Ilmiah harus berfungsi sebagai stimulator dan mengarahkan pada penelitian selanjutnya.<br /><br />Secara ringkas, laporan memiliki fungsi informasi, pengawasan, pengambilan keputusan, dan pertanggung jawaban.</span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"> Ciri - ciri laporan yang baik</span></span></span><br />
<ul style="text-align: left;">
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"> Menarik dan enak untuk di baca orang lain</span></span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"> Dilengkapi dengan data – data yang lengkap</span></span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"> Menggunakan bahasa baku </span></span></span></li>
</ul>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;"> Syarat Laporan Ilmiah<br /><br />Suatu karya dapat dikatakan ilmiah jika memenuhi syarat sebagai berikut :<br /><br /> Penulisannya berdasarkan hasil penelitian, disertai pemecahannya<br /> Pembahasan masalah yang dikemukakan harus obyektif sesuai realita/ fakta<br /> Tulisan harus lengkap dan jelas sesuai dengan kaidah bahasa, Pedoman Umum<br /> Ejaan Bahasa Indonesia Yang Disempurnakan (EYD), serta Pedoman Umum Pembentukan Istilah (PUPI)<br /> Tulisan disusun dengan metode tertentu<br /> Tulisan disusun menurut sistem tertentu<br /> Bahasanya harus lengkap, terperinci, teratur, ringkas, tepat, dan cermat sehingga tidak terbuka kemungkinan adanya ambiguitas, ketaksaan, maupun kerancuan.<br /><br /> sumber:</span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="font-size: small;">http://mikhaanitaria.blogspot.com/2010/04/laporan-ilmiah.html<br />http://albhet-imertion.blogspot.com/2011/11/ciri-ciri-laporan-yang-baik.html<br />http://eziekim.wordpress.com/2011/04/19/laporan/<br />http://asendra.blogspot.com/2013/05/laporan-ilmiah-tugas-bahasa-indonesia-2.html</span></span></span><br />
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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-1018289999054932152013-05-13T01:23:00.000-07:002013-05-13T01:27:10.657-07:00Tugas Bahasa Indonesia 2 (Metode ILmiah)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: medium;"><b>Nama : Aryo Satrio Nugroho</b></span><br />
<span style="font-size: medium;"><b>Kelas : 3ka28</b></span><br />
<span style="font-size: medium;"><b>NPM : 11110162</b></span><b><span style="font-size: 12pt;"> </span></b></div>
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<b><span style="font-size: 12pt;">METODE
ILMIAH </span></b></div>
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<b><span style="font-size: 12pt;">1. Pengertian Metode Ilmiah </span></b></div>
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<span style="font-size: 12pt;">Metode ilmiah atau proses ilmiah
(bahasa Inggris: scientific method) 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>
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<b><span style="font-size: 12pt;">2. Tujuan mempelajari Metode Ilmiah</span></b></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Untuk meningkatkan
keterampilan, baik dalam menulis, menyusun, mengambil kesimpulan maupun
dalam menerapkan prinsip-prinsip yang ada.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Untuk mengorganisasikan fakta</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Merupakan suatu pengejaran
terhadap kebenaran yang diatur oleh pertimbangan-pertimbangan logis.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Untuk mencari ilmu pengetahuan
yang dimulai dari penentuan masalah, pengumpulan data yang relevan,
analisis data dan interpretasi temuan, diakhiri dengan penarikan
kesimpulan.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Mendapatkan pengetahuan ilmiah
(yang rasional, yang teruji) sehingga merupakan pengetahuan yang dapat
diandalkan.</span></li>
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<b> 3. Sikap Ilmiah</b></span></div>
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<span style="font-size: 12pt;">Sikap ilmiah adalah sikap yang
seharusnya dimiliki oleh seorang peneliti, untuk dapat melalui proses
penelitian yang baik dan hasil yang baik pula.</span></div>
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Sikap-sikap ilmiah meliputi:</span></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Obyektif terhadap fakta.
Obyektif artinya menyatakan segala sesuatu tidak dicampuri oleh perasaan
senang atau tidak senang. Contoh: Seorang peneliti menemukan bukti
pengukuran volume benda 0,0034 m3, maka ia harus mengatakan juga 0,0034m3,
padahal seharusnya 0,005m3.</span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-size: 12pt;">Tidak tergesa-gesa mengambil
kesimpulan bila belum cukup data yang mendukung kesimpulan itu.Contoh:
Ketika seorang ilmuwan menemukan hasil pengamatan suatu burung mempuyai
paruh yang panjang dan lancip, maka dia tidak segera mengatakan semua
burung paruhnya panjang dan lancip, sebelum data-datanya cukup kuat
mendukung kesimpulan tersebut.</span></li>
<li class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Berhati terbuka artinya
bersedia menerima pandangan atau gagasan orang lain, walaupun gagasan
tersebut bertentangan dengan penemuannya sendiri. Sementara itu, jika
gagasan orang lain memiliki cukup data yang mendukung gagasan tersebut
maka ilmuwan tersebut tidak ragu menolak temuannya sendiri. </span></li>
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<b><span style="font-size: 12pt;"> 4. Langkah Pelaksanaan Penulisan Ilmiah</span></b><span style="font-size: 12pt;"><br />
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</span><span lang="SV" style="font-size: 12pt;">Bentuk laporan
penulisan PI, terdiri dari :</span><span style="font-size: 12pt;"><br />
1. Bagian Awal</span></div>
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<span style="font-size: 12pt;">Bagian Awal ini terdiri dari:<br /> </span><br />
<span style="font-size: 12pt;">1. </span><span lang="SV" style="font-size: 12pt;">Halaman Judul<br />
2. Lembar Pernyataan<br />
3. Lembar Pengesahan<br />
4. Abstraksi<br />
5. Halaman Kata Pengantar<br />
6. Halaman Daftar Isi<br />
7. Halaman Daftar Tabel<br />
8. Halaman Daftar Gambar: Grafik, Diagram, Bagan, Peta dan sebagainya</span><br />
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<b><span lang="SV" style="font-size: 12pt;">B. Bagian
Tengah.</span></b><span style="font-size: 12pt;"><br />
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<span lang="SV" style="font-size: 12pt;">1. Pendahuluan<br />
Pada Bab
Pendahuluan ini terdiri dari beberapa sub pokok bab yang meliputi antara lain :</span></div>
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<span lang="SV" style="font-size: 12pt;">a. Latar
Belakang Masalah<br />
Menguraikan tentang alasan dan motivasi dari penulis terhadap topik
permasalahan yang bersangkutan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br />
<span lang="SV" style="font-size: 12pt;">b. Rumusan
Masalah<br />
Berisi masalah apa yang terjadi dan sekaligus merumuskan masalah dalam
penelitian yang bersangkutan.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br />
<span lang="SV" style="font-size: 12pt;">c. Batasan
Masalah<br />
Memberikan batasan yang jelas pada bagian mana dari persoalan atau masalah yang
dikaji dan bagian mana yang tidak.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br />
<span lang="SV" style="font-size: 12pt;">d. Tujuan
Penelitian<br />
Menggambarkan hasil-hasil apa yang bisa dicapai dan diharapkan dari penelitian
ini dengan memberikan jawaban terhadap masalah yang diteliti.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 36.0pt;">
<br />
<span lang="SV" style="font-size: 12pt;">e. Metode Penelitian</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br />
<span lang="SV" style="font-size: 12pt;">Menjelaskan cara
pelaksanaan kegiatan penelitian, mencakup cara pengumpulan data, alat yang
digunakan dan cara analisa data.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-indent: 36.0pt;">
<br />
<span lang="SV" style="font-size: 12pt;">Jenis-Jenis Metode Penelitian :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="SV" style="font-size: 12pt;">a. Studi
Pustaka : Semua bahan diperoleh dari buku-buku atau jurnal.<br />
b. Studi Lapangan : Data diambil langsung di lokasi penelitian.<br />
c. Gabungan : Menggunakan gabungan kedua metode di atas.</span></div>
<span lang="SV" style="font-size: 12pt; line-height: 115%;"> </span><div class="MsoNormal">
<span lang="SV" style="font-size: 12pt; line-height: 115%;">2. Landasan Teori<br />
Menguraikan
teori-teori yang menunjang penulisan / penelitian, yang bisa diperkuat dengan
menunjukkan hasil penelitian sebelumnya.</span><br />
<span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;">3. Metode
Penelitian<br />
Menjelaskan
cara pengambilan dan pengolahan data dengan menggunakan alat-alat analisis yang
ada.</span><span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;"> </span><br />
<span lang="SV" style="font-size: 12pt; line-height: 115%;">4. Analisis
Data dan Pembahasan<br /> </span><br />
<span lang="SV" style="font-size: 12pt; line-height: 115%;"> Membahas
tentang keterkaitan antar faktor-faktor dari data yang diperoleh dari masalah
yang diajukan kemudian menyelesaikan masalah tersebut dengan metode yang
diajukan dan menganalisa proses dan hasil penyelesaian masalah.</span><span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;"> </span><br />
<span lang="SV" style="font-size: 12pt; line-height: 115%;">5. Kesimpulan
(dan Saran)</span><span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;"> </span><br />
<span lang="SV" style="font-size: 12pt; line-height: 115%;">
Bab ini bisa terdiri dari Kesimpulan saja atau ditambahkan Saran.<br />
- Kesimpulan<br />
Berisi jawaban dari masalah yang diajukan penulis, yang diperoleh dari
penelitian.</span><span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;">- Saran<br />
Ditujukan kepada pihak-pihak terkait, sehubungan dengan hasil penelitian.</span></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;"><br />
</span><b><span lang="SV" style="font-size: 12pt; line-height: 115%;">C. BAGIAN AKHIR</span></b><span style="font-size: 12pt; line-height: 115%;"></span><br />
<span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;">- Daftar
Pustaka<br />
Berisi daftar referensi (buku, jurnal, majalah, dll), yang digunakan dalam
penulisan</span><span style="font-size: 12pt; line-height: 115%;"><br />
</span><span lang="SV" style="font-size: 12pt; line-height: 115%;">- Lampiran<br />
Penjelasan tambahan, dapat berupa uraian, gambar, perhitungan-perhi tungan,
grafik atau tabel, yang merupakan penjelasan rinci dari apa yang disajikan di
bagian-bagian terkait sebelumnya....</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<br />
<br />
<b><a href="http://www.blogger.com/">http://id.wikipedia.org/wiki/Metode_ilmiah<br />http://redmycloudy.blogspot.com/2009/10/metode-ilmiah.html<br />http://www.panksgatsred.blogspot.com/<br />http://id.scribd.com/doc/40750397/Sikap-Ilmiah<br />http://tpardede.wikispaces.com/Unit+1.2.3+IPA+Sebagai+Sikap+Ilmiah<br />http://dya08webmaster.blog.com/2012/04/20/karya-ilmiah-ciri-ciri-macam-macam-sikap-ilmiah/<br />http://nabella2326.blogspot.com/2012/06/langkah-langkah-pelaksanaan-penulisan.html</a></b><span id="goog_1725727560"></span></div>
<span style="font-size: 12pt;"> </span></li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-34679250519828601052013-04-21T03:32:00.001-07:002013-04-21T03:32:33.103-07:00Tugas Teknik Kompilasi<div dir="ltr" style="text-align: left;" trbidi="on">
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ARYO SATRIO NUGROHO</span></div>
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11110162</span></div>
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<a href="http://www.blogger.com/blogger.g?blogID=3412895570560763002" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=3412895570560763002" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">Analisa Leksikal Program Umur dengan C++</span></b></div>
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Leksikal :</span></b></div>
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ANALISA LEKSIKAL :</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-US;">pada program </span><span style="font-family: "Arial","sans-serif";">umur</span><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-US;"> ini semua
fungsi sudah saya jabarkan seperti pada program 1, bedanya adalah kalau di
program pertama kita memakai <b style="mso-bidi-font-weight: normal;">char, </b>maka
di program kedua ini kita memakai fungsi <b style="mso-bidi-font-weight: normal;">int
</b>atau integer. Yaitu sebuah fungsi yang hanya bias dituliskan dengan
bilangan-bilangan bulat. <b style="mso-bidi-font-weight: normal;">Int umur; </b>umur
adalah sebuah variable yang nantinya akan berubah outputnya </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "Arial","sans-serif";"> output :</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-Si7kjjwoYag/UXO_v1H_LfI/AAAAAAAAAFQ/qzzOiqs3y0w/s1600/Untitld.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-Si7kjjwoYag/UXO_v1H_LfI/AAAAAAAAAFQ/qzzOiqs3y0w/s1600/Untitld.png" /></a></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "Arial","sans-serif";"> </span></div>
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</div>
</div>
<a href="http://upload.ugm.ac.id/859analisa%20leksikal.pdf" target="_blank"><b>DOWNLOAD DOKUMEN</b></a>
</div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-50758179923667143432013-04-15T04:56:00.002-07:002013-04-15T05:01:06.692-07:00Pengertian deduktif dan induktif<!--[if gte mso 9]><xml>
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<span style="font-size: x-large;">Pengertian deduktif dan induktif</span></div>
<b> </b><br />
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><b>Pengertian
Penalaran Deduktif</b> </li>
</ul>
<div class="MsoNormal">
Penalaran deduktif adalah menarik kesimpulan khusus dari
premis yang lebih umum. Jika premis benar dan cara penarikan kesimpulannya sah,
maka dapat dipastikan hasil kesimpulannya benar. Jika penalaran induktif erat
kaitannya dengan statistika, maka penalaran deduktif erat dengan matematika
khususnya matematika logika dan teori himpunan dan bilangan.<br />
<br />
Contoh penalaran deduktif :</div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;"><i>Semua
manusia akan mati</i> <b>(premis mayor)</b></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;"><i>Bambang
adalah manusia </i><b>(premis minor)</b></li>
<li class="MsoNormal" style="mso-list: l5 level1 lfo2; tab-stops: list 36.0pt;">Jadi
: <i>Bambang akan mati</i> <b>(konklusi)</b></li>
</ol>
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<br /></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l6 level1 lfo3; tab-stops: list 36.0pt;"><b>Pengertian
Penalaran Induktif</b></li>
</ul>
<div class="MsoNormal">
Menurut Tim Balai Pustaka (dalam Shofiah, 2007 : 14) istilah
penalaran mengandung tiga pengertian, diantaranya : </div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;">Cara
(hal) menggunakan nalar, pemikiran atau berfikir secara logis.</li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;">Hal
mengembangkan atau mengendalikan sesuatu dengan nalar dan bukan dengan
perasaan atau pengelaman.</li>
<li class="MsoNormal" style="mso-list: l4 level1 lfo4; tab-stops: list 36.0pt;">Proses
mental dalam mengembangkan atau mengendalikan pikiran dari beberapa fakta
atau prinsip.</li>
</ol>
<div class="MsoNormal">
Contoh penalaran Induktif :</div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><i>Logam
1 memuai kalau dipanaskan</i> <b>(premis mayor)</b></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><i>Logam
2 memuai kalau dipanaskan</i> <b>(premis minor)</b></li>
<li class="MsoNormal" style="mso-list: l3 level1 lfo5; tab-stops: list 36.0pt;"><i>Semua
logam memuai kalau dipanaskan</i> <b>(konklusi)</b></li>
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<div class="MsoNormal">
Penalaran Induktif membutuhkan banyak sampel untuk
mempertinggi tingkat ketelitian premis yang diangkat. Untuk itu penalaran
Induktif erat dengan pengumpulan data dan statistik.</div>
<div class="MsoNormal">
<br /></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l1 level1 lfo6; tab-stops: list 36.0pt;"><b>Metode
Induktif </b></li>
</ul>
<div class="MsoNormal">
Metode berfikir induktif adalah metode yang digunakan dalam berfikir
dengan bertolak dari hal-hal khusus ke umum. Hukum yang disimpulkan di fenomena
yang diselidiki berkala bagi fenomena sejenis yang belum diteliti.</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal" style="mso-list: l2 level1 lfo7; tab-stops: list 36.0pt;"><b>Metode
Deduktif</b></li>
</ul>
<div class="MsoNormal">
<b> </b>Metode berfikir deduktif adalah metode berfikir
yang menerapkan hal-hal yang umum terlebih dahulu untuk seterusnya dihubungkan
dalam bagian-bagiannya yang khusus</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Berpikir Deduktif</div>
<div class="MsoNormal">
Deduktif berasal dari bahasa inggris deduction yang berarti
penarikan kesimpulan dari keadaan yang umum dedukasi adalah cara berpikir yang
ditangkap atau diambil dari pernyataan yang bersifat umum lalu ditarik
kesimpulan yang bersifat khusus. Penarikan kesimpulan secara deduktif biasanya
menggunakan pola berpikir silogisme atau silogismus.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Berpikir Induktif</div>
<div class="MsoNormal">
Induktif adalah cara mempelajari sesuatu yang bertolak dari
hal-hal atau peristiwa khusus untuk menggunakan hukum yang umum. Induksi merupakan
cara berpikir dimana ditarik suatu kesimpulan yang bersifat umum dari berbagai
kasus yang bersifat khusus.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Contoh:</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Contoh silogisme
kategorial :</b></div>
<div class="MsoNormal">
My : Semua mahasiswa<span style="mso-spacerun: yes;">
</span>memiliki ijazah SLTA</div>
<div class="MsoNormal">
Mn : Amir tidak memiliki ijazah SLTA</div>
<div class="MsoNormal">
K : Amir bukan mahasiswa </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Contoh silogisme alternatif :</div>
<div class="MsoNormal">
My : Nenek sumi berada di Bndung atau bogor</div>
<div class="MsoNormal">
Mn : Nenek sumi tidak berada di bogor</div>
<div class="MsoNormal">
K : jadi, nenek sumi berada di bandung.</div>
Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com1tag:blogger.com,1999:blog-3412895570560763002.post-59953622259564367752013-04-06T01:50:00.004-07:002013-04-06T01:50:49.201-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 26.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">BASIC WIRELESS<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="http://www.blogger.com/blogger.g?blogID=3412895570560763002" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=3412895570560763002" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=3412895570560763002" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Pengertian
Wireless LAN<o:p></o:p></span></b></div>
<div class="MsoNormal">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">adalah jaringan
komputer yang menggunakan gelombang radio sebagai medoa transmisi data.
informasi (data) ditransfer dari satu komputer ke komputer lain menggunakan
gelombang radio. WLAN sering disbut sebagai <u><span style="color: red;">jaringan
nirkabel</span></u> atau <u><span style="color: red;">jaringan wireless<o:p></o:p></span></u></span></div>
<div class="MsoNormal">
<u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Spesifikasi 802.11 (a, b,g dan n)</span></u><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></u></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">802.11a</span></u><b><u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><br />
</span></u></b><u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Dibuat pada tahun 1999. Menggunakan frekuensi 5GHz, dan kecepatan
trasnfer data teoritis maksimal 54 Mbps – 150 Mbps</span></u><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></u></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">802.11b</span></u><b><u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><br />
</span></u></b><u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Dibuat pada tahun 1999. Menggunakan frekuensi 2,4GHz, dan kecepatan
transfer data teoritis maksimal 11 Mbps.</span></u><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></u></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">802.11g</span></u><u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><br />
</span></u><u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Dibuat pada tahun 2003. Menggunakan frekuensi 2,4Ghz, dan kecepatan
transfer data teoritis maksimal 54 – 108 Mbps. </span></u><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></u></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">802.11</span></u><u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">n<br />
</span></u><u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Ditujukan untuk WLAN dengan kecepatan tranfer data 108 – 300 Mbps. Di
pasar dapat dijumpai dengan merek dagang MIMO atau Pre-802.11n.<b> </b></span></u><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></u></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">802.16e<br />
</span></u><u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">standar outdoor salah satunya adalah WiMAX
(World Interoperability for Microwave Access) Menggunakan spektrum frekuensi
5.8GHz yang dapat menjangkau jarak sampai 70 Km.</span></u><br />
<br />
<u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"> </span></u><u><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></u></div>
<div class="MsoNormal" style="text-align: left;">
<u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><br /></span></u>
<u><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><br /></span></u>
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<br />
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Istilah-istilah
Wireless LAN</span></b></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Wifi</span></u><u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><br />
</span></u><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Wifi atau Wireless Fidelity adalah nama lain yang diberikan untuk Produk
yang mengikuti spesifikasi 802.11</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Channel</span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Bayangkanlah pita frekuensi seperti sebuah jalan, dan <i>channel</i>
seperti jalur-jalur pemisah pada jalan tersebut. Semakin lebar pita frekuensi,
semakin banyak <i>channel</i> yang tersedia.</span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"> </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Agar dapat saling berkomunikasi, setiap peralatan <i>wireless</i>
harus menggunakan <i>channel</i> yang sama.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">MIMO</span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">MIMO (<i>Multiple Input Multiple Output</i>) merupakan teknologi Wi-Fi
terbaru. MIMO menawarkan peningkatan <i>throughput</i>, keunggulan reabilitas,
dan peningkatan jumlah klien yg terkoneksi.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Enkripsi
</span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Enkripsi adalah suatu metode yang
digunakan untuk mengkodekan data sedemikian rupa sehingga keamanan informasinya
terjaga dan tidak dapat dibaca tanpa didekripsi (kebalikan dari proses
enkripsi) dahulu. Contoh : WEP, WPA.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">SSID</span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">SSID (Service Set IDentifier) merupakan identifikasi atau nama untuk
jaringan wireless. Setiap peralatan Wifi harus menggunakan SSID tertentu.<span style="mso-spacerun: yes;"> </span>Peralatan Wifi dianggap satu jaringan jika
berada dalam SSID yang sama.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">POE (Power Over Ethernet)</span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Teknik pengiriman energi listrik (arus lemah) malalui cable UTP dengan
memanfaatkan DC Injector.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Troughput </span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Kecepatan dan kemampuan untuk menerima dan mengirim data.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<u><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">HotSpot </span></u><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Area yang menyediakan layanan internet berbasis <i>wireless</i>.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Hal yang harus
diperhatikan :</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Apakah lokasi hanya melibatkan area <i>indoor,
</i>atau <br />
mencakup area<span style="mso-spacerun: yes;"> </span><i>outdoor </i>?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Berapa jarak terjauh yang harus dicapai oleh
gelombang radio ?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Apakah melibatkan banyak ruangan, beberapa
lantai, ada dinding beton, atau </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><span style="mso-spacerun: yes;"> </span></span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">penghalang lain?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Apakah disekitar ruangan terdapat peralatan
elektronik lain (kulkas, <i>oven </i></span><i><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><span style="mso-spacerun: yes;"> </span></span></i><i><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">microwave, cordless phone, </span></i><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">dsb) yang dapat mempengaruhi sinyal <i>Wireless</i>
?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Apakah WLAN akan terhubung dengan jaringan
yang sudah ada ?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Apakah memerlukan <i>sharing </i>Internet ?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">- </span><span lang="SV" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: SV; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Sudah siapkah anggaran yang disediakan ?</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span><b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Topologi
Wireless LAN :</span></b></div>
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<b><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Mode <i>Ad hoc</i></span></b><span style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Mode ini</span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"> </span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">cocok digunakan untuk WLAN berukuran kecil, mode ini tidak memerlukan <i>Central
Node </i>atau <i>Access Point. </i>Klien Wi-Fi dapat berkomunikasi secara <i>peer-to-peer.</i>
</span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></div>
<div class="MsoNormal">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Mode <i>Ad hoc </i>dapat digunakan jika WLAN yang akan dibangun <u>tidak
akan</u> terhubung dengan <i>wired LAN</i></span><i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"></span></i></div>
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<b><span lang="EN-GB" style="color: red; font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: EN-GB; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Mode: Adhoc</span></b></div>
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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-28711956017562107222012-10-24T01:33:00.000-07:002012-10-24T01:33:40.156-07:00Garis OpenGL<div dir="ltr" style="text-align: left;" trbidi="on">
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<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
</style>
<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1031"/>
</xml><![endif]--><!--[if gte mso 9]><xml>
<o:shapelayout v:ext="edit">
<o:idmap v:ext="edit" data="1"/>
</o:shapelayout></xml><![endif]-->
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> OpenGL (Pendahuluan)</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> OpenGL adalah suatu
perangkat pembuat grafis standard yang digunakan untuk keperluan – keperluan
pemrograman grafis. OpenGL bersifat opensource, multi-platform dan multi
language. Saat ini semua bahasa pemrograman mendukung OpenGL. Dan OpenGL bisa
bekerja dalam lingkungan Windows, Unix, SGI, Linux, freeBSD . Library
dasar dari OpenGL adalah GLUT, dengan fasilitas yang bisa dikembangkan. Untuk
OS Windows,library ini terdiri dari 3 files yaitu :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Glut.h</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Glut32.lib</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Glut32.dll</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Cara menginstall (Dev C++ dan OpenGL)</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Apa bila
komputer anda tidak terinstal Dev C++, lalu instal Dev C++ seperti halnya
menginstal aplikasi lainnya. lalu untuk menjalankan / membuat file OpenGL anda
harus memiliki Headernya , anda bisa mendownloadnya, dan untuk menginstal
header OpenGL berikut adalah langkahnya :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Masuk kedalam Dev C++</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Klik menu
tools > Pilih Package manager seperti gambar di bawah : </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <img alt="" 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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjVHQLGmRM6Mx9bh3qOaTTSBzHvi3FAxWsoQeQJ5NBio1zghE-uUD_opoB90vyToSxy8h-HMSQBIoBti8PyxpVT6bsU-KfSQEth_wZNZ_DL31T9HkNzLRb86oen-JLkR9C07RiIPjh5j3P/s1600/intan.jpg"><span style="color: blue; font-family: "Arial","sans-serif"; font-size: 12.0pt; 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: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.
Klik Install seperti gambar di bawah : </span></div>
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" /></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. ganti Files of Type menjadi (generic packages) ada
file berekstensi (.rar atau .zip ) terbaca.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5. Klik
open,lalu ikuti langkah-langkahnya sampai selesai terinstal. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Lalu setelah selesai menginstal Dev c++ dan header
openGL, selanjutnya kita mencoba untuk langsung membuat tugas program sederhana
kita,cara membuat file baru adalah :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<ol start="1" type="1">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Klik menu File > Pilih New > Project .</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Pada bagian ini pilih tag Multimedia > lalu klik OpenGL dan beri
nama Project.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></li>
</ol>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membuat garis Vertikal</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Untuk membuat garis
vertikal , lihat pada project. begitu kita selesai membuat project pasti yang
muncul adalah bukan lembar kerja kosong pada umumnya,tetapi lembar kerja yang
sudah terisi source code untuk openGL ini. yang harus kita lakukan adalah
mencari bagian yang bertuliskan /* OpenGL animation code goes here */ . untuk
mengerjakan program dengan file multimedia OpenGL kita cukup mengubah-ubah pada
bagian ini saja </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk membuat garis vertikal kita bisa tuliskan koding
seperti gambar di bawah ini :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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" /><br /><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">atau apabila
gambar tidak terlihat jelas bisa dilihat source code dibawah ini :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">/*Untuk
membuat garis Vertikal*/</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClearColor
(0.0f, 0.0f, 0.0f, 0.0f);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">untuk memilih warna yang
digunakan untuk membersihkan latar dalammode</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">RGBA</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> lalu ada</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClear <b style="mso-bidi-font-weight: normal;">GL_COLOR_BUFFER_BIT;</b></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> digunakan </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">untuk membersihkan layar latar belakang dengan
warna hitam</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> lalu ada <b style="mso-bidi-font-weight: normal;">glPushMatrix();</b> <span style="mso-bidi-font-style: italic;">Membuat baris kode menjadi tidak berlaku
untuk bagian luar</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClearColor (1,1,1,0);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan warna
garis/titik</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glColor3f (1,1,1);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan warna
garis/titik</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glBegin(GL_LINES);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menggambar garis dari titik
yang digunakan</span> <b style="mso-bidi-font-weight: normal;">glColor3f (1,1,1);</b></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glVertex3f (0.10,10.0,13.13);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan titik awal yang
digunakan</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glVertex3f (0,0,0.0);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan titik akhir yang
digunakan</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glEnd();</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk mengakhiri gambar garis
dititik akhir</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glPopMatrix();</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">Membuat baris kode menjadi tidak
berlaku untuk bagian luar</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">SwapBuffers
(hDC);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">digunakan untuk menukar bagian belakang buffer
menjadi buffer layar</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Setelah selesai menuliskan code pada bagian yang sudah
saya beri tahu,coba jalankan file dengan mengcompile dengan menekan tombol F9 ,
file yang akan di compile akan meminta untuk di save, untuk itu save file dan
beri nama lalu jalankan dengan menekan tombol yang sama F9. jika tidak terdapat
error makan program langsung berjalan dan menghasilkan output :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="mso-ignore: vglayout; position: relative; z-index: -5;"><span style="height: 266px; left: 0px; left: 168px; position: absolute; top: -873px; width: 267px;"></span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="height: 261px; margin-left: 6px; margin-top: 4px; mso-ignore: vglayout; position: absolute; width: 262px; z-index: -4;"><img height="261" src="file:///C:\Users\ARYOSA~1\AppData\Local\Temp\msohtmlclip1\01\clip_image007.jpg" width="262" /></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <img alt="" src="data:image/png;base64,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" /></span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membuat garis Horizontal</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Untuk membuat garis horizontal
kita bisa tuliskan koding seperti gambar di bawah ini :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<img alt="" 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" /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">// Untuk
membuat garis Horizontal //</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClearColor
(0.0f, 0.0f, 0.0f, 0.0f);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">untuk memilih warna yang
digunakan untuk membersihkan latar dalammode</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">RGBA</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> lalu ada</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClear <b style="mso-bidi-font-weight: normal;">GL_COLOR_BUFFER_BIT;</b></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> digunakan </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">untuk membersihkan layar latar belakang dengan
warna hitam</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> lalu ada <b style="mso-bidi-font-weight: normal;">glPushMatrix();</b> <span style="mso-bidi-font-style: italic;">Membuat baris kode menjadi tidak berlaku
untuk bagian luar</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClearColor (1,1,1,0);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> [<span style="mso-bidi-font-style: italic;">untuk menentukan warna
garis/titik</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glColor3 f(1,1,1);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-bidi-font-style: italic;">untuk menentukan warna garis/titik</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glBegin(GL_LINES);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menggambar garis dari titik yang digunakan</span> <b style="mso-bidi-font-weight: normal;">glColor3f (-0.6f,0.0f,0.0f);</b></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glVertex3f (0.6f,
0.0f, 0.0f</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">); <span style="mso-bidi-font-style: italic;">untuk
menentukan titik awal yang digunakan</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glColor3f(0.0f,
0.0f, 1.0f);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk
menentukan titik yang digunakan</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glVertex3f(0.6f,
0.0f, 0.0f);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk
menentukan titik akhir yang digunakan</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glEnd();</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk mengakhiri gambar garis
dititik akhir</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glPopMatrix();</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">Membuat baris kode menjadi tidak
berlaku untuk bagian luar</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">SwapBuffers
(hDC);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">digunakan untuk menukar bagian belakang buffer
menjadi buffer layar</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Setelah selesai menuliskan code pada bagian yang sudah
saya beri tahu,coba jalankan file dengan mengcompile dengan menekan tombol F9 ,
file yang akan di compile akan meminta untuk di save, untuk itu save file dan
beri nama lalu jalankan dengan menekan tombol yang sama F9. jika tidak terdapat
error makan program langsung berjalan dan menghasilkan output :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQ8AAAEOCAIAAAAYEQXMAAAgAElEQVR4nOy7d5Tk1J333WBsr413nXcd1xu8rI1NxgQDxgNMHsIAQ4YFExwIxnhtgoGBGXLwADZgm5mBmenc1TlVzjmolKUqSSVVKYfKubtn9PxRPb3D4H3e55znPec97zmr8znfc/WTdKVW6avfvVe3+8z/Wf5n+Z/l/2zp+//6Av5n+Z/l/zfLqlvaptkyzbZpNk2zaZoV06yYZtU0q6bZNM0jK+aRZbN1xGyYZs00y6ZZM82GadZNs2mabdOsHzFrplk1zY5pto+YbdNsHK2wc7TaxtHKe/RqqBw9qnvM2XtnqZlm0zQ7R8yVw+byitkxzaZp1o/W0zpsrhwxu6ZpmGbp6M4N02wcPWOvzu6K2T26afmIuXxk9a9rHr3yY0/Xu6S2aS4fMbtHVi+vdrTO3oHFo+daNs3lI2b76CW1THPZNFeOnr19TOXH1r92lrVg7yYfe8P/Kv+brbX/hsb/Bf/v1vbf1V89YnZM88iKaXZNs7Nktupmu2G2G2arYbYaZrNutupmq2G26mazbjarZrtstspmvWzWqma1YzaXzJXDy6ZpHund+iWz2V397Q+b5uHDZnPJbHTNWsssVc1a3azXzXrDrDfMWsesdcxay2w2zG7dXKqa7YrZrpuNqtntmIeXW0fMqmkWj9725ePc4kzSnjTrSGTdAOVKZb0wFyQkB8i7YNkPKYm0koaUCMIHcc6LZZOcnGD0MC4maD5B8whXSTFFgC1DfBXlKghbxoUqqTRRoYrL1axcwQslQm6TSpuQipRWppQKVtBprY4IBq6WCaVMiVVaqFJiKSOVM2KdECuEquOKlpFalLREC21KqGflSlatEEoFEUpZpZkpVLNcKcMXSb0GymVUqOJSExYqpF4jBC0r6rRUocQqq7QzYh3n66RUz4lNSqyiYhFXK4RYIsQSKZYIsYKKTURoIGIVFQ1EFAlRobg6xTVQoQrKZVgqo1KFECuEWEHkGiiXEcnARSPDlzOFKq00YE7FZBXlJYQWMwUdZESQldKMkmY0gFaTtJpg1ASrxXNqPKfGGCXGKFFKjVJqlNJCWT2ULQapYpDSg5QayGpBSg9l9RBthLJ6kNKjTCmSM1Y1Z0RYPZozYqzR0xhbjHPFOFdK5EsprpziSkm2lOJWyz0F2HKKK6W5CpAvr2m6UAEL/zvtAfLVHmm+BPJVUChDfBXiyx8FLFSOUjq6TxUslI5uLR1XBvJlWKwTyhLEFJt186p1m2h/ID42HBs+lBjuB4YHwJF+dHgAHTmEjw7ho0Pk2CA5NkiOD2Ysg+zoIDc8xIyOYBOTr+589oYbb71hx+23Xn/ri48+FplbePGJ527f8ZMd199883XX7Xn8yfTYODM+nh8bywweyowM4CP9+MggOTxMDo0SQ0PwyFBqtD9uORgfORgZPBAdHMjHYtsuW1drLyVzCiDWgXyNLXb2vPuXD7nFDmsz8YID0Z2w5oQ1K6jMp2QrrNuxig0qhuCaL6l5UcNFKJ6M5MGlMFWJ0o0YVwtktViuHOdK8XwZEGpAvkaqy7DYSEsN0OhAegcVm7SxAslNoriEa01MqjBSMyM2UbmDaYdxcYkUOxmxmRHrlFCnhDrJNwmhgctVXK7ichtXl1Cjg+hNQq0TahNTWlRphVDbhNxitZWs3IaFEq41CWUJVVdSajsu1VClnlFbuFTHlQastUCtS2pHcmUTk6uoUkaMOqy1CGWFlJdwpYapNVjtQsoSKrdQqYJIRUwqZQvNbKGNSO202gK0Fqi3EK2GqQ1MPozJhzGphcl1TG5icjPNllCpBoklUChDQjPJVgCpEueVeF6OcVKM1aJsOczWw7lWMNcO5toBtu3PNfy5ho+p+5imm2656Y6TajuomoOqOKiak6676YaLaRyjNTfdcOfqnlzdzda8bMPL1j25upet+7imj2v4861AoRXKt0P5VpBrhfKr5Z6GuXa40I7kOxG+Ey10I3wnxi9FhW5M6EaFbpTvRPhOlO+sRVbjvbK41CMqtmPiUkzqxIRuXOz8NZZiQvfo1qVjtBMT2jGhHeVbPY3yrSjfiEuNCF+N8bUUW6zUjmy75DLKaY8feC+1/0/g/neRve8Se9+h9v6B2fdHbt+73L532b1/5Pa9ndv/dmHfO9J7byvvvS3s/yMxsP/OK7ebh03ziGkeNm+/+Zadv3tix44dh80jK6Zprqzcf9U1aP9B9oP38vv+yB94O7f/LfqDt6n332b2v0vve4fe96fM3nfxfe8g+9+BD+xN7v1L+lB/zu3ZfNFFxVINVxqJQi3B1UGuWGwtf8gtMyllETJmE7INUJ0p1QUoHkj14roL16wA70uJCaLsSoteQg2QeihbDJOVEFEOMvW42Akz5QRXBcVWqlBPFBppqZPiq6DWBkpdwGjj+hFSXyFKK6DSwJQWWz6S5Ruk2ILlJUQ5nJWOUNIKqXQIuZWRWhmpRYotXGplpDapdEi1ixtLcKkLl9u40c4YS7DSwo0uKFUJrYMpXURqQ2IFV9sw304V2nGtC9aOAEoTUVsZYwk1OmBxGS6tYEoXk1pUuYUX62R9BdW7pHqYVJdxrY5oq26B5CYi12Cpiok1km8TfBeVliClA6tdROugWhNX24R8hJSPEMoSprQxpYWpDaq8BPFlSKygcjPONlJ8JyFVw3klmlcinBzOaSG2FGQb/lzLzyx5mWUvu+xllz25JRe75Mx17bmOje7Y6I6ValvplpVu2Zi2jWnbch0b3bEybTvTteU6DrZrZ7sOtmvn2k5uycl1HGzbyXVcbMfNddfw5Je8XNfLdX35pTX8heUAv9LTAL8SFA73CIkrIXElwC8dS1BYXqO3w7GEpdWjwuJSRFruERaXwuJSWFj564hLIaEb5DtrBArtQKHly1fCUj0iNCC5WWuZl597fs5hC/7h98k/vAa89Qr45ivomy/jb7yQfeNFes+L9J4XmTdeyb35MvfWS/ybL0h7XpDfeEF8a1f2T6+9+9AjP7nyBnOp5w9zx803LZuHV8zDh5dXfrbjxj8/+BD01uuFt18X3nqB++NzzDvPkW8/T/7xRfKtl8i3XiLefBl/4yV0z0vwnpfjr78Uf+P3/j2/z9sdm88/v9VehvhqrNBKi0upXKm68uGW2FxSWkwIHkB8Yte7zzz/p5273tz1wptPPPvi4y++tPOV157d9eLu3a/uevWPT770x9/ueut3u995+vk/9U/6QmzFQxuxXBnmmym6DPNtVDNTcgfTO6heR4wqqNcwYwXVlzFjKWMsZ+UOoyxllWZGbWWMZVRsMlKbktuE1kG1Nq62caWFKS1MaWelFUpZzqidjN7OFDtEcYksLWeLy9lSlyx14WIDMpqw0U2rHUBpwkoLFzu4uhTVGgGlAhittNaEtRaqd5HiEaJ0JKs38+UOU2qRWgNXWlRxmTJaWb1Jai1CbZNKG1dasFKHlAom13GpSYotXOzgcheXu5TUoeUupSxTSpdR27TWzmpLpNbJaA1SrcCijimljFbFeAMuVKFCLZEzEvlSjC1GcqUwowdzeogtBXJlf67u45peru1hO85c25lrO3INe65hZSoLdHWBas5nm/PZ5gLVWqTb80x7ke7O0S0rs7SQ69hy3UW2a2U6C7m2lenYcqvYP4KD+S96Z/GwHe+alwrL/4d81Dwf9U8vuLpnYSlYWArku8fRC/q5jo9t+7iml230cmNEaPnZso+rJfJlvdzZdMFF2Zkp32svhF9+Lv7y7vjLu1Ov7IJe3Y2++hzxynPkq8+Tr7yQffU59tVnCq/tLLy2k391p/DqU9xrz9J/eP3de+/7yfabzcPmEdNsL690TfPIivmzq3e8fd8D5Ft/LLz+kvDKTvG1J7KvPYbveQrd8wyyZxf22m701V3oq7uQV3bDL+9Ov7QLeHlX/OXdkddfpWenLz/rjGqzk2SLUb6TyHdgvtk4/GG3zMdFR0q0BclgPBuPEdEwFIyAYQDypRLBVDwWDaZi0VgKiCTQcJKOJnKhCP7MS2/bwJw7o0WZEsBUkFwNYZtxtoFpy2hepSSF0I1srZUpdnBjCVaX00KX080s38gqTUyqgFw5py9n+VpGrKJKHVbqqNRAxDosVRGxTvBdUuyQUh2Xq4TcyKgtUmtRaoPlyzRfpCpNQCul+BIktUHVTOebJC1TBSMmNSLGSlJrQkYbUlqZ8mFUbnLV5axcFkrtnNYqlE2mYuaqJl1sUkYjq3Uzaicrt0mliak1VKliUguXu7jc7pGVO6zU4uQ2pxzOqcs5rcXojayxlDWWaK3OapWcqPNGlZQNQiljvEFKVShfSufLKa4cy5WjOSPOlWJcKcwVw1y11zryc51eBnBxLSdbt+UqVqaySNUXqeZCtrFIrRqmR69sZTpWpr1Itxao5gLVXKRbVrplpRs9bFTDRjWs2bo1W7dlavZs/ShVB1VzUXU33XDnmh625eXavnzHy7V7+PKdY1ePxZ9vBQrtYzk2P6xlCX++5eOaPq4ZYJtHm5cfwkvXPFTVna24MmVXpuQkiz3smOJlyn62GsjIpVJr3Wln8LOT3p2Px555PLnz8dQzjwHPPgrvehTf9Vhm1++yz/4u++zv6F2Pc7sfEXY/LOx+WNj9iPzsI9KuX/O7HwVf3v3C/Q9ff93NxWK50102KvX/uOHmNx/8Veyl15jnd4tP/0bb+aCy64HCi49knnuYfP7R7O7HM88+Sj77KL7rUXTXo/DOR6Gnfws8/ZvkrsddT/6Wm7Js+cHZxVItkSuG8q0Y207latXu8blFmI+znjhdaZn1llnrmEbX1JZNccWsmmaz3ep2Gq1Os9ldqTbMWtPsdMwnd7/uTOcWoUKYKqVyNSRXQXI1VOwSfDXP0COD7/d9/ON9n/hk30mfvHDjtYBkYoZJCkuZQp0UapTcxPJVgq+TfJOU6hm5QkrlLF/LFKq4UMSFIsk3SbGVkWsZuULJdVqt0WpNEErLbLGS4X+z85m+T/9N34knv/xmf4RagXMtjUC+/7Wv7JuI+kUzIa/EuBKqdVChWihWKV4cmpjrO+Fv+/q+eOLnvxPNN+HiEaq4zOidjNohlTaptEmlSSg1XGri4goqrSBqG1FbmNIilSatV3J6ldE7jN7JGW2q2CZKK3hpKac3JKnEgdS//P2/2OJQWi+hiowKApHXMFZP5ZQoLUZpOUZrcaYUocsRqh7OtSJsN8Qu+ZmOh2m76ZYzW7OTFSthLODFecyYxUqzWGkOL88TlflMfT5TX6Sa1qPeWKTqC9naQra2SFUXs5XFbMWWqVjJspUsLxKlRVxfxPUFTFvANCuqWVHNhqp2THPgupMwnGTRnS17qIqXrq7hY2peuuqhKqvQJQ9d8jJlL1P20WU/U/EzlUCuukaQrfU0lKsFmWqArvipso8yvFndmyl6SMNN6G5Cd5PqGk5cdmCSDRGsMG+F+UWo0MMKiXZEtqFymJQqxcY5f/+V8Ksv7rvyiqEtl41t/vHY5h9Ztl40vfXi+a0X2TZfYtt8iXPbj11XXuq+5kLv9vMCV58XuPq84NUXBa75kefqdaM3Xfn07TfdsuNaQ1HzbEFRtLt27Hjmxh3v37Jj/rpNoWsujV91XuzKc9zbznZd9UPXth+5N//YtfES+6ZL5rf8cGrLReObLh7ddMnY1ks/2PSjvVdvju15/fuf+9tapZ7MGV6q4s/WQK5dbn/YLZOJ/EyUcaXo6mFzwQ/+/PGX733m7Xtf+PNPX333oVd+n9fUdqvaXW41l5crHfO2e37V6Zi7XtjjSefs6UKCqaZyNZApYfkqXqjQfHHXk0+f/MlP2KMxqljNKdoTz73e98XvhLJlRq4zQomWKhmxTgvtjNDBhC4pNlneKBS0XKGUKVQRvgILNaLQooRmRilnFJ1Wa5xaKUiilBdP+/o53/vW+Res35rKcyQrbr/xp32fPwPAlGI6eOE3/v690URAMGP8EiQ3ULFJKVVeld1Bf9/ffMGX5AqquRCid703jZWPMHqD1SpZpU7IDVxu40qLlMoZqUwVmhmhAykdUG9llSqtVolynaw0KKPOGo2c0WRKnUx5iSx1KaMhy3UhRJz91e/PR6CYbiAKi/M0lpNhSkswcoQSwlkxSqkxuhjNliJ0NZprRth2iO34cy0P0/RQdVemasdLVtSYg7UZWO0xi2g9z8yRlflMfSFbW6SaPavMZ6rzmepitrKQKS8SpVWPIdosLM9A0mxanAGEGYCfAfhZgJ8F+Ll0YSEtLkDCIizbUNmBq05C6+Ei9R5rESehuUjVRerujOYmVU9G82b1Y1k1xtoqqXkJ1YMrbkx2oZITEY+Bd6GCCxUccMEO5a1pdhHILaSYHvPJ3GIybwV4B6q4UnRNr5/5+c/GX969d/1FQ5ddMLbu3LF1Z01cftbM5WcsXnGW/bKznOvOdl12jvvyszzrT/dtOi2w8bTQxtNDG87xbvrhzJXr39yy4YGrtypcTuV4VVCEgqiy3P3btry2favlmsvdWy+IbT4zuvHU4KYzAxvODl1+XnDd+f5Lf+D+8dkLl581ffnZ4+vOHVt37si68w5dduF7G9ZFXtp99hc/VyuVQ4Too6thuhHNFGtLH3aLJS1aEuxCMls0zckQ/Njbhx56d+SRQ3OP9E8+fWikUDK6S81Gt9Ywl/UV88Z7H2p1jzz//OuBJONOFeJUMZErp7kaWigzPB9LAZ//h38/NOHN6G1YKOWUBivXrr/9J6/84a2CmOMKDCOreKGULXQJ/jAsrFByW2PlEsPzeQPLVxPiSow/QuRXqHw1p0l0USS0Ci3JVRUdHv7glPW/+seNT0XlFUytoHmVEAygUMyyfAUMnf/1r/xlNOETzFihA3LFjNTKFPSCnN8/NPiDrT9JKyZdNLO6SZVMSq2JqiJrfE7TMKmES4dJ9TAqKRmBK9CcIlUTYiutd3lZE1QjXewkysvZUrlQMsRSnVXKUrXNGHWyssRKLSWYO/sLp1pjmZhu4DJK8WiaFlO5WohSPFnen5X8WSlMa0FKDTBGkK2E+Wag0PKydSddtWdKVsJYRNQZUJkAxJGEMJaSLIA8AaqTSHECNqbxygxRmyVrc5nGLFmbIaprzBLVWaw0jRhTsD4JaROAOJYojEY5S7wwGssNR+jRMD0WYSxRZjySG4/lppKF6VRhNi3MgWKPBVheRJQFWP4QiNhTKyLZUNmGynZM6dFzmgNX1yJ2RLbB0iIoLKT5ns6l8nMAOwew82luAcwvgPnZVG4myUzFqYloZiKaGY+Q4xFyMkzOhWl7sjAXyzkiWN2o/+CLXwjufmrfhosHLj9v7IofjK4/a/SK08fXf39m/enz689YvOxM9+Xn+C8/O7z+7OCGM4MbzwpsODty+bnWzZftuerah668QcQZLsNprHjzNTsKrJSjCgqT/8WmjX/YtmF2+xWeLeeFNp3t33SOb8O5/svO9607z3vZefbLzp694qyJy8+xrDvfsu7C0Ut/MLT+h+9dcUn4+WfP//IXS4rmh/NOwvAR5RCu1Zc/7JaRJDcWp2djhLJsDnpTTx0Yv/n1v1z10h92vPHOna+9Tmtau1NvdxuVbqNomr9+/sVmd+n5F14NJhhvikvQRpIppnI1OKdxfHbWOtf3+dNClAmKS1mtSyudnFR94vlnL11/fo6O/Mft1/z0kcc++/Xv9fX93SdO/sf5WB7h6iqZO/+f//WEvpP6TvzclffuhCTT7iY+9Zmv3/2b3/T9zUl9H//MxNxcoxD/j9uuu/vP0dsO0GHdBHmNlvWsqANcKZuT9VTovH/8xruWhI01o/k2XCgjfIUUdUbKZ0TxC9/+4fZ7dlGamS+ZdPEwV2zu2vXEJ07q6zuxr++kj++dTiaEpd++uPOmu6469ZRvntB34gWbdiQY+Yabbuw74aTrH9yNlE26VHEmon2f/+Z9v93dd+LH+z728evu/01eW9YCufO++D1nDIrLhb8MvdP3sb6+j53c98mvHLInfXTZSSjerBpgNBfJeyjJx2r+QtWbr7nZmj1btpLlecyYA6WJpDASK/SH2aFYYSjBj6Tk0bQ6mtYsaGkCr0yRtelMfYqsTRLVNaawyhRamoANC6iNpZSRhDAczQ+EcoNBut+fPejDD/rwAR8x4CMG/eRQIDMSosYizHgsNxFnJ+LsZIKbSuanU4WpZH6N6VRhjZkUNwvk59KFNeZBfgES5kF+HuTXgrNAfibBTsdzUzFmKsZMRumJCDUZy64xEc1YwsRYCB8JoCMBdNiPDPuRUR9iccMTHmQmkrUGYbWgnv3Fz8d//8L7V17Wv+GHlk0XTmz54eS286e2/WB+23kLW8+3bz7fu+n8wKbzIlvOi1x5QfjKC6JXXpTaeonr2m2PX7FFR3NKhpOJ7E+3bvnNzTfde+0NApYVcaoKwbsv+9HCLVe7r7k0cPUFoWsv8W37oX/Lxd4tF7u3XmjbdsHM1gsmt104ufmSyU2XTmy+ZGjzpfu3rk/8/uVzv/y5sm74oNwiKHgwI4hIteP6LePRzEwsY49npZY5HcVvfPL5m/b8cdtrr9349lv3vrWHUdVus3G421paaWut2lv7/9JsN557/mV/gnanuCStpxgDYpoYozEs9P7Ige+uf8DDmrBsUkonJ7cyUulPo6M/WHcOSzruvm1L36e+MR9gVJa5/aZrT730+ihTu/vWm//w/JOCUCDzylf+6ZwDww7bfKDvpM9uvu+3UXXpiRffvfxHV1Tx1KnfPuVFF/+U3wjry4Qoffvb3+7rO7nvE9+z2TMaDJ72j199Yyzskc2kZMZy5WShmFaMtCxnVFUQSv/+z2ec/Omv+GI4oXWpUlM1RDkPFWXoiWcfP2XLPW6h+9iLj/R9om9w9mA4Hf/Klz5/Ul/fnrffjkH0P/zDhaGw6I9B0+FE36e+s/Xh1xmjbA+4+z752YlJnxakfvDZb4TCCzOBqb/50pcSIE7g8L4PBr57yU2zYM2B191k2ZtVg6wW5HQfq3m5sputOen6Yqa2gJdnYH0qKYxE2EMBer8380GQPhRhB+PCUFIaSsojkG5BKuN4bZJsTBD1CaI+jtcmsNo4VragpXG4OJrWhlPyUELsjxYOBOj3fdn3Pfg+F7rXDu+1w+87oB4fOOGDbrTfi/ecMxzMDgezI6HsaJg6lrEIvYYlkh2PUuNRaiJG95iMMz0mYvRkdJWJCGUJZcaC5HgQtwSwMT96HKM+ZMQLD7nBQVd60JUecAI9hpxpiw8e9UET7oQqFc/6h69E3nj14I4rx6/fNrN9y9TVG6avvmJx+3r7teud2zc6rr7Mu/1HvusuDuy4OHjDRZEdF0WvvyR53WWeG7f94dptD2+8/MGrtv5q2xV7rr9i5Kc3vnrDtb/dsvlX6zc8u3Xz3is3OG69MnjrhsANl3pu+LH7pnWu69c5rl9nv+HSuRsunrrhYsv1F09ct27i2stHtl9+8JorDtx6XeD3L53+5c9pimqN43OpvAMUfVC+1jqu3xLE5iL4nA+S2+ZEGLz71devf+OlHX9+7ea9r/587+tZVTCPrHSbtU673j7Sri7XG936sy+87EkyziQfp/QUYyBMC8/pDIftHTjY97nzvZQJiiZaKOeVCq9V3hmZuv1nPymx3p/dtmHnnuEk05ayyaB1uO/z354Msl/90tc+fUJf3wkn9p34qb6+v3vlxb945vyfOvlrnlw9UTRnXMiXPvNVCUr++79++8G3rff8xQs2zTQvSCIPJYi//9pmp4PXYPiMf/r625PRec70c50kXwekCiBpsKZhoiCImlHQ8BTw1a/94wcLAUhfsvsSJ53Q9+m+vhM/0ffPV963oJiPvPLIBRv+JVVASJm745btf3rzZVrmM3nj9H+63DqcHJtYnE8RfV9bN8eZ+XqT1wrX3/Xz1159Tw5mL/ji1yO+oSde+mXfSX/X98l/6Duhr++Evr4vfX8ioTvxqh3T/BnVheUDOdVLK3627OHqPbfMY6XptDoeyw8H6fc9+HtutGeY/ig3mBAHE+JQWh2FDQtensTrE2R1AqtN4JVxtGpBS2NI0QIZI4A6lJQGYvyBEPO+L7vPi+93Y3vt8Hs2aK8V2GsF9lpT+xaBfTbgfRv4vgM86EQOedABDz7gwwd9+KCfGPITgwFsOEAOBfGejgQzI0FiOICPBImxIDkawntqCWUsEdISyljCRE8ngpmxEG7xE0eNAY15kVEfNOqBR7zgiBsa9qSHXeCgKzXoAPodiX5b8pA93m+L99vih6yxYU96wAOMuWKiWDzzG99M7H1n8O5bh27aPnPr9Yt33OC44wbH7dtdt2/33nFd6M7rQ3duC929JXTvttB9W+L3bE3dvRW866rYfdfZHrx99Fd3Hnrk7tFf3eF46HrXz7fP/vy22Yd/Nv3wL6bvv9v101uiP78x+bPtkbu3xn6+PXDPVf67r/bec7X7nm32e7bO37N55iebZ+/aNn3n1aO3XT10146hn90V/fMffvDNr+qqNulLzQHsYjLvBnLl1pEPjyCH6Bkfbo8QctcciYTuev2Z2/ftvnXgudv7d91/6AWywjW6tU630WxUut12e6VTXWo++crrTqBgS0lhqpSgDZCuoUyJKAjeSOqLX/ze0HgEkdqUUReFQp4tbL/t4Vf3vNfIBh686fLHf38oVugoLBC0Dvd9/t8s3vw3v3qmzx7HWB3mdJwpZgnDNwf+3af/zUdpSbnjDnCfO/lbDAU888KTF2z82emb/9MprSSrbUYpxBPg17610e/mawh05le+9KfxqEs0PYVmhC/BhSrGKhmBxgQGVxpCqVNTaMvgn87afN0cUj7pCxdOz0RUPrG3//VvbLln1jDvevGJmx65GVULlK7tuPOW1975fa4oFWT9jK+f6xwOTM+755Jk35cv8IkmqxkFMXf9HT99842DYoQ96/PfSAHpw1sAACAASURBVAYnH3vxkXX3/tpKN+I5MZFlXBjrIApBWgnSUiSrhEgpmFWibDnIVvxs1UlXrWRxHtEnU+JYhBn0kwdcyF4H+IEbP+jP9EeYwXhhMF4YAZQxULOgxSmsMoGXp7DKJFqaQErjsDEOGxZQGwWUoYQ4ECkcDDIHfNn3Pfh+J7rXAe6zpfdZU/usqb2L8X0LyX3WxL6F5H5b8oAdPOBM97uQfg884IYHvMigBxnwQkNedNAHr+mwHxnywcN+ZMyPjgTgnloC2FgItQSw8SA6HsTHg+i4H7MEEIsPtfjgMS805ktbPOCoF7B4wBFPatQFDLkSw47kgCM2aIv326M9HbBGDtki/bb4gBP4wJ4YtEVkvXHB978fOrh3+qlHph6+b+6BOxd+cbv157c577/F88AtvoduCz50e/DBm0MP3RL49W3B/7w19uvbgEduxR6+DX7ktuBvbgz+7tbgU7eHnrwt8tjNyd/dEf3tXZH/vCfy23tjv70H+O1PoN/cCf7q1uTDt6b/867IQ7dFf/kfkYfuCP/yDt8vb3E+dJPtgZsWH7h5/oHbpx64a/Lhn1seeSj5wfs/+u4piqLNBSFLmJiPM44Udfy3/ElfZi6UmffDYuvIbDL20FvP3b/3hfv2P3v/oReeGP591sglgEgyFQXTiU67bpT0Yr362AsvO1OsLSVG6HIiVwbYKpArgXk9yxvPPf3SZz7xOVsExBWDl6Wbb7vrE184FcGEBum/75qLTvzyKU68SGTwW2/Zcd09vw2h1dtufOjiczcnCDlO6SlSI8mKfRL6wt+e5scEUGq4PczJn/oWKWQTFPTpz33n5C9fcNUvnkHKS6wuxyD0c9+81OnhdAg++5tf2zvmDSqmi6+EpSrAVCi+Qgns3pGDO98+mNWbqkzdced1V/7sV6PRwklfOB9Gi4pE3PiT6/9p871zqnnv71+58oHbcVXOyNrV/3HHrrf2UCWN5Apnfutsl8UzMW2dDoF9nzzlyXfn8nrRE/L1/d0/OH1oJkCe+7V/87omZryTfZ/+2zdnPWGGj2RzQZpzE7Qbo4Ik60OYOK2ESDmU1YNM1cfUnHR1kTBmEWUS4McizFDgqFs86LFuGU7JFkhfc8skWh7HVt1igYwxUBsB1KGEOBDjD4VyH/ipAz5yvxvb54T228H9NuCoW+L7FuL7FxP7FxMf2FIH7MAhJ9jvggbccI/Bnlu80KAH6emQD+4x6kNGfdCYHx3zw5YAZgkgx7plIoBbAsi4Hxn3IxYfbPGD417oGLckh1yJEWdi0BkfsscGHLE17bdHh11AvyM1GiBGXUlWqd535517n3ky2f8X50tP2Z/5jfWJXzoev9/71AP+nQ/4nnnI9/SDoacfCO98MLDr4eDuX8WefST5zMPwzgfhXfend/88+uzdyV33pnbfF3/m3tjO++DnHgZ3PQQ8+2DqmQeAZx6Adv8SeOYB5LlfR574RfrZ/4w//XB058ORp3/pf+pBz5MPOJ/4hePx+61P/HLhqf+c3/U0+MH+Qzt3PnzHHYKoWtzJmSQzE6PsyWyxs/Iht0xEmDE/OhuAK4fNvQOj8z7fbMA/E/FPR/2zAa8gSGA8mYhHY/FQpWrU6qVyufz0sy94U7gToGNZI05XElw1ni+DfBXNq1wuP3ToYN8JJ/V9/OS+k75wxoYbElyVEeVS1vPALVdccc2dfR/7176PfeO0S6/zQnk8pwO++Dc++5W+vs/0fezLfZ/+9owNX5yCPvuZ74YJFRXbDgdy8mf+GRYN1CjReiWbV//tn8/4WN+n+k44qe+kk7ff/xzMHxYy7Gnf+lbfCZ/p++SX+j7z1Uvv/jUsLEG5MsTJpCRfd9tdfSd+su8Tf3v2hqshpYWr7fcHJ/r6Tuo78WN9H/vMKZff5RPMX7z82rX335tRVZKXd9x53yt/3o8aBqkZ//SP37fOeGfnrL440vfJU85df3ffiSf3nfTxfVYfIlbRKP6dr/6Tw2vHC+jvdj3c97G+vhP7+j72yU23/TRAyV6cD5J8NCuESSFG62HKCOTqHqZpoxrzRGUa1SbTwlg8NxQmD3ixfS70gI88GGQGYvmhpLTWEhvDShNYbZyojKPVMaxkQSpjSHEUKo1A+nDaGE4pA3GxP1o4GOYOhXIH/dRBL/mBGz/gQj5wwvvt6fft6Q8cYI8DTuigC+73oANebNCHD/mJIX+v0ZUZDvRWsV6k1xIbDRBjIXwsSI6FcEsoMx4hx8PZiWhmIkJNRDNTYWoimpmKZKYimckwORHCJoNEL+eM+eExLzTiBUc94IgXHHGnhz3pNR1xp0edoMUNj3qxST8STBIIhG4898x3Hn0EHDlIjg1wk6P89Cg/2c9OfMBO9xfmhqSZAXl2UJwbFGeHtSmLPjVqzPQbsx/oMwfqDos8PaDPj5Tnh/Spg8XpQW2qX5k9pMz369YhfvKAPHlQnjxYmhtWp/ul6UP8zCF+5hA3dZCdPJSzHGJH++mxQXZuAhge2PvYY1tPP5NIJYOx1HQQHgkSMzHK9lG3jIWpqUhmxg+rdbN92Fw+bLaWzPaR1Ynoyx1zqbncbLYbrWa1XqtU69Vae9fzr/nThAsgYxk1mi1F2XIkX4nny6hYpjieFwWWl0ixBBuHk7oJKG2ykK/QvnuuvfjJl/8c4MwQY4apVoLS0jhNQ1gWJAGcj+BqFK8kkTKGlYlMBeLqcKGW41uc2IGVVqbWzRQN3tBLQtngSqJaw5VaWjdT0hKbL3KMkOW1cFb0CxU/30hwTTDfhMU6LpdZWcvJJbx4GC6bmLZMqTVelVm+kJMrmNBOC2ZSMmGtgSh6Vi3RajUrVwilhpcbmFErGJ2CVBY1yeoJfeoLF8Zxk9WXM3oxoRioXi3k1QIjZHgRolGKDDFkEEGT6QwVIvJ2kAllBD+eDxH5CCUFcNGf0Y+6pTVH1qYRYwKSLSluJM4cCmT3ezMHAvShSL7nk0FAGYK0Ebg0hlbG8ZoFq46hlTG0MoqUR+DSKmBxCNAHUvJAXOyP8f3RwkCk0B9m+4PMoUD2oJc84MU+8KAHvNghzyprff2REDUSyo6G6bEIPR5lLBF6LEyNhrJjYcoSocfCmbHoakd/ra8/GWem47mZBPshkkxvmHg6Qc9EmclYtueiyTBpCRPjQXwshFsC2FgI75V74wFz4ex0gJgIkDNBcsEPRuIIm2F+89OfXnnhDzeefta6f//OZaf828bv/vvm007dcPqpG04/dcvp39t6+qlbz/jetjNPu+r0s7afceY1Z33/mrNP3XHuGVd9/9Rrzj73mrPPvu7M03ec8f3rzzpj+5nfu+ac720957tXnv29q875/vZzz9x+9mlXnfadbaefsvX0U7acccqmM76z8fTvbvzedzZ+97ubvvPdjd/93qWnfnfLBRc8eve9HEpGwokZZ2jSD01EM389t0yHqYkAPhcifvP8248998cnX3rn6Zf++PgLe3730ptPvrDnmRf37H7ljd2vvPHsC6/tfO6Vp577/ZMvvPXm+xZXinaBbIhUw5QRpox4vpoq1EG+igglXCgSYgWX6qjcSqudhNRmFK2IOe6/Yd2jbw0sMmaAKAOElCLySZxNI2wCLoRxKULIKVQA0AJEaghdhPIVhK+RQo2U6qTWIY12tthg9AarNlm1mdWbuNaElA4otnC+juXLIFdOsqUoW45xNYBrpAt1SKgjYp2QGxm1g2nLqL6Mq0uE2s4q1axcIcQaIjRAsQOKLUhuoEoVk6u40iDUNqF1cKOLG92M3qW0cq6Ut4ZjJ/3thgRqkoqJqhqkCYgsZgpqNqdidAHOMghBQjicItJRAg7iZACn/Rjtxxkfyfkyoj+jerK6i6446bo1W58nKjN4ZRLRLYA8lOD7o4VD0UJ/jD+UEAdS8mBaHwKNQbg4jJZHsMooXh/F6yNYbRitjiLVMbQ2jJaHkNIIYgxB2kBaGUjJAyl5ICX1ktJgXBiI5fuj3KEIeyjC9keYwTAzFFplOJzrfZkZT+bHE/x4Mj+VLPSYTOR7Q8wTcXY8yfUGmnuDy72PnvOguABJi7C8CMuLsLgIiwuQ0GMe5BfS4ly6MJfiZ1LcTIKdTrLT8dxUInecTsdz83FmLkYvJHLWeG4+TNojBEAKot6W9bast2S1qapNTWtoWkNV64pSUZSKqlY1raaqVVWta2pVU8u6Vta1iqaWNbWqazVDrRSVsioVFdFQJF2RDfUoiqTr0mqht0mWdFnQZUFXpaKqlESlrBTreUFPpMl5X2rKm54NonMRcjHGuFJ0qf3hXv5EgJwIkPMRZsQBjTnBETswsBC2uJNjrtioM2pxRSa90RlvYtaTWPAAC354PkgsRKgQoTuBgp/QInQ5QpejTCXO1hJcPZmvpQt1qFCD+TrM12GxAShdJCcYmfjdO7Y88NI+J2/GSB1AuSTOxbB8FBEjqBzA1DAupRA2jeRSuJjKakBu1TCoUMfkJqG2iaMzL3G1g6sdVOvASguUGiDfSBfqKa6ayJV7pLgqkK+BfAMSmojUxpQuri5hShdT2pjSxuRmb1oadPRfOCChBot1RGqgchNR26jWWQPXqtlSYSYYPeEzl0UwE5FNSNVRTYbFPMJJCCMhWQ4kqRTOxLFMBIdCOOhHUS9CeJGMF6U8GOcieVdGdmZ0R7Zkz5YXyOocXp7GypNI0QJqw0lpMCYOxMXBhDSQkocAfQg0hqHiIFwcQkrDaHkEq/WsMgJXRuDKKNIrlEah0ghYHE4bQ2l1CNCH0uoIoI4A6khSGU5KQ3FpKCEOxoXBuDASK4zECqNxfjTOjyWE8ZQ0AYiTaWkKkKbT8jQoToPibFqcTYs9V0yl+WlQmIHEHrOwtPYFcxFRenNq7JjS+4JpQ2U7ptkxzYaqNlS1IsoiLC9A0gIkzYPiR1lI8zZYsgL8YqpgBXgrwC8mWWuKswF5Z5pzAKw9lbOncs4U40wxjiTtSNL2BGVPUY4k7QBoR5J2ArQToF1pxpVmnEnKkcja4xlbjFwIY7MBeNYHzPqAOX/6o3w0Ph8A50PwfASxxlF7FJkNAhYPMOGD50LEYjRrjedcKfr4MbHRIGUJM8NeciKcmwjSE0FqMkTPRJlek3QyjE9HybkYvRhjbAnWBRQ8ackNiEHc8EByiCiHyUooUw2SlQhdjTK1BFNP5hoAW09zDYirQ1w9zdUwVs+gZIZkUmw9QNVDqB5DlTAihGA+khaCadEHKX5IioFcHMzFMDFOKEnaAHIlkKvAhRoqNDCxiR4FkdqI1IbFVs8nQL7Ws0qMLsboYpwpJXLFJFtKceV0oQoJdVhsIFITkZqw2IDFBszXoUINzFfTXGWVQhXkayBfW9sZkto9ELmGSBoqVTDJTHFmWqwDkpbkZCAvAwwHUgxAEkkci6F4CEEDCOhFIA+EuSHSDZFumHIhnAMrOHDZTqhWQl8kjDm8PIMWp5HSFFwcT2ujgDKclIaS0lBSGgTkobQ6BGnDsL5Gr901DBVHwB7lsXR5LF22/BfFno4DxXGgaEkZFkCbSBnjSfUoygQgTwDyZFqZAtVpSJuF1DlYWwVR5lF1EVEXYKXHHCLPIfI8qsyjihVVrahqwzQbptlx3UEYLrJ4PLjWmyTmwjUXrjkx1YEqx2JH5DVsqLwIy2t12jDNget2TFuERRss2WCpN6nMAQsOWLBDvA0sWNP5RahgSwtWmLeDoh3iHbDgREQXKrlg0QHy9nTBmuIWErnZKDUbykwHiJkQPhsmesyE8GNZi89FyPloZi6WnYni0xF0PoItRPHZaGYmkp2PZhbjlC3BugHmeLeMheiJKGsJ0pYgPRlkJ4L0TJQb8WXGw7QlQo9Hmck4OxVjp2LsbIybTxSs8YIjJXphzQ0qXlhzgoofLweIcpCsBMlKKFONZisxqpqgakmmmqLLabqYIGSIVFK4HEYEHyz4QDmIaAFY9ENCMM0H06IPFH0gHwHzEZANwXwIlaOEFssaSaqUZMoAW01zNTBfTxfqPe2ZJJmr9ZJJlClFKSOU1cMZLZTVo5QRYfQ4U4pzpRRXTRYq6UI9WagA+VqPFFdN5SpJtpJkykm2kmQrKa6a4qoJrgrka6lCPVVoHqUOFipQoRbLVWNcLcoZUc6Is5VwRo5l87FMJorjYRQNIIgXRj0Q4gJxRxp3pElHOmsHGTvE2hBhEZXmUWUOVWcw/eiMFWMSMsbT2lhKGUnJIyl5OCUPp+QRQB1Kq0NpdRBUB0F1CNKGQGMINIbTxhCgDwH6aNoYSRVHU8UxoDQGlCzpYo+eVcaB4nhanwSOQ5sC1Z5PZmB9FjHmYGMe0XssoMYCpvXUimq9qZkLmLqI64u4ZsN0O67bccNBGA6i6CSLbrLsyZY9mUpPvVTFTRQ9pLHGsc5Zw4mpPRy4akVVB2E4yZIN0xYRxYZpTrLoyhoOXP/Q5JqjWBGll7iOpjXNgetOTHegmh1RbbBiheRFULIC4kKSn4uzM1FmNpabi7NrzMZya6wF5xPcQjK/mCrYwMJCilmMZ6wJej7BzcZyczF6IUFbU5wrzRzfEhvxk4MebDyQtfgz06HchJ+aCjIWf3YsQI0FKEuYGY/kJqLsRJSdinKzMc6aFKypQg97WlhMFZyw6oAkF6K4UdWDaT5c9RNaENdChB4m1AgqBFEhiBt+VIugQgQVvKDsBAQXmHcBOWcq70qyrhTtSmVdKdqVot1p1gvl/QgfwMUQLoVIOZJVo5QWpbQwrcVoPZozVmFKEboYyuqBrBEgdR+p+QnNR2oBUg9ktVC2GKKNCF0OM8UoU4nkSlGmEmUqq03HbClMlXoapkq9YJgpR5lKJFeJMLUeUaYWoasRuhqiS9FCNVKou0g9SDf8hBEgCn6M9iOUF8q4IcKRxu1AxgpQC8nsfDK7kGLm07l5MD8HijOQNA0p05DSm9llATVLWrek9TFAG0kqIyl5OCmtZZiB1BryQEoeBNZ6JvJQ8r8YTinDKWW19QWooyl1LL3KeFo7jglQn4SMKbg4BRenkdIsXJpFjFnEmEOLc2hxHjPmsdI8ZiygxiJWXMSKVsKw4iUbWbQR5Z7aM6WeujJVV6bcU3e25slUPGTJmykfi4cs9XATxWNZdc7qPE6jV3DgqgNX7ZjkxFQnLh+HA5OOy1Q917lR1Y2qLkRxwrIDkuygaAN4a6qwkODm4+xCIreYZHssJHK91bXCGtYUZwX4eUCYBwq9HWYS+dlkYSHFWtN5azrvBnMf6bcEKYs/Mx7IjnkIixuf8GfHPOREkB7xZUZ8mWE/NRLIjgSyo0HKEqQnwrmJIDUdYqZDzGyMm4vnewlnLp5fTAlWQLQCvC0tOEDRAYpOSHKDggvgXGl+PsHb0rItTrtSzFw4t5jgF2LZhVh2NsrMhbOLEXwxgs5HidloZjHJWFM5B8Da05wLzDuhghsRPKjoQUUvJnkxyU8ofkIJkGoPL6GuzYft4cEVD6704j5S82f0D0EYH8VHGH6y6CeLgUwpkCkFMpUefrIcpZt+suzNFJ2E4c5WbFjRRVRssOKCeSfMukDWATB2ILOYys4n6bkEM5dgesNE00l2OlWYTvGTKXECECfTynhasQDqKKCMJuVRQBlNKsNJaSQhDyel4bg0FJeG4tJgYpWBuDgQFwfi8kdUPJQQ+pNif1Ls+apnsxFAGUlLo4A0lpbH0rIFVCygYgFX3bJmmBlolWMNc4xtjhoGLx2LjSj31EGUnWRlDTf5X944jg/7xHDhxlqqcaCKA9XchN7LRb223HGuONYexzbnHKjiQpTeq7lnGBeiuGDZCUkOULSnBRuQ72FPF9YKx+EA+R52UFwEJTuiumDRni7MA8JCWrSlBRtYsEO8B2KPd8tBOzzkIUY8xKATHXZiYx5y0I4NOvBhb3bYmx30UgMesseQjxzxZSz+7HiAmgjSo/7ssJcc9WctQXoywk6Ecz0mI+xMdA1uMsLOxvILcX46lJuJsqNecirITPl7w4j4eICa8FPTfnzaj04EyJ5vJ4LUZICaDNHTIWYmutoC7OXNVTdCkgOSnLDshOXe/eqVjwuu3dNVMNmD9yL6R/FgxtEf9UM4YdlPlhfTujfTsWM1K2o4cN0GS1ZItKUFG8AvpgoLKXY2levNMlybazgZZycT3GQiP57gLUl+PCWNpyRLUhxJCKNxfiQhjMWl4bg4GpOG49JIVB6KysMxZSiuDMWVwZg8EJUGotJAVDlO+2NCj97YwGBCGk7Iwwm5l6ZGUvIooIwCylqSmQS0SUCbSuurjTFQm4X0Hr0m2Vofptcws34EG1a0YUU7XrLjJSdePBYXUfqwHwwXbhwXcWJ6DweqOVCtd7ddiO5CNDuiWiHZBitrWz/KWqOrx39tgqRjsYNiD1taOA47KDogaa18HIupgj0tuADOAbBWgF91C5B3wMJfccsBG3LIgRyyQYcW0xY3PrCYHlhMDzmQARs84EB69NuhAQc86ISGXPCQAxlyICMubMiFDrnQMR857MZGPHhPRzz4mIcY8xBjXmzMQ4x6iWFvdsCFjTngcRd6yAYOe8lhGzJiA0cdqWFHcsgGDdmgIVt6yJYasEEDNmjQDq8x7ERH3bjFS477iclgZiqUnYnQ83F2MZm3Abw9LThA3gWLTkhwQsLaC6O36oQEJ1RwwaIL5p2Q4IJ5F8y7EcEFi25E+jBKT12o5PqIejDejUgetGwDy3bYcKDafJqzQ3k7xPfeXtYUt5hk55O5XmKZSzCzsdxMlOlNzp1KcD0m4txkIj8R58ZjrCWaG4+x4zF2PJYfj/KWSOEowmj0Q4xE+OMYjubX6A12WeLCMRTGE/x4gp9ICtMpcTolzgDSDCDNAMIMIMwB4hwgzqel+bS0AMqLkNIbEe6NYi3CshVRbLCy9mge+4z2nngPpq29fTyY5sE0H2F4CdWH6x5c8WKaB1d8uO4jtV7Zi2luTPb0XlWo6kYUN6J4YcULK25E8aBqL+iC5d4mN6wdpx5UdSOSCxZ7fPiHE7yw5IJ5DyQ6oYIbFP6qeiDRjQiuNH9spHeUGyp4YckL8f406wU5JyQ4IGn1QVp1y4dnVR60ggcXgBhVTTJVkG3A+UaKLsP5BsiukuZqvbEjkCuDXBnKV8F8/aNAhcZqgatDXB3KVyGuDuZXe8wIV4HZMpCvAPkayNZgtgLlSzBXhHJlKFcF2HqKrQNMLUWXAbYKsFWAqQBMJZ2rgmwNzjeQQhMT2pjYxKUWIbdJpZNRu1ltKastUfoybSzTxjJTXFnj6OrSh3XpaPk4DveULq3QH1Gm1GGKS3TxMF006dIKVV6iykt0aYkqLtNGlzIaGaOe0dsZvUtqLUJtEmqbUDqE0sHVDqa0MaWLKV1E6WLaYVRdOcoSonR7YPJyD0T5ELC89FdBlMPHsIwoq4fjysqxEOrhHph2GNNWy4S2vAapr2SMwx+FMo58hBXKWKGLh/9bSqt37/9RmeLhnL7Sgzb+GvqR49VY/u/p5vT/K80ZXUZb4oylnNLgjE5WX3ZCBQfAumDeiYh/xS3vjQfiVPmZPQd/tPW28y/f/sMrrrno8msuuvyai6/YfvEV2y9ef/3FG669ZOP2H2285tJNV1+66ep1W3es27rj0m1/nd7WHj/ecv2Pttxwwebrfrjpuks2XnPJpqt+uPmaCzdec/GGay/ecM0lm666eOOVP1p/9SXrr71www3nb7zh4vXXX7R++4Xrt1+4fvtF67dfvOHaSzZe97/aO+/4KK570Z8zuythJ8+5uckFgugIMNU9dnwdx86NnThxTBOSKOpCqAE2JHm3pN73eZ93k5vk2jiA6RhEB6HeuwAJhKTtu9qmvtpetUV13h+zZXa0EoLYjrP7+35+n8Mwmj07O3u+c86ZPXPme+9sf+PHsW/+JO6tTTve3rzzR1t3/2R70qYdaVt3Z8QkZm5PyopLyYlPzY1Pzd2Rto8K739nE/sYEZfOiNwd6dk70rOp7ePSs+PSs+PSc+PSc3ek5canZcWn7YlP2xOblrM9NXt7amZMyt64lOy4lJyY5Fx6bEvxpfu9y9kxybkxKdmM2OZNtyVnbU3OYqTbkrNiknNjkvd7IzcmOTeWFnEp+xix3RMHtvuX921P2Ue9+/aUfdtTc+hpXMq+uBRGOlPEJmcHjem235GcvSM5Oz5lSiTnBI+pW36mEZuUGZ+UlZiaE5uU+T+nr0k07mbhQC23u5Y/2MDrZdpy5npdu0z/8r9sQfirCD+BUCTBmoNwBEIchDgIRXoXqFuoCIQJhNmIIIIH9m7gCxYHsVmIIKhXIwJ512NEjdVHHMSKQKwIhCMR5jCDiEAEB7EiAvLEbERwPIGmCcb2jxEB+Uz5XJ4/IYQR7b/saXbGl0Z6l30vIQKCmDFl7MO0e+4N//5EBj9EQVPESL1ZzXCUZhOe7YlHDPY08aj5TJc5ByEOi/0EwpFxaQd6LGR9p6qR3xfcltPXah9ItC+89hPEeQphDibYGLMQQvRMMSI8pQIhjBEiEMYIT5diRFApwtj/MoSwNz8Kao3njRDtHYODP6N0ZoK9ikD+T+A5FN71xMNe+9mnswFPHzPnP3PM+FpiSjqr/BGeMX1Y/p8FvnLOiU/N7TGN1XUoW6Qaqj9jYtwN9uG58laJ4fnvbULEVxGORGw2wgRmBZiNEQdjFsYsjD07OfNhZXlSAvsrI4y9HzHwC2AjxPaeK1gYs2hmBZx1vXkiAmEOJliY4CA2m2CxAt4RYSorjKaup1ICzxTUa+mp77OwEJuFOCxEeN+FRSAOgVgEwnia9wqWz9R3wQRisRGLkbIQgRExNcXTELQg4Kkn5Cn7Q09niIe+dobPTk+D7OJDUl85ZKSE56/09HHCWyaJiPjUXLnG3cjrreP11Qu1jfwBpi2fXGm8Lzev/847iPgK4sxBBEEVVe/bM+s+7C32M0ZA3a4BoQAAIABJREFUIfQdce+eEb5zFZUzy3uIEb0SCwzCU3Ux8n/4GfEzCgIH2uKTi/6JHjdnAiP2jBb741HPnPQS/wUermlj2nPtQ2wJFvgzsIUgvDUVwYlPzVWZJlqkuga+ukFoaOCrmbb8+XRJm1T/zHfeQsQTVEOcxUHI36zCD/UykCAtTuwtYQgjhL3nBkw7Fv4DiaY5S35OPNqRxf4vCXlb8/RvlPoA/s8yK3w54Ed/7aw+y6z3wRMsZlCezlT8kfeN6Omj7ScOnk7rUcDOI3r5eTTYbO8XSnDiUnIUhrEmwWCTUNcgNDbwNcz5xD4+W9ou1a176U2EIxGb4zndsQJ3ajpxgxy7qZuxkb8y8bXLaDXY1FJCX+k5btN/W5j18II+iz18SOp/rS8ftqeXTyDmuzyShI9zcn6EUjjr3WCkbFo69a/e9LOIGevSRz4Mj3EsWSwWQgixImJT96vMZLNQ0yjWNwiNjbwptvzPmdJ7Yu36b38fYU/dEtAKpp/1Z3+uYn6LgZ8GTTmP/lXn1L+eqefF2ZwpvUfjr9/z4OfMLxbm2ZvewpnNGf7vG4wxIjixqfuVpslmoaZBaGgQGpuFGrM70JY/nSpuFWnWvfSmxxZ/+5h+HqUWH6fdDABfZrD32onfFoGuQWhoEJqD2PLHk0UtwqG1L74BtgBhiN8WzI5N3a8wTvhsaRIMMW357xOFdwVqui0EYoEtQJgQYEtaLt2WIHXLH44X3OEP+m3BCGwBwgd/qQ5mi2VkWlsiPb18aIkBYYNvcAbCxPbUHIVpnN7LZ9ry3ycKp9jivdqLwBYgxCEQ6xFs+ePJIm+/JdLbEsNgCxAmBLdFpKsXGJqFaqYtfzpVfE+sXfPC9xAxBxEcRHiGTYItQDgwnS0NQmOzUM3s5X94tuyeWOv5LR9aYkCYEbzfItI1iky3RUPMuuVIXrVnnBjYAoQf09lC1S1MW05cbXjQZXjhu+/MwhYEtgAhBt2W2LTch7TEPi1o6ZCbvvMvmxCO9PVbmLZg3yLYAoQUVL8FY0zZojRP3BZpG8X64C2xqxWdPJX19R/FzFS3gC1AiMLo5ftsaZZYgthS3NQlGXD94L2dU2yhsmDYAgAhBd0Wqm65K9E3S423pdY74im/t9S0quSakR9tTZzFiH2wBQg1CN/9h5gdm5bbYyFbpLpWmeWuzNYi1dkYTwBvEfSrdO4tO9IRegIhDvLeSwwA4QPGGCHOzvT9KtPEfbmxVWa6K7e0KUzMuuWBVD1gGo3ZvRfhJylbHuuWLwD4OwZjFkKcXXs+6DVNtsmM9xTGFoW1TWFg2sJXGTS2yfjkHER8BWwBwhOfLX1msl1hblOYWpW2B0qjdTTQFnGfRTdM7krb77HFc5s7AIQbnN0ZB/stZKfK2q6y3O8ebleZmLbI1MN6B5mw531PSwyzoOsChCWc3RkHB6wkt9vW2WNr73Z0dJuZvXyl1mVwkokZH/h6+X/rnQaALw5/vYDZlC3UvPidvY7OHoudUbeodE6Dk0zOOohwJNgChBt0WxL2HBy0+W3h9gWzRe/w2oIjEGYFZAEAIU2gLe+rbaSgx8rttXL7nMFtMTjJpMwPPOPEoG4BwgrC+6M7wdmVtl9tI4W9Nn6fraNnmNtnsY3MbAvUKkBYgafaYuX1Wjv77Pw+a5C6xegCW4BwhWbLztR9ahsp6LHweq28vmFBv41pS7fe5beFmtgXAMIHny2YTdki7LXyei28vmF+n5nZEus2OIwuMinzAMKc6W2hT/MMACEEzZYdKbkPsaXH6ARbgPCFZkt8co7aRor6bPw+K7/fLui3OEbBFgDw4Z3dCGF2fEo2ZYug3yYYGBYOWJm29BtdJjeZvPcAwhzP43uCALYAIYtnnJfHlklJv1XcbxcNDosHzI7RyQBbBo2jJieZlPG+55HCcNcXEJ4QnLjEDK19QjZgkg5Y5AMO2YDFyRgnRtmSsud978OpCbAFCB/8U34TrLjEDJ19XDZgkg1YFP12xYCZaYvaNGJ2gS1AmEKbIJ+gbJEPmuWDVuXAsGLA7BqfaoubTNmzn24LAb4A4QHdltiEPfrhCfmgWaG2BbdlyDzqtYUDtgDhBsMWg2NSOWRVDtmD26KxjFlGvLZ4nz8MtgBhAkYExiyEKFvSjE6ye8im0ti6h4ZVA5YptlhHwRYgbKHbsiMx3egke7S2Ho29d8jRPWhl2qK1jVlGyOQ9OWALEIZgRBCEpyW2IzHd7CR7dfZe7XC/1tUzZB2ZCLRFZx+3jpJJ6dkIR/hsAVeAMIFA1O2PGGFiV3KG2Tk5YHT26Rz9Wle/btg1FvjrpH54wmMLwQFbgHDDP7U3RruSMywuctDk6jc4BnTOAb3DNTbOsGXMNga2AGEKwxarmxyyuAZNrkG9a9DgdI9PBNhicIyDLUDYMtUWjdU9ZBkZMo5oje6RicCWmNE5MaMtMJISCGWm2qK1uLWWUb15TGdyBbHFPk4mpWd6p7AAW4AwgrIFY4ww2pWcbhshddYRnXXEaB3Xm93eIcheW0yucbAFCFum2qK3ufW2UZNtwmAZGZ2cYNgyaR8nE/aALUA44rUF0WwZNdgnjHZSZ51ii3mEtE+Qu1KzA8aJ+XUh6L9VQu8fCDkIhBCLQAihHYmptjFSPzxhdJAGB2lwTI6OBdqic5L2CTIhfT9CkQixEfNuMK8tjCfsAUCIQLMlOcM6Rg5ZJ9Q2Um0nNbZJ7+0ttFnDjS5yd9o+sAUIS/wtsdikDLV9XNRrFvRYeT12Qa/J7g78dZKn1Kst47tScylbqIdOgi1A2OAfsb89KVOpd9/m9dVz+xr4mmZBv8kxFmBLp1I3aJ3YvWc/IuaALUDYQT3ei8CI4GxPzZHrRxt4g7WdgzV8XT1v0MyYT4zXbVDbJnfv2Y+wpyVGBEyxD7YAIQ1lC0YIc7an7JMbJhv4mjq+vopvqOapDQxbuErjoJXcmboPoSeg3wKEH74SztmWkivTT9RwNTU8Q5XQXMPXBrFlwDLpee4k5mCMWQHCgC1AaENgjAmCQJi9PWWfzDhZw9VU8vSVAlMNX6tzB9rSoTL2Wyd3pO1DxJNU3QK2AOED7ZdFzrakHLlhso6rqebqq4TmGv7QrGxhBbMFgS1AyOGvAwjO9qQsmX6stnOomqetFBiqeWo9w5Z2pbHfQu5IOzAbWwAgxMA+YTARk5gp14/VdQzVcLWVPH01f2BmWzgIbAHCCb8tiIhJzJTpRus6BilbanhTbGlTGHrAFiC8wQghzKFsqW0fqO3Q1PAMNbwB5jWx+3K915avUk8AB1uAsAJ7Jtlnb0vY26UdqX3QX9Ohrubqa/mDJjfTFmOPhYwDW4AwxTfyhb11d4ZkyFV9v7fqwUA1V1/DG5jBlicR4mDv/S1+O8ATIJTxPpgIs7fu3CMddFbe6ylvG6jg6mp4aqYtrTJTr5XckXaA+i2fGvaCcYAiAfUMAIQWGFPPB2NviU+VqZ1ld5VlDwbKuNoanto8rS04krLF/3rsv2JAXTQAYYAQhUCIsy0uVTE4XNqiLG7rL+3UVXUOmJ2Bs1i0dBk9vXwciRA7YIQY2AKECwRCHKpuoWwp6dBWdQ6YHBNgCwAw8NgiH3KVtapKHgxQtjDrlrtSA9gChC0YUzeoEAhxtu5I89lS3KGtBFsAIBgMW9ReW8iZbKE9iwJsAcIHjy1K7UjZ/b6SjiHKFuMMtmDEAVuAsIRAOGLbznSVbrS8rb+Mqy/pNFR2qk2uKbZ0m8n41P1QtwBhiL/fgiNid2cqdWNVHeoyrr6Eb6rgDQWpW8AWIOwhEI6IS8hS6saqO4fKeQaPLY5AW+5I9HRboJcPhCUEwnPiErJU+vFqnracb/TY4gpmC1wTA8IbAuE58YnZ3YaJGr6uQmAq5VsqeVqmLbfFOrAFCHuYtpQILBX8YLaoTJNgCxDeeGyhWmIVAsvDbKHmqgx4PdgChAn+fksVV1PONwe3pVmkVxlJry1EgC20e11otgBA6ICxb8T9nNjELLl+rIqrKeNN0xJrFBmVJt81MYLx5JZAW+DOMCDUoN27xYlL2delGy/r0BRxDYVcYxl3yjWxWdrCyBsAQgO/LdhjS2mnppBrKOSay7hDJifYAgBeHs2WBqFBafJdQQZbgPBiGluMhVxzGVcLtgCAH6pEY8yibJFqx2aypV6gVxj9tkx3TSwgbwAIFei2xCbnMmxh9vLBFiCcodkSCbYAwExMtaWkY6iQa7w1gy1xYAsQlhAYEQSBEIGIOTHJuRLdWHG7uqDTUMi3lnZqmLPv1fF1CiMZC1eQgbAE+2fPi9yWlCPRjRU9GLrVob/FtRZ1qA2OKbbIDX5bMNgChBO0K8iR25JyxNrRgjZ1frvuRrup4MEA05ZanpZuCy0fsAUIfabacuv+4LUHmmtthltt/cFt8fVbaPmALUDow7BFpBm52dp/5b76yj1d/v2+6W0h5ky1BYEtQEjjt4WYQ9lyo6XvUuvAxbtDN1p7dPZAW2q4mpltQWALELrQ65atidkCtevanZ68u33nmweu3lFqbVNskekfbguM2AdCkiC23O7Oa+4719h3pVmlsQXO7FrN08ho/RYC00f8T7EFAEIL/5RgmBOTmCkccl9pUl5o7D/b0J9XL9MNkzPZwg72bCOwBQhVaL0M9raEvQK163KD6nxD35m6gQt1ci2j31LFHerS+68ggy1AWEG3ZUui35bTtf3na2VMWyo71WALELbQbdmalClQuy41qs41emxh9lsoW6AlBoQnDFuEQ+7LTd2fNvWfqRt4uC3MZ397cwRbgJBkOlvONajz6hXMllhFx6BUNwktMSA8oV0T89hypbnnwu3B802aS40q5jWx8vYBiXaCYYv32WJgCxDiMGwRaUau3enLu6POu6273NStZ4x8KbnfK9FObEvK+ZK0xDgcDkKIzWYTBIEQIggCY1AV+LwgEKZAmB2Tks0fdF6/23/h9mDebd21O33MllhRa7dYM07ZgjHrb24LQojFYlELPmdAGOBzwj9IBbNjUrIFatf1u/15d9QX7+hvtAwwW2K37iiE6tGtidlfEltYLBabzWaspGoYIAT4osrRbPHbQrBjUrKFQ+4bLQMX7w5dumsIYsuNpi7B4MiXxxbPexMw4TLwRUC3ZXtqjkgzkn9PfblVe7nFeLN1UMOw5Wq9mNfvomz5MvRbEEIREREIIaqG+RKejYBQgmGLWDta0Ka5el9/vc166/6QjjGf2OVaIbfPuSUh60tiC6UHvTE2MTFBAqHCF1WOZgvdlti0XKl+vKhdd7PDnN8xXNSuY9pyqUbA7XN+eeoWeuv2y9nSBUIJTwHDCBHsuPR9XYaJMp6pgGcr5LlKOg0GxpwvF6v5dFvw39oW32fwdV3gIjLwueO1RW4iKwSWYqGjRDxWzjebRhl1SxWf3+/atGuv72lHDFsCbs2HQguEFhgRGLOoWcN3Zx2Um8hqsb1M4i6VjNdKHXrXw2zxArNYAKEP9j0fEnN2Zx2UmckayXC5bLRMOlEjczJbYmALEM5gX48DsxOyD8ktZK3UUSEfK++arJW7wBYA8DPVlrouZ6VivEJG1incxhGwBQC80Efs+2ypUk5UysEWAAgE+y8igy0AMCMz1y3QbwEAP3RbdmcdlFvIepnLa0uwa2K8PifYAoQnQesWby8fbAEAGmALAMwWsAUAZsv0tkyALQAQQDBbhsEWAAgC2AIAs+WRbeEG2gIj9oHw4dFsyavizWwL+lvcDQYAXwyP1ss/X83r6Pfb8je/0xgAvkge7Qoy2AKEM2ALAMwWsAUAZgvYAgCz5a+yBa6JAWEF2AIAs+XRbLlQwwdbgLDFf6cxwaHbQt0NxrzTGGwBwpnp6pbZ2uIlmC0gDRBa/LUtMS8Btnj+AVuA0GK6WSwe3xZ/xmALEFpMtYU+i8XsWmIYIUQgDLYAIU7Q+cQesd8CtgDhwXS2PP4V5IC8ASCEoF3BYu/OOqgwk7VSR6VsolI20dA1Zdbwi9WC2dzfgvwrASB0IBALU6WaxdqV+b7cRNaIhiuEI1XCkXqh3eAKbkvWLMaJBattAODvGb8tBLFrz36Zfqyaa67osFe222o7DHon2AIAXvy2YCI+JVM+5Cq701d6Z6js9lBFc7d+GGwBAD+UKghhInZnmrzXWlQuLCyXFFVIC8t5eivYAgB0PBO1sGJidsul2htXGm9cab559fa1K3Vm0zjYAgBeqMJNYIxZW9+N7eL15B29efFYQd4nBZ9+ct3k7biALQDgKdwYszBib357U1er9PT/O3Xmv86e/K8zx35/wjhoAVsAwAuBEUIEwWYh9qbvvyu+LTz2649P/PrIkV8fPvzbD439hgBb8qr4nb2OzbuzEY5EiGCDLUCYQRAERgQHcd793juiBt6x//joyL99ePjf/vzRL/9k7NUzbeH2OcEWIGwhEKZsee/Nn4iaBZ/89uixXx098quPD//msKEPbAEALxgRBGJhhNiItfntTeL70pN/vHDy9xeO/dfZY384pe83Bem3bEnIAVuAMAQjAiMCI0Qg1uafxoh43edOFp0+Vnj6WOGZ4zd1GgfYAgAeKFsQQggRW7fvFso0F683X7hy58KVO3lX63WmUbAFACgIjNgIEQgjRBDbdqeI+i3XqgRXKiVXKyQ3Krha6yTYAgAUlC1shBFiEdtS94q1rpstPTdaBm/eHii4rdQEHVW5JSGH+r0FbAHCCYJAHE/dwiK2peeIjWO3OnTXO0w32k2FD4bUzLvBqgUd/f66hcBgCxBGYMxCCCECIxZne8Z+kZksEJpuiBzXRK4CoWmIeacx2AIAGCEWJ27P+2ILWSCyXJM4L0ncN0Vm9SjYAgAMMEIEO27P+yILmS+2XOtyXZK488UWsAUApoARItjbM94XWch8qfVKl+uSdOSmxDIAtgCAD/8kRwQ7JuN9oZW8LrFclrnyukaugy0AQIfwl3f2tj0H+DbyusRyUe7Kk49ek1r6x8AWAPAy1ZZrUrAFAIIRpG7psuYpPLb0joMtAOCFbktMxvtU3XJB7syTj17vsvZNgC0A4MU/syTNljyZx5YBqFsAwEeALXsO+K6JXZCNBOm3nK/it/c5wBYgPPFPZUywY/Yc8P3eQl1BHmTY8mklj27LdPMggy1ASEKfNZz6Lf+WxHpd5r4iG8uXWofAFgDwwbBFYiWLJLabspHrionCLruWYcu5Cq7Hloc/pRVsAUINz8NbkN+WYqk9Xz6ar5gs6RoOYsuDXueWhKwptviXAlYCQAjht4WIiM/4QGYlS7vsBfKxQsVkaZddxxj5cqaM29Hv3pKQhQgOQgQ1W4w3J/+/YAsQkniehocRIjg7Mw91Wchq+XCJ3F0iH6+Ru/QjU2xp73NtSdxLt8X7bDFPjjjg6a0AEDrQRlVydmYekpnJWrmjQj5SLh+rlTuYtpwu7XzQ6wRbgPDEbwvm7Mw8JLeQtXJHpWK0QjFep3AybTlV0gG2AGEL7ZoYZ2fmIYWVbJA7q5UjVcqJRqWD+UzjoLb4c/L8C7YAoQndlt2ZP1NYyUaFq0Y1Wq2aDGLLyeJ2ui0YIbAFCB+8D5UgKFtUVrJJ5axRjdZ0TzSpnExbThQ9aOtxQEsMCE8YtnTbyCaVs7Z7LLgtxwvb7ncPb07IAFuAMGSqLc1KZ71qrFY10ax0moPaAi0xIDyh25IItgDADOBAW3qslC2j9aqJZuWwxT3FlnsqO9gChCeBthx8iC2fFNwHW4CwxT+G2G/LcL1qtLZ7rFk5zGyJUbZsTcpEBAdjFtgChBV0W3ZnHey2zWjLsVv3wBYgbJnBliYV2AIAQSAQ4bGlSQW2AMBM+G15eEuM6uWDLUC4QWuJRdJ/b6nrngzyewvYAoQzDFt6rGSz0l2vGmtQkc1KJ/MKMtgChDPT2VKvBFsAIJCgttQpR8EWAGDC7LdYyCaFC2wBgCD4bSHm0G2pU0w2KRzQywcAP0FtqVWMgC0AwGQ6W2qUwWw5mt8Kv04CYQu93+K501jhqlOOBrcFfssHwpkZbGlUgi0AQGOqLY1gCwAEJagtNappbKHfDQa2AOEG2AIAswVsAYDZ8mi2wCwWQDgz8zUx5ux7nxTcp8+QBPMgA2EFNdEkJtgIRyZl/VxhJpuV7lrFSK2KDDJXJdgCAAhzKFuUJrJZ6axTjtYox6FuAYBgYA41BllpIhvlwzVyd7VirF5uB1sAYCoEwpEJew4qDWSD1FbV5aiUjdR2mcEWAJiK35Y6saVSYi+XuqolRrAFAKZCIDxnd/oHCv1ktcBYJrSUiG0VQp1xFGwBABoYY4QIhCN2pORKNe7S9sFb7dpbHfqSjkGjC2wBABoEgRAiEOLEJmYJB4YLW7qv3O250tJ/616P3gGjKgHAC/VcLxaLgxBn264Mfp/tYjU/r16W19x9sV5scAYb+QK2AOEMxiyEOFvi0rhK05mSttMVgpNV4jOVHVr7eJCWGNgChC0YI6ol9tOYxHaZ7tjN20cK2v5S1HGi+J7aMgK2AIAfny3vbkt40KX9+GrDRzfvHC64/0lhy6DZzRxVCbYA4cwUW+o+vHH7w/zWYwV31UFtgTHIQHhDIMR5b3tSu0x35HrD4fy7H92690nhnSGLC2wBgAA8vfz4VK5Kf6rw7vHiB8dKO0+V3tPZRwNsOV14v11lC7QF0d3AYEsogqekn23On21un19KLREEGyFOTEIGr9dyvqL9bLXgbK3ofHUn8wryhaKWdpl+W8JexI5EmEAIsQjEQoiDERshFkIEwoTnqjRCCGGMfUYxgkCYwIjAwf9KbeBbZmGC/l/qXehrPqeYeQ//foP6XFM/GqPkUQeZhQk2wtj7/bK8OWDPV8yiMvN9HYTna/ds57knhArM8m3v+WZpX7S/NCJqG/+f/LvqLVy+ouX7IARGbG+Kvc+2p9Kpax4vRYhA7Ejqt/y4lGz+gO1So/jSXeXFZvmNO10ahi2fFrTwe4e3JOQg4iuIFYEIwnuYCaox5wnMRgSBWCyE2bSVEf5lKggOwuyA8G1Jj6Cv/WLCs1dhkxKRiBWJcIT3u/CkGEX4lj0p5gR8uYhN4AiMWVRJ8C1QZcNnIwsRVHAQi40QFSzf2dBjAoExi/Cch73tfE8BIzzvy4pA7EiEvXuC2I8QmOMJzxpitoHZCEciHIlYcxCO3J6UJdK4Ch703XgwWNipvX5bqmWMfDme394stf+fIzc3pxx6LzFnc+LebcmZMYl745KyYxOzYhP2xSUfiE/dH5d2IH7P/viMAwlZP0/M/tfE7H9Nyvm3pJz/TUVi9i+oYCxT//Vtxgj6Zl9wpIRNmpD1893ZP9+d+bNdmR/szDi4a8+Bnenv70jbF5uYsy1hb8zurJjETCrdnpQVk5i5eWf6u7HJb2+Kf+OHW159/YfPv/TamvUvLF+5NmrxigVRS+bNXzhv/oL58xYumB+1cF7U4vkLo6OWropatmbx8nVLVqxbsmLN4uWrFy6NXrx00bcWzJ8//5/mzv/HufO+MW/+N+bN/+b8qG/Oj1q0dOWy6DWr1z6zbuNLz7z46re/+9brb21688fbfrw14b3YlE070rbuzoxNzo1P3b8j7cCuPR/Epx+MTz+4Y8+hHXsO7cz4WdDYtffn3ji0M+PgbGLX3kO79h5K2Hsoae/PdibnJqfvS8p4/6PT16XaidJOza12bVG7plagMzBGVR4vFt+6p6uTOFq6Xa0qe0f/cHuPtb3H+kBpblNYHijsHSoHt8/NH3ALh9xC7ahAMybSkWI9KTH4Q6yfFOsn6WuokBo9qdRIdpk8ITOTcosnFFZSYSWVNlJpC1j+/EJlCaNQmkm5hZSZyS4TKTVOSvXjYu2ocNAlGHAKB138fgevb5jf7+D3OwQDTuGQmz/o7OyxtMl1raLB21xVXauwtLb1WmH1p1cKLlzJP3v+8slTn544fubUibNnT5w7f/L8pZOfXjt5vuDUxZJPL5dduFp24WrxuUv5py9cO3P+ytnzn54+c/Lk6U+Onzx64uTRU6eOnTr7yelPT56/cu5qwcX88ov55VeKagpqWitbhM3cnntdmnaVidtr5w86RUNjQvWoYHBEqB7nD40LNBNCDSnUToq0pEhHPiTVkSIdKdROBg3fBmI9KdaTUt2kTE8qdRM9hvFu/Ziw331f5Szjmaokjlqpo7pziDli/3BR14f5wqMl4uNlwk/KuKcquEcL7p2p4J0q6ThVwj1dyjtXIcyrkV6u77rWJLtxV3mrrb+oXVPSqSvp1BV3aKmFoMulXH0pV1/CN5QKjGVCU5nQVC4yV4gtlRJrldRW3WWvkQ3Xyh21ckedwvl40SB3NsidjY8STQpXmESj3Nkgs9fL7XUyS53UXC0ylPM0xe0DBa09+XdVl+sleTXCC9WCvBphXo3wUp34cr3kYp3wdHHrx9dq/nC26Dcfns/95R93Zvzi7U2J3379nXXPv7ZyzfOLlz29aOHyxVHLVyyOfnrxqo1LVr26YsMPVj37zrqX3t34yk82vPzW2hfeWPXMP6/asHHJqlVRyxbNXzh//oK586K+OT/qnxYs+qdFS5ete3HtK2++/NbmV3+y/a24tJ37/iP3d4d/feTyny9XHym4c7qy82Kj5Pq93pttg/kP1AUdmsJOfRHXUNRpLOYZS3jmEr5palrMNRXzjJ7UG0VcAz3ofyrhm0r4plKBuVRgLudbyrmmCq6uQWSpE9uqRPYyibtE5Czu0D/ocR8+kx9gy8fFsqNlyo9LJH8pFR+vEJ2oFJ2sEB8vEx4r4R8tFhwvFp4ul56vlV9sUF693XutdeBGm6ag01DEMxXxTIVcI7VALTOiiGcqFJiLhJYioaVYZC0R20ol9jLpcHmXo1LuqpS7qhTuauVIjWq0RjVa2z32eFGvGqtXjTUoZ5s2qsYbusdDL23qnmCsqVeM1iqOsuYVAAAGvUlEQVRGauSuavlwdZejQmwp4ZtutQ/dbO2/frf3cpMyr152vlZ6oa7rQl3XxQb55SZlXoP0REnbR9cafn+25FeHL2b/x5/i0n/+/fcSn/vnH6574fWVa55fuGTVgm8tiZq/ZHnU8tWLVm5YvPK1ZWvfin7m3XXf3rTxOz9d//IPVz///eiN312x/qWla9YtXLFs/qKouQvmzY2aN3/h3AWL5i5asXTDt9e99vYrP9r+8jtxb8akxeb8Mus3f/nV0Rt/vtZwpLjtbL30Umv/zU59PteQzzUU8CwFPFsBz1bItxfy7UWCYV8UCx1UFAmGqb9SQW0/c/hyKxQ4i0WjRUJXtWykTGAt5VuqZSMVXaMVXe5GubPXTkZvfDXAliPFXUeKJX8pEh8rlRwpERwp4Z2qlv2lmH+0VHikWHSsRHyyQnq2RnahUXn5jseW/E5TAc9yi2vO7zTd4poLeBbqv77I7zTR/1QgsBYKbVQUiewlEkdZl6usy1Uuc1fIRyoVo5WK0SrlWJVyrFo1Xq0Ye4yonXVapxyvUY6HdlqvmqhRjtcqxqizUqXcWSl1lIttxXzzrQ7djfvqa60Dl273fFovP1vbda5Odq5OdqFRmdekulDXdbz4/odX639/tuS3hy/l/PLPOzJ+8daWpBdf//GGl95Yve7FRUtXL4haumjBsuhF0WuWrN64ZNVry9a+tfLZn65/efMzr25e/8qP17z41spnv7dy40tL16yNWr5s7uKob0bNnxs1d17U3G8tnr9oxdK1L65/5e1X3479ztuxP4hJ35X769zfHf3PT259dLX5eHHHhTr5tZbBgnZ9QaepoNNUwLMVCYYLhcNFIgcjisVOXxSJHL5tCgXOGaKA7yjge7YpErqKhK4S6XiB0FkqdpQKrRViW63cVSay1shsQh35h1PXVj/7coAt15u7TxZ3Hi9sP13aebacd6aMSy2cKuGeLO48VcI9W867WC24Wi++2SzNb1EW3e8r7dSU83RlXG1Jx1AZV0stU2kZV1vaqSnt1JR2qj0r+bpygd4XFUJDldhULTHXdlnrZLZ6ub1ebm9QDDcohhuVjiaVs0nh+FyjWekMybitcvkW7nS773S7m5XOJoWjQWZtkFnrJeYaoaGCqylu6y9sUd26o7jZLLtSJ7pUI7hUI7hcK7xaL77WILlSJzpXev8vV2v+dK7wd4fP7/v3P+zYc+jtzbtf/O7bG158fdW65xYuiV4QtWRR1NIVi5evWhq9bvHKl5eveWPVMz/a8O13n3v13Y2v/HDNC2+seua7qzY+v2zNmoUrls5dHDV34fx5C+fNXzhvwZJvLY5evua55175/utvb3ntB5ve2ZaUnPvvB37zP//36JVjV+vPFN2/UicubOku69BUcHXlPEOV0FwpMFUIDRXB0kqRsVJorhQZ/eunj3K+kRHU+lKBuVJirRKbaiWmWrGhVqxr6RnuspCH84q+vnj1e9tiA2z58NhlvY3UWMlB85jeQaot4/3mMbVtctBKDlrJIQuptVMxoR+eMDhJvYPUOUm962HhfsgGBrcnjCMBYX7EMELMLgxu0ugijS7S6CANw6TONqGzTWit41rruGfZPqG1k2ob2W+d7DON9+icKrVd1mOQyNXCrm5hV7dALOcKJTy+kM8XCvkCMV8g4QnkXKGKL+4TSPv50kG+tI8n6eWKVXyxgieR8ER8roDLE3TwRe18UZtA3CEQC4RiqVQq7ZJLu+Rdyh5F76BqUN+nt6nN7iHr2JCd1DpIrYvUuUmdm9SP+MsJI3wfyvCwkjZD6NykbpTUuEnTuCdPwwj58bmry595efm65zfFxOfu3xdgy4oV61au3LB42dPRqzcui163YtWGpSvXrXh647KVG5et3Lhi1Ybo1RujV6+PXr1+9dPrV6/buGrNs6vWPbd6/fMzxrO0CL7N0xteCBpr1j9aTJcPBBUr1z67at1zK9c+G73mmejVG6NXb1y5ckN09PqVq9atXLUueuXa6JVrqeUVq9YtX70hasXG+cs3zluy9psLV39j3vKn/jHqK0/Ni3zyaxFPPMWe8xUiIhJzIthsNofDmcPmzGFznmRHfDViztcjnvx6xJP/GPHkP7DnfI095ynOnK9wnohgR7JYHMTmIHYk4kSiiDkoIuKJJyL/4X/N+dpTT37tqSe//vWvfXPuN761YOHCpcuWRD+9dOWaZU9vXLH22RXrX4je8CIVDy0/DyuKM8XK9c8ve/rZ1c++vGrdc9FrnvGt/MG7m7bF7jr0s1/87ne/CbAFAICHArYAwGz5/1u4i1zN2jJDAAAAAElFTkSuQmCC" /> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Membuat garis vertikal</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> Untuk membuat garis horizontal
kita bisa tuliskan koding seperti gambar di bawah ini :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
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" /></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">// </span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Untuk
membuat garis Horizontal //</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClearColor
(0.0f, 0.0f, 0.0f, 0.0f);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">untuk memilih warna yang
digunakan untuk membersihkan latar dalammode</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">RGBA</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> lalu ada</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClear <b style="mso-bidi-font-weight: normal;">GL_COLOR_BUFFER_BIT;</b></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> digunakan </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">untuk membersihkan layar latar belakang dengan
warna hitam</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> lalu ada <b style="mso-bidi-font-weight: normal;">glPushMatrix();</b> <span style="mso-bidi-font-style: italic;">Membuat baris kode menjadi tidak berlaku
untuk bagian luar</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glClearColor (1,1,1,0);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> [<span style="mso-bidi-font-style: italic;">untuk menentukan warna
garis/titik</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glColor3 f(1,1,1);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"><span style="mso-spacerun: yes;"> </span><span style="mso-bidi-font-style: italic;">untuk menentukan warna garis/titik</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glBegin(GL_LINES);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menggambar garis dari titik yang digunakan</span> <b style="mso-bidi-font-weight: normal;">glColor3f (-0.6f,0.0f,0.0f);</b></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glVertex3f (10.10,10.0,13.13);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan titik awal yang
digunakan</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glColor3f (1,1,1);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan titik yang
digunakan</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glVertex3f (0,0,0.0);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk menentukan titik akhir yang
digunakan</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glEnd();</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">untuk mengakhiri gambar garis
dititik akhir</span> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">glPopMatrix();</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <span style="mso-bidi-font-style: italic;">Membuat baris kode menjadi tidak
berlaku untuk bagian luar</span></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">SwapBuffers
(hDC);</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-style: italic; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">digunakan untuk menukar bagian belakang buffer
menjadi buffer layar</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Setelah selesai menuliskan code pada bagian yang sudah
saya beri tahu,coba jalankan file dengan mengcompile dengan menekan tombol F9 ,
file yang akan di compile akan meminta untuk di save, untuk itu save file dan
beri nama lalu jalankan dengan menekan tombol yang sama F9. jika tidak terdapat
error makan program langsung berjalan dan menghasilkan output :</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;"> <img alt="" src="data:image/png;base64,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Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-48859375734184756022012-10-24T00:32:00.001-07:002012-10-24T01:22:16.949-07:00my profil<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hai nama saya aryo satrio nugroho, biasa dipanggil Aryo.
Saya lahir pada tanggal 18 april 1991 di bekasi tepatnya di rumah sakit ibu
sudibyo pada jam 1 malam, hari senin. Saya anak dari 4 bersaudara dan saya anak
pertama. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Adik pertama saya bernama Kartika, lalu yang ke dua
ini kembar perempuan namanya Rahma dan Lia. Lalu yang terakhir Faisal. Adik
saya yang pertama sekarang sudah SMA kelas tiga di Hidayatun Najjah, Karawang,
sudah mau UN sebentar lagi dan akan masuk perguruan tinggi, dia sudah saya tanya
mau masuk jurusan kebidanan. Lalu adik saya yang kembar sudah SMA kelas 1 di
Bukhori daerah Solo, Jawa Tengah. Dan yang terakhir SMP kelas 1. Saya
dibesarkan dengan keluarga yang asik dan penuh kasih sayang.<span style="mso-spacerun: yes;"> </span>Bapak saya mempunyai latar belakang keluarga
yang sangat sederhana jadi pendidikan yang dikasih atau diajarkan beliau adalah
kita harus mensyukuri apa yang telah kita punya dan jangan sombong terhadap<span style="mso-spacerun: yes;"> </span>orang, lalu ibu saya berasal dari keluarga
yang sederhana pula. Ibu juga mengajarkan pentingnya belajar agama jadi saya
dan adik-adik di didik untuk menaati peraturan agama yang telah diajarkan. </span></div>
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<br /></div>
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<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hmm mungkin itu sekedar intermezzo buat anda-anda
sekalian tentang latar belakang orang tua saya. Saya lanjutkan cerita flashback
saya. Saya sekolah tk di tk alhuda setelah lulus saya lanjutkan di sd aren jaya
deket rumah disitu hanya sampai kelas 3 lalu saya dipindahkan di sdit salsabila
disana saya belajar sampai lulus kelas 6 setelah itu saya disekolahkan di
pesantren. <span style="mso-spacerun: yes;"> </span>Wow jauh dari orang tua. Disana
sampai kelas 2 doang karena saya sakit radang paru-paru lalu orang tua
memulangkan saya karena khawatir, jadi saya smp kelas 3 dilanjutkan di SMP
Negeri 11 Bekasi didekat rumah. Kemudian saya melanjutkan sekolah saya di SMA
Korpri Bekasi. Tadinya saya mau mengambil sekolah di PGRI, tetapi tidak jadi
karena Ibu saya menyuruh untuk masuk ke SMA Korpri Bekasi. Disini saya bertemu
dengan teman-teman yang asik, baik dan seru. Saya belajar banyak hal dari
mereka semua. Tetapi sekarang kita semua sudah berbeda sekolah. Ada yang di
Trisakti, ada yang sudah bekerja, ada yang di Perbanas dan ada pula yang di
Perbanas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Kemudian setelah lulus SMA, saya melanjutkan sekolah
saya ke Universitas Gunadarma. Tadinya sebelum di Gundar saya sudah mencoba tes
di berbagai perguruan tinggi, baik yang negeri maupun yang swasta. Saya sudah
diterima di Universitas Negeri Jakarta jurusan Menejemen Pemasaran, tetapi D3.
Tapi, karena tidak sesuai dengan kemauan, akhirnya saya putuskan untuk
mengambil jurusan Sistem Informasi di Universitas Gunadarma.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cita-cita saya ke depannya yaitu dapat membahagiakan
orang tua sekaligus bisa membahagiakan adik-adik saya dan juga menjadi contoh
yang baik. Kalau dalam hal pekerjaan, saya berharap bisa menjadi pengusaha
sukses atau seorang wiraswasta. </span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 36.0pt;">
<span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Baiklah, sekian ya perkenalan tentang saya. Kalau
anda mau tahu lebih lanjut bisa bertemu dengan saya di Universitas Gunadarma
jurusan Sistem Informasi Kelas 3KA28</span><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"> </span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: IN;"><span style="mso-spacerun: yes;"> </span>badegos ronggas</span></b></div>
</div>
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<div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Fungsi permintaan akan suatu barang ditunjukkan oleh persamaan P = 15 – Q,</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">sedangkan penawaranannya P = 3 + 0.5 Q. Terhadap barang tersebut dikenakan pajak</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">sebesar 3 perunit. Berapa harga keseimbangan dan jumlah keseimbangan sebelum</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">pajak dan berapa pula jumlah keseimbangan sesudah pajak ?</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Sebelum pajak Pe = 7 dan Qe = 8 (contoh di atas). Sesudah pajak, harga jual yang</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">ditawarkan oleh produsen menjadi lebih tinggi. Persamaan penawaran berubah dan</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">kurva bergeser ke atas.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Penawaran sebelum pajak : P = 3 + 0.5 Q</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Penawaran sesudah pajak : P = 3 + 0.5 Q + 3</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">P = 6 + 0.5 Q</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Q = -12 + 2 P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Sedangkan persamaan permintaan tetap :</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Q = 15 – P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Keseimbangan pasar : Qd = Qs</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">15 – P = -12 + 2P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">27 = 3P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">P = 9</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Q = 15 – P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">= 15 – 9</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif";">Jadi, sesudah pajak : Pe’ = 9 dan Qe’ = 6</span></div></div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-77099105229921655072012-04-04T07:21:00.000-07:002012-04-04T07:21:45.680-07:00contoh soal permintaan dan penawaran 1<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:AutoHyphenation/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Perusahaan-perusahaan pada suatu industri ABC menghadapi permintaan</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">konsumen dengan fungsi permintaan konsumen dengan fungsi permintaan P = 50,</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Disisi lain perusahaan-perusahaan ini menawarkan barang ABC di pasar mengikuti</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">persamaan Q = -100 + 5P. Apa yang harus dilakukan perusahaan-perusahaan ini bila</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">kenyataannya harga produk ABC = Rp 45 per unit dan Rp 35 per unit.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Solusi persoalan ini adalah sebagai berikut :</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Keseimbangan pasar terjadi bila permintaan = penawaran. Hal ini dapat dicapai</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">dengan terlebih dahulu mengubah bentuk permintaan dari P = ƒ (Q) menjadi Q</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">= ƒ (P) dan kemudian disamakan dengan fungsi penawaran. Kedua cara ini akan</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">memberikan hasil yang sama sebagai berikut :</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">P = 50 – 0,01Q</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">0,1Q = 50 – P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Q = 500 – 10P, hasil ini disamakan dengan fungsi penawaran, maka :</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">500 – 10P = - 100 + 5 P</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">15P = 600, maka P = 40, jadi keseimbangan pasar terjadi pada harga</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">(P) = 40. pada harga keseimbangan ini, Q = 500 – 10 (40) = 100.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Apabila P = 35 maka, permintaan (D) = 500 – 10P = 500 – 350 = 150.</span></div><div class="MsoNormal" style="line-height: normal;"><br />
</div><div class="MsoNormal" style="line-height: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Apabila P = 35, maka penawaran (S) : - 100 + 5 P = -100 + 5 (35) = -100 + 175 = 75</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">Karena D > S, maka terjadi surplus, sebesar 125 – 50 = 75. karena itu maka</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">perusahaan harus mengurangi produksinya.</span></div></div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-23829570401425086772012-03-09T06:46:00.000-08:002012-03-09T06:46:50.663-08:00PENAWARAN DAN PERMINTAAN<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: x-large;">penawaran dan permintaan</span><br />
<span style="font-size: x-large;"><span style="font-size: large;">penawaran dan permintaan 5</span></span><br />
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<h3><span class="mw-headline">Pergeseran Kurva Permintaan<br />
</span></h3>Pergeseran kurva permintaan menunjukkan adanya perubahan permintaan yang ditimbulkan oleh faktor-faktor selain harga. Pergeseran kurva permintaan ditunjukkan dengan bergeraknya kurva ke kanan atau ke kiri. Kembali pada contoh di depan mengenai permintaan Desi terhadap jeruk. Pada contoh di depan menunjukkan bahwa berubahnya jumlah jeruk yang diminta Desi akibat dari perubahan harga jeruk itu sendiri. Bagaimana jika faktor lainnya seperti pendapatan Desi memengaruhi jumlah jeruk yang diminta? Apabila pendapatan Desi mengalami peningkatan, maka jumlah jeruk yang diminta pun juga akan meningkat. Namun ketika pendapatan Desi mengalami penurunan maka jumlah jeruk yang diminta akan turun. Untuk lebih jelasnya perhatikan Tabel 17.4 dan bentuk kurva berikut ini.<br />
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<br />
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<div class="center"><div class="thumb tnone"><div class="thumbinner" style="width: 522px;"><a class="image" href="http://www.crayonpedia.org/mw/Berkas:Harga_Pasar_8.jpg" title="Tabel 17.4 Daftar Jumlah Jeruk yang Diminta Akibat Perubahan Pendapatan"><img alt="Tabel 17.4 Daftar Jumlah Jeruk yang Diminta Akibat Perubahan Pendapatan" border="0" class="thumbimage" height="225" src="http://www.crayonpedia.org/wiki/images/e/e9/Harga_Pasar_8.jpg" width="520" /></a> <div class="thumbcaption">Tabel 17.4 Daftar Jumlah Jeruk yang Diminta Akibat Perubahan Pendapatan</div></div></div></div>Apabila dari tabel di atas diubah dalam bentuk grafik, maka akan tampak seperti di bawah ini.<br />
<br />
<br />
<div class="center"><div class="thumb tnone"><div class="thumbinner" style="width: 536px;"><a class="image" href="http://www.crayonpedia.org/mw/Berkas:Harga_Pasar_9.jpg" title="Harga Pasar 9.jpg"><img alt="" border="0" class="thumbimage" height="259" src="http://www.crayonpedia.org/wiki/images/9/99/Harga_Pasar_9.jpg" width="534" /></a> </div></div></div><br />
<br />
Perhatikan kurva permintaan di atas. Kurva permintaan mengalami pergeseran ke kanan dari D ke D1 dan bergeser ke kiri dari D ke D2. Pergeseran ke kanan dari kurva permintaan menunjukkan pertambahan jumlah permintaan karena adanya peningkatan pendapatan. Sedangkan kurva bergeser ke kiri menunjukkan penurunan jumlah permintaan karena penurunan pendapatan. Dengan demikian dapat disimpulkan bahwa adanya perubahan pendapatan dapat mengubah jumlah permintaan akan barang serta dapat menggeser kurva permintaan.<br />
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<h3><span class="mw-headline">Pergeseran Kurva Penawaran </span></h3>Sama halnya pada pergeseran kurva permintaan, kurva penawaran juga dapat mengalami pergeseran karena adanya perubahan faktor-faktor yang memengaruhi penawaran selain faktor harga. Bergesernya kurva penawaran ditandai dengan bergeraknya kurva ke kanan atau ke kiri. Kurva penawaran bergeser ke kiri, artinya jumlah penawarannya mengalami kenaikan. Namun, ketika kurva penawaran barang bergeser ke kiri, berarti terjadi penurunan penawaran barang. Misalnya diperkirakan harga jeruk bulan depan akan naik karena harga pupuk naik. Kenaikan harga jeruk menyebabkan penurunan penawaran jeruk. Sehingga ketika diperkirakan harga di masa depan naik, maka penjual akan mengurangi jumlah barang yang dijualnya. Tabel berikut ini yang akan menunjukkan jumlah jeruk yang ditawarkan Pak Heri sebelum dan sesudah kenaikan harga.<br />
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<div class="center"><div class="thumb tnone"><div class="thumbinner" style="width: 540px;"><a class="image" href="http://www.crayonpedia.org/mw/Berkas:Harga_Pasar_15.jpg" title="Tabel 17.7 Daftar Jumlah Jeruk yang Ditawarkan Akibat Perubahan Kenaikan Harga"><img alt="Tabel 17.7 Daftar Jumlah Jeruk yang Ditawarkan Akibat Perubahan Kenaikan Harga" border="0" class="thumbimage" height="171" src="http://www.crayonpedia.org/wiki/images/b/b5/Harga_Pasar_15.jpg" width="538" /></a> <div class="thumbcaption"> </div><div class="thumbcaption"> </div><div class="thumbcaption">Tabel 17.7 Daftar Jumlah Jeruk yang Ditawarkan Akibat Perubahan Kenaikan Harga</div></div></div></div>Tabel di atas jika dibuat grafik akan tampak seperti berikut ini.<br />
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<br />
<br />
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<div class="center"><div class="thumb tnone"><div class="thumbinner" style="width: 463px;"><a class="image" href="http://www.crayonpedia.org/mw/Berkas:Harga_Pasar_16.jpg" title="Harga Pasar 16.jpg"><img alt="" border="0" class="thumbimage" height="267" src="http://www.crayonpedia.org/wiki/images/f/f0/Harga_Pasar_16.jpg" width="461" /></a> </div></div></div><br />
<br />
Perhatikan kurva penawaran di atas. Kurva penawaran S bergeser ke kiri menjadi S1. Hal ini menunjukkan bahwa jumlah penawaran akan jeruk mengalami penurunan. Penurunan kurva penawaran jeruk tersebut sebagai akibat dari meningkatnya harga pupuk. Jadi dapat disimpulkan bahwa adanya perubahan dari salah satu atau lebih faktor-faktor yang dulu dianggap tetap, akan mengubah jumlah penawaran sekaligus menggeser kurva penawaran.<br />
<br />
<span style="font-size: x-large;"><span style="font-size: large;"> </span> </span></div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-4120182811106372112012-03-08T08:20:00.001-08:002012-03-09T07:11:42.145-08:00PENAWARAN DAN PERMINTAAN<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: x-large;">penawaran dan permintaan</span><br />
<span style="font-size: x-large;"><span style="font-size: large;">penawaran dan permintaan 4</span></span><br />
<br />
<span style="font-size: small;"><b>Kurva Penawaran</b></span><br />
<span style="font-size: small;"> </span><br />
<div lang="en-US" style="color: white; font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Kurva penawaran mempunyai kemiringan positif artinya variable – variabelnya bekerja dalam arah yang sama. Kurva penawaran miring dari kiri bawah ke kanan atas.</span></div><div style="color: white; font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"> </span></div><div lang="en-US" style="color: white; font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Untuk membuat kurva penawaran kita gunakan tabel yang ada sebelumnya. Dibawah ini adalah kurva penawaran yang bergerak dari kiri bawah ke kanan atas. Kurva penawaran mempunyai slope positif, artinya jumlah barang yang ditawarkan berbanding lurus dengan harga barang. Semakin tinggi harga, semakin banyak jumlah barang yang ditawarkan.</span></div><div lang="en-US"><br />
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" 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" 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" /></div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-9948957408177359012012-03-08T08:14:00.001-08:002012-03-09T07:08:47.833-08:00PENAWARAN DAN PERMINTAAN<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: x-large;">penawaran dan permintaan</span><br />
<span style="font-size: large;">penawaran dan permintaan 3</span><br />
<br />
<span style="font-size: small;"><b>Kurva Permintaan</b></span><br />
<span style="font-size: small;"> </span><br />
<div lang="en-US" style="color: white;"><span style="font-size: small;"><span style="font-family: Times New Roman,serif;">Akibat dari adanya hukum permintaan tersebut kurva permintaan menjadi miring dari kiri atas ke kanan bawah, sehingga kurva permintaan dikatakan mempunyai kemiringan negatif, karena variable – variable yang bekerja dalam pemintaan bekerjanya berlawanan arah. Kurva permintaan tidak mungkin menyentuh sumbu P karena berapapun harganya pasti ada konsumen yang bersedia untuk membeli barang yang dihasilkan.</span></span></div><div style="color: white;"><span style="font-size: small;"> </span></div><div lang="en-US"><div style="color: white;"><span style="font-family: Times New Roman,serif;"><span style="font-size: x-small;"><span style="font-size: small;">Berikut contoh permintaan, Ada seseorang yang ingin membeli buah jeruk, berikut tabel harga jeruk beserta permintaan jeruknya :</span></span></span></div><span style="color: black;"><span style="font-family: Times New Roman,serif;"><span style="font-size: x-small;"><span style="font-size: small;"> </span><br />
</span></span></span></div><a href="http://www.crayonpedia.org/mw/Berkas:Harga_Pasar_6.jpg" title="Tabel 17.3 Permintaan Jeruk Desi"><img alt="Tabel 17.3 Permintaan Jeruk Desi" border="0" height="150" src="http://www.crayonpedia.org/wiki/images/6/60/Harga_Pasar_6.jpg" width="493" /></a><br />
<br />
<span style="font-size: small;">Dari tabel di atas bisa dibuat grafik. Kurva permintaan ini memiliki kemiringan (slope) negatif atau bergerak dari kiri atas ke kanan bawah. Artinya apabila harga jeruk turun, jumlah barang yang diminta bertambah atau </span><br />
<span style="font-size: small;">sebaliknya (ceteris paribus). Berikut adalah kurva permintaan Buah Jeruk :</span><br />
<br />
<br />
<a href="http://www.crayonpedia.org/mw/Berkas:Harga_Pasar_7.jpg" title="Harga Pasar 7.jpg"><img alt="" border="0" height="198" src="http://www.crayonpedia.org/wiki/images/7/7c/Harga_Pasar_7.jpg" width="262" /></a></div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-57051690961261362292012-03-08T08:02:00.000-08:002012-03-08T08:02:58.728-08:00PENAWARAN DAN PERMINTAAN<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: x-large;">penawaran dan permintaan</span><br />
<span style="font-size: x-large;"><span style="font-size: large;">penawaran dan permintaan 2</span> </span><br />
<br />
<b>Hukum Permintaan dan Hukum Penawaran</b><br />
Jika semua asumsi diabaikan (ceteris paribus) : Jika harga semakin murah maka permintaan atau pembeli akan semakin banyak dan sebaliknya. Jika harga semakin rendah/murah maka penawaran akan semakin sedikit dan sebaliknya.<br />
<br />
Semua terjadi karena semua ingin mencari kepuasan (keuntungan) sebesar-besarnya dari harga yang ada. Apabila harga terlalu tinggi maka pembeli mungkin akan membeli sedikit karena uang yang dimiliki terbatas, namun bagi penjual dengan tingginya harga ia akan mencoba memperbanyak barang yang dijual atau diproduksi agar keuntungan yang didapat semakin besar. Harga yang tinggi juga bisa menyebabkan konsumen/pembeli akan mencari produk lain sebagai pengganti barang yang harganya mahal.<br />
<br />
<strong>Hukum permintaan </strong><br />
Hukum permintaan adalah hukum yang menjelaskan tentang adanya hubungan yang bersifat negatif antara tingkat harga dengan jumlah barang yang diminta. Apabila harga naik jumlah barang yang diminta sedikit dan apabila harga rendah jumlah barang yang diminta meningkat. Dengan demikian hukum permintaan berbunyi:<br />
<br />
<strong><em>“Semakin turun tingkat harga, maka semakin banyak jumlah barang yang tersedia diminta, dan sebaliknya semakin naik tingkat harga semakin sedikit jumlah barang yang bersedia diminta.”</em></strong><br />
<table align="left" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr> <td width="1"><br />
</td> </tr>
<tr> <td><br />
</td> <td><br />
</td> </tr>
</tbody> </table><br />
Pada hukum permintaan berlaku asumsi ceteris paribus. Artinya hukum permintaan tersebut berlaku jika keadaan atau faktor-faktor selain harga tidak berubah (dianggap tetap).<br />
<br />
<strong>Hukum penawaran</strong><br />
Bahwa semakin tinggi harga, jumlah barang yang ditawarkan semakin banyak. Sebaliknya semakin rendah harga barang, jumlah barang yang ditawarkan semakin sedikit. Inilah yang disebut hukum penawaran. Hukum penawaran menunjukkan keterkaitan antara jumlah barang yang ditawarkan dengan tingkat harga. Dengan demikian bunyi hukum penawaran berbunyi:<br />
<br />
<strong><em>“Semakin tingi harga, semakin banyak jumlah barang yang bersedia ditawarkan. Sebaliknya, semakin rendah tingkat harga, semakin sedikit jumlah barang yang bersedia ditwarkan.”</em></strong><br />
<table align="left" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr> <td width="10"><br />
</td> </tr>
<tr> <td><br />
</td> <td><br />
</td> </tr>
</tbody> </table>Hukum penawaran akan berlaku apabila faktor-faktor lain yang memengaruhi penawaran tidak berubah (ceteris paribus).</div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-68058884530940231142012-03-08T07:37:00.000-08:002012-03-08T07:37:09.870-08:00PENAWARAN DAN PERMINTAAN<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-size: large;"><span style="font-size: x-large;">penawaran dan permintaan 1</span></span><br />
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<b>Faktor-faktor yang mempengaruhi permintaan:</b><br />
- Harga barang itu sendiri<br />
Jika harga suatu barang semakin murah, maka permintaan terhadap barang itu bertambah.<br />
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- Harga barang lain yang terkait<br />
Berpengaruh apabila terdapat 2 barang yang saling terkait yang keterkaitannya dapat bersifat subtitusi (pengganti) dan bersifat komplemen (penggenap).<br />
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- Tingkat pendapatan perkapita<br />
Dapat mencerminkan daya beli. Makin tinggi tingkat pendapatan, daya beli makin kuat, sehingga permintaan terhadap suatu barang meningkat.<br />
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- Selera atau kebiasaan<br />
Tinggi rendahnya suatu permintaan ditentukan oleh selera atau kebiasaan dari pola hidup suatu masyarakat.<br />
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- Jumlah penduduk<br />
Semakin banyak jumlah penduduk yang mempunyai selera atau kebiasaan akan kebutuhan barang tertentu, maka semakin besar permintaan terhadap barang tersebut.<br />
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- Perkiraan harga di masa mendatang<br />
Bila kita memperkirakan bahwa harga suatu barang akan naik, adalah lebih baik membeli barang tersebut sekarang, sehingga mendorong orang untuk membeli lebih banyak saat ini guna menghemat belanja di masa depan.<br />
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- Distribusi pendapatan<br />
Tingkat pendapatan perkapita bisa memberikan kesimpulan yang salah bila distribusi pendapatan buruk. Jika distribusi pendapatan buruk, berarti daya beli secara umum melemah, sehingga permintaan terhadap suatu barang menurun.<br />
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- Usaha-usaha produsen meningkatkan penjualan.<br />
Bujukan para penjual untuk membeli barang besar sekali peranannya dalam mempengaruhi masyarakat. Usaha-usaha promosi kepada pembeli sering mendorong orang untuk membeli banyak daripada biasanya.<br />
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- Hukum Permintaan<br />
Hukum permintaan pada hakikatnya merupakan suatu hipotesis yang menyatakan :<br />
“Hubungan antara barang yang diminta dengan harga barang tersebut dimana hubungan berbanding terbalik yaitu ketika harga meningkat atau naik maka jumlah barang yang diminta akan menurun dan sebaliknya apabila harga turun jumlah barang meningkat.”</div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-17549006280278535862012-01-02T07:24:00.000-08:002012-01-02T07:30:02.020-08:00pengertian karnel<div dir="ltr" style="text-align: left;" trbidi="on"><span style="font-weight: bold;">Pengertian Tentang Kernel</span><br />
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Kernel adalah suatu perangkat lunak yang menjadi bagian utama dari sebuah sistem operasi. Tugasnya melayani bermacam program aplikasi untuk mengakses perangkat keras komputer secara aman.<br />
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Karena akses terhadap perangkat keras terbatas, sedangkan ada lebih dari satu program yang harus dilayani dalam waktu yang bersamaan, maka kernel juga bertugas untuk mengatur kapan dan berapa lama suatu program dapat menggunakan satu bagian perangkat keras tersebut. Hal tersebut dinamakan sebagai multiplexing.<br />
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Akses kepada perangkat keras secara langsung merupakan masalah yang kompleks, oleh karena itu kernel biasanya mengimplementasikan sekumpulan abstraksi hardware. Abstraksi-abstraksi tersebut merupakan sebuah cara untuk menyembunyikan kompleksitas, dan memungkinkan akses kepada perangkat keras menjadi mudah dan seragam. Sehingga abstraksi pada akhirnya memudahkan pekerjaan programer.<br />
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Untuk menjalankan sebuah komputer kita tidak harus menggunakan kernel sistem operasi. Sebuah program dapat saja langsung di- load dan dijalankan diatas mesin 'telanjang' komputer, yaitu bilamana pembuat program ingin melakukan pekerjaannya tanpa bantuan abstraksi perangkat keras atau bantuan sistem operasi. Teknik ini digunakan oleh komputer generasi awal, sehingga bila kita ingin berpindah dari satu program ke program lain, kita harus mereset dan meload kembali program-program tersebut.<br />
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Ada 4 kategori kernel:<br />
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1. Monolithic kernel. Kernel yang menyediakan abstraksi perangkat keras yang kaya dan tangguh.<br />
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2. Microkernel. Kernel yang menyediakan hanya sekumpulan kecil abstraksi perangkat keras sederhana, dan menggunakan aplikasi-aplikasi yang disebut sebagai server untuk menyediakan fungsi-fungsi lainnya.<br />
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3. Hybrid (modifikasi dari microkernel). Kernel yang mirip microkernel, tetapi ia juga memasukkan beberapa kode tambahan di kernel agar ia menjadi lebih cepat.<br />
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4. Exokernel. Kernel yang tidak menyediakan sama sekali abstraksi hardware, tapi ia menyediakan sekumpulan pustaka yang menyediakan fungsi-fungsi akses ke perangkat keras secara langsung atau hampir-hampir langsung.<br />
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Dari keempat kategori kernel yang disebutkan diatas, kernel Linux termasuk kategori monolithic kernel. Kernel Linux berbeda dengan sistem Linux. Kernel Linux merupakan sebuah perangkat lunak orisinil yang dibuat oleh komunitas Linux, sedangkan sistem Linux, yang dikenal saat ini, mengandung banyak komponen yang dibuat sendiri atau dipinjam dari proyek pengembangan lain.<br />
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Kernel Linux pertama yang dipublikasikan adalah versi 0.01, pada tanggal 14 Maret 1991. Sistem berkas yang didukung hanya sistem berkas Minix. Kernel pertama dibuat berdasarkan kerangka Minix (sistem UNIX kecil yang dikembangkan oleh Andy Tanenbaum). Tetapi, kernel tersebut sudah mengimplementasi proses UNIX secara tepat.<br />
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Pada tanggal 14 Maret 1994 dirilis versi 1.0, yang merupakan tonggak sejarah Linux. Versi ini adalah kulminasi dari tiga tahun perkembangan yang cepat dari kernel Linux. Fitur baru terbesar yang disediakan adalah jaringan. Versi 1.0 mampu mendukung protokol standar jaringan TCP/IP. Kernel 1.0 juga memiliki sistem berkas yang lebih baik tanpa batasan-batasan sistem berkas Minix. Sejumlah dukungan perangkat keras ekstra juga dimasukkan ke dalam rilis ini. Dukungan perangkat keras telah berkembang termasuk diantaranya floppy-disk, CD-ROM, sound card, berbagai mouse, dan keyboard internasional. Dukungan juga diberikan terhadap modul kernel yang loadable dan unloadable secara dinamis.<br />
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Satu tahun kemudian dirilis kernel versi 1.2. Kernel ini mendukung variasi perangkat keras yang lebih luas. Pengembang telah memperbaharui networking stack untuk menyediakan support bagi protokol IPX, dan membuat implementasi IP lebih lengkap dengan memberikan fungsi accounting dan firewalling. Kernel 1.2 ini merupakan kernel Linux terakhir yang PC-only. Konsentrasi lebih diberikan pada dukungan perangkat keras dan memperbanyak implementasi lengkap pada fungsi-fungsi yang ada.<br />
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Pada bulan Juni 1996, kernel Linux 2.0 dirilis. Versi ini memiliki dua kemampuan baru yang penting, yaitu dukungan terhadap multiple architecture dan multiprocessor architectures. Kode untuk manajemen memori telah diperbaiki sehingga kinerja sistem berkas dan memori virtual meningkat. Untuk pertama kalinya, file system caching dikembangkan ke networked file systems, juga sudah didukung writable memory mapped regions. Kernel 2.0 sudah memberikan kinerja TCP/IP yang lebih baik, ditambah dengan sejumlah protokol jaringan baru. Kemampuan untuk memakai remote netware dan SMB (Microsoft LanManager) network volumes juga telah ditambahkan pada versi terbaru ini. Tambahan lain adalah dukungan internal kernel threads, penanganan dependencies antara modul-modul loadable, dan loading otomatis modul berdasarkan permintaan (on demand). Konfigurasi dinamis dari kernel pada run time telah diperbaiki melalui konfigurasi interface yang baru dan standar.<br />
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Semenjak Desember 2003, telah diluncurkan Kernel versi 2.6, yang dewasa ini (2008) telah mencapai patch versi 2.6.26.1 ( http://kambing.ui.edu/kernel-linux/v2.6/). Hal-hal yang berubah dari versi 2.6 ini ialah:<br />
<br />
* Subitem M/K yang dipercanggih.<br />
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* Kernel yang pre-emptif.<br />
<br />
* Penjadwalan Proses yang dipercanggih.<br />
<br />
* Threading yang dipercanggih.<br />
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* Implementasi ALSA (Advanced Linux Sound Architecture) dalam kernel.<br />
<br />
* Dukungan sistem berkas seperti: ext2, ext3, reiserfs, adfs, amiga ffs, apple macintosh hfs, cramfs, jfs, iso9660, minix, msdos, bfs, free vxfs, os/2 hpfs, qnx4fs, romfs, sysvfs, udf, ufs, vfat, xfs, BeOS befs (ro), ntfs (ro), efs (ro).</div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0tag:blogger.com,1999:blog-3412895570560763002.post-32366522189704244572012-01-02T06:35:00.000-08:002012-01-02T06:40:56.032-08:00pengertian memory fisik<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"></div><div style="text-align: justify;"><a href="http://nurmanto.com/pengertian-dan-fungsi-memori-fisik/" title="Pengertian dan Fungsi Memori Fisik">Pengertian dan Fungsi Memori Fisik</a>, Memori fisik merupakan istilah generik yang merujuk pada media penyimpanan data sementara pada komputer. Setiap program dan data yang sedang diproses oleh prosesor akan disimpan di dalam memori fisik. Data yang disimpan dalam memori fisik bersifat sementara, karena data yang disimpan di dalamnya akan tersimpan selama komputer tersebut masih dialiri daya (dengan kata lain, komputer itu masih hidup). Ketika komputer itu direset atau dimatikan, data yang disimpan dalam memori fisik akan hilang. Oleh karena itulah, sebelum mematikan komputer, semua data yang belum disimpan ke dalam media penyimpanan permanen (umumnya bersifat media penyimpanan permanen berbasis disk, semacam hard disk atau floppy disk), sehingga data tersebut dapat dibuka kembali pada lain waktu.</div><br />
<div style="text-align: justify;">Memori fisik umumnya diimplementasikan dalam bentuk Random Access Memory (RAM), yang bersifat dinamis (DRAM). Mengapa disebut Random Access, adalah karena akses terhadap lokasi-lokasi di dalamnya dapat dilakukan secara acak (random), bukan secara berurutan (sekuensial). Meskipun demikian, kata random access dalam RAM ini sering menjadi salah kaprah. Sebagai contoh, memori yang hanya dapat dibaca (ROM), juga dapat diakses secara random, tetapi ia dibedakan dengan RAM karena ROM dapat menyimpan data tanpa kebutuhan daya dan tidak dapat ditulisi sewaktu-waktu. Selain itu, hard disk yang juga merupakan salah satu media penyimpanan juga dapat diakses secara random, tapi ia tidak digolongkan ke dalam Random Access Memory.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><img alt="" height="175" 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" 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</div><div style="text-align: justify;">Penggunaan Memory Komponen utama dalam sistem komputer adalah Arithmetic Logic Unit (ALU), Control Circuitry, Storage Space dan piranti Input/Output. Jika tanpa memory, maka komputer hanya berfungsi sebagai digital signal processing devices, contohnya kalkulator atau media player. Kemampuan memory untuk menyimpan data, instruksi dan informasi-lah yang membuat komputer dapat disebut sebagai general-purpose komputer. Komputer merupakan piranti digital, maka informasi disajikan dengan sistem bilangan binary. Teks, angka, gambar, sudio dan video dikonversikan menjadi sekumpulan bilangan binary (binary digit atau disingkat bit). Sekumpulan bilangan binary dikenal dengan istilah BYTE, dimana 1 byte = 8 bits. Semakin besar ukuran memory-nya maka semakin banyak pula informasi yang dapat disimpan di dalam komputer (storage devices). Berikut ini beberapa gambar yang bisa mewakili bagaimana cara informasi disimpan dalam memory dan bagaimana data ditransfer dari satu bagian ke bagian lainnya.</div></div>Anonymoushttp://www.blogger.com/profile/18150478669874345589noreply@blogger.com0